diff --git a/hw12/README.md b/hw12/README.md new file mode 100644 index 0000000..483a924 --- /dev/null +++ b/hw12/README.md @@ -0,0 +1,28 @@ +# HW12 - Iterators and generators + +This homework is about working with iterators and generators. +## Data: +* **sequences.fa:** file with 10 nucleotide sequences in FASTA format +* **sequences_broken.fa:** the same file but without first record id (needed for validation) +* **sequences.faa:** file with 10 amino acid sequences in FASTA format + +## Task 1 +Write a generator which reads FASTA file and outputs record id (starting from '>' character) and sequence + +## Task 2 +Write class for reading sequences from FASTA file and outputing them with some changes in infinite cycle.
+This class works with amino acid sequences as well as with nucleotide sequences.
+Following changes (mutations) per sequence are allowed: +* Substitution +* Insertion +* Deletion + +Also it is possible to set for each type of mutation its probability of emergence. + +## Task 3 +Write generator ***iter_append(iterable, item)*** which appends ***item*** to the end of ***itearable*** object.
+So, during iterations we will, firstly, obtain data from ***iterable*** and only then from ***item***.
+It is not allowed to use any loops (for, while, etc.) + +## Task 4 +Write function unpacking elements of nested list into a new one (not nested). diff --git a/hw12/code/iterators_generators.ipynb b/hw12/code/iterators_generators.ipynb new file mode 100644 index 0000000..d0aea11 --- /dev/null +++ b/hw12/code/iterators_generators.ipynb @@ -0,0 +1,7358 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Libraries " + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:20.389638Z", + "start_time": "2022-03-23T20:31:20.380343Z" + } + }, + "outputs": [], + "source": [ + "import numpy as np" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Task 1" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:22.809222Z", + "start_time": "2022-03-23T20:31:22.798879Z" + } + }, + "outputs": [], + "source": [ + "def fasta_reader(path_to_file):\n", + " '''\n", + " Generator which reads FASTA file and outputs record id (starting from '>' character) and sequence \n", + " :param path_to_file: str, path to FASTA file\n", + " :return id, seq: record id and sequence\n", + " '''\n", + " \n", + " # some check for valid format\n", + " with open(path_to_file, 'r') as handle:\n", + " for line in handle:\n", + " if line[0] != '>':\n", + " raise ValueError(\"Expected FASTA record starting with '>' character\")\n", + " break\n", + " \n", + " # generator \n", + " with open(path_to_file, 'r') as handle: \n", + " title, lines = None, []\n", + " for line in handle:\n", + " if line[0] == '>' and title is None:\n", + " title = line[1:].rstrip()\n", + " elif line[0] == '>':\n", + " yield title, ''.join(lines)\n", + " title, lines = line[1:].rstrip(), []\n", + " else:\n", + " lines.append(line.rstrip())\n", + " yield title, ''.join(lines)" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:27.893973Z", + "start_time": "2022-03-23T20:31:27.886771Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Seq1\tATGTCAGACCAACAAAATCAAGACCAAGGG\n", + "Seq2\tATGTCGGAGGAAGATCAAATTCAATCGCAA\n", + "Seq3\tATGTCGGATTCAAACCAAGGCAACAATCAG\n", + "Seq4\tATGTCGGATTCAAACCAAGGTAACAATCAG\n", + "Seq5\tATGTCTGATTCAAACCAAGGTAATAATCAG\n", + "Seq6\tATGTCAGATCCAAATCAAGGTAACAATCAA\n", + "Seq7\tATGTCGGATTCAAACCAAGGCAACAATCAG\n", + "Seq8\tCCAGCAATACAGCCAGAACGGTAACCAACA\n", + "Seq9\tATGTCTGATCCAACTAATGGTAATAATGAG\n", + "Seq10\tATGTCTGATCCAAACCAAGGTAACAATCAG\n" + ] + } + ], + "source": [ + "reader = fasta_reader('../data/sequences.fa')\n", + "print(type(reader))\n", + "for id_, seq in reader:\n", + " print(id_, seq[:30], sep='\\t')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Check that our function can handle exceptions connected with mistakes in FASTA format (if record id is absent or does not start with '>' character)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:32.187861Z", + "start_time": "2022-03-23T20:31:32.060723Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ATGTCAGACCAACAAAATCAAGACCAAGGGCAAGGCCAAGGTTACAATCAGTATAACCAATATGGCCAGT\r\n", + "ACAACCAGTACTACAACCAACAGGGCTATCAAGGCTACAACGGCCAACAAGGTGCTCCTCAAGGCTACCA\r\n" + ] + } + ], + "source": [ + "! head -2 ../data/sequences_broken.fa" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:34.237737Z", + "start_time": "2022-03-23T20:31:34.164973Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n" + ] + }, + { + "ename": "ValueError", + "evalue": "Expected FASTA record starting with '>' character", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mValueError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mreader\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfasta_reader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'../data/sequences_broken.fa'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtype\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mreader\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mid_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mseq\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mreader\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 4\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mid_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mseq\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;36m30\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msep\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'\\t'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mfasta_reader\u001b[0;34m(path_to_file)\u001b[0m\n\u001b[1;32m 10\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mhandle\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 11\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m!=\u001b[0m \u001b[0;34m'>'\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 12\u001b[0;31m \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Expected FASTA record starting with '>' character\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 13\u001b[0m \u001b[0;32mbreak\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 14\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mValueError\u001b[0m: Expected FASTA record starting with '>' character" + ] + } + ], + "source": [ + "reader = fasta_reader('../data/sequences_broken.fa')\n", + "print(type(reader))\n", + "for id_, seq in reader:\n", + " print(id_, seq[:30], sep='\\t')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Task 2" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:43.021011Z", + "start_time": "2022-03-23T20:31:42.984546Z" + } + }, + "outputs": [], + "source": [ + "class FastaReader:\n", + " '''\n", + " Class for reading sequences from FASTA file and outputing them \n", + " with some changes in infinite cycle\n", + " '''\n", + " \n", + " alphabet_nt = ['A', 'T', 'C', 'G']\n", + " \n", + " alphabet_aa = ['A', 'R', 'N', 'D', 'C', 'E', 'Q', 'G', 'H', 'I', \n", + " 'L', 'K', 'M', 'F', 'P', 'S', 'T', 'W', 'Y', 'V']\n", + " \n", + " def __init__(self, path_to_file, seq_type, probs, seq_size=None):\n", + " '''\n", + " Constructor\n", + " \n", + " :param path_to_file: str, path to FASTA file\n", + " :param seq_type: str, type of input data ('nt' or 'aa') for nucleotide \n", + " and amino acid sequences respectively\n", + " :param probs: list, probabilities for substitution, insertion and deletion\n", + " :param seq_size: int, number of first letters of initial sequnece to work with\n", + " '''\n", + " \n", + " self.path_to_file = path_to_file\n", + " self.probs = probs\n", + " self.seq_size = seq_size\n", + " if seq_type == 'aa':\n", + " self.alphabet = self.alphabet_aa\n", + " elif seq_type == 'nt':\n", + " self.alphabet = self.alphabet_nt\n", + " \n", + "\n", + " def fasta_reader(self):\n", + " ''' \n", + " Generator which reads FASTA file and outputs record id \n", + " (starting from '>' character) and sequence \n", + " '''\n", + " # some check for valid format\n", + " with open(self.path_to_file, 'r') as handle:\n", + " for line in handle:\n", + " if line[0] != '>':\n", + " raise ValueError(\"Expected FASTA record starting with '>' character\")\n", + " break\n", + "\n", + " # generator \n", + " with open(self.path_to_file, 'r') as handle: \n", + " title, lines = None, []\n", + " for line in handle:\n", + " if line[0] == '>' and title is None:\n", + " title = line[1:].rstrip()\n", + " elif line[0] == '>':\n", + " yield title, ''.join(lines)\n", + " title, lines = line[1:].rstrip(), []\n", + " else:\n", + " lines.append(line.rstrip())\n", + " yield title, ''.join(lines)\n", + " \n", + " \n", + " def change_seq(self, seq):\n", + " '''\n", + " Change input sequence, introducing substitution, insertion \n", + " or deletion into random position\n", + " '''\n", + " \n", + " mutation = np.random.choice(['substitution', 'insertion', 'deletion'], p=self.probs)\n", + " index = np.random.choice(range(len(seq)))\n", + " if mutation == 'substitution':\n", + " letter_to_change = seq[index]\n", + " available_letters = list(set(self.alphabet)-set(letter_to_change))\n", + " change = np.random.choice(available_letters)\n", + " elif mutation == 'insertion':\n", + " change = np.random.choice(self.alphabet)\n", + " elif mutation == 'deletion':\n", + " change = ''\n", + " seq_changed = seq[:index] + change + seq[index+1:]\n", + " \n", + " return seq_changed\n", + " \n", + " \n", + " def display_changed_seq(self):\n", + " '''\n", + " Iterate through FASTA file and output record id \n", + " (starting from '>' character) and changed sequence \n", + " '''\n", + " \n", + " while True:\n", + " reader = self.fasta_reader()\n", + " for id_, seq in reader:\n", + " if self.seq_size is None:\n", + " seq_changed = self.change_seq(seq=seq)\n", + " else:\n", + " seq_changed = self.change_seq(seq=seq[:self.seq_size])\n", + " print(id_, seq_changed, sep='\\t')\n", + " print()\n", + " \n", + " \n", + " def __repr__(self):\n", + " message = f'''\n", + " Class {self.__class__.__name__} \n", + " \n", + " Change sequences with following probabilities:\n", + " substitution = {self.probs[0]},\n", + " insertion = {self.probs[1]},\n", + " deletion = {self.probs[2]}\n", + " '''\n", + " return message" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T17:06:31.251341Z", + "start_time": "2022-03-23T17:06:31.241773Z" + } + }, + "source": [ + "**Validation on nucleotide sequneces**" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:46.806852Z", + "start_time": "2022-03-23T20:31:46.784991Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "\n", + " Class FastaReader \n", + " \n", + " Change sequences with following probabilities:\n", + " substitution = 0.5,\n", + " insertion = 0.25,\n", + " deletion = 0.25\n", + " " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "my_reader_nt = FastaReader('../data/sequences.fa', 'nt', [0.5, 0.25, 0.25], seq_size=5)\n", + "my_reader_nt" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:31:54.747876Z", + "start_time": "2022-03-23T20:31:53.878303Z" + }, + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seq1\tATTTC\n", + "Seq2\tATGCC\n", + "Seq3\tCTGTC\n", + "Seq4\tAAGTC\n", + "Seq5\tATGTC\n", + "Seq6\tATTC\n", + "Seq7\tACGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tATGC\n", + "Seq10\tAAGTC\n", + "\n", + "Seq1\tCTGTC\n", + "Seq2\tATTTC\n", + "Seq3\tTTGTC\n", + "Seq4\tACGTC\n", + "Seq5\tCTGTC\n", + "Seq6\tAGTC\n", + "Seq7\tATGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tATCTC\n", + "Seq10\tAGTC\n", + "\n", + "Seq1\tATGTT\n", + "Seq2\tATTC\n", + "Seq3\tATGCC\n", + "Seq4\tATGTT\n", + "Seq5\tAAGTC\n", + "Seq6\tAAGTC\n", + "Seq7\tTGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tATGGC\n", + "Seq10\tATGC\n", + "\n", + "Seq1\tGTGTC\n", + "Seq2\tTTGTC\n", + "Seq3\tATGC\n", + "Seq4\tATGGC\n", + "Seq5\tATGAC\n", + "Seq6\tAGTC\n", + "Seq7\tAGGTC\n", + "Seq8\tCCAG\n", + "Seq9\tATGTA\n", + "Seq10\tATGC\n", + "\n", + "Seq1\tGTGTC\n", + "Seq2\tAGGTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATGTA\n", + "Seq5\tAGTC\n", + "Seq6\tATGGC\n", + "Seq7\tAAGTC\n", + "Seq8\tCCAG\n", + "Seq9\tATGTG\n", + "Seq10\tATTC\n", + "\n", + "Seq1\tATGGC\n", + "Seq2\tATGAC\n", + "Seq3\tATGTC\n", + "Seq4\tCTGTC\n", + "Seq5\tATCTC\n", + "Seq6\tTGTC\n", + "Seq7\tACGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tGTGTC\n", + "Seq10\tAGGTC\n", + "\n", + "Seq1\tATCTC\n", + "Seq2\tATGTT\n", + "Seq3\tATGTT\n", + "Seq4\tATGC\n", + "Seq5\tATGTT\n", + "Seq6\tATGC\n", + "Seq7\tATCTC\n", + "Seq8\tCCAGC\n", + "Seq9\tAAGTC\n", + "Seq10\tATGCC\n", + "\n", + "Seq1\tATGAC\n", + "Seq2\tATATC\n", + "Seq3\tCTGTC\n", + "Seq4\tGTGTC\n", + "Seq5\tATATC\n", + "Seq6\tATGAC\n", + "Seq7\tAGTC\n", + "Seq8\tCCAGT\n", + "Seq9\tATGT\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tTGTC\n", + "Seq2\tATTTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATGGC\n", + "Seq5\tAAGTC\n", + "Seq6\tATGAC\n", + "Seq7\tGTGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tCTGTC\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tTTGTC\n", + "Seq2\tAAGTC\n", + "Seq3\tATGCC\n", + "Seq4\tATGAC\n", + "Seq5\tATGTA\n", + "Seq6\tATGCC\n", + "Seq7\tTTGTC\n", + "Seq8\tCGAGC\n", + "Seq9\tATGAC\n", + "Seq10\tACGTC\n", + "\n", + "Seq1\tATGC\n", + "Seq2\tTTGTC\n", + "Seq3\tACGTC\n", + "Seq4\tATGTC\n", + "Seq5\tAGGTC\n", + "Seq6\tATATC\n", + "Seq7\tATCTC\n", + "Seq8\tCCCGC\n", + "Seq9\tATTTC\n", + "Seq10\tTGTC\n", + "\n", + "Seq1\tATATC\n", + "Seq2\tAGGTC\n", + "Seq3\tATTTC\n", + "Seq4\tTGTC\n", + "Seq5\tATGTC\n", + "Seq6\tAGTC\n", + "Seq7\tATGAC\n", + "Seq8\tCTAGC\n", + "Seq9\tATGTC\n", + "Seq10\tATATC\n", + "\n", + "Seq1\tATGTA\n", + "Seq2\tTTGTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATGTT\n", + "Seq5\tCTGTC\n", + "Seq6\tATGCC\n", + "Seq7\tATGTA\n", + "Seq8\tTCAGC\n", + "Seq9\tATCTC\n", + "Seq10\tAGTC\n", + "\n", + "Seq1\tATGC\n", + "Seq2\tTGTC\n", + "Seq3\tTTGTC\n", + "Seq4\tATGCC\n", + "Seq5\tATGTG\n", + "Seq6\tATGGC\n", + "Seq7\tAAGTC\n", + "Seq8\tCTAGC\n", + "Seq9\tTTGTC\n", + "Seq10\tATGCC\n", + "\n", + "Seq1\tACGTC\n", + "Seq2\tAGTC\n", + "Seq3\tATCTC\n", + "Seq4\tATCTC\n", + "Seq5\tATGGC\n", + "Seq6\tTTGTC\n", + "Seq7\tAGTC\n", + "Seq8\tCCCGC\n", + "Seq9\tATTTC\n", + "Seq10\tTGTC\n", + "\n", + "Seq1\tATGCC\n", + "Seq2\tATGC\n", + "Seq3\tATTC\n", + "Seq4\tATGC\n", + "Seq5\tATCTC\n", + "Seq6\tATGGC\n", + "Seq7\tAGGTC\n", + "Seq8\tCCAG\n", + "Seq9\tATGC\n", + "Seq10\tAAGTC\n", + "\n", + "Seq1\tGTGTC\n", + "Seq2\tAGGTC\n", + "Seq3\tATGTT\n", + "Seq4\tATGTC\n", + "Seq5\tATGTG\n", + "Seq6\tATGC\n", + "Seq7\tATTTC\n", + "Seq8\tCCAAC\n", + "Seq9\tATCTC\n", + "Seq10\tATGC\n", + "\n", + "Seq1\tAGTC\n", + "Seq2\tAGTC\n", + "Seq3\tATGAC\n", + "Seq4\tATGAC\n", + "Seq5\tAGGTC\n", + "Seq6\tCTGTC\n", + "Seq7\tATTTC\n", + "Seq8\tGCAGC\n", + "Seq9\tATTC\n", + "Seq10\tATGTG\n", + "\n", + "Seq1\tATTC\n", + "Seq2\tATGGC\n", + "Seq3\tATGTA\n", + "Seq4\tATGTG\n", + "Seq5\tATCTC\n", + "Seq6\tATGTG\n", + "Seq7\tATGTG\n", + "Seq8\tCCACC\n", + "Seq9\tAAGTC\n", + "Seq10\tAAGTC\n", + "\n", + "Seq1\tCTGTC\n", + "Seq2\tATTTC\n", + "Seq3\tATGTC\n", + "Seq4\tATGCC\n", + "Seq5\tATGT\n", + "Seq6\tATTTC\n", + "Seq7\tAGTC\n", + "Seq8\tACAGC\n", + "Seq9\tATTC\n", + "Seq10\tATATC\n", + "\n", + "Seq1\tATCTC\n", + "Seq2\tTTGTC\n", + "Seq3\tATGTA\n", + "Seq4\tATATC\n", + "Seq5\tATGTC\n", + "Seq6\tATGAC\n", + "Seq7\tATGTG\n", + "Seq8\tCCGGC\n", + "Seq9\tATCTC\n", + "Seq10\tATGT\n", + "\n", + "Seq1\tACGTC\n", + "Seq2\tATGCC\n", + "Seq3\tATTTC\n", + "Seq4\tATTTC\n", + "Seq5\tATTC\n", + "Seq6\tTTGTC\n", + 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"output_type": "stream", + "text": [ + "Seq8\tCAAGC\n", + "Seq9\tGTGTC\n", + "Seq10\tTGTC\n", + "\n", + "Seq1\tATGT\n", + "Seq2\tATCTC\n", + "Seq3\tATGTT\n", + "Seq4\tACGTC\n", + "Seq5\tACGTC\n", + "Seq6\tATTTC\n", + "Seq7\tATATC\n", + "Seq8\tACAGC\n", + "Seq9\tATATC\n", + "Seq10\tATGTT\n", + "\n", + "Seq1\tACGTC\n", + "Seq2\tAGGTC\n", + "Seq3\tACGTC\n", + "Seq4\tATGTC\n", + "Seq5\tAGGTC\n", + "Seq6\tTGTC\n", + "Seq7\tACGTC\n", + "Seq8\tCCAG\n", + "Seq9\tAAGTC\n", + "Seq10\tGTGTC\n", + "\n", + "Seq1\tATGTA\n", + "Seq2\tATATC\n", + "Seq3\tATGTG\n", + "Seq4\tATGTC\n", + "Seq5\tTGTC\n", + "Seq6\tATGGC\n", + "Seq7\tATGCC\n", + "Seq8\tTCAGC\n", + "Seq9\tAGTC\n", + "Seq10\tATGC\n", + "\n", + "Seq1\tAAGTC\n", + "Seq2\tATGTT\n", + "Seq3\tATGAC\n", + "Seq4\tTTGTC\n", + "Seq5\tACGTC\n", + "Seq6\tAGTC\n", + "Seq7\tGTGTC\n", + "Seq8\tCCAAC\n", + "Seq9\tATGTC\n", + "Seq10\tATGCC\n", + "\n", + "Seq1\tAGTC\n", + "Seq2\tATGC\n", + "Seq3\tACGTC\n", + "Seq4\tATTTC\n", + "Seq5\tATTTC\n", + 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"Seq9\tATGCC\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tATGGC\n", + "Seq2\tATGTG\n", + "Seq3\tATGGC\n", + "Seq4\tGTGTC\n", + "Seq5\tATGCC\n", + "Seq6\tTTGTC\n", + "Seq7\tATGT\n", + "Seq8\tACAGC\n", + "Seq9\tACGTC\n", + "Seq10\tATGTC\n", + "\n", + "Seq1\tATGAC\n", + "Seq2\tATGTA\n", + "Seq3\tTGTC\n", + "Seq4\tTTGTC\n", + "Seq5\tATGTT\n", + "Seq6\tAGTC\n", + "Seq7\tAGGTC\n", + "Seq8\tCCAGT\n", + "Seq9\tCTGTC\n", + "Seq10\tATGTG\n", + "\n", + "Seq1\tATTTC\n", + "Seq2\tAGTC\n", + "Seq3\tACGTC\n", + "Seq4\tATGTT\n", + "Seq5\tATGTG\n", + "Seq6\tATGTC\n", + "Seq7\tATGT\n", + "Seq8\tCCGGC\n", + "Seq9\tATGTG\n", + "Seq10\tATGTA\n", + "\n", + "Seq1\tATGCC\n", + "Seq2\tTGTC\n", + "Seq3\tAGGTC\n", + "Seq4\tCTGTC\n", + "Seq5\tTTGTC\n", + "Seq6\tATGTG\n", + "Seq7\tATGAC\n", + "Seq8\tCAGC\n", + "Seq9\tTTGTC\n", + "Seq10\tATCTC\n", + "\n", + "Seq1\tATGAC\n", + "Seq2\tATGTC\n", + "Seq3\tATTC\n", + "Seq4\tATTTC\n", + "Seq5\tATGT\n", + "Seq6\tTTGTC\n", + "Seq7\tATCTC\n", + "Seq8\tCCGC\n", + "Seq9\tACGTC\n", + "Seq10\tATGT\n", + "\n", + "Seq1\tAGGTC\n", + "Seq2\tTTGTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATGTT\n", + "Seq5\tATGGC\n", + "Seq6\tAGGTC\n", + "Seq7\tAGGTC\n", + "Seq8\tCCAGA\n", + "Seq9\tACGTC\n", + "Seq10\tATGTG\n", + "\n", + "Seq1\tATCTC\n", + "Seq2\tCTGTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATTC\n", + "Seq5\tATGGC\n", + "Seq6\tTTGTC\n", + "Seq7\tATGAC\n", + "Seq8\tCCAC\n", + "Seq9\tATGTA\n", + "Seq10\tATGC\n", + "\n", + "Seq1\tATGGC\n", + "Seq2\tATGCC\n", + "Seq3\tATCTC\n", + "Seq4\tATGTT\n", + "Seq5\tATGC\n", + "Seq6\tCTGTC\n", + "Seq7\tATGC\n", + "Seq8\tCCAGC\n", + "Seq9\tATCTC\n", + "Seq10\tATGGC\n", + "\n", + "Seq1\tATGAC\n", + "Seq2\tATGTC\n", + "Seq3\tATGC\n", + "Seq4\tTGTC\n", + "Seq5\tATGTT\n", + "Seq6\tATGAC\n", + "Seq7\tATGTA\n", + "Seq8\tCCAGC\n", + "Seq9\tTTGTC\n", + "Seq10\tAGTC\n", + "\n", + "Seq1\tATGTG\n", + "Seq2\tATGC\n", + "Seq3\tATTC\n", + "Seq4\tATCTC\n", + "Seq5\tATGGC\n", + "Seq6\tATATC\n", + "Seq7\tAGGTC\n", + "Seq8\tCCAGG\n", + "Seq9\tATGTT\n", + "Seq10\tATGTG\n", + "\n", + "Seq1\tATGAC\n", + "Seq2\tAGGTC\n", + "Seq3\tTTGTC\n", + "Seq4\tATGAC\n", + "Seq5\tATGTA\n", + "Seq6\tATGTA\n", + "Seq7\tCTGTC\n", + "Seq8\tCAAGC\n", + "Seq9\tATTC\n", + "Seq10\tATCTC\n", + "\n", + "Seq1\tGTGTC\n", + "Seq2\tCTGTC\n", + "Seq3\tATGGC\n", + "Seq4\tATATC\n", + "Seq5\tTGTC\n", + "Seq6\tATATC\n", + "Seq7\tATGGC\n", + "Seq8\tCCACC\n", + "Seq9\tATGC\n", + "Seq10\tAGTC\n", + "\n", + "Seq1\tATTC\n", + "Seq2\tATCTC\n", + "Seq3\tAGGTC\n", + "Seq4\tATATC\n", + "Seq5\tATGC\n", + "Seq6\tATGTT\n", + "Seq7\tATGC\n", + "Seq8\tCCAAC\n", + "Seq9\tACGTC\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tATATC\n", + "Seq2\tATGC\n", + "Seq3\tATGT\n", + "Seq4\tATGCC\n", + "Seq5\tATGTC\n", + "Seq6\tATGTG\n", + "Seq7\tATATC\n", + "Seq8\tCCAGC\n", + "Seq9\tATTTC\n", + "Seq10\tGTGTC\n", + "\n", + "Seq1\tAGGTC\n", + "Seq2\tATGTC\n", + "Seq3\tTGTC\n", + "Seq4\tATCTC\n", + "Seq5\tATGC\n", + "Seq6\tAGTC\n", + "Seq7\tTTGTC\n", + "Seq8\tCCAC\n", + "Seq9\tCTGTC\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tAGTC\n", + "Seq2\tATGTA\n", + "Seq3\tAAGTC\n", + "Seq4\tAGTC\n", + "Seq5\tTTGTC\n", + "Seq6\tATATC\n", + "Seq7\tATGTG\n", + "Seq8\tCCAAC\n", + "Seq9\tATGTG\n", + "Seq10\tCTGTC\n", + "\n", + "Seq1\tATATC\n", + "Seq2\tATGTA\n", + "Seq3\tATGTA\n", + "Seq4\tATGCC\n", + "Seq5\tTTGTC\n", + "Seq6\tATGTA\n", + "Seq7\tATGGC\n", + "Seq8\tCTAGC\n", + "Seq9\tATATC\n", + "Seq10\tATTC\n", + "\n", + "Seq1\tATGTC\n", + "Seq2\tATGTA\n", + "Seq3\tAGTC\n", + "Seq4\tAGTC\n", + "Seq5\tAAGTC\n", + "Seq6\tATGAC\n", + "Seq7\tATGCC\n", + "Seq8\tACAGC\n", + "Seq9\tATGT\n", + "Seq10\tATGTC\n", + "\n", + "Seq1\tCTGTC\n", + "Seq2\tATGTC\n", + "Seq3\tCTGTC\n", + "Seq4\tATGGC\n", + "Seq5\tATGTG\n", + "Seq6\tATTC\n", + "Seq7\tATGTC\n", + "Seq8\tCCTGC\n", + "Seq9\tATTC\n", + "Seq10\tATGTG\n", + "\n", + "Seq1\tTGTC\n", + "Seq2\tGTGTC\n", + "Seq3\tACGTC\n", + "Seq4\tTGTC\n", + "Seq5\tATTC\n", + "Seq6\tAGGTC\n", + "Seq7\tATTTC\n", + "Seq8\tCCATC\n", + "Seq9\tATGTC\n", + "Seq10\tATGT\n", + "\n", + "Seq1\tATGCC\n", + "Seq2\tATGTG\n", + "Seq3\tTGTC\n", + "Seq4\tATGTT\n", + "Seq5\tATTC\n", + "Seq6\tATTC\n", + "Seq7\tAAGTC\n", + "Seq8\tCCATC\n", + "Seq9\tGTGTC\n", + "Seq10\tATGAC\n", + "\n", + "Seq1\tATGT\n", + "Seq2\tATGTG\n", + "Seq3\tATGTG\n", + "Seq4\tATGC\n", + "Seq5\tATGCC\n", + "Seq6\tATGGC\n", + "Seq7\tATGTG\n", + "Seq8\tTCAGC\n", + "Seq9\tATTTC\n", + "Seq10\tATGTT\n", + "\n", + "Seq1\tATGGC\n", + "Seq2\tCTGTC\n", + "Seq3\tATCTC\n", + "Seq4\tATGTG\n", + "Seq5\tAAGTC\n", + "Seq6\tATGCC\n", + "Seq7\tAAGTC\n", + "Seq8\tCAAGC\n", + "Seq9\tATTC\n", + "Seq10\tATATC\n", + "\n", + "Seq1\tAAGTC\n", + "Seq2\tTTGTC\n", + "Seq3\tATTTC\n", + "Seq4\tATATC\n", + "Seq5\tATGTG\n", + "Seq6\tTGTC\n", + "Seq7\tATATC\n", + "Seq8\tCGAGC\n", + "Seq9\tATGC\n", + "Seq10\tAGGTC\n", + "\n", + "Seq1\tATGTT\n", + "Seq2\tATGTT\n", + "Seq3\tATATC\n", + "Seq4\tAGGTC\n", + "Seq5\tATGTA\n", + "Seq6\tATGTT\n", + "Seq7\tACGTC\n", + "Seq8\tCCCGC\n", + "Seq9\tATGTC\n", + "Seq10\tTGTC\n", + "\n", + "Seq1\tATGTA\n", + "Seq2\tACGTC\n", + "Seq3\tGTGTC\n", + "Seq4\tATGTG\n", + "Seq5\tATGTC\n", + "Seq6\tATGCC\n", + "Seq7\tATGCC\n", + "Seq8\tCCAGT\n", + "Seq9\tATGTT\n", + "Seq10\tATTTC\n", + "\n", + "Seq1\tATGT\n", + "Seq2\tATGTG\n", + "Seq3\tATGTG\n", + "Seq4\tATGTT\n", + "Seq5\tCTGTC\n", + "Seq6\tATTC\n", + "Seq7\tATGTC\n", + "Seq8\tACAGC\n", + "Seq9\tATCTC\n", + "Seq10\tATGTT\n", + "\n", + "Seq1\tATGTG\n", + "Seq2\tATTTC\n", + "Seq3\tAGGTC\n", + "Seq4\tAGGTC\n", + "Seq5\tATGTT\n", + "Seq6\tATATC\n", + "Seq7\tTGTC\n", + "Seq8\tCCAG\n", + "Seq9\tATGT\n", + "Seq10\tATTC\n", + "\n", + "Seq1\tAGGTC\n", + "Seq2\tATGTT\n", + "Seq3\tTGTC\n", + "Seq4\tCTGTC\n", + "Seq5\tTTGTC\n", + "Seq6\tATTTC\n", + "Seq7\tATGTT\n", + "Seq8\tGCAGC\n", + "Seq9\tATGGC\n", + "Seq10\tATATC\n", + "\n", + "Seq1\tATGC\n", + "Seq2\tATGTT\n", + "Seq3\tATGT\n", + "Seq4\tATGAC\n", + "Seq5\tATTTC\n", + "Seq6\tATGC\n", + "Seq7\tATTC\n" + ] + }, + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mmy_reader_nt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdisplay_changed_seq\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;32m\u001b[0m in \u001b[0;36mdisplay_changed_seq\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 85\u001b[0m \u001b[0;32mwhile\u001b[0m \u001b[0;32mTrue\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 86\u001b[0m \u001b[0mreader\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfasta_reader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 87\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mid_\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mseq\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mreader\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 88\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mseq_size\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 89\u001b[0m \u001b[0mseq_changed\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchange_seq\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mseq\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mseq\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mfasta_reader\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 45\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath_to_file\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'r'\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mhandle\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 46\u001b[0m \u001b[0mtitle\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlines\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 47\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mhandle\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 48\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m'>'\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mtitle\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 49\u001b[0m \u001b[0mtitle\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrstrip\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m~/anaconda3/lib/python3.7/codecs.py\u001b[0m in \u001b[0;36mdecode\u001b[0;34m(self, input, final)\u001b[0m\n\u001b[1;32m 317\u001b[0m \u001b[0;32mraise\u001b[0m \u001b[0mNotImplementedError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 318\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 319\u001b[0;31m \u001b[0;32mdef\u001b[0m \u001b[0mdecode\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfinal\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 320\u001b[0m \u001b[0;31m# decode input (taking the buffer into account)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 321\u001b[0m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbuffer\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + } + ], + "source": [ + "my_reader_nt.display_changed_seq()" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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Pn3ocD93/CL+49DLO+ffv0zu9QESHNlAEpB5y3zW3c+M1v6cZ1Hhl+TPcevu93HTTTeNjq8fVubz5kLc3RWanqEiByIYsx4hJNYQCocWrDz/GihbM3Wsn5u+yiI13X8jcbTfnpJM+zlZ+L3+6614UEEUY/2AUkQBiZxSKRjt14jDfRGhqrQCA0BIipYmCwBjogNaCowyMT6QJOikkAX0Fm4IDQZCYCBgFs7bYlEOPPJyLLvoRnzzjDG68+Wa+94MfstNOO/G7W25lZLSB7+dAea4du7ReMjcOiRkATY8dk70BURQZbC+JDNgaRSJpLJJEcsmPfyC7v3c3mTljiszt9WXn7RbIWef9pzy3oiaSiKSrlolkLbnjluvlo0ccL9ttvkj6y1XZZefd5YtfvUheXZW7g6KOvHD7U3LELh8WT/my2/Zby63f+5bMm9Mrpz96m/xeRFa0UvnN178n8xXSoxDsilCeKViu7LzzzvLSSy+N9SgMQwMO/4NJSyKRdCSURCIx7JFERKJYpJWItDry7TM/KoveNU++cc/t8oQYMFNGayIvPCcn7L2v+HM2l8X5bVKriax8Tj60wyJ596bvE8nx7Vqnlb8nNsBrQ+TCoz8ue1any/PLlsqgiNQ7kWSJlkgySXRTpL1C/nLvH4WZ8+TLl10ttcAMaJSlBvhuJSLDTbng/K/L9rvvJpSKMmujTeTQIz8srTARLSKNZvC6SOobeYvGoileb46rcUE0Wkyb8AhJU5RocBziJML1izSDOpaK8AoVkrSE6xhMVEkEnTb4ZYhd8C10u0GGjaqWCRMgbVKxbEjNzMIHVMLI359ks/ftyb4//SanfPA09gOcFhCOQH+Vpu0yGqfM9Bw6tRp9fX2ICO22iQR9uxGZ60PGwDd7RzvLLWU7wqgx3/yVFrWROvbUDbCAcpCBFYKT0Y5SotIACTAQg2sFQAuaAqXpxAl4RYM2pLSohyGOmkqfDbRisFKaZQ9tO6hOQE+xSKo0OgvxRGjXGsRTZyFARcDDAMBho0bVKRpHvG/RylI828MCGs0OvdUSUZBSLI7vBV+7mVozFnkyrfd+sxv6rLU24bqOA64HKDyviALKxTJOoUyGQ8EGV0OHlFYSQMGDIERSA0Nb5SJu1TcgoQavVIVCAUKzVwyHh0AUS4dGUI7PBj19zABUigkzKQ/QqbVRQJ/nGOw1j09TSlGpVLBtGxEhCIL17eZbIoWFhY2d26SGElAZmbJIlUNm+fROnUNFgx9ifKwGj8UvVbExmwPXAXRKODoMvSWwwXYgbo3f0lMoU/BhtG42D1ga33ZwwIRUK4O0G7PGo9w/Aw9zr07zECqg0tMHnjsGe9gISjRBYISLnKdpymR6ExbHJAGbuAldY7nNw5ItLNset2+UCUgTDa3RJhYWCRYhGToFMnBxcL3ciCh7KN+FMCXUbWKVEcVQ8CEEOmkK1TJYmsKUPrAEp1SkWCggq2rYhCbqxbLAgdKUPkQSs/VOk7FQbhGh1WqRZRlKKYrF4vpz5C1Tzkobo71UBJJip+BoSCgS4FALIVLQKeQQvLZxMpusBVUT7EXaGqEwrR8szVAjQSyjwdCQJAFxaiKGS70ulH0o+qSS4gCuM47CKlGAC6nQCZrYQNec6iQxCRqRlDQJaTRreLaLoyxKxdJYr5IsY3z3YHC2N7OhUtJdI1kjYG6NL2ZJit2NYBUZA0viOMVzDS6WScLqdATfqzCgywCMqgTLinCDNiWrCHaPAQLtNq0kouQOkAENyagqG71ymGJPDxRMY7JGm6zo0XBLRGTM0TYkEKsUy3MATavdpLfci8LErHmeh4hgT5gMb5QX8LZpbFanGHS1DhQgmUJmQ8MyAOzUHK8O7QhNSCGANHRwe8uEARS9BOwmjWA1Tnk6NgM4GuwEE5RYqpNgk9FDuwNlL6HTHsWr9FGwPQOTkZKpDBsbYgdJE5KSTUqKrz2SKEXly543FtyZg7layDLBcjyiKMGxXVx3HISd6BIbF5KJkjOZ1sF1Peno7iINGKUQnW95va7QmQk54PdQVj7o3NFtuVi4lNwyWC51QmpWiEKwGx1SjPZylU0GeLnaHhoeBFLsqo+HogeQwRZJDHjQUiFNaZNFEX2lKo3RmmGY52FZxr0hIiRJ8r8jXGOsEpCYboxu6kLbgjaQCtAB2uCSGsihWMbuN5OxYIE0RkAnuTPaOLDrdQzyrM2oOlgGZiuBdlxKvf14tpevdPmE6mIAAspzaXfqtIOmgeYKzlizh9sNMsgznjRRFOG5Ho6CcsGouzAU9Jj7aS19XwetlfNq0mKZN9ex0WKiVrtZVSoNUZJCEECsQbs4+IBDmEKaq2NNCs02hAmuU6CThUBCaUoPGSb6AlLCqI5dtElSoX/abEZqLQPoOi5xM2Hu1F5cV6PTDmXXp6R8HBSIRaW/jxhohqkxtx0HpUySRJYlY4xfa4TI26VxBBiwQZeBCmBsUxtj/xRzLxBJjC1FoIcEh0aUGJPEAVUpge2QoOkkLUrAQC9mr+BoJIdLXQxkE0tMiCYhoZW10UkC2kHjkmYWJAmohJ6SR7lYRIBOYAJaLaBa9LHISNIUpRxKxQoAtVqLOBZcFwqF10rW2DL5Ouj+GGsmLpFdXk22xiwE44jNTR8DHOoQorZRWxQg6QEbpABDsYHJDD9TFE0qUqKxaoSembOIiYE6GgvNFDM22Si+7dKOCriuQ9evK0mE4/qMtmCgDISrwNWkkYNT7gdtEcUWcSF3hAsUFUTtkN6yB2h0lmLZDoI1yQU2JhNv080kpGREgIeTuePhCAqwElApcZjiFR1IaqDKZFkPbUAVIAkjBjxtfDNxAq5CexkKHxWbAcfTNNF0cCgAxXoLr1wicyxGidHEuECfLpC2HbIKkECBNsSrSCsFUvohK+ICcQDFMmTJILbn024rCmWTtJMkMCEzET1uEU2gLifN8qje9BI5IUyj6/VQdHMTUrM+ehaoBIZX8N3zv8aO2+/KtGkbssO2O3DIB0/m2uvuxMXBo0BKQs/MqSRRiovCwkbnijwJNb7tEgUtkjRFrNz+jcF1fVpBTKmSax0r4b/OPoP3H3gI/f0zqNg2p514PA8+spgEaIZmfMvlAq1WCxAsezJ33mnYVSNkZOPxUd0XSM5HneB5DgQNsAKuufhCZg9syvv2OYmVw+AXfNCaX//kh2y8wWyKfj8bzJlBUVXp8wtM8aeifI+emVO45IpfEKQZXtXld7/6BQfufwgbzduEuVvOYq9D9mTZ6lHcIrRGzAZTajW+df4FbLj5FvTOmML2C3fjK+f9kGIRgmaEbfuktRq/u+kWtt52BxxVYJtt3sUpp5zG8uWDBGGylqSd8XgwPfb/16GJYNk4YJbHkueRi6mIdCItse5+JxHJWiKdlSL1F+XfPv5hodAn53zjB3LDDTfIBf9xvnzk0NPlexf8WgYbqQSSyXC8XEKpSyiJBEks8eiwSJrJqqGmJCJSH1opokNJc7Ax7rRN2GsqorXIYFOk0RF58NYrZOGmPfKBj54sV9xwm9z4w+/IFuWC7LT3EXLXc02piUgtNc8wkZixmBDZRLRkY8+fFIX5NgP6U8kklFBSSUy4aGiiWFORvA+haUdaF6m9KP+62yKpUpQpM7aXax58QQZzlg+/9Kz88ebL5dpffVOuvuRcWTDVk1032VN++ZM75Be//b3cdP/dUs8iWV1fJT/76YUya3q/7LvPYfLTK66Vn193mXzolMPlE5/+P5LovJOtluyzw67iuyU547zPy29v/52c99l/k3dttEAef3qFaC0iQUf+/ZQTZKCnV47/2L/I1dffIhf/7JeywaZbyg233DYW5zw55yATLcnYkcPDa6UxAes+wNBkAete74bQJnFownqDVSKjz8vCTWbISZ/9oiwTkUBiER2JjIqkwyKNUKQmqSQyIkG6XCJJJNNiwn4jkTDMm6dFJNUStUIzKEkoEjZF0liGRxpSE5G6iAyuelEkGTUB1qGIdIblgSt/JlgDcupXLpKamLDfWjvM25+35x8oYCZpxXhAutkroeRofR5hPNwYMjxb/pJ8qK9HDtt+V+mfsZl85kfXyFIRGamLxPWGmDjxl0Waj8pBm86Qo/c5TZJIZCQRWdGsi0QNkc6QbLj5XNlprz1leFQbz4EkUm/W5PkVgbRCEUmG5PyzT5Hp1Q3l6hseMhNPUkmbq0WaNdP/ROTZG++QeSCnHHeKhCLSTE0XFq8elkiLBOnrC5hMOtZOb2p7NTkq2AZlEdabLH91FZtPmwMhrCZkRCm0B3YRLB9cbByteP6ev3D4Xu9jwO9lztz5HH/ixxkc6RDGkCpoNQKWPfkUH95jL6a5BfbbYUeuvvS7bLHVXL79qxtYArjTNyZKSlQz6LFSaNZZsOMOTJk9C52l3RA7KiWDoEdhOCEx8x+5m8ztEIlABWSkxpeYv7pU7YU4YvC2B2jUGhz1ofczY1aVh//yOCva4PeAU6mSCJAZfMyqB6we6TAaGvfkjEoJveRV/nDFr1k1HHHCGf9GpU8ZyCB06PF72WhGAc9sd7jxumvYYLOF7L7Pu2kHZhzsSgVxU2yJUJnm9mv/yIblzfnCuechwODwCAJMnzZAEKc49sQejuOj62uyvobjMvHShLzEJBV0nqbvdC1AUTTbHTbbZEOuvfwyXnnmWSyKBNgEDnQyCDVkacTLdz7MJ485DStzueq313Lpzy7hiaf+zqlnfpIwgmw0pGJ7HPWRj7N0NODWm27mnE//K9/60jnYacRIokgw9lWqM5DU2DQ9vTzw0KMML1vG/vvsTSYQhKZ5WZriT7BWXze1/x0gq/sslYKVICRj7wRoxXXwXR59/DkGnCnss+/uzJzRw7333ANARyAALFUGShAIdixoHNwyBAkEjUGsaTN46dGnCVoOm2+9Sx46nb8oNnsI17WQ5a/QaDbZeIvtKFSgUoR6o0WGg/J9MxFWLOPhux5CRQ6zZ8xFA7OmD7BkxSAABd9h5dDIeP/Wxrs32Jav15RWgOsobMsY+XGcGvjA9Zm2+Vb8+KIfsvTlZzlgz92YN3sWHzz6SO557BmyitkHVMn4/he+gVOz+dZFl7LXB/fjffvuypfO+Sz3P/53/vTnv+I7GXf/+kr+Opxx1kVXsmjvndn/uIM54+hDmap8SgMb0AaaOsVx24h0oFSEFTX+vy99lc0WbM3OO2yNlwfcWeQRILaNzjITbvwPJBOh3A2QH4cmugBlv+eCZHzr4ssJiwPM3GYrTjzuwzA8yEP3PEWOtpAlDkRl6DhU/X7cUgFtg+8IpaoHKTx6/9+YOetd9A1Mpd5ugxXA8mFIoVACWh10FJLEMHPeRjTz/Of+ngoZNiuWrjAgZbHA6LLVbDB7A0p9LktWDqKB2bOm0cnDs6ZPHVh7h9dzYr4B0DpOSWqeaFsGzCTrgmEWC3faiZWjq/nGN77OsUcdx5MPPsbBu+7FN8/7JhYx9eYwTzzzPDvvsS+bLZhPAjgVn73ftxeJ5fB/77kXsojLfnQhU2fNY5udNseq9EOYcvRhh9MYaRDZDiuBquXgewoV1kESzjznS6xsJ1z+yyvpq5oJUPTyztk2cRBg5Q7vNXmypivsrdJ4XJ7Oo/lsnBwR7L7DloCVLz3P0lRz4CdOg2KJnXfakdlTB7jr5utJMHigp2zQBaBAkplySlEEBZUZAHdwkOkDMwnqGc1hqJbLPHTv7SxasAnz+ipst+VeRJHH4LJlzOi3WTUyhO0bzT9cH8YiY9ac+dBMQHtUikWiVg0SmDtzGgBhKhS9cQd3nExM/Fij8+sLtL4R+Og7ilYroN2JDKBs53H5sTZO6oLNKad/nIu+dyEjz77EQTO25IEfX8mKpS8TFR2W2hHXPnA75fIsZs3agMJAD5vtuJBg8aso2wIdUSxZTMlaVAJIxYHihhRnzkMKkBbCcZGPFKQdrvj3L3DlH/8vX/7ZFWy93QZkiUFQJobweoUCYRStmwtvuz6PRpEgZObMaDYAACAASURBVER4xPg44uKk+aMlAom4+847GC64lLZZQKOdsNUW2+LWazx1311jy7d0AO2A5xEpUwOk4uX4o9YwYxrlgV4KYhHXmggZCxdtyz133swBO+/NSOCRuQVmTplBny0ICQHGEdDbW8UOm0baqtPA68XzIewMggut0CzrlqXoylQYp3juW9f+b3CnTMLDqpUi5ZKPUhCGEfWhYYO+KhMWkMQxSdii5MJZJ55I1fJZvXSIUqGH6qxe9jnsffz58Yd56JGHufe+B7nxllt5eOVSTjj5OPAcpk+bQn1oOdUyrBgFrV2efX4FxUov7cYg04ASGho17r/qOr7940v53Je/wiEf3AOAgmu0lwLSNCZLU1CKgj9efujtitLaSQMpGk2ETYLJ0iEjR7ojSDW/+PnlDErISad/gmkbboqvCjRWv0xn5TKef34xMQZ4hRQGF9MmYWr/AHEtT4XTNtgZ+x28D63aUpY89yQONn6xQvVdWzAwrQe/3MPy5SlsuBVKO9x/9+34GBvPQqE8H8Sl1TSv2WaHbWmGQ/ztoUfHXEOeBa4FUaopTNBkwGut+zew9scEbNycXzsDoyhBC3TC1Ei3sumdNgNcn1eeeREJLSq2xxRPQXuIO558mOVK01edSdaM2HDGAI8/fg+zN5/NzDnTWbTV9uy89UJKFdhwfj9EHfbYZRdaEnHX4y9RHABVVPz17yuoDyqmuQUTLZAu5sm/3s1R//5N9j71XM45+3T6MLkQXc2lU0AEe8IWaCKCr9fo2ztHFjHWmEfBPDoxG5IEXn7hFTbe+V1c8cjdXHn1DTz1+JNc8YMfMjL4MtdeeT1e9zFZHTafhd1f4JUXXsTt7m7sElgJ27xnSzaaV+KBO29gdKgNbh+kIU6vT9kTpvY5QB/HfeyTrFjyHDdcex89yngc2s0EHUClClThuNOOp0XI9TdfPxbBPFprMTg8ip9HZoTRmvE6rP82chzHMYeBhCYW7ZhcTiDSE/AyncjzTzwqe22/vZx93Jny06//QK667EL50udOkyr9ctbHviSpFhGdyYv3/EG2nV2R9x95iHzvyl/J/9zzsHz3J5fL3D33l5vuu0+kNSSy+AXZeOMFMv89+8g1Dz4kF1z4Y9mhvIls2rOZnH3NjfIXEVm55H7ZY7OqbLDlQvnlHx6QG265XS796eVyxW9ukT8//oLU2sk4GCyxiMQShE3TdsnLFcjEPnT7+qbhrwmUiehQtCQyKCIj3deHYgDpdFiev/k3Mt9X8pmLfywviMhwmjdv+ZDsMGMTOeqkz0tN8nuCIZHRx2X3DafJ+3c8xZQLiEUkqIkkK0SSIbn8wh9Ljz1FPnDQMXLnHXfLrVdfLgtmzpS5/QslWCki7Vjazz4ji7bdXTbY5t3y6a+fK7/9n+vk81/4iizcendZ/NyoedeLK+TLRx8r1UJFDv/oyXLTnXfLhRf/TDbfbnu54prrJJa14IaTSk2sJ9D6WgHrVrcxQjY8YsC5VpSZCgXd6jFpKD/56jfksC33kvfM2lKmzPFk7vZz5BOfOVdWNXLAsVUTaS+X0b/fL8d/6FCZM3dD8Qemyg7vP0D+9T+/Ls8sXyXp6pUiUVP+/qf7ZLc93yv0z5S99/+QXHHe92SzKZvIObf9QR4VkUt/+i3pB4GyUJopOI44fT2iSv3yufO+JrVmHiKtE2nWBiWJ2yKSmAhmWYuAZe+AgHWRc5Ec0OyOQSIiLZGsKed/7DTZYd6GctV9t8rL3ZDnUEQGh+Xw9+wp/VMWyAsrtWlXNirSeEL2X7ix7L3lYSLDIvVhLQY0HhaJVookLbnhl1fJ7ru8X5SqyszZ0+Soww+RVx573jguGubrtSXD8umzPikzNh0QisjWO+8rX/zy9w32PNoQ6cQiI3W54BvfkZ323E+wfJkye0M5/uOnSb0TrxPJXx8BG3N2d4tTmpxtDdLNvTILj+QFzjJtdpKdZhslCdVq2dQHiCx0s046y6aNwqacJyFoKkSgO5Ap0pEMZ+o0YjulFoX0+BUcTFAecdMs/rZHgEtRQ+PeJ1h4wL7s+d/f5rRjj2dB3KYXn07iICVIJcC2FFnsmwC7LMLSCZWCC7mKz7RGLH/MkO5GONhgDGelAeetO7w1ZgmzoG2b/1ZI8jQQDeJBx0SOhoUWCZrRV1vMnzXbbADaAfT0ETnQSjS9boIjDWgIONMNhFEErRKi5iilSsksu+ITtwu4VUWkNGHcpM+qmspEFgTtjGLBBh2QFiHCBUzkq5VqXCuDdmg8236BWEG7FVOteGQmcBnHhmYroKdigjbHHdzjpoVh29prG6339qDTCRkZbYyFz5arZRzXR9IMIYYKrFQdPAr0UaYs4AoUiBgJBkksm+FWB2fqNBCNF4/Qn7YpZODk0TRRpmjZZZq4DI++CmmTnrRFr7LoGZhHB1BemSWvLMEq5z3LEooIvqco+VAt+VTKFbPBDdpkcWwSR//RlNtcPuCSEBMRk5hQJOWiW+ZrBV2nkK5m/tyZ5oQN9Jp4MFtAuxaDiUKHHhR7x2ZDJ2uRklKqTAddobZyCMjwSqZeQUKK65VIJBsrR1Es21Bvgu0TU2Tp0BBp2yTfrg7aRJYLlQLolOXLV5skN9ej1YxxLJPelqYyJlywZpTg64DXE8ia+OG10pafURalUoGB/h5cz4TupBmmTLnjoG1NXWoMzJxKvd5GZWBnoGKIdUil2IOiyED/bEZGR42b38twbaM3swR0EOGXS4TAiI6Z1T8ViEniGg4Z1Y6mWwN53uYb0IzyKA89DmpGqZkIWRaDsvAKRWx3vIbrRPhijNYzrmmdNMF/0v0ouGjcPOVfY/XnDdAerph6qRKnZGkyVnFEKSOgFdfDKvaC8slG2+aBTkKGJtOQRtA3ax46DAGNxDEeFrFO0a7LSLudD2gC/QVIYlQMG02dSW/JpdMeplqtMpSEpsSAZzF7znSGh5r4PlSrHmOVIl5DRqy6svJ6W6cx1nSXyIzxpcOo9W7cvYVgje26MzE16dM4o+TZpEETp2ihidHYxKmHbxewExNHlPopIhF+WjKSWbRJaeGoQcClzRwsFMU8OaTuVk0wXWOYqu9CrQ7V6SS+T9sGnxCbjISyKWkgGUoJUbfQW6dNT9HEgUnQQRUKeSSfPdaPiXJhj5VTWfsUW2/S5oGp0mR5DJ15ahubBGIb2y6PLV9dSRyur6KvbwrtTkK1VERpEzmaKPAEVADEkPY1CMgoSD9xG8oVkDSAdoQqltCJRpULtPKmFMjwCWm2RqmWp0HHz+2CNrjC8tSl4PiUCCgAaVbAttVYLFgYpjiOheNYxEmM53oThEjnk0gmTNjuFJ5MY2feyPwIJpRbFfISAmgc34UoQSJNFiUUHWPLDLdMKDQ4eMo30zNfqjrthFYQISgyIgRoh01s18XLG1X1q4AL/b2gBLcFfQkUSbFIaIdRPk42WRSTIURAqVQ2aXVJYoQL0EFIt2TRmv18x2LDrHHH9kSHsJWnwmi7BXZE2sGEkydCO2zQ2zeFQMcUSvkyJBpLoJMkxAozq4vQiQJcXDIFdhma7RbKsVCVMigHyyugxsuHEWUxglCqFEnifH1OAWVRa45Qdvw8MECB1qRJF4wWgiChUHDGQs27Y2361q3i0xWudWv+dTi7J5OTBxx27X9bUvMhCUE72NYUfGsKKklQSQdvABIfgrhNkEW0nJimK6Chp9hPpTgPRREvCXEkxC9UsHAoItjtptF2mWWmc9EjNfkdtEZX4gC9BT/vYIJtZ1gohuvNXNNadMLI+EuVZQqRrNHVtxHAunYaE2Br7PnmcFDYpHEHyHCKQAaWq3AdU2/DszxSIoYbIyatDyi75tc34jw8pMfvQeHz3LIWsYJq2aXdWE0UJoBF2glMkgxmlSnZLgpNpkNcv4DuADZkcZQXrYFavY4jNiQGjK43Q2xX4eclT7upDNE6PSFrNTwmXV0vcpz8y1pwbXAci6RdN5rJzcOEI/NEy5Uuz0kzG9v20WSkdsfMogTS1CUSH98u4SmPWEwmgJcE9BeKYHtg+zTFNiU7yoALld5+pBNgaeg0gCgAx9xbrlRNeadU4xaLdJc9VVj7L1ismzVvktT4zsqadBgLsVgsEDVGQEN7BOJOiOc6hEFIKhobi76eHlReWbo13MAGAiLEBlILG5fZcyr5ypBQLnk4xRLigJMb4kEHCmp8T+d0LZ0y4EDm+ZSKPQgwu7fXSHDqkIUJ1arR+J18ucoyWLp0eZ7G9tbMh/XyRSogS2UsW83U58hwCx5YQjy4kh9d8F02W7A53kCJGZtuxqH7fZTH7lpKuVhgpB1h0aCHGrgNcBKU4yGqjMKDzMJSTh5erSDJoGM6GTseNUwoy/LVy6BZ44uf+izv3eVANpqzMTss2JJD9tubex98aKyOFo6D65ZMVlOajdlHr+3fmAfwLTFv8nPGhUtNOiy6VrwkZmdy790Ps/d796C/v8KiRYs44/R/YcmKl/jZL/+banUAxy6wyZwZFC1FX18Jq1hmxrS5uKrENTfegwKCuMntd97OB488Brs4lblzZnHWmWeyctlyogi22HgTKqqXmb1zcVUFf+omKG8ufXNm4fdV2HvvvegMNTHYSMqVP/8lu+2xN9XeKbxr4XYcevhRdKKI2XNn0wo6a+nz+kWFTTLyofuLGV0jP0eNlEWcCK5rIwJZEuI6ApJAc5Sv/ecFfPeS33L86aey16E78Pyzi7n7hqfYZbs9+Ow5x+JXAFagiCCqAFUi3yfAZNpkKdgu6CDArtfxeqdA4oCjaJdMppcCqoBfe4nDDzqMuVsfwEEHH0JnxUP8x9e/RjxrWy658lretbFJIikCkhpDNYljXK8wXhqSrn2kUZN6/laN/K7lo0CcsQo3XZMCFYFaBlLmxA/8B7/7wx0cdswOfOTkI3jiqVf5zvd/wGVXXMS0aTN45MFn2XT2HBrLn+Mzn/8spY0W8K9nfZpyrJk2azYbvXsXqn0ud1xzMZ/+5KfYeMGefOqTn6GQjnDRJRdTmLIJv/3Nf/PyI4+wavETtIIRnl4yyjkXXM/hxx/P+/fbjKA9xFabLGS/7XaBOpx/0ilcePv1vPeIQzjiiCNI05Tzv/ZVzj33XI455miiKKKcrwLqNU7FcW6ulX9dIPqNXEXjlEncrou0h0TSURl5+n7ZfFa/HH/652VERBqSyOLGCmmkIlHLANnSCETai0Wy1SJDTZFRLYGIDObH4lb+3ig2jciR6Hg4kFBEnm+3ZKmIjIqIZMMi9SUisUg42BZZ/oK89NDdgt0j/3XZ72RYTIHqMOuWqh9LJBhDo8ddH5Ora791ysRUKEkmFmEeR/jTWKTzN3nigd/KZpUd5Oufvkx0oyUidWk2m6aSc1KTVEIJu/cveVp2md0n++1zqASSF1TJu7JicEg23Gwj2XWvvSQUkUaQSRKOikgsQ01TqFo6gUg4LNJ+UW65/gqhsKFc9H+flRUiUpNQQhHRK1tS+/V9shMVOffUz0igDftXN9qyYqgmiYg0OsHk+v9jHVwTyV87/9ZzymoQiGOzG3OLvtkRajP722HA1PnziYAYm75qP74NSZwYLEYHIGWW3vMkHz/uY0ydMoM5U+bwqTM/yxNLaxTKoJIU0oyXnnqRXXfekw3mz+cDhxzIRd+9gPcsXMgvrr+dUUDEMunyKsXv8aCvn6gdM2XeJixbvoogznGoXHsHUfgPsOjXwh80kyvx5h4CyRtTLPDfl/4U13b56LHHo3ILulKpEIYprvKxsYkSgagD/R7ze8qEgwlxB2ILMp2hoib3XH8Nq1bHnHrW/6HZTKgWMD8Do1MqlW4zlDHIHIckimH6TJ5aupQICEnNbrBa5qqfX8F8dxZnn3U2Spnk4N5qiUK5RBRrisUCaTY5jXHy3zXPr8/ZtZHIWHGRNMzdC0rR39/PjBnTufX3N3LrXX/FQuHh01zRplx1oRiAHcBDL3DCvkfyUhzwg1uu5vILv8Pf/nAbJ3/8NFPGOw6hUed9hx5N3Srx7Ut/womnHMs1l/yQ2ssvkWTG1dMUZQLvVBOSETrPvMAXPv9lojDjtFNPoeRBrWlsxXY7+ofXBls3zyZv4e+9+x4spZi9qQN+kahtirIUfQdLXBDHeLd8gc4gTqtFOe2nZJn9UysYgrTBE3+8DdF9bLTle+ivuiStIYhaoFOUQBxhciZcDzRUyxXodOibPXcsi9tCQ7PJo396iJ5ilenTp4/NhcGRJsWCi+tZdIIY27ZeB4x4Y/FZTwGzwFI0m23CMDA1PbtJkv39fOGcz/HyU3/l5MMPYWDqBhz30TNZ/uJy0BCQQcXhrNNPx7Zdfnz5pexzwF4cfPhB/PbKX7Bq8WruvuNvoOCRW2+lHmb82398lUOOPIjjTjqeow/Yn02mz6DWjGkAyukFx+E755/HQGUGO7x7Z1544RWu+tVvmD0Vohj6qqZjxaJPqVgi6LTeXvfXm9Ychvz5IiSDI0yfMp1p06aR1s1pv1whSTXNVjKGESpLm4TQpIOdxnhJGZXBqgZUKkVorKa1eDFzZ29BkBSwALfkgOcgcUq9lhc9sh1Tlklrok4ApSpLB4exgQIumhgqBVN9KIpQvT7DtQ42MGWgSpzmsaRFbyyaWa/Zr/Xg4xu4iiawTqCntxe/WDaoeBgbwMVyOfL4Y3nl0Qe48uLvc+RRR/C7P/wP79ljH847+79IKTGcJvylvpTN996ezeZNo0oCxZjpm8wlWNZm6PHFEMVc9P1vo1yPAw/ZnlYKaafJofvvR1yrMzBtLgLU0oh6s8HJnziB++67mu/96AfMmD2fc889l3sfWEzJ6+56IU1MIJUpYPx6gOBEUOEdoDFfUf5MRQ5hKEZHmyRJjDNAnobukKEoVV3CPFFFdAxWDK6iYPtYaQEdQ38PmFRtGz+LeeWlVymXzNp/1y03Mas4nZ7yAPvudQjLVmAyxJMI4oiyXwDbpR3E+Z5WoyTBVO+pUe7vhxT6+0poYLjZMbXdLGi2Q1xnHTbGG1hZb8BVs4MEi1QmODg1qGIFCkVodkiHRpk5cz5Hvf9ALr7oO7yw+CkO2+P93HzNb3m5vpIRlZH2V7nh9tvpKffSP9DPtPnzmLvFRtAYZnTJK6CEcrlAtVxi1WooOOCUy8yePgOFzeBozWRsOz691T76Z8xiwaKFvO+kE7j2dzfyxGOP8T9/vI1OYEwYR5mfwpM0QbJujea1Cdk7p8W6S8xY3Yax1TnFnTKTnmo/7Y5RXzpOARvXUQzVYlLHpO5ZlgApaE2mHHSu2VKBdlgHCzbddFNmD/SQ5Vnsex18EPfedSMf+sCBrFo5hONj6jQVjAdFiXlAtWcgh1E0rlIQNUgdQQqugaHy1vZXS4zU2yYqpFyY5NAe69KagvVGWUXrQjUEg+rGqTkyZZk1XtlQ6cXpnw2D4LpF6kSUSnDwXttRVi0GW6to2BkrVo9wzNEnc/9dT/Dk35bx+z8+wL0P/okVtRc5/YyjoLOa3ql92GmIl+S/FiMWry5dTaIstGsiRTOBVr0JuFDqBccitjIWLNyGZ598gp4iVEsQdEJIE5Rjm5j/dfTvnRAyE0yh0V3fZpfhyhQfkdE28+ZuxODgCoaWpFglhyAwP9ZS7fPQnrGzHBvjHQk1ncwUkFEelBT/P2/nHW9nVaX/737r6bemJ4QUIKEYEelFqkCQgHQFgdAsMI5lxu4PdBwV26AIiGJXUKQTEaQI0qt0CAIJpOfWU9/+rt8f+z23pAHCzM7n3Htzzznvffc+e++19rOe9SwquW7AYdv3vJtq3ys89LcbGW55oHLM3XEBXZUO4tTQGiEmGgS3LHzPg1Rw3TwWoA1rDI6w+4H78PTypSxb8TopMNzUZQE7O4pk1f0Ios3s/m/ijPimRzZOMrNu6Z+DINK9MAxW//MV6NTB1BIpUOOppc8wUKvjpnmmMZndd96FV15eyqy5M5k6vYM5W89nh+12ghxM2mYS9JR53/sPoNm3htXPP4MjQDPk5tvvwi53oFwTAygqKNp52sSYJPFQOYuXl75IHIYELW0ZSsWchrZCn7BRG5kCY9sbUU3ebBsvqpLo646wNGIwElRnL4vPPIdKZ4Wf/ORSGgMe+VyeBF2nYfmAjt2mRFrqOVchtgt4ZqDlzUF/DVL2/dBJ7LTNZB695yZyhTwxLuRKpEFCLlek4etgeVSvQrVKZ7mia3q3ghEeXLU5CDmLk885nX6q/ODiHwJQKTp4UZYAkvXB3SDp462M2UYssc2tcmXq8KBl6A9GV65Pee2ll/jwR05m+qz5HLHocEpdCffe8wC/vu5mPvShM9lz+k7gx3z3K19k4aKFnPzR4zn2I6exbddEHnj0Ca5+8F6+9B8f44PvnsHBJx5Dz/lX8NXzPob63gXUh9ey5Pa7WDVcI1YxBnDjNdfzy29/ma3es4ADD3s/r738Er/61dV0d3fx+c/+B+UcJAEEzSaunRKFPk65QEbuGTdI7zR60XaFNVDdpjqNEjf3OuAQDjzoXi66+Hu82v8CH/zw0Tz23NNcf9tdfO1HP8cuTaXoZtRPp0xs5wjskNCAtAqFik2YOjiTuvnsv5/CRz/3ZQ7+wFo+euZiSitf4ZEHH6Z74j5Um9rFK3R1gSMkUQwpGGJkFXMjCnkXlLD1gfuy+JRzuOiaP1F1Dd633z4M9vVz80038IlPfIKjP7CQwAuoFDYdbtNR/i0NimxGm2KDsm2RiPQ34xHKcSQig0NVEUnke9+9UPY9YH+Zs83WUrKRBTtsLV/82g9kVZ+uJ6pL+DXkpQdul2OOXySdUyZLd7FHdtllXzntKxfIsqQpkvaJRP3y/P2PyrEHLZIZlR7Zc5tt5apvf1MmTZwm/3bjQ/KwiNz90KNy5glHyvydthKzE+md2ikHHPJ+uenWh8QXkXV9YVsWO6N8N8Srr9dAqERvqgTdW2+RpOJLLC0JxNcE4pHh80WkKhIPidRrIk2Rn33/d7LrTntIZ0evTNxqlhx+yhnyyHpP1otIJHWRdLXIiudkv5lzZdc9TpRa+3pRpLn/rT6RVp/cdvXvZb9Fi8To7JL5vV3y0UXHyeNPVqUmIvUolbixRsRfLUt+/xuhZ4Gcf+PTulTfwFpJZUi8xgpNmV7TlB9edKnM3mlnsTq6ZPp28+WwY46TtbX6CO7dhlPHFVx9E4VJN6EyPaao0hhe01hzsiHs1uaRpUmEoVJCQ9GHhYNBN5p8iJHq00GUbZoZSzBU+hpWGhL5LWI3j2PamL7mtdQeeYB57z+a066+n0WLdmEeUJEqifLx04Symqphsaw+lwKarTquq7AskygKse0c2qvTq00UYyQg20eXt1PONKYd6Q/QQWc3G6wwi92acVOL4Oe79UEgCghDH6vUsRFHzSGGWgPyRVq2jQ90C5AKvoqwDYWZxHqXtFwCP8ENIsjnSGzdPyuNIQkIwxCz2EVVwFVQzOKyLRVgkeIkhq43aFkj9Ik4KxSPYWBb9rgNqm0D1FivX425+Q3aGOM6GmPS4V9j3IXHBnHHWuQ2EVEAQ1mgXAwc3IxHQAyNWpNAGSSmNfqnsos4aVZ6RRzsQictlVBNm7SiFhgxxZLDxM4KTiyjBk6ZGES4hjVCYogD8JoBKK0NZlkmKSleGGWyAaN3PW5wRsDQt5u+JmO+op17dP0PvYQtyDl4ElCXGMMxyJUK+E2PuBXpimx+RHW4TpBYUOwEyyagjk1Gl1EKZVgEJKRx2lbpxHVMKGiWbBB4tOoDkEaaaFns0km3KsYJfZJmTByCgavzN9vy1qQQx5AkWKZBzrFxLZMkDhiuDjBi+t9iM8b/uDEmpNj4Fe0dyxjzPQASQ+kISSuhkEIhFswQSuUiCTpojQvkIDH1wmn73tFQHVIoGQ45w8Epl0Ei/rHsFZppQlEEJ9VBbL35mSgRxNCnLNsF07JH7joWXYK5UCgQp+0U6//LpkfObS+gINELwzQQI6WRJIQxlPJ5nfAag+Pa9HYWccyRt+OSYhPT8lJdR4gIhwTDKQIuSRAQBRpEC6IIJ5enXO7QY1qtYpLSCpqAgaQKM2/R1nIOw0BLbsaZz6hMSIQkjImCmCQVbMulq6MHtcG82KCbmx+FjU3km3z/GFMjWQzLhnG0jCQGsxVB0aaVJTsX9FMjdYccUoiNER+8EddIXYWJpddYEkGUZ02ugAImAGY8BFaMH6S47iSd6aSJmZgG+JFHnAQU87rcTRjHuFbGD9uoo3HWybcDtmopY8EkzEykQ5zhT9aIGWk2+zE6c8SYSOqSNwzsBPzhJsq2sfIWqfKJohjHrGDakKgmMSk2ZQyBkDpKEhzVOd48CfhRinIN4rhJUbUr4pnEGCQiiC/kbIugGUOHZnC60qYzjdHMzK4Zp1r8VynByOpFGmNfMnYsNzNRxo3optf4Bjkk7eJOpLrSh6SoFOwEnfvmp0isfY/EBko2ZAQ4l6yuYarvJybFBxILDXAJlFwXF4MAYV3cIpAYcg75FCwfan3r9ZtTl5xTQhGTIlQb8Qg84Dp5crkcgkIBruVs3K03GJi33rTz0N58kjaKPwYdKXZ2Y+JjE6EMgyDUz+c6irhFB1MJtmVTyBcwTK3urHAw2znfCizloFKLKExJQiEOAsLQw48SDFdjhX6a+SBBQNisoyRGKZNEacJcEHqjXY9jHfJLdZm/wE9GMsdMU2EaamRybbLLKgvqb6a9tSXb1guTRDMpJELXhY5HHTHXQLnQiBNqYUSiIE4SHHQSAyMFGvRNhejdLG4vB4Eo9klJyVsdKKtEgkFeaaitq1dz9EksknqARA0cI6ZctlAm1FpaZVopiyRNiOJoo278bzWFljDQ9MIswUTp1VQd9EEMxKsRNQc0imfDwFAryzaSTNM/I4KHIfmcAmzSxCUOAhQpBjaWVcK2DUxHYbkujutiODp9JQZck9m1CQAAIABJREFUp6ij/a6LYylMJYSicy5RUOkqj+BhiZ+AoRWbLRvcnIlp6Zhuq5ng+wnxZjOM3rgZm/3PRi2bpdJekjFIrCeX6DsIhzU4FyoIJMFybGIDTNsceYt2TFOU6HQIQa+61Mn+emrgioWTnfoSFGGSkEbZ/FYRUatBUvMx8xWUmYJ4rF9TzfZYi3rDBwwsw0GpMQ7NJv2AdyZUNHKQSPQu3d7QMXWeYkevdsJdx6XsFrA9PfeKEwo0JAZLYdg6XpikCW4uQcKA/n7BNMB1U6BFlBiEbWgtTvFaLQaqNVB6kSbZvdQH69kpE0gizRgqZ7U+45S+dWt16ZtI9I0aeiPzA02VdhzIFU1yORPLHO9/j276b+zXvgW6TvZFtU1kkk0s3dvvfOtC3nvQ+8h3TWbu/AWcdcbZ3HPP3dpcJOnoh2ukOr4puu9ZuR4ME11sPlXYRgFdkikhCANs08ZwsjJ5pNilImalG2LFFd/6bya5HXzt/AsYHIJCAayMvRokMZb5ZuGHtzPR2vKZatSTQO/OYsRgxXrRVX0Ihb9d9ksqhQnsu9fJvLhmiMS08PwAJCWXz2EaBk/e+3e2nzWXBe/Zk+deHMgkzn0kCwN59ZDbb7mVU08/jWkzpjN1xlTOPe8TPPvPF1g/PMjBhxxKxXHotLpwrTIVt4uO0gwMq0A+b3LGqadDnGAWyxDDxRf9jEMXHk+x0s3U6dvwn5//Os8/v+xtjIluY0a/PRs3RcUYM1MFvWspgTgE0+DjZ53Fz67/K2ec92n+c6+96F+9ipv/dA1LH3qCA9+9G+VSgTahP4kjnQyrTCyBJEhwciYJgrINzayLYnIFUKnCSI0s+aGNNKU4mDrbef0wP/neD5hUhNpwnXJnFmVwIImVntgbSJiPxgjf9tht0Eyd8zhq5Ygx8EgxScCwcC0LfJO//PpaOrB4/ulnqCtFHzArr6XMY0IMhKcfeILGYIN11iB/ufNOFsw5ApRFK9EsnDv/fDvnffRMJm8/nV/85gq8usfNt93G5Zf+hG9c8HUuueynBOtXENRe5fFlK/jcj67nuDPO5eQ93kUubpDvKOt79oVPnLqY3/7lFk5cfDpXfewPVIeG+drXLmDBu3dix/mzCMKUXNvCvNVxG8VcN10nciNp88QX8YZEoqqI1yfhyhdkp7nT5JwvfVHWidZI7o9EwrbCSCIiUSISphINNyRJEvGDSGoDdS1R3moj3pFIHIh4Iq1lQ1ppulUViVoicSQrRGSNiHgyLCvXPCueJ3LaMSfLhacvkv2nFeWUkz4qDdFBAz9DncM0kXpjSNIkq3GZjkHY0zH92oJ4x5tvWnJdPBEJ9H0MiEhVGtKQhhY7CUTk6WfkhHyPnLTDB2RS1y5y9kWXyzIRqYYikiSSpP0ShWvluMMWyrvnvFd6OraXUz70SZE4kWB4naQisvz1Qdlu9p5y/NFnSf/ggMRZj5evXinLqlVptLsVBCLNV+S6q34sTJknn/nFX6TaFJEw0eMbiDzxx9tlQWWO/Ocn/580MxV2LxLpGwolFpFaLRxF7jfV53Ec8Y3buO1qLKF/7NlRL/psdbatsTLAsqhWqyx/bRXlvC6bEpEVN3dgYHAQPw40diCKl55+lo8uPpspE6cwc+pMPnXuf7Jy/SBRLDpLOQhZ+9I6PnrOp+iwHA7YdXeu//GlTOru4mfX3EgVfU6bNnkGDz/5NI89+zQfOfkUXEy8VoSfJQfXGhAmYCiDUrEyWh1uM1jMO8J5bQ9lVlO7LWfQhl+V6OprA0uXs95rsnjxR9hqq8ncuuSv+jCQoQRG7BEPrOXPz7/ATocezhGz5/L6nXfz9MAwtY6JKN9j5d/vYemrK9n96OPp7OrUYshpwszJU5hcqRAEoj2Xlge2UK7kIV/E6e7FbIcU/RD8hNtvuIWkHvDhkz+EYekE66Yf09mpb6haG9pCp403zMlqe9aMZu5u3NqTLG7rsjpZnRgMKl2d7LHbe7j5T9fxyCOPt2UW8JKYzgndKMcmSSPWPvsCpx33YV565kUu//Fl/Onqa7n5L7dy8kfPInUUyhCkUWe39+7LaysGWHLNn/n4GWdw6fe+S7lQwJ0wkQYQNlqkA3XO/eS/cdjRi5gyfzu8IKSjqxsjg37KJfD9hCTVXQ+CYLOYzcjiebutjUmZKRjxCCxjY2GT4qgIWlXufPgp+jGYs2AbOjpzDK5Yr+EKoD40BGmT5558BG/YY499DuHUo48irQ7w4D+e1/mQa1dw959vpGPGHHba7X00vSama0KrAVk9yaKbxcwcByTGyZnQbOEZFlEbWjAsiFL++eSLTOzs4d27zKPmR7gOlEpWO0jAlGkTNxqzt9K2OLIy5pEhX4zsYLF21p0Jkzj3nI/RWLWeo/Y7mAmTJnDGJ87hyWeepq8+RJ9fpRUFnL34DPzhOn++5gaOP/E4Dlq4Pxf//Ofc+/yzXHfn7STr1vD8/Q9SLE3k69+6iH0/cCgnfPwcjj3iMOpDg7y6Tisgl5xu7rnuVmrNBh/52FnQ04tRKNE/VCNOoOHpey0WTQaHNLmvUChspofvcFMgZgKGYCbgJlDA0GBy4iFBnctuvoXuebswZ/+dOfWME2AoYMkVd+AKlIt5sCNuvvVmCuVJ7Dp/Vw466lBqSZNH7niQAkBnnpfWvgKRSWfOpZAvgpFAEEGSMryuhiUQNtFWJvJYu24NWAaSL2ThRhkBlwdWrqPs5rVCdc4em4CH5/v4gZYg2GhCjLQtA9Sjz4zg+Rtzpto7mK7PaOhdDKVpuRgsWnQ0q5Yt48pf/pIjDjqEG35/JfvvsSeXX/RDunNlbNukr6+PDyw6ktL0CWDCUC1ljwN3I9/by4OPPIzZWeE3l1xCqxmx4y5zsvsWjj36A+RdE7u7mxTwX17L977wNc4++xw6p06BNGGo1SROBcvWJNvhrG59pVLRSR8jhRjGm8r27vW2g0jZ9RIFATEhmh6j08x1fUtq/YRRk8dWr2LKXntSlTrv2nkelcii9vJ6nARtygfXccONN/OuHRfwrh1zMHMapVKFB+9/QOciF3O60KoYI/jmk/c/wLTeKUzLORy4976sW1XTBUwNA2yLYqUIhRKBMvAAaTah0YRGCzNOsVNzRB4tRWh6dWISCrkcOdfRcPW/6EdsIgIMm8I32lhbmplGbFdvs8pAlUu0kpAPHns01115JdWV6zh4p/dy5f9cRv9rr1EfGKIVBvzyuj9idXVRmDWXyfO3pWfibLyXXkVaAUQJzRVr6OmeglVsE/Yiero7sG2Lqh9QA377w59i1kJOO+Uj5FyXocEh3M4uDMdlXQbyO7YeD8fWdSP5P8gskmyMPISIdHSChUaWPWHx17tupVEq0vvedxPZFrPnbcV2PdP48xV/QEVg5HIMvLYGS2D29rNYvh5Y2eCg3Q9gxcAqXlm7BmKTGV1TULbF2ppG5LebM5eH/norB++2L3HLp7NY0X+/3oBWXae0hSGtONYCg8UiFItQKTOpawJ+o0lzsE4tGEYhlPNF1Bi71WjW3hCx31wzRr+NApJtQzjGIGphXTQul6RKrw7H0d60UuQ7SxgO1Pr7qeSLHHfkceStEt5Qi4pdwLYMTj1jMQ+/8DTX3HIz/3j8Ye69607u++c/ueDL50MUUertBCdhsA7NKAbbZFXfOvwwwVElisCNf7uHFfEgM6d1MbmomDdvAUtfXs2S665lr70Wcu11j5LPaWo3QJSkGb0bbTLGtPa+9k5Are2xEkySsWqJ7Thns8nFP7oEWiGXnP8NJpQLVPJdPPvyXaRJH4898zp+AE8/3c9rr8GVl/yQebNnMm+naVx12x9orFzF/bffAUHKwQsXIo11PPG3vwCQnzSNGXvvTdfEXsS08MN2McgS5Ct4NV/z89sbR+ijywwG5Hty+CpisFXHcfOkGCQY+FFEgkEE5IuVjF3TTmLZhKXcTGtb5Cy0YSEZNKYkxpQYC+2wttWs4wxbajRDqtUm5AqsWLmKWuoRk9LbXQaJeei5pUi5l1KxCxebmROn8NTjTzBpqxlsM287tp/Swz7bz2L+lLKuwFousPtRh7Fi3XOs61uHjweGwc333E2EQ9nPoYD/uuFqfvPIvdz6+B3c8dDt3HX9n9i6s8K+++3FLTdfw3777aor51qZaVcqS+Ufg+O84xgYkOowkU0ehatH1gFyKbgG+ILnKRbs8j6u+8t93HP/g9x/59X86DufZVg9x3X3XUvTsfjBxffTmd+ea/7yZ/7+6BKu++vNXPX7a5ljV1h1/9MElsWCQ/dlwQR4+bYriaIYUUWwFA2V0O952B1mtl+kENiUrA7wW3TnLU15chwkWA+5Kud9+9OsV1W+/T8/wMQdCTcFSlc8GmpplcYQvSG3nx+LMmyxtSGONxIBHq7WxyWKt9mvTz/xqOy4w7Zy0uJT5PdX/1buuP4q+cxZZ0lH52w54eR/F78pIrVIqg8/K/tvu0DedcCh8uvbbpdn7r5P/ucrF8iuhx0l1993v0g6IEnfMtlh9i4yZ+5usuTOW+Xyn3xT9pnZJRNKXfKZm56XBzJsKZJI1qTrxZd+kTUvyoFz58pRR54ha1sygoVlxdx0qb3QGwVmNgD42qK2b6ulyQi21BQZxaEiyb7UZdn9S6QL5HP/daWsiUTqXkskWSsSrZCZvchBJ31Q+lKRmaWD5BMnXCg1EWlKJBK0RAYDWbTdwbJtaRsJ0lBSacmlX/iczCuU5PhjT5DfXHmV3H7NVbLbvO1kq7nvlpdWNDIczBcZ+Kf8+aqfClvtIOfe9JCsbUhWXnCtiKyWePkrct6Jp4jT2S0f/Pi58tPrb5Kv/ugS2WaPfeSq2+6UhoisbnjiiYxjM48XBd58e9MTrE2brrbiUd0HSUTClvzkou/LPrvtJjMm9MjUsivv2n47+fR/XyRPrW1pgDESkaGWvHLHg3LSCYtl1qz5UgFZuN9+cuJnPycrRCRI+kWCIXnmgRfk4L0XSXdvh7xvzx3kum+fL9N7Jsrimx+VJSLS54lIGEkoLYmlLtVlT8l7Z28l//bJC2R9Q+OcQ77IsB9lA5FInGZA6iYQ5HdsgkWJSLLBBItFtP54Xb79b2fIzjNmypI7X5Lh7Kmw+rpI42XZZ6epMnPu1vLHG+6Wcm5nufBb18jqQKQqnojfEmlEcv2Fv5G5xVly3ZKbZFV1lUjSkJt++wt5/z4Hy4zuqdIJctZJJ8lTLy6XwUhkoL8h0mqJ+Kvl9puvFKbNl8/d8IAMeSISh1Id/Kc0B/8pEtZFGi256NJLZcoOOwjFoszZ+T2y8KST5IUVK8SXUeB6kxPqDWbYW1KZbgUxgiLnmkic4jWrVCqlzBaZmvphJ/hhjJcvEwOGH9PjGNpXw6TVCHALLqatQZtXg5RyziWXDlM2XIjy2lvOxZC2GH74H2y/8FgO+s01nHbk/uwPWH5ESkJipdhmSFSPeH3AZNqsbs1PQ+dF6n7EGEqhxN549x4xlSmbKwn8ppqkOlJsGPiGPpUWRiJvHpBAM4HQwu8qEgElARU1wWoABmFUwHCLDKyFnglauNsizfhwgLg67agLEiJMQtIwxkg7NGTkQHVgPbkpkzXvTsAfGiJXikkNm6VGJwUDpqVgBc2sgHiqA7xegpQ6dKWR9m1n3wcG+pnY07sBmzXdhAO2aZXuLYzqGFdfGSSJ1qbIuWbmxqTYhgJJiFt1fVJztABmLlfU7gfQnbMgCfHCKrgJhZ48Zs4AO6bRqjE151IE8kaJMBK8KCW1IQlCSAw8P8Z1bWZ0FymhS9jQqGFYOUg0197Ku2y9dTeGQORptWYtUR6i0naOwZa8hXfAzVfjR00PUps+AlhFKBQJA039brWAxCWuaV/Tdl0GBlpMmqAZsE4NVEOLz8U56A8b0An1NVXMyCRteqQiSA4oGhALHT29AFRbdfwwJdfZBY6LWHkqSstfmRH69I9Ly48gDKFg4TWrOIBKQiTy8epVLFIm9XRCGo4nOMhYQCzjaW3mhPmmR9Y0FaYJUdxerAb5UhEQrGIRLBORNKPfakB7aK2vs7YsE7NSZDhpMpxRS4QUsbRydFILWbdiPbZdwCgY1OMI03EAk0HPo1Ao0Pjny7hAPmdAp9bGsCwDCRKU5ZIE4De1c58EMQpNI9L1ujfvjo4Ph/2LTY0+Rs4Qigz6SfVWKfqUVHYTjbbnAMfC6uwFFGkcM6m7QBxAEqQYLpi5PBEpAZDvKGnpzJ4OiMEoFrHcLO4jgGOCZRET4DgGrqtPfM0kJcSgoqAo2S2ZNoKNm+vKIJWEQrFAFHj0rV2Ha1uUS2Uir5VhstlkGhmkN+3iv1kBOi2q1gpiXNcafU3k6SxkJ0eQODiujfJboBwS29L7XwpxVMfL62NuiRwGQn+wjopbxklKo9ptJlQNCJOAiYapY2mORRKktEpFYiBHDa/VJF+Ygi1gxYmeWYXK+BOiipDYR1kWsRdi5TINyTGtza6BUVjmX2vt8TKIlTaR2tUIgADEhoEclBW4DVp+QMHqIQzAdD1MK4KmArfMwPB6enonjrAyEhWQAH6SomKDsuMSRCmxrVUH80kJIyFLhNTZQoJBAZswFJpOE5sCLgZkCxATIkOHTx20CY99heUWR/uDQRL6WgDYgHGV4ZWMX5GqPXM23q/eYAdTI8f7KErIuRYKXZA0CXwyJhykgmvZenU4NkEaExu6E37Tx8o7BIQkRBipglZAxS3SjDNpxqwQg8rwlbzpEjQ8cPJgGphFl3ICDNYRfHKFIiHarUGZ4BZAoL/f0wtNxhZvSjXQ2G4y9pl3uGU72IgU/EgzoKSgCSQ+hZxJxuBBrLyGhpwceHV6ejqAiDAOqTXrGJikUUTRtDFNxaAXII6BUgVsldOhnxTarOpAAlqZfE8YhljkELTbYLepRKKlw8aSGCw3z3AWWkMM6rUGpqNFUzRfX4Pqej5kshFKZRNv8+qQI799Q3jINEeGzHUszekKPJ1GbSg9STSFE8+AOlADrI4cYRJRwMEfGtSkLrFxMMhZBUITkiIkGdpuRFmguKg1mKI0S2FPoCtXwEXrP4ToPuOFmocVQk+PTrhosyeUZUEcayLj/2prD7yBKW0GXYq0D0likAZoIWOJMsq5PvfEwLCf6D66Dvi+rpzmKIqlIgqDnF3AxMC2DJyCqyMGXqhL/ClIlGgGu9I5jUWriBIoF11asZau8gOyUoGQ+gHFYrafBwmEQqsZUO7uIFHgJ1DoKJEoHf6K0N+TDIQdfWjcdEvVhLewg41/ysxA3FSyDzCNtVNvKMK+Pr7/jW+y64JdmTxxEu9asICFx53KVUvuJAFs00WRMKVrkiZ7jxpZYqAWgJFTeK0WjheTz+ZDmiRYlk3Ta+m3uCbpcIM9d96RiYUSnW4vnT29dORtdtjpPQRZqlKtqgc1jSKSFJQ1Ju19zCp6Z8jSuo3NI1WZVzfKT1EYBbT2AgZ/uPQyJkyYwcGHnMjKQR8nVwYl/P7yS9lm2gxKdoWtpkzAMkwMZZN3K1iWQ2d3Bz//xWUEoU93LsfVv7+Jgw47jKlbT2O77Xfgwx8+lRUrVtEMmsybOx/LsJkzbRodrkm5dzLK6cF1HfKVEnvsdgDVfg+MHJh5brr5FubvtCuWUWL+Tu/mtDPPZcWaARo+pGp8/uuGLv6WfNg3xScWdFld0zJ0xeC2FxsGEDX5yle/xI9/eQNf+fp/scOOc/nHC0u579lX6V+xmma9hVu2dTGEfFYxNE5o1T3scgfrhn26O3Osra1nSqULPBt8iCXBLLoofNx8geWNiJIJvVaJzmbMPocfwmnnfJLt8nnWvvIalUlboexME69bC3DVWx4dHZ0ErRZuvvwvTJs319pROx0WSRmrRwGWdvANNKIfpPz5upuoNdexdNnzPLv0NXr23A7XtDhk0RHMmrI1jeowA3GVL17wNSq9c/nUZz9PvmQyYVKZvffalaDW5HdX3sIXvvJl5uy+FV//4X8TD0QsWbKE3/7qd1z49W9x07U3MLB+Leu817nr4Ue5+NJrOf3T53HILvOZ1NXJ5Bmz6O7MQyvm1GM+yE2PPMbhJx3P177xTYaGBvnmN7/J4089xQcOO3Ckj7Bpt2LLlBzZjDbFGPHf9vNtbYIo9EXipojfJzL0irxn9gT5xL9/RoaTUR2L9aHIek8k8GIRrykSNyX2qlrINhGR2JNURIYijbxH0hKJ6yLrRZeiS0SCJBWJfRkY6pflIrJOROT1pXLQjE4581Mfl9UiMtTwNZk0yWpZpiJNP5E4TaRdLzIMGqOM1jGPN5BVeNOtDVTrUnyhSNqSWFoSiT8CuFaHGiJxJDK4Svae2iMH7bGPdEzZRj5/8R9lvYgMNoYlqvVp9WIvEmmukT12mC1HH3aiSKRB+aHhPkmTPom9usyfto/st/tJsq4xLJ40JJVEwiCVF19/TRpBnAkpt6Sx5gW54+9LhJ4Z8r0b79WIfD0QSUQarw9K393PyE65qXLqKZoRPJzoz+PVvqrURaSeygjYGox5bBjV2dwYviUrMW4bVAKSElaHWL6yj87ZUxhKE7w4xBINJPZY4JhmplGuePTRx9l94eEYXV1MnjqD0086jWp/RBKBRYQMD7DqpZf54CEnocwye+y6G9dd9lPeNWc7vnPlNQwCFIp41Sp5iSgAqanzdgPR7liiIDUMwlRIMElEsB33DdbZ2/PR2iZCj4/Gvkb9L/1EpdOFsMEzdzxA/+oBjjlmIRMmd/PQE8/QX4WufAdWroAog9RSkFOEXh1/bR0GtcRCZ7GTgfUr+P01v+WVeouPnPcpeoplckR49UFsRzFrxlbkHFOzEiyLYlcHzYF+KJdYHYcEgFvUVqTY28Xl3/sxxdTlK1/4IgB9A4MATOqtEIUp9gb4nrmJx5ZO4MbYHzb3EaRA1E4bAyw7O5WJ0Gg0mDt3Kr/+/e948eWXsLIk1xRoBUCoP/mX73mIj5+8mBTFb6+9ll9f/itefOZFzjn3k5rqPDiIMi2OOeUUlteq3HTHHXz20//BhV/+KnaUUqz06DNERwdW0eGGP11FZ14xadIkjj7hdF55rYHtQq2p8w1N06RvcBCURZzKJkfgfyPmrY/DcfbTKI+q3hqCnMWzT7zAxI4pHHjQvkyY3ME9f39QQ0RhAokQORBbml5jhSFWYmpqbAsYrtE7cQIvPvMUoR8xd6ddUFmCXKGcR0SIY83aBgXDAxBHpF4TDKEvSfCBaq2uXzQwwDP3P0GHVWTaJM1cnTKhm5Vr12IABcdg/UD/OHZNe1KpDFPTtYs2v0Df9A5m29rRTxLRKLsAtkX3NnO57NJLWPPy6xy+3wF09XZx6JFH8fcnXyQtQlJUYFt876tfx6mGXPE/l3LMwQdy6H6H8OXPfYn7nnmaex99DHIuD//xDyztX8uXLvkhu+67Oyd/+ETOOvEUOkyX1pCvHUpL2HfRYVzw1S9wy43Xcf5X/x933HEXe+y5N2v7IV+ENQMtBOju1sj2SL3I/50ZBYzd3WUMhmiMPFEouEDEZZdcjmPlmDd/Dh8+9QSo1fn7/a+Aa4LjECRZ+Zemx0Qrh50vaVDNBSoViGKW3vMgkyfPorvHYqBZA2Ka9SpJFLPq9SENFxlAuQxpTMEywDJwJk4gBoqlEqiU5rq1TOroZnKll0JHnlXrVqKArSZPxo+aKFKm9HRjkmIS68p0kj3asEGaMJKQvYk2EtXY5FOZBTWAJNKHUctUGmVPRGMhhsN7dtubWv8g3/nmdznppA/zyOOPsfB9e/G1r32HFAhqVZY+v5T99tqHd223tf6jRYf9DzmcWCnuuvdvICk/ufRyJkyeyS67bEvZAVoNjjvmGIaGm3T3TGQI8HD4xk8u48yPncPh7z+Er/zHZ7juyqvwWwG/+vlVAEzuKeCH+n7DKCaMwk11MPvs3xkIox0v0PiQhUIxAuwImNJkzSv/ZF0AH1x8Ljgl3rfLLnT2lLhzyTU0Ad8wtWgkaDGUIMDzPPwIkgJ6ha8fYGJPN63mAMNVoaPYwwP3PcT8KdPpdB0Oe/9C6q2scyIwPExvqQyqwHAt0JLxpiJqDVCcN5O1y18jbgQQwrRJ0wFoJT45u0hbuTGMQ8btRWrDM+Pm4yCb2cHGGMxsK3QshVf18OuePrdaLqi8FvdwO8gp+ORZH+HSH1/CimXLee+srbntlz9l9fKXwVUMpQF//vud5Mqd9EydRbF3OrN3fS/ha69pO5+GWMUKxahCsQlFScEN6Jo0mcQpMZyxMX0MgijWZg+gVWfhvnsxudzFs/94Dkv0Ais6Sm/nArZpbcyQGxPofrNhjy0NYvtyiXKBPCYOpiSgmpAOQNjigb/exapCN8aOu+NVYadZ29E19CpLH7iBhoqpYVAb0cIyMJIAx1VYRWgZ4JspTJlOrrsL3CEazRWQwF7z9uOBK6/nnIOOxAgtBj2QAvqDK+Wg7oFfpsIEAAJSpJhAOMSUcgkn0MSD4TAhBsTI4UuWmBQlmFZuBPdCZaGAdsZ8mz6/hbHZchsDehTKeXLFPBgmkRcy2D9IauTAsDBFR40aXkAxZ3PuaR+hwzBYt2YlbrlEZVIvhxx5BI/943EefvRR/vbAA9xwyy08uWoFi087DdwCXZMmUe0bojsHjb4+iHxefulF8uUSuC7LgZAY185hGq6WLTKEsDpMwbEp5gs0hzNntM27T9KRuocjbczkentTa+OB1B9EpoZHqoFVfEhifvfLX9OMUj5x9seYNn02PXaB+rrlNPqW8cKrL9ECcmY23qtXE8cx3d2dNBptBrYCLA494nBqwytZ/vJTenE6nUzf+wAKpkkUBFrYz0CbL0NXAabWhEjhov0my1CgIvbYZ3eWRct5+pHnKWYRD1vpfGU/gZxtjluXMra3asz3zZwXxyD5m3HW2vkdYYIIhF5AmiRgKLonTsBwbF5aupQHrIm8AAAgAElEQVQ4Eoo56Mi7tJoejz3xOM3Qp6PSTbPhMXHKdB5/6ilmzZrNzGm9vGunrXjPgul0FGDujIkQpey+9z7EcY1HH1tFoWcSuGWee+5xakOrMWybKUABi8ZwPwkGlpsH0+SJxx9l2WuvMG/+XCodOvO5Xtdm0c1vQVnnHW7jD0oZBmZkq15MXnp1OdvusoBr77+HP159Fc8+8Qg/u+xi1q5ex7W/v7pdsRDxgdlzcCpdvPzqKxip/n0eEyLFrjvvyqxpk7n3ztsY6Pe1/6ZSBoImlZ6yzghqoZMTLBcpF2FiGcuJiFNoVatIIuDkOfy040lwuf7mG0ZI88NVn4GBOoWMaR6EW1I/2fIetQmgdQQyHNccN5vdOVe7XqYW1n3h+edZvHgxC3bYme132pFyTxdLn3mGP1z9J848czHb7bAjAP/1rW9x7PEncsIJJ3DEMccxb+a2PPPc8/zkN7/mhxeez6F77sCxp3yEr//PDXzq0x/nG5d8lVceu5urf3AhnZUOBoaGiIAbl1zLld/5KrsecTTTJ8/k1fse56rfXc8eu7+P/fffV9+sgjgJsu6lI9XWRlZZFsMf7eem+/xWWntTlJHvBkpl+QCGzQv3PsSwF7D42KPYZ9ceur0DsCyPo2dMY9a3v8W611bhAGacWaFawHAU0zmhi0pJgx8S+qAcerbehi986pOc99kv0ljbzxc/eS7J+td4fOkLJL0zsS2t0UFsQ6ToC31o9SNxnW4DOspdGi13oGPvndlz4cF8/0c/4Mm1yzn99NNZ9so/ueySS/nKV77ECccdRcExx50ktzgAGzYNh21YPWs8wzMVkcGBmq4K5utU8jRNJZVEkiSS7333Qtl7111l3uzZMnFir+w4b7586eP/LlF/VUREGo2WSEvktedflaOP/5D0zpwjpY7Jsu8BC+Uz539LXl25UsL+FSJBQ56771l5314fFLNjprz/4EPlhq/8u+zQW5Kz/vyI3CEidz54lxy0y3SZsm2vqLKSPbadK2cccaw8/Y/XxU9FhuvtHqSSSiRJ7IkGXJNNslljSSR+B6QD0kx6oQ1Yj4DWaSSSNOT8j58sO8yeIX+46xlZ2ZZU8KsiQ6vl8P32kq6J02XZuqbEWeE2GXxNDt9xruy348ES1UTqA55Gkz1fiwnHvvzxD1fKXnsdKDZ5mWCa8olTTpY77n1YGiKydriu+x2tl2tu+I0weWs5++q/aoZxmEg4vEaC/hUiXihSj+U7F/5Qdt/v/YLKS8/U2XLqGedKtRVvRI8ebYm8GemATOGwnW45djoaGwUxU0ASwTQV9UYdEaFSLunJm6Y0h4YodndlQSsdiI1IsSxDQ0MK+uoNOjpL2ECjEeCWXH0MTj3wY7A6EAvqBpQFmg/ewk6HHcHBv7uHIxftxxHEmPEQgZWnGgZMVBW9Ul0IDAhaQqGgUBJiKMm4TNnmL9a4LuoQj/bCzLclAjzqyQnWOEfDhOxoH4ByqSr9dxqvvc60ad36DhoRRqVHB5abOrcTNQzNCNwJjHRBYhhqQqUAdgCmSbNlUcjbqDQFI6Wh9OfmAo6EkHrEZo6X0CWotwnBGqpBb15vl6lCEgNsR2e61bXWmsQZM9iCet2jXM6PzIzRPo9tb+CDbfpNo79teCEDQzXCRCsJFktlTNsmTGPiREv1BX4zu6oxcieWZTBc8xBgcLBBd2cJA4iCFEPF2GTqMxikSQpmTGJA34D2+SLbRrkWkyp5ugEDC7DxU5+SU9CnmCimXtf3Xsjq93iZSjUIafp/J0LXbu2zUQyIsmg0YySTtUwimLbV9IzuAkapNELSzDnge3X8OEbKnaPZhEG2AVQ6QCmaa1eChOQKto4dRBCE+hgQ4ZMQa4ZKIChMXKCEppJTqoDYeH6MJwGJLaxevR5TIG9btGo+lgm2qQWUKqX8Jtg2W4Lmx78qa2Mn12hos/3bfN6hu6uC49gkaUKcxBRzLo5hoZRCQo/uKVPwhqsjV45TIQyFSiUPJnT1lhjIalE7rqafKBKS0Cf1AoxSCTEN6l7IlB4TpbKjs2nS7FtJN+38TJecoQuiECSQsyhVDIaqrex+Y3I5h5SUJIkx2kDrFts7hYeNXqe9r0VArtyhhWGAfMZ0Tdu1eTAzMTHAAreUByePh2JtNc0+y9FFSxRQnDKRxNeAchCD6RjYtkuSWaJYAg0wW2XMWNGBprCPJF8oHWQxTIuQkGlTJzLQV8V1oFzKjeTBqvFp8G99PMabyLHOrpmZkPFy5mkqmIYiCj1yjo0f+OQy0iEo0jDBcDXxKNE5uRllRueEuDakiWAYKUoJJGF23FVEQUScz6MwadUiuss2Ul+HqpR4Hc223EqAJKamqrhmgbg/pNjZQWJl9eZDH9cxsEgQEvyWT6FQ1h/t2KP0iImMs96+uRW56TYW7DAygHI8vSUFmo2A3qKDIiEOAizXRaIQZRZGGKyxgG82SQ0hQFGmiJW0T2Nx5nqEoKpg2KwbVPR2dRDXYtwOiyECQnw6cXDFhtCCWKjaPkUnj1UTiIWkYhBaKZLWyRsOSvKjN7uhw6428zOj8+4NY5Hj/6tGhq3dgiga+a0iwTI1NTLnOKRRRBhFBGE0MrkGqk3CVDCU3mpRGcgt4DUbNBqas5UgoBRxy8d0XJQOSFApmCApqtxJgEkBvcUPDzZAWbhmnnqrRbG7A78V08iKyOcc/fe9wENhUigUN6wL+r/QDMabjHTkfyObjkCl5KKiBmmtH8vNI8qiv+q1GYqAJo8ahoOQEsSejjRm/qukKWJCM/DAsEkQesodpD64RSubyEIOhzhq6UVfj8BQdNg2VhppkKtoZBlEBnnDoVYd5p3awTdsozvY2E8hA9CSbMAEiONIV32IQ1S2rynTgDDQvoWjaw2qRO9c4uhxk0aMaZqEjiKVmIKh16IYWW2yMMA1M2TYMGli0Gr59JiprvAGYBeoJyFF0yGX6jpEZrlICvjVFpVKgViBl6TkTIUiwSBGobXywyDGcYqMa0pTAtPMpJhvqyj8aNhpdGnqnaxN1KuG0OWAHQ+CCEIHvmlhGmALKB+wIbAg1mopKFxMSiidl4FtQ5yGmIaiHg6St1xyaeeI4amGIargYBJRJNTCK3EOFHjNPvLFAqCprANJgJOHMqKpsGLTljbd7Ha0id+/uR1Mxq7A0cfY/cyyLAxSJNUTRpkGSV3L2Chbu+nNWCduGM6o0ZU4wbCV3sVIdam2OCFMUgJJMRwXTAeSRDOJY6gUchiOCaYQxXril02HZnWYoDqAm7dHjJKTyyEKWoHgmAYKRZQkxElKnKakiWSFuzYYkXewtU1gOm6CJijiER+9mC04GsOQ+ijTwou1SzRUy8pUZ9eKiEmSYYykjpWidUeMzH0yFAkprTjBNoraL2iKlhSVWJ8HPE/7pmmihVcE8j1d+nhqQn04oZh3sTAIW5HmPLXbpszhG/LpN9+M8T9u3g9JM267ljzVlGkzp0et3tfPN79/MbPm74xTnMz0mTtw0MKjuO/Bh3GKLtFwlZRYa5SaCgwTZVqIckix9E5pOijDIGdofyMOWmAIJikShQR+Sk9HJ25BQEX86Zo72HO/DzJt5tZMnjyVM888k5dfXQFAHKdYpo1luFkKXzY6G02utx+HbLfxoc6MUSEJSuKRwNFwfxUcxZ0/u5ycW2LnXd+Pl2RlL0s5/vCLn9IzcTJdboH50+YyOTeVnNlD3p5Nzupi6vQZfOO/z2fu/NlM33oulpFjRj7PlO48ynaYs2AnKnaJr332fJ1Qm+iJ98nPfoY522+Lskx22/UgLvz+D1BALCFOvqzNhDIYUdDJHkI64qtuGMpttzeae6Pgzxb2OgNIJc1OY0ZWUtbWN1Jv8P3vfp9v/Oo6Tjv7XI466BBeefl5ltyxhLvvvpuDdlyAXSln5ijNPH6DFIso+3OSgGkYRC2Peiuhu7dE6rhIEpLL6YwWZRoM9tXo7gy5+6abWXz2t9llzwP4wUUX0aqu5fa7H6ZW036dZWWaVui6ljnXZvMHyXfG92hfZcTCyMgxDCUWItDT3QHNtSy5/lqiOGFtX40HH+9nnwW95IyU9x+4P1dc8QugRbH2HBf8xwWk1ly+/I2LMTsj6tEaPnDYnsyZNxujNAm3bvDwD3/DX+77K5+6/DuYk3uZ40zl4G2211ryfavZ4+gP8ZpXZ9GHjuaoI47l8duf5pdXXMGHP3YUc2fN1DfsZMkjjLqDxpj+vK2WwdDjQdkxlOJRBDejICctkfp6kdo6kWBAqs89LNtO6ZETz/2crBOty/D6YCz9IjIcx1oUpOVJKxjWYrX1ukjTk5aIVLPXr696Ge84HuHgRnFL6o3VIsmQNPpWS9C+x+FnZJ9tO2Svw86WpVVN3w1jTwIZ1VDwE5EoiaXlexKH0ab7JyKpRBKLpjdvCY1+oxbLKK04lURreiR1TQGPWyKpyLCXvXDZ3+W4WY68Z8c9hJ7d5Os/u1eGEhGpNUS8mrREJJJEZOgxOWSGJYve/QGRppa+0NevSyB1eT0MRRKRHxx5ruxfmCWP9a2S50SkpqUwRF5eJTd84csyY/J0ueTaa2WNiDxXGxQvEAmbIrFEMtjSosJR1KbERxJLIpEkWYRj9PGvUss3todta6JGV2X7exJmvKp8Qdf+zVLN/JbHzClTtGlLoKtiUgSSZhvDiclbFs8+8ignnXw6xZ6JTJnYy3nnnceLy/ooV3JZynjM8meWsdcuezN96jSOOmIhv/re99nl3bvyg9/dwpABq5YuZWBVlcWnnEJXJWMGmxpkaGYQnGVAEgt5N4dpZyWFN7mPGxhYGXj7Nhdqe/ikTTLMTI2hTU8uB6iANU8sZ+WykHMXn8FWEzu49dZb9ZnKzoFp4QBhsw65Inkrh6DLv2geBaTNFEccOmwbz09xTYM0Tqk2m1oftx2Q6Sjw40svpnvSDBYecwwNAiaUu1C2Nj4mCV35Al6Qko6UU9LTYcOhejtR2k2/dxMfRopgWDr5UoJQCwGbNuWeXqZMnMQ9N97MfbfdS94MyJsxrZUJ3TmbxDRICOh/8ilOPuRIVjUSfnHdEq740Q955PbbOO3M8wgF8FswNMiiI44jTlyu+PGP+cTJp3Dl5b9j2eoBVnaVeBJYvrZBh2OQ+v3svfciyhWXbbefzy9+ch1dRfBrkIbg2jrQDTGq7SmPxQ1ED6jCRr3NEySMwFiZgJahfTADQmXTIkGxCsJ13HXHKlKmc+R7d2fbToOn/vEwr/ehU//FwUyhgIIAotiiYVjEjr62mYCZViBwsPDIF1oESQvDsDBTB5M2jhoDQ1TjJjvsfAA5oISLg85ZaHjofNY0xLQN/Lg9GTb9T4/Tv+bnj47qZq4wir0pao0GoR+g8jn94jhFdfXw+c9/kWXPPcuHj1lEZWKOU047nvUvr4IIfBLENfi3s86mIDZX/Pw3HHzo/yfuvMPsqqr+/zn91umTSU+oIcHQEzoJEHroKAgCL0UQRH3thbegvhYEFRUpgiBSpfcqvYt0CEFIAqRNpt657fSzfn/sc2cmIYRg4Pnt57nP1Fv2OuvsvfZ3fdd37cERhx/G3667luXLu3no/ldA03n1vvupuR4/POfHzD/qSI488USO2P9gJoydTFlXWZM3311CaSjhZ+eew4EH7c0jDz/E3F3n8J1vfZ8rLnuIQk7hbkEgBIGCxx274WzJ6nMcDjA2zLlghKs+Ykw1GidLiyqxW+KmO59g4wm70Dmhi+9841SCaoknnnxR8bcMIzW2AYmBgUWimaoZnZZ+3lQmwCAEXKwkwUh0so7q/600L4TBt18hMMD3tWHnH0bpIoFaFYIAQ1f5xsblX9tjQ8YaqaKPDngFobmpGTurkp54nlqPdY3Djz+BBa+8xpVX/JlDjjmSOx+8j1323IGf/ud5GBiUQ48l3SuZtdOOTJtYpKBDYht0bTyZUm8v77/9NoQJF/3+DyS2yT5H7E419hDf5aD99icaHMKsediApyXorRo777MnZ//oG+zwua257I+XML6ziwcffJA4VgUqALatuGBRHK19Up/SSJlfypiNHwx1Is+IWpE0DMqlKu/2LWP7A3aHziI77r4T4WAvTz34ID7gGQ3cz04lyU0czSBOq6WGxfdHHVicOMGJE1qyObV4pnOP0DAcmymTx2OjUlR91UGIoblZg1wBUqmp8DMEoj/21m14cTK6/D4BMjlwMlCuEfb30z6pi4MOOohLf385776/hIN2P5A7br6VFT0r8KIYu5DjnofupzU7ibbCVMZOnMCUzTaBcolVy5eBrpPL58k25VjW46ObObRika6uMRgITaaNDei2QyUUNpk5jQAo5PIQCi0tTTz33DNKoswG224kvV1M47MlHWooBq0mCgeMG2GYopOk6RqDhx58lLqVkJvaSeII9bjOjKkTWfLGawx4qnDIN1D5tQgMTCxNqUknqINhw8EaaJEVgx3DQE8feUY653ROm0Zf2aVvxUr8GpTjkLZCKxJAqSdNz1k2rh/ibPgC/pFjvaNbQzcIIx9NJKXbpn8o5LGKDnHJJdeapcQAzXYLe+49l7cWvE2pVKYzl2Nlbx9HH30MJ/7nTyiM66C/8i/EsukYP5O4pwKVCk0dHUSrlhNLrIJbdJasWEZCQsZUgfzW22xHxYWWlpa0OYYOpoamaWtq/LK+lJINHsJIzJWi9ya6aujVEDS1M9x2+90sqa7k6z/7PmeddwxSg1yUpbNUZuHixWw5Y2MKoC5+rKmOdEmCro28jGWoP+sAsY6ZMIwVNmoQFEXDYPLGk3jrtZdpzUFVswiJabINtHYbojpVrwzZ7GeUJFLjIy2urfHHKE6wTAfTshXd1g/VUVPTWfavtzGas6BDnixCzGsLF9BXHUTXdcYUOtl++1m8s2gRUzbfiAmTi2y20SZsNW1LbBMmb1SEtiZ223cegwN9LH57oeqK63rc/fcHsJqyeF6dEJi1/SwmTWhhycKF6MCK7pVgGJTrZXbZZScsW2mq+YHaK7KZLMnoNNhngOQPNw4nIU6TT4KmMiRpzCTLBnhjwdvsus8crn/gFh574Wmeev5+LvvNb6n3d/PUU08NZwTUydNEdIs4jjGMkcxIZIzO2WtEyhcpFovoQBykNWuawclf+Qpvvfoit934BDpQ9isKnqsDVpZCcxtZ2+EjIcJPYaz/CmYYRFGIaaazyzggCUv/tZgvful4Jk+Zzv6HHUS+FZ54/Dn+cvOdfPG445i+6eYQVfjp//yYgw46kuNOPYEvHH8sm3Vkee4f/+S2J17j+9/+FvvtsBH7fPEomn5+EWef9Q2M835AbXAltz9yH8sqvSSGoOJXg+OPOIafX/pnklDjkHm786O/nkNPXw/7H7CvUlc3wAsEPwhwbDvt2PoZ7gMAejxcEKGjK3ZGo/uawIKFiwnQ2X3fuczefXscBugAdh2zNRf+4WKeeuBhvnzaCSlIK2DbJLaFH3qMrllJNPXQADSoW1C3hCD08BHyWQ0iDVpa2Xf+gWx12QP88Nvf4JGF+7LnHnO4+oG3ePSee7nsbxew8YxNKdfKaJpBWy7/oSl9KmMEEotX12+QkW8bYGulUpFh3YokkNpAt0jsye/O/bnsvcdeMm3jzSVjIZ/bcpqc898XSHdvIrVYJE48Ec+Tfz31rMz//LHSNG6SjMnlZLdttpMzv/d/sqouIlFVJKzKa8+8IfP3+bx0tLXL1ltuLJf99qfSOqFdvn/vw/KsiOr21rdcvvu9H8ikLbeSbGe7bDR9S7nqyrtFQpF6RST0RZJEJO25JkFYk2Eg9dMSpFhthCJSl0g8cUXJQojURYJQpCQiJZFzv/lNGd/VJLc++ZSsEpEBqUok/SJuVeZutpWMn7qNvFdXshxREouUemT+9Jmy+4z9JQoVdloWEW8YAK+IxIPyi8NPlJ0LU+XN5culO72MUoskDnpFkrLE/YF846s/lPE7TBfaHNl1673lf8/6iUgiMlgfEF/iUeLPn/4Ybgo/corU1RqsfUQZYYN5kWpTpLcvYKUEsAjBwg11dKdRWxApdpumEViKVuJE6r384WbxHkmtjq61gQ1REmPaEQtefoZt9zqAb1x+M6cfOZ9N6tVUyqmAx6jjdJDCE6GC6NAgkQBd0wijCMtM9Sk+sjZyQ5gUEWGjbSyOyj0mvsLDglR8OJPgSZ3QKqQxTxnTq5HXixBnkMgkyaun2IBWHwAjB1qG2EiDf5R+q6mBplcVubHqgOWwygiwTZvWxmU0XUQStLIBhQz9Rh2bDMVAbduxBaEZpOCqYGMNmyOKIuI4Rtd1LOvD4smfZKRWXSPMSwVd14qBiD5MEBxRvCPFb3TQLTRDx0mdKwIGyjX1g6aOy2bjxfURhBo09FyeSGL8ACpBgKCTz2fpammiRTTFyMxmwNCoBXWCKFbxQ0CjqzMpMkEch7iuarVimRtmpI8bo1PmFoyoN4G6GSzA0DGtHEiIJh4FsuQzLeDWwKujGWCkDTiEWMlcmRroKeySqJeydSDyiePUoXMG2JAzbTTAc6FecRFMNM2EvAlaRBYDkYDERWm8GqoSQVlezSJJEkSU2LPjOFiWRRiGDA6uq6XfusfHwxTp8Xv1ZPhoOl36iBQrLtI0KmGMqE4lSAL5pmaVvzGU8Y1EGT5OwVNbwBuogICZM9ByYBaylJOAd97+F4br0x4bxLW004ipk9galmlgJur5eqI+QupTGIZBPu2ypnCwj5rqp3GG0ocphsPxvqBuVFVCQD1KSNApaBpF0dE8AU+HQhGKuWH7aiLERCn2oYBhx149CaFbBqauOBqxrjPguwpKCgIyWcg1Z4nEoFSpgB4T1kvYJBhxrITwGnKbfkxI0NCLRNM04jgmCAKCICCOYyzLorW19d+2zCjKNKy+VYxamVZ7xugf0udJotA6wyQwFMXaSVQhQoUE21HZPpuUAKVBbCoZRnv46KSkMut+QpJxCDWwScgzCB5UonbsgrJNgouHiYFJJtSgkkBReWucqLtT0yKiOEx7dqfr5FrnMryn/NtGjElQnX0M7Dg9Oep+6hUOUZrXrVSGaM876vTt2mBrYEfUBivknVb1eTIQazUk9tAiAyNuIjF1AhO8ELJmgqOF4NcgmyXCIUpTOUEUkjMtQk+lNhXp0gMSEhFC38AxC3hVcJqUhm5CiEaEifWhyqo4TWxqmvbh6vj1HP924PEhjpCugwhhEBOmqtGGBdkUxRspOReQUQVxjReI1F2byzpY6Smp4tfA98EyKGbAiqBWreOFCm1KorTRaE6nPBBQrQpGqk0rCEmSfKTwyac5VARqYDVivAbqrqtm8I38c3uxGZIQkkR9yECVueVaW/FqAjrEWoQQYxoGhm2CqSvUQgfNgcRI1HJtOxDpGGnfqzjwyZkWMYprqANB4FP3y4CPjoadfpB6mKgW6pA2HwwRhDAM8TyPKErrFAwDwzD+bedq2CYd67lVyOiFIN0qNT3dSzXylkHGgGoglPxYrQ+pxq2AMo6eoInOcGSkga+lRk9A3AgdaHKKqkokpaDpGhRyOfJWBhsNW2N4RWxqtykU1PLauPNsy8YwDOJkXaXvGz40dIxR/RvR1SIVIERECFDqLzcqP2CoPHwu6hmoEgBOu4bY4OJRCSvEgascMQnAHfn8lcSlGtQUBOKFaG6AnUDOsBq3L3Ze7c6OnUV3DCCBICJ21ara1JEmrwWCKMBARxAsyyKTyWCaJkEQUK/XV3O4f2d8tGt+BIVRRm2Ro8MNDKgPDUCo9K3qxGhZxXTP6KOkvY2U1aAOnICKxSLbVvU9CWRinaKo7VAQVYJVSN80hsElKzCCCJNUnE1XqdFGDtLzPKrVCpBg6MaIPthnNRpJ6HhkPj6q6FgU5MqY1rSHYz6vdL7Sube2FXATqGjQHyVEJOStjJLICgLlZLZB74BLCJh6RhEEBbWkDat7QxIrdRwNKA0EIIqOFBGCrmMWmxFNrXDd3aG6DHGcbu86SZLg+z5xHGPbNrlcbtjh/t2hj3z5+GWw4VwqrG+IkvloxPz4Z+cxa899aWltZZMttuT4007ngSefU/8fgiER2nBR3sh7xWk2xcBC4khtIaa6A/1YGIw0Ar1AoMNgNeaqP17ENtNm0OkUaDcdspaGZVtki0VOPvObvL+qhJPPkyu0EWMpBkgwwi5duwk2EIRd40bUR32n5MwVezkZqkDo89CfLqHY1MZOexzNghVVojSCz1k6WWrYuDx826Mcve+xbNLewZSudr561hk8/+KLGIRk0uP3C/c9wFGHfJ7xrV1MndDFGV89jTcWvEt3n8e8fffB0jVyVgcZaxKm3YpdaEY3ChTsZk44+Tgkgk67SCHU+P0FF7HPgYeQbWpj3KSpfOcHP+TNBQtHzSpZ4zEy9XUlR8yRf0xPQaMD/vTEOByHp8aTJHWWtDHQGaecwSW3PsnJX/sGc3afwYruldxwyyO89M+32GernWjNA4laUXANxQ9JxZcHE8jqqjeTLiZIPY1RWoh0jSqdSlcUyDSHfOHow+nIOOQzTWRzFvVgFe8NlTnrpxeRGTeJlrEt9HnqlG/rOvlCa8rCGz2DNf1D3zBaymhei6ibI2NAgOr1EaDqKnKWBfUeHv/LpWQQnl/4Ft1WDgOYFEPOcIHl3HPzPZx13FXMnr0/v7z4P6jrdS7/663885FH2XWLNsx8jmv/fAVnff1/2HmfI/jlFVeRRIu55/57ufSiSznnx7/iwksuwe37F5QW8MriRXzrj3cw/5RvcdROu5GJPPItJrqeQG/Mj048nd8/8jCHfvlkrjzzP6kM9vN/5/w3W229LTNmbEHguzjOWpqJoa9m1bXDWrI2cHt1lenRgh6JiMR+XSHvbrckS1+SbTcZK6f94OeyTERWishSCaU3EXEbaQDfFwl7RYaWiNQ9kWoopYFB8USkT5SqsUSihD4JZpoAACAASURBVD28QXGXvisSiwwEIgPpa74nsZREJKgNKsnlmojUApHKcrnx4nNl4oxZcs1jb0qvqOeURSHqIyIkjQzEqIzFh+a9AWN4rqJo4oknidSlJt4wNVz8WOTVR+XYPHLwdnuLPX6WHH3h3+TNhg38AUm675NDZnfI/Nlfkt4l6iXr4kooIkvf/0AkWSaDS56WbWbMkAMPO0GWVRT1PJKKLF25UJYPqN6OoYhIVBapvCH3XHueMHlTOeW6B2RpkNLKpSoSVWXln++V/bVN5Ltf+z9ZJSrxMCAiK8ue+CJSrlbUqyUqK6IeyjfW9Iu1jU+0NzREBZPGHWtalMoVlrzfTTYt/AyBPCYdESTLRKmYmQK6zatvLuIrp59G24ROOjfq4qvfPJOB5UPoPooyHbn0vbuEU07/BrrRwl6z5nLnRReyRVuRv976AL3Ae7US2D5IVQknBBaXnHsR06ZszF5zZhDJ6urHybrW7097DMOCOoiBpqJEbCLMtGniwLsfsLQGJ558EptMGM+jd96VxpqAofHELS/x6j/62P+4w7Cnqg5+QaTqLSd2jQW/zuN33M0bi0rstM/RFAuqBt/AYOLYqYxpzeC5KruAOwRmhkKhC4wOmgpd2BaAT8AARBXuvushXNE49ovHY6L0Z1wXWoqq1G9oaGgtk1z/Mexg66IbNv4pitXVMi1nmI/f0tLCTrNncuet1/PCP18jQ8od9yHXqanGheKx/I13OeGoE3l9wbtceMlF3HLTtdx37138xymnY6rGalCvss2Ou7NoRT+333k/Z5x8Elf/8n8ZbxlU6iZVoKVzKhEROJEqVH13OYveW8qcXXchA8TeqM45QrqIrzG7DaVprmXImhRQUcQtEx2HEEfzwB3igX++Ri8wfcst6Cg6lJa+jx+Dh6oxXfDkYiZlJrPHYfvzXgBVBN2w6O5OL3RpiFcfe4Yxk2YyffYc6qGQwVONLmILQxSr1URSYToNyynCUAixnQpEhKqmSwLeeH0hbfZ4ttluMjUfsiYUR6kITBg/4SNspq9X5PqJVjCRUctBpMrPtM4uvnr6adSXLeeIPeYwoW0yXz71Wzy7cAndfsAqrwc/rPGNY09D6wm485Y7OfaYL3LwvHlcdfFFPPPm6/ztoRdIepbz2rPPYLV0cfa5f2C/+Ttx2ldO5Nj99yLsG8K2W6ih+h9ViFRSLva46LKr6WzfnMMOPgQTSHVWUgcTRcD7jLUDGjGqrMlxSvS08DaGuA5umctvf4Cx07dnxs7bc9rxx6CVStzy12uBmLhaw6hmsbwCFS3BsFNmqmYxvqtZxaaxTdBTox5bOB158pZG7A+g+z4k0N8dowsqTabrEHssX7UCxCJj5pWCIumpXk/o7l5FNqu0MfKj6pN1wHcDPN9DNoDj9CEHWw3jWkOe2rJGgjqlpxmBpjP/kEPoXryIG674M/vvuzc3Xn8Dc3behYt+9zsK2SY0x6Kvp4/DDjqM9nHtCOCVSsyZM4emtnZeeP559OZWrvrjxQx6MdNm76AowlrC4YcdQs4CTTRM1PHfJq9KwCXgpgcfYotddmPGzKmEvijWa8OAUTjq83/ceWdDx4gS0TDo1yBxxRGUe4iCGq8s7WGjWXuAFzF75hYUk5C+9z7AJItRbGOwp4SOTqnq0tB2LtUGlD3KFfBNjNih4lWJU+LhW6+8TFfrOLpskzm7zmPFMsg5TaBZYGsUmjOQMSER1aUuCKglPknNI5R4+CDdOPHV6wmxQC5rk3EyaVHMh+fbGB8Z4LOeK1jDXhqNmEZXSLKe8ncLTURBwBFHHM7VN1zJqp5lHDR9O24772KWr1jGqqEhyrHHX++4gWKxnY4Jkxk7fTrFrrGUF/yLTLkOfkR5+SoKneORFDIi8ch3jCNxChDWcFANy0zy4Av/vOtuFlUrzDp0PpEGttHgwaqKcNXZjBGi+mc2VBW0kCgyYGOrHHayGLImD//9QdxskYlbz4KcyeabTGXTMZ3cetU1DNYD0LIUOzNkCzpmogThDKCQV3KlNBch20XX5C0QfYg4GsQCZm4yg+ceuY09d9kVvy4054BINXrFK2FmAvAHiQMXG8jZbRT1DvSmTto6i5S9PmoloZL2HCvm9OH2kAkMC9V82I2Sj3Wgdfx99W0litTdnyQpUq4ZSo0jVIIUZrEFy9IYqPTQmtc5+uD5FPUMtZJLxiliWDon/MdxvLDgFW6+9y5eePF1Hn/kaV5+9x1+fPb3wA9pa2kH02CgAlEQga6xtHeISgx2VsdNDW4lQGRx6YWXEmYt9vviodRjyJo6miQ0dGZsKw2fh4HCzyD4Gh7qPYe3yuFfNxKRQ/zhD7/D9SJ++uP/w7Jt2lpzLHj9OXQvpKe7Sj2AuYfvyaLqm7z94qu0AzU3xMZWul+eC1aO6bN3JOl9l+5FL6NFCXpTFxvttDOdHW3omoXnq49jFFqhkKecdhkxU9GvINVYQ4R8WxOh5lGpDpK1R5jMgZ92KxHIF5r4d7HC1VKC69pAHFMV48dxjG4YuNUabqkMdo6+ZStUKxSBjYp5THF5YcGrJM3NFHKdZCXD5LEdvPTy07RuPI4pW05ns3GbsuOMbZkypYjdBGTy7HnAQaxYsZjBFe9heCHEJg/9/Wl8zaQSV8mQngUGfOgLWfDaYmbPnUMup1isBqO0M1abHXy2zgVaemmEUafs4fwYUAtwvYgZO+/GTY89xnP/+AeP3n8/F537a8Kqyy033oPuwIz5O9PanueuK6+gyYOm2EJHJ0SjrAlkHWbM2Ykpm4/lrr9egqXrUNdALOJYGKpXyDel7ys6RELGyYPn0ZzLoaESAVW/DqLxg/89m2pQ49e/Pp+cObLdNeLtkdWrYdARYHp9LPoxbjlCKmzoPjiplnq22ES2tY2Fr77KgQfM54xTz+D262/i7ntv5mtfPZXbHryXmTvOpnP8RAwry+VXXIrrlTlw7z155uEnePGpVzj3J79h3wOO4v4n/wG2xf7/cTxTxrZyyucP46WnX+CmP17BTX+7mUSEGp4CLIFCs8Objz6PZrVwyCHzR4pe13oWHn20a0xrZNqabLjrKdcaAWuF0adKFVL3frCC1xauYt7ee7L9tp3M2HJLtp6zG8d97QwcQ+f9xcv41wdD0Fng2+d8hzeffZRj9zqBZx9+hksuvZqDDz+KC/9yBUFUpWu7LTjrpON58o47OPyAw3jqkad4/o77eXPhIvJtWVb2M3JlQxPf1QGTYKik5M2BgqOq88dusRlzD9iXK/9yGad++UxuuvkOfvPb3zN399259977aCkWGCqvCVV8gtHACBtt2oZ1KFJadANwbeCIQ/VA/IaMQxKI+GW58te/lvkz58hmLeMk14Vssv04+cWPzpOVizwpNUDGWrcseeQeOfnIL8hmU7YUg7zssdch8sVvfV96E1EAbL0q/3zxaZk7dw+ZnN9IDt9yntzzk1/I1LZW+e6jT8gDokDXuOrKodP2lJmFafL20j4ZSD/7h5WPww//bo2Wfp8aVzh9nVBGtfZLYpHAE3Ercv5ZJ8k2k8fLbU+8Kr3pv8cDvSKDJdll+vbSMXlHWemLiAyK17dAFj38nByxwyHS4WwkLe2by7wvHCv3v/iMVKQqidRF6kPy91tul6MOPFLarGbpwpIzjzpJXl64UvpDkaGeski9KhKtkAfvuklo2k7Ou+ZF6Q5EXPFkZfVfUh18V6G0vSKXXHCZTN1iSyGTl+lbbSuHff4Yefe991NZj2SUqda08XqoTDcAUmg0M09p0Y3QPlUurvsRgkbWMZAowqsOUWguqFKXUFVP+7lBqhLQHo+DBFYKNDmQj0sQJ4QlHTPfgpZV3Si6ayGteQvLD8nYKJaib0CShQjcV55lxvx5HHTNzXz+4APYFJ8JosGQrcKIDPgpU1YnQUNH0q8j/LYGFfxjlqF/+y5N30JTlOeECJ1Ub7pRbxZFxCFEzY3m9mCEKTuSLJ4JoQZx2EuLpUG1AFUNWh0CG0oxWGYEeOQxsANF18FUBEx8KPdXYGIRAZolQfr60JpsSPL0hBZWk7JTQh8ZNGwMqLeAK9CiERkfNsNAfx8d7R2jzPRxaOn6/HY1q6ltMo4VlTbjGGm8pqOZFoiG79eIbYhzOjYW7VrL8E411gY7DghqrqqUGdOCl1fvHJfrTMhZZAHTsQiigKTewG8AA4aiOlbGogWDDOBgEGsxVV1o4BZOqITeGnqyja+yxtfRBNxPdTRMlagLIMQk+Ahhyh6xwMpj5PPo9YA8UPM8XE0jqJZBD7FQcrVZqxXIKCGKJoNaTSXK8yZph2xD3TxuyrOzE6phDRIodhbxSeiNe4h8F625VTEuTIu80SCypiwULFw3hLgGBQ2vnrJio4QgjKhUlWJ4W3sHkYye6pry9uvGGNf7aGAYGrqRiuAkoOt62hZOwynkiE3VRyhKDMAh0aC710MDLEPDbmrB9RIGq9X0+voYRoiRQH1IWLlsBbbloGebCIOIOK/svCKsYxcKFGo+Y4FqrcRgvYrZpFEXdZjVUgRn1C2x1tz/OlGwDYXI0jdOi/ERfGKC4dRRnEbPlqVBXCWTyaCZGezWJtAi4jCiYKu5hJEOEkHsk2tVIWNIHYsIGxNLHHVzxdBb7Ud3dMhA4qgkkGGYmE4eEkvRYBPV5seSBoSTAXJksq2I5oNWJVOwCAOfVT0ryVgmxUIez19fsuZHO9k6tsjRqtMaopnU/AjHMUcOSFGEhB6WYxGEEZbj4EYJYtjDOIpJSBiWyVvNEJvDKmd1fym5fDOxNKEP8/4DwKYSRUjGJCSghZjAC7GdJtWoIAbDSAgQ4jCgVcvil+o47TkCbbUNcfWJMnJCAkYcSkZYI//2yhYzTHwUJyKgiuCjo2OTA8nTU4X2HBhhFfx+guYplCWmRaqYukHi6+h2jppXx9Q1HENppnqGjk+EQxUTHS0s4PUn5AuKkbKcZRQzBZwwB5ZNDyE6GhMSEyqAVkIh1XnqUYLlKOXaGLWiGZSAkCBwsO3CaqtTEAZohoWua8Omafx1NdZNeqXXNvTR33x4OUsviaYThjHZ1LnCMCEOAkxDsBwDohBbt9ASE8O0qccNwh2UgjKO5ShOViMe8Vxy+QylqEykpUTBGNB0Ik0wMibVuIaJToRONlPACMCuKBqMRoy4fbRaUBocwmlTztUAzkfTixo3w1qdC/WeG+RcjTcZ/lZHwyTBTKt2lFXzRai5qAxERgGntmYoAiGgOwaVSj/5jIVjWUggoOvU0g3fSfsJRJZOptMcXhHGZlow0IksmzpK3zUk1UMLPYVVJqoqRjRFTDKAoEraGVctJrbtMJD2OBBRqIFt2RijnGtkJOu94A/71IfDk/SnNMDHMIZzWFkLbCMCtwThEBCpPi6BIk4k8QjBs2AXCAmxbYPBUm/6AgY+CaaZQQDdTilbukmNEjEVWgyHLDp2EKrqhAiwFUvAkEGaTRNcn5bOZnpDcIGyP9LPIEYQAnT8lBQZMtwfJZ2ejHps0Bjm4AORWrWEAjF5EEtxxFCCNhiq5424ATmA2MJzhaHQJ9eUUyLBYUjgRriRinlqsY8WGzhGng+AZQbg1CEpYawqk5cmBoAhoECWMWRJEg/Mqgrg6jGx6Gi2gS6KctecS3cNVwfXxKsGNLe0kqCA2EJTYWSNGuVNo8MOSR1tXc627hUsvbsTlBqRhkLyiZUaIbYOWgx9q/jtL37FDtvuQlfnVGbN3J4jDzmJ2299GB0HgwyR+LR2tRAmEWJoaYmEwtSqHpCBiucRxS42ITYCUYxmZ4jcNJZJQMr99L3/PicfeiTbbjYdS9M4/MCDuemmx3Cc1dtJ6Ei6lI9qON4YsqaxNnCMBlZFR8NBw1GsCoHQddXK0T/Eo/c+ztzd5mBpFltsviXf/NYPsKwM1/ztWtpax9CWyTGlayw5u0BnpsC4QjvNZivTNp7GxdffRhnACaB7MccdcBhNejPX3PgIZRQxM5uATh1ywluPP8bJx51KS9dUpmy2HTvPnsuD996jTOCHUPXByHPXnfex5cztMbUMn/vcVpx88umsWNGL64XD4c7qYz17bTYgnI8jHNb9RIKk8T+qg5jUu0WGFsl3Tj1ayLTI98/9g9x+++1y3k9+IV889Cvyu/Oul95yJK7E0h+sEE+GxJNQ3DCQYLBfJIplVV9FXBFZWvJTDdJ+EekTzy1LKCKDkuJonoh0+yJ9y+XgWdOlc/Ikufy6G2Txc/+QQ3bYXaBTrrztOSmLIu/1VMoSSZA+sTaC6Y2a6PoQ5tZrNDRgldCpSKqn6kvj94riJ0kgZx51kozV2uXUY0+WR/7+qPzy5+fJzK22kVvvvl1eWvCC3Hr7X+XRO2+UF266XbYbP026NttKrrnvYXnk3rvk1lv+Ji9XA1klIlJbKb2P3yNb5ZslQ17mn/wjWSGKaClBIlJ5X96+8SLZauNNZce5h8r5f75Drr3jcfnWWV+XXbbbJsXpRKRSk7OOOVZamtrlS6ecITfedo9cesU1MmXTLeT2ex4Y7r832k6qs1w4/JB1dKsbdrDVWtCt4WCNv4fp92HgKYFbd5XI4Duy9SZd8h/f/pEsFxFXApHEFxkUifpFyp5ISUnOihutEF9CiRMRqasr4HnqYkQiInEiSbVHJB4SiUIJI8WwXFJ1JfTVcwaffFA2z+ty4o9+LAtrsYhXE+ntl622nif7Hf1NGQgVk9UXkXroproU3gibdZQI8KfmYMM2G74CI68ZixJOlj55+PYbZIuWGXL2KT+VqBSIJLH0rBqQmh9JIIn4EspgOChBZZVI9wo5cOMZssOs/aQsIr4XS29/n/RLyn71+uW2//tvmWpnZe5uB0nX5/aTN8oiqzxRmhjdr8vp20+WTNd4uX9JSfoSkTARETeSlYvekd6Vy0SiWJY984pMoCgnfukU8USkEinbfdDTL34i4kYf7WCrt4Bc+/hkfLDVtgQlVOUNVVjx/io275wAHvTgMaBpJDYYWdAdVTNoJhrvPPEiR8zdlzanmQkTJ/OlE0+ld6CO5qmyeVb10/3qBxy966EUTItdd9iemy+7gm022YRLb7kJPytErTlcU6fYPJamnA6O4EmVvtIg+WwBx6Qh1YVjOpimgmDXPTaUL5Zuw1pIrKV8qyitmhLU3+Iy9950PZbeykknfRsja4FEtI1pxbQNKq4q98+YBax8HqwIvV7C9sBOVLOr1rZ2MkSEQ8uhFnDjtTeS6+jgoGOOYVX/AI8/8yYZB9B8gtdf54U3PmD+mWfSNbUZSwMzVNdt7KRN6WgrQn8Pv//RL9mkdSP+6/v/jQC9/QMIMKazDTeIMEcxdUYTRdY3bF1vPlgYiSrTA8yGIIZoVGp1NttkKrdcdSXvLXwbnSwuBq4J9Ri8BOLIZ8nDL/D1Y05Hjy1uuPkWLrviT7yx4HVOO+vreL7AUA+YGscc/RVW9sfcc9/f+e43v8avf/Q9MoHLoCn0otExYzobTd6I6/90FQteW8nAwCA/P/88RISvfuWr6KJqdT0vTUBL2iaQD58W9WHn2NCRABFCNBwDji5jgwiqPbzzxktoUmCTaYoy6terRCJEgJPNUQk91b44BsISbW0WBTNPfQCiegPKKdOc1cGLGFg1xF4HHMTe8w+ABBa//roCUyMorRqg4sP4z21FN+oMEgyqusihvjIEdciY1EtV4nrM2LHjSYBxY9pYurIXgIxj0t03MMpWawxZ47GWsd58MMvUMHQFsgYp0RDLoXPz6Vx08YUsW/I2+8/ZlUnjx3HIF47iiVcWEhfUOaBIzO9/eC5myeD8iy9j7iHz2HfvXTj7+9/m6Vdf59EXX4Y2g7/f9Tfe6Kvz/T/8ha323IOjTjiKM48+hFYzZsAw6QfQbB6/+yE+V2jhm4cexUbtk7j5mpv41c/OY5dZXQwOQC6Dkg0Henv70Y10FVurEdZCqf7EQ1L0Ph55iwZmoqEOQtUeMobQVOxSfeIBJ+8Qier35gK2laFZd1QOrbySWlTGwKA1B44Oegw5TcCKeeeBh6kOeWyxzbbksg4bZxwW3fcI/rIEVnnYHuQAzTDJoeTe7TaHIAK9rQmvUCTJ6Dz+yvNM3WQKhVaLpd29JMD4cZ3U01K/MR1tHzXl9RrrzQcL03yBoafiurGgGmrqbD17Nt2DPZx77i859vPH8eazrzB/l7n86r9+hU7AUKWfNxa+w467781mMyarAtKCw577ziXUTR5+8glIAi7/44WM6dqY7bfbmKJjQb3MMYcfwGCpTNLURBVwS3XO+dHZvPnuAr559vd46rHH2GOXOXznm9/i7jtfp71VaWLUa+rzjxkzRkHhDcbkavZJho2w4dmjZOTYPpqmA2qvHNPO8veWIYmOlgWppPUNuoEH1BpPacigZw0SO6F3sJSSJlHKhATgV7jv/gexcgVm77YbE8cU2HvWDN5+6TlqsQ5t7azo6U1vtAweUHZrfG7jqTTnikwevzH3vfYWr67oY8eZMykvXQQ+TBzbCYAXCVl7BDgNRqsEr+lYH+Non4gPVq261Oq+wkWMVFc5SNRykTE4+SuncvHvLmDg7cUc2LUFz1x0LSuXLcHPmiwzfG555iHy+XGMGzeFTFsTm+2wNe4H76tmvzWPsbpDW2BSqIHpAppNR1cbcQ5WlAYR4PFHnuDa22/m9It+wp6nHsq0XWdz8WWX09bazIUX/JYkAtuCfF5NzVN75ahijI8wwKcw1rkOui5jxrTRN9APAWhF9YG8MMAc/dwayplam6nHHk5LUX12P/2wSQyWzZ2PP0Ln5pvR1NKCARwyfwcGwh4ufuxNlhrQOm0SZhb6uleqHG4ux203XsefvvNdmio+gTmJSVM3Z+iNBUyNVUvBqqeWVl3XhpWnvSDCtv59K603HwygWMiSzzloGniez1BfPw09UTAIg4DQq5Kz4GsnnkhRd+hZ1kcu00RxXDN7HbYvz7/6Av/45ws8+dSz3HHP/bzQvYzjTzoBMhnaxnRR6uumkIWkrwphxMJ3FpMt5hg3bhwG8MF7H1BxfcZvvikuarvWckUmjx/Hqu7l9PeFKg5z1RKfyWQIw1GU6c+Md9hoWzD846j3MsGw2Xb2bCDm9dfTvyUxpqmyI41aAkWzsKB/kGrNx8o7+Hr6ex8INVa89DrvDw3ywEv/YObMrcnqGl896TQqtVU899IbJDnQmtqohzDw3vsUgSwam+2wFbO22hLbMFlZF1YJzN17d0r1D3jnH8+Rz6jY2tbB0sGPEjL2GimgNe33MfYctse6o5AE3w9JBOpepLxbM2ju7ALL4b2FixBPp2DYtNsa1Pr4+5svsEJLaCmOJa74TO1q49VXn2D85uMZO2EM207fjh233JpcAcZMbgVTY7N5uzNk9PH8a4vRxxYgX+TFBUsY7K9TXtGNBmy62SZMGjuO+ge96D4UjCIM1Xnr1VfI5wyaClbK85M0reVjWR/moYychhqN4zdkKChfwxh5m0Zxppb+kG1jlz33QTd97rjrNtwhHwwHU9Op+wEOUKkHlAcTFYc0d5LLZBnyhvB1qFeByIfQ5KG7HiJobeYHF/yK6667hjeee5ZHbr6ME+bN4+nbb8MJYeyO8xgzppV/3nE3tZ4aSVwBI2FxqQ+/KYc5phVPg71P+Tz9wE133zYMtg+WqvT2D+Kkeryevxbxk/W9UUU+GeHQT0ZXS4fyzhsvydzttpP/PO4sufyXf5AbrrxAzv7u6VKkVb52ytkSJSKSxLLoiftk5viC7HfUwfK7a6+TR554QX57yVUycc4+8rfnnxGRivh9S2XLSVvJ7Jlz5aHHH5c//PbnMqu5IBu1t8s37rxfXhSRhYsWyNT2omTHbyw/v+hqee7ux+SEvQ6TsYWpcv65l4vEImGQfrwkkkp1UFYjxK2GKKcNviSQdZHmPn7EkognkQQjqFADeE1EFKtviUh5mXz50O/JOGu2fPWks+SO22+S8y+8SCZMnyFX3XGruCKSRCJSSkTef0YO3bZLZu04X+m21kVhhwOrZL+NxsqYKRPlrcEh8UTUhGvvy6/OOFUyrbvJZTe8KeKKvPXIA9LUNkG23GkPuezy38id1/1Jzvz8CWLnJ8tPnl4oC0VE6lX54bw9pNXJyBHHnyR3Pvy4XHDpFbL5NtvJ1TfdOlzHvTpW2CBzfjwOtg4HC1TXsNTJ+gdKEolI1Y8VWN1AESNPLvnZuXLYFnNl53FbSPsEWyZuN0G+/K0fyKpyiqNXSyK1FTL4+tPypcMPlQkTp4rT1iHb77e/nPnTX8pbK1ZJvX+FiF+Xt598WfbZeR/JNhfloHl7yO0//C/ZumWsfOfOh+UBEVkhsby25CU5+AtHSse4KTJx6nTZdvs58vsLrpDKoAJShwbL0hAAFgkkir2RGX+Ixdow0IY4mLLFaNFkv2H2RESkLn71PZX9qIrc8Me7ZJdZuwka0jVhspx6xlmyvGeFhCLSW0kFjCuLZP72U2TG9F2lvy7qRg1Ehp59TubP2EIOPf54WSrKvvVaSUR65P3FL4vdMUX+88d/VKBqIvLO24vlC4fMl5njCzLORvaYvY9cef3fpUeU24tbF1m+XH7zy/Nl9px5gu5I+/ip8qVTT5eherBOJH99HOwT0XViFExh6FCv1NAkpFjMK0arr5NUhojGGdTQMMhjoBKiBXxI6hBrRAMxZkcngRFR8j2anIKSMI1T8MpsVhXbeowTB0RPPsfW+x7KATfczcFH7MFYEsZTJyz309o0jhWDGm0tFk4Cuga+H+BkFVmqVq+Qz+Wp1T3yueZ0yV5zmW8s/2vnk6z3kJGvDfkmUIXtECFaTKVSpclpJxjwiIs6dt5W7yggQR3NyTEQgZZAmzmg5JussUQaVP2YlowoKYZKDW9MGy5gipDVIkLKGFh4YmJqSjo09qFoAomrFBEjjbi5fZgBnNSqOLatLqqTLdMgkAAAIABJREFUIdCgVg0oFmziRLEqTAMqVZemQnbYSmsGVGq3/Bi6zseNet1jYLBMQ4ssX8xjWg4SxQgBFKBbU0rGLeTJiyK4ZfAZcHsJdYP+ah2zoxMkwQ4GaI1qZGKFeiuSZoTrQF2H/r5+kACxfbQMDA54mIAWazhEtDUJGkOMKVjYUTqRmFQFRhnAMnWEmFwuuxqEsMHsiY8aqZPppGgDpNY38XGITAf0CLvdxs5YRAnU6wESxOimhZaApc4DDHoeiaH4c5oH2axBVXw8tw6tbTiitGld308LdDPoKJzMIsIKlKooCVCqg16EXDORppxfC31sxyCwTLxMhvdW9arsh2VTrQSYulLtjiIZdi5YHTVcH6LAevDBAE0nl8vQ1tqEZSs51iiGbDaLZpokRsKQlGgb28HQUE0J/cagBRAknqruJktb63gGBgcVYmjHWIZaN4MQ6n6AlVUUkaof0dExBrQMfXGNwI7YqLWVVqDD0LCwqAVDRHEFS4PEU6d31ZFKGCoNAgm2bdHb15sG8ulUGuTGz2qkr92ochJCRIsIJaaQLagOKaiOHKYO+ZyJ7iQMS2t6ahp2rp0KpupZpIPvD2HrOpnWVtBhsBxgadCUsTFI0hZGBmEcYJKqR/oozn5HTu1IuqKOW4BpOkii9GXdxGfi2E76+4bIOlAs2sOq3fqom2b1r/qorx+9Tg1vkQ3QeViJsAFPpHywRuYjFqWuHQUxOdsgciuYWZ2EgASDILJxjAyGYuoSOREiPk6UU56ZNYioYmq9gEWNCUhKeg6iKo4JBjkGyzptTUDtPYx8kTrtVHxot0GLA1zvPQqFVsTtRLNQTag08IM6pi7Ypk6cBMSx4FhZGmUho283GbVFahu0RY6C7RPVG08RIEPMdLNMyOCWA5ozqaJ0AOQhkv4031dQFGcfEi2hktHxgI5EV6rcZpWYECNsxfVAihDioXlVmmxHkbicHL5m4Yc6TaIK2kvZEo4OWhBRsFuohiYSQc5syCvUlUypZqnOQIxg0h//tVFc89FjNcLhuoY7ip4tKIFYSDAdC/wQ8RNiPySbNh/sryrpITCxNUeh/qmUZb0WUnX9lLrrowGuF+MYDiYRgksxo2IAPd9BTEJOoBioGzIKoVAYTxyAlvpNCNSjGMfOoZsKVTJ0G8eySVJVoLWt5RuaJBp5lYjh5KM0Ou8laARoREiS0FxUIiNRTRpy2ZRLA0BE0qD76jG6qRy+HkVEmtotvHoFA6VX6+Sg7pdxiClm8gqHNHPUBsqU/RDDArcCZgZs3SYhwbKzJAh5EwpO2jbQBEybuH8AJBlZ5df768ffkOtIdq8+zEaeOI3/DYnUN6EHiYmht+Po7WhhiBbWsdsgdMANarixT9UMqFiK5deUbaWQnYRGFjv0yMQhrbaBrVkExJSCMkYEpgdBpCHkEE0xQmMNREsgyRDUdDBH9CA8N91+EmFk0zeU0tQnI4584jFst1F3qjH80Ek81Rgep4bZGhAnisXb1j4VsNDD1EHTIhEbGGPamJpqgZzJNQEO7yxVkpsdjkVU6aPih4Rk8eo++fZ2HMchBLIt6loVsXASHX+wgriRYnhoUIliqgJoGkZr+2cGQK+31c20rJxEsAwwTZ2wNqRWJstSN2+aztAtZW4BotjAMBwSYiKjrm70EKLIwhcHx8ipO9MHLU7wiSnaRSwLMCAKDBKyBInq8RR4Q2QcVcCVbWmnsXroQHMxQ7UWomnDZ2HiKMEYLWI7ijL9aY3VGCjp4Xv0yRwMMhldxX61lRCVMDR1SPSw6HNDAs9TYYkBURwTu1W0wFft+UQgNEAsxk8tECRAElKwM9hOE6EGTlMTMTouEQFKMaf7veVokUVGmmgqjMEws6ApIDWTNUh0cMMAJWLz2dyA65WL1FBN1kUUFGAASIyVsUEXgt5u/njeb9lsxubYbTm6Nt2MQ+cdzyuPLSOfzTBQ89Ep00QJrDKYIZppI1oeDXu40gh0ctiYgKTosY6JH6u2dbXAJ5vRWPbuQg48+hSyYzcl49jst/cePPz3p9OJmBiaBpgksUYUDb/4WkbjDLShUf+o+C11sMb95mHiYxLoUOupgni8cOFvmJSdyKztv8BKwM92YRcL3HDFZbSPGYOVsZk2cTxjsxksXSNjWYzrnICmZ7jh1icwDKDi8twDj3DEkceSL4ynZcxkjvjisSzrXo6DgVerMHbKBOL+Gmef/j1mbTyTZtti9+2259fn/wIBXCKMbFYls///rGCNXGSCLgmmBrahEQaeKqDQgOoQ559/Huf86lzmH30MN91zO9/94Q/JZws8/fATUIWx+Tx5EtVnOgwgVhGHh6rKjhLUa9VquH11TCw0RzH3so5J1tDo9mN024GhQY7Ybx/+1b2S8/9yJdddfw16GPK/Z5/DB++7ZDPKUlEEpmHjZHKfjeXWGEkj+biarxroWJhYJBHk2wuQuNx9298IqdPd189zr65Clbia7L333lxyxRXcfMtNXHz+L9mkvYlpUzfl6qtv4vwLLuT++x9ir913JnLh3lvu4rgvnUpff5k/X3sdv/vdHxgcLHHVVVdT8QbJ5HQoD7DX3gdy9Q23c9j8z/P4fY9z+OGHcv11V/HeBwvJYCrZc0ff8JqEjxoNsPnjUkWjEeugNiRS6xOJBmXgradl83Gt8qWvfC8V3w3lg/JKKUciflUUob7sitQ+EIl7RPoqIoOJuCLSmz6WVxKROBZx3WEqdRC5MlTtF/FFBno8eVdEVonIazdfJZsZyNcv+4u8JCIinrz84H2i0yY/+9X1EqQUX89XegqSiMRhNILgj6JMJxJLJKFEG4jkJxKLL7EkEg8D214D3w4UQT+oikjoiix/QOZvjsyesYPYzbPlJ396RnoTkdD1RMJy2gowFOldKHtNbJZ9Z+8tSaTQ/UbyZGDlgMycNE3m7bKPElL2FNLfM1iThX294kkoUuuRK875HylkJ8qdd70sUhdx3yuJeK4EQUki8aS3XpJaeomitc5sw8d6brwqqAgCDwSsrKNOhGkHjZrn0jF5cirZbdBSbMUxIAxC0EOFJEueZU+8yanHnUJHexcT2ifwjbO+zRvLSlgFDXAhieh5bQV7bjOPMZPHc+Ahe3P1+b9ip2224Yq7nmAV8P67i5k8psiMrTZPS+F1ttl+J6ZP24pXXnldVcCIIkimDT9WZ1N8JmPUFqlFoEcjO06sQ6J6B6F5/D/qzjtO0qrK+98nV+w0PT05MIQBBYkiiEgSUEAQAUUQJCtmDK9hXXdddVl1FxFQxJwFRDKSJQqYAMkgAwwzw8x0rvjke94/7lPV1T3dzOAMG858aqq66gn3uffcc8894Xeee+jvrHwBzjjrROYuKHHTjbdr6W17YGnLflivQt6gyxJQReJUS/pUxRDX+P01V/DiWMQpH/8XahXocyCpC7O7Cyzo68dOFMQRP//R9+jfbjt2fMsuNCPIzesGz8JxNJZrf65MEr+KASa8Es0uK/MGkARZQqdh0Nvby5w5A9z0u2u46c6HMDFw8aitbVAsO5D3wfLhT89y8kHH8lzkc+ENl/PT88/jkRtv5tQz3q/j6JIm1Kq89e3H40uJb1/8HU4/5T38+vsXMvjS84xlvpfB8RqiImZ5Jh7alBlGijiBP9x7f3uJEtFuIwCvFd4Kr1pvWoAhpp50Ske2hkDikYXgVCEY59Eb/sasCN6+5y4s7He474m/8UQFfBuUYWtruikQj2EmISouoQxtVmj4w6AqPHT7TdSsHubt+EZ6u0BVfTzPgCYUBSxxYeWLWKJY9PrdqecgKelGpkCj0dBRs5GJZ2lot1eLNpHBTDANarUGQeBj5wqZ5q+gt5fPfebTPP/EQ5z6zrfT17+EE0/6MC+teAkU+KRQsvnIBz6AZTl856ff58C37s8R7zyMK375M9a/OMidv38QDJM/3nwjY4HiU/92LscceQynnvQejjnsYBb3D5Dv6me1QGn+fMarIeufeowSOjF1fa3OmrXrcV3NSC3820JByziRmWrtbJmdk9F5JVOBpdomiok9RAOaVX5z3d0sWbITcxcN8PFzToPqOPfdsZoELf31NVKQOGPaEqnA+lpKV9GD6npG17xA/+JtqSgDU8DK2xAESNMnHEcba0fGWL1mkLnbLiMAfEMboxMMjRZeCyFI8QydLf9q0UZcRROkBLq6u/HyRTAsJIi0Wd90OPa9J/DCg/fxy0su4NjjjuH6G3/P3vseyBc+/hUSCowkMX+trGa7A3Zj20WzKRNDPmJg64X4axqMPLwamopLzv8WQSHHAcfsQByHUGty5CEHUa+NMTpep2zAkWeejt1lctWFF1F74WlWrnmRj/3zF+gZ6NdxX4BlwQQgdopSmQd5xi7YTEd3606GIrEUiaEZLJfZ8giApEm1PsJ9tSYLjz6aaH6ZffbdFWvtep66+iZMsoogKnOVpAm2YWEZRcIIesoWihjyFrZEDL7wAl4W7Hr/DVeydW+JBQOz2WePA4mHAsx8EdOFkUqVJnrCrRsfI8Kgq6sf8plIE5A0fZWMFBvtVaOd3Z1Ih4NTgZEvQS4PtSbJ8Bhz5y7muEPfxiUXn8ezLz7BO/Y9lOt+cwXPV9YxaqQkvWWuvvVWuord9Pb1MnvxIhYu3wqqI4y/+CIoKBWL5LoKrB6EvFOAfBez587GMKHo5agBSS7H+ZdczOgLL7D7Vtuz0047MVyvsPW229DVXSJJddXbMGw5BQXTzNLCp2WyLSTFstuFmERkNq8WUIYAccqtt9xBxS3iLF1GaNqosMGui+ew+tG/Ml7PYA8M9M49EQw8TNPGUPq3alQBE7bZZmvKfWVo6vHY+/DDuOnGazjgjW9k7UujRKkN8+bSPbuXYGiMXsCPYVZPL4lSDA7XskqwOuM8Z8mrpoe1LZAvdwNBz4BWTSnbMjFbkZqlbuyCA0PgzMpTIaS74HHE/rvw3FN3MlRfT0/3bNYOjnL8u07lpE9+ntK8Hsaqz2NZFvPn7oSsH4LGKH19fZhrmtipXvowXJ5/aT0J0OXadKPr/+z99qP4864HMFhtMJ5zmLfsNey+48G8+U37a7xfA7ycZqo0ibHsKUy0wcNuJpMJIArL0FVtzZbP00Tn8qOLIFx/xc2MDo3xr5//Ml///CnQBIsivc0qTz1XYefXdSNG5hBMXFAepkqxDcgDRbcXkojlu+5McPlPePC2G3jT/IPpKthsu+/eLFn8G3bw59EUm2JXkdg2GH3wSbpSvREQQoqmR7G/mygEvxGTzycYSukBfhXk2CZfMUl1nodl689hGOtF3TR56e8roMfT/IYCqvzt6UcZqdbwVJ4FzOUNu+7OimefZqttljB/YTdbL92B1y7fCXIwd7vZ0NvD/m85mHj9GtY88QwpEEUx1952B4VimfF16yigS643R8ax5s1j3vY7sNWCRdx45dWsfG4Fhx56CADVaprhKaRUa+NMGFS3RA7kdNQKDhCSrAZdW3LZCswIVo/y5GMr2PPgg7j0dzdw/30P8pd7buPH3ziX5tgL3POHe9vgQ9qTnMc08qg00J4TQLAgVBx6/LvYY9kAj9x+NbmyqwfFTBkcWs8zK1ZR7Ae6ixxz4vHUn1zJH3/5ICXAr4xDCn4AvgfmLAe34Grx+yoVq9ggSmwmSWZYOhjC1rtuXE/v4VY+8wwnnHQiC7fagcOPfBul3pR77rqPn155He95z+nsvXAnCBK+8YXPcdiRh3Hi+4/jmJPex3a9A9z35we5/P57+PwnP8TRr9ua/Y87loVf+CFfPvsDVL/7OSqVNVxz650MjlboK7rkgdRv8Ksf/4LALdI3a4AVjz/GJRf/jOOPPYX99ttTP1Q7HVnpgMj24t6hzU5JY9tsMlJSzKzUc3Z9lYAKQcW8+NjzpKnH7m8/gG33W87iFHqSmB3mLeXiC77DXbfczilnH565yw2wShhmgThq4JhQbcR4RZtxcegZ6OcLHzyJD33qCxzy1nWccdb7GKit4qlnHkfs19BAp8Od/bGP8sAVQ/zXB87h6Yf3ZK+37MV99z7Nb2+9l2/89lJ2XNyF1McpphFW99wt2BkdpA2F02BTdIC7qsxoONxI2qAesYiMjlVEJJX//MbXZN8D9pett10qJQfZ+bVL5XNfOk/WDImopmgwBb8uz9x3q7zzuCOlZ95c6SvOkt1331fe94V/lZVxoCuDNeuy7pYn5IQ3v1vsBbNl0R7byK/+499lm9458rnLbpS/ZW259JKLZNGyBVLsK8puy7eVfz3ns7J2TSSh0lgYiYgEYU3qzSERCaRWH514HhVPgKC0Hm5zgSlULJI2JZFA1orIoGQdFMQ67Dxuync/+GHZobtPfvLHv8pT0qq+FotUKnLI1jvIrK32kaeDDLwkGRMZeknetc0usu8OR0oSt8CF6xJLTVJ/rUh1vdzzy5/LwYcdKW5Xj2zb68p7DzpE1rwgMhaIjKfDIjIu8qzIf5z0ddlr2+XSnUP23vXN8pFPnSsviMiTIiLS1PdTWV5CG1Cj4/E2o5uyovCdHg7VMbEnXAidkYudwrSVnWUBKo0xDUVkGgxh42LShw4+xFR6dxBnQlPHs7RRCe00hnoCRh4KMGiHdJPQuPsv7H7gwRz9m5/x7qOP53VAvtKEbpcwCvESBxxXp2harUv72i2FSUqJai2hp2QThym2VDFzmSddsizqrGDJPy7REpAQDJMaeUygKAkok8gycQSMqAFxSKPUp0PBkhDTb2Dnu8CwSU0NAmyQqW2VKuTyRJ6DL9BtAJLSMGJyGFhJAmKD7RGFKW4QQrGA2KAMsMSHVBH6BbyCgUp9TNeGxEEsGMl8yr2EOlO5FVKFiSQRsRIM08R2nCnj3VFbc4Pw8w2pQwebiIzS6sNk/1SLkYzJJ7UDEQUwDRsMDxMXjwz9K4F6tUFomKSWPXGr7CKu0nWtwIFSnsQEPxbiuIkNlApF+mb1kM8b7UJOWDkQE8/R1u+gppOB9SVD/GAcvzGKiiIEKJY1RpfrWpg5VzND5EMUTlo1N4uybaRDpncY0o5vTEHrSXkXMw2xVIJrm9jlMvUwphFqm5cZxFTHa4QpUOoC16FBDdMIs0GxsHEJEe1EyWa961pQ1LFmfujTqI1kN7UxygaBBeI6xFFK6iekOsIdtxXvYWSzKwWUYNgurudhOw5xEjNWGZvEC5Mk0tT3KWRO/rihTchgwyNaEsvseA+B1DS0NaCZUlBQSAQrglK5SEqW+Z5ZttMsArWlDPuVGhhgF8HNG/Q7ZdIo5pHnVtBIUwpBihDrPvBMVJxqN4wFuS4P1ETsVTFXJF/s0s7xbKybDUhCpY3DGa4GrqOjT4PpO2fzSPec15pAoS6/Y1omYirqaaqRBPN5nfCagOs59PcUcTukqYfCIaHpK0TAIsYlxXSLgEcahsShfoAwjnFzecrlblAQVypYKJphAzARZWDl7XZlnSgKUXGsow3E1IyWCmmUEIcJqRIc26O3e9bMEb8bkfrTLJGbeL5om42RvSeiZ28bUcbSIIhWM4aiQzPD/y3on3TiAeCiNKNk4rEWJjiuiWcqDCU6qEoS1uUsBFfjIyvwBIgEZU7A0aaSItQwzAjHcTCNHEhet6MlqYxQSzAzWyKVrXGA7Y131sykY0MEiwidIOGSaKGWtAq4Q6MxjNmTI8FClEfeNHFSCMYbGI6DnbdRRkAcJ7hWF5YDqdEgQeFQxhSIqGFIimv0TN6oCASxwvBMkqRB0cjua1skmKQiSCDkHJuwkUC3BizwJNWS0OgomZxdM1GCMsAwBNNoxeB3HLIJS+SkXWTHyjXl2w7quKiRSR9DTF2gSgGRQmxTq1oOWCWnfSMbDRsPWogkGQyjaQGxYDkGTs7GRGEkBmm1gZVzoeDRC0QonR9gornV1tDqhqnbYouGUMe0STAQbKxY64Axmo9zOFlUjcJPQnLYrUjuzSStPFi0IvRNbENNWEcsKPb0ETGKgUts5gkjnaKf6y5mpokUy3ZwbBeVQhAIbl4ndbRuYeOi0pg4VZhiIEQoQ6FwMT2teQZKUbRMCH2iMMUqFDEMl8QQEAgjH49ylrWXaOllavNTmqZYjoVta+h6o/1sMzxymz+mt3i9MstaCy9MtENX4xDFejveUsQ8E8ODepJSjTQgW5KmuOg0q1boekt1jMggFzI7jEIRJE1IwSp1Qy6vmapRw0nDdtJBy73YDKAZQdBMIIy02CQryN7yFxk6Hcw0QSkDDEczgOPpVWEmV+UrJAMNgmyhGSwF7T0woDIagJiIXyVujOCh4wVGxpp6FJSgVCswDuIoymLbHFTqkYQhBkrHl9klHMfEcg1sz8P1PEzXaqfKeW5RR4Z6Hq5tYBlCJFDPAgu7esttX2kapGB6IDo028tZWLbuymYjJQhSks1whpsz/rEBZZwqrSmZ6FFWWWw+EI3r2I/IgFBSbNchMcFyrMl5EUphiLZ4tyrXd9quTNPMlrDMyxILhUKRnGlhoYiV0ksagKc3kbm8rcuIZcq2RU5HFQSJftVTXAFlG1QToZlErSDaLaLoS0tHSbWUbkHnY6VgQXd/DgQ816PsFXB8zXvF2QXqkmhp7Dg0/IhUpXi5FIlChocFywTPU0CTODV19IMCEoXfbDJSqYKhIfDSrC210ZqWTDaQxogB+XKG0ZEohtavw8LUwGFx1nQFQahzBVwXckWLXM7Ctibr3xPybOPG2VcQrpP9Z7Ss1mnGWPppv37u19jjoP3I985lmx125ozTzuSuu+7UQRepmlhazUzJloll00EjukiiS8K4Zi7rCIgaKa6dPZKh85Duuv02TjzhTGb1L6V/zlLOOvsTuhmBr6+PQRwqbrjuFo47/l0M9JZ4+/4H8NufXY4PpLaFY7hYSDvhbPOScU2tBLdqQ2aPGwFiJmAnetJVAoiEOy7+MV2F2ez7xhN5au0YqWXjByGIIpfPYZkmD99zN6/Zaht23m1vHn9qRI96FCCWdqD4tYhbf3cTJ5/yPhYsWsj8RfP50Ic/yGN/f5LB8VHecvChdLkuPXYvnl2my+ulu7QI0y6Qz1ucdvIpkKRYxTIkcOH53+fQw46j2NXH/IXb8unP/BtPPPH85nRK1jNtmimBawoPtizUoiCJQBLOPuN9fP68c9nryEP53q9/zjnnnIO/boSnH3iQsNLENkwt+cwsaM7U2TO2gB2kFASMJMW2wMbUUOmZDPdES4XEMAkwsTC45MILefyJRzniqCPxmxHFUjdpEINnE6Uxgslf73uQU95zKmbR5fKrLmPr3ll86swPcv09D9EAoiDGEKO1+98CZIEyJxkME0x8dCKLmODZNgQWN/70t3Rj88Qjj1IzDIYAN+9l50QICY/c9yD10TrrR0e58fbb9ZbbsGmmmnFvuuFWTjnxNJ574Xl+9LMf8LV//yq18TEu+c53MQ2Lb1/8PW689lqu/MX5fOXLn4TuPo798DlcedW1XPWbq/jspz6t2xwIH3zvKXz+c//E0q224teXXcpXv/pVLr30Uh5++GFMgThU/3jC8oTNNc1ALWaqdpdZwdNAxB8TiSsi/pBEq5+UnbZZIGd9/nOyXkSDkMciUaumXSoicSoSKYnH65KmqQRhLNWRmkiSWfpjEQkDkbApIiIvrh/TIdwtRBlfpCJK1oovsaSSJpFIKjI8Hkvvsj3kvWd/XiQQSccHRWRMwqQiO+92gGy3fB8ZWrNepO6LPDcob16ysxz4vnPkb7GGRREVSSIivtp8Y74GgpE2xHUj64uK1KUudY2CE4rII4/Ku/Kz5PjXHiFzeneXM8+/RJ4XkUokImkqqRqWOFonx771MNll6z1kVvdr5L3v+ahIkko4vl6UiLzw4qgsX7a3HPeOM2R4dESSLED7hZdWy/OVivYSpCIShiKNFXLlry8S5m0vn/jRjVJpiA7jTlKRUOTBy26Vnbu2lk9/9IvSiHUT/VhkaEz3TbUatUPPp33mjZTzmySejA4ppjpemnGz2dlajQ0TbJtKpcILK9dQzucx0Mu5Y6NjkUZHCZJQ576LwTOPPMb7Tz2TeQPzWDJ/CR//0KdZPTiKJKINn77Pc0+t5qyzPo7ndLHXG/fmqosvYWlvNz++9grWxSF+EmMaBnFQY2x8PWPjTbxSL7hgeg4oRRgE/G31Krbf8/X09w3oYLb+LvL9PTx0/8PYkV4Wq82aDngwtoBbstWVpgKz7ajI+k4wJARJGHn6BQb9BqeeehKLF8/lputvoWVnBjATn2RkHTc88SQ7Hfo2Dl+2DS/efiePjIxT7R7ACHxW330XTz+3mje84zh6envAr4JKWTJ3HnO7unSoUgo0fXCEclce8kXcvn4sL2tvEEGQcuvVvyOthZxw4nswbZ1g3QgSenp0gyrVsZd56FY1u5c7AuhcHqfr6BaTJS1cVtfLrmrS1dvDXnvuxnW/uZI//emv2Q4K/DShZ3YfhuuQqph1jz3J+449gWcefYpLLrqY31z+W6678SZOfP8ZkMv8RbUmb9hjH1atGuHX193I6WeexkX/9XXKxRyDQYjndGPZuta0RHV6u/J0z55DbOVoxqlW8oOAofWDOLP7WbR8e5LnVsHQKDQq7PbGvYjqEaNrY127KqcjXtWmFhV7OWrZpCwFZoKNtilnOUW4RgzNCrf/8W8MY7L1ztvS3ZNjdNUgraJmtbExUA0ef/hP+OM+e73pYE5+x1Goygj3P/SEzpRft4o7b7iG7kVbs9Oe+9HwG1iepRHqUs3UxdaMcV2QBDdnQaOJb9rEBlqPNm2IFX9/+CkGemaxy+7bUw1iPBdKJbuNlj1vwQAzMsYm0Msq+dLx0izYchSZ2vprmLiz5/Chsz5Afc0gR735LcyeM5vTPngWDz/6CEO1MYaCCs045MxTTyMYr3HDFVdz3LuP5aDD9ufCH/6Qe554jCtuvRUG1/Lc/fdRLvXKGiLZAAAgAElEQVTzpXO/yWFv3YcPfuBMjnr7IYxWh5F8ngAYDfT2yy27KL9OtREwXGmQWqYuuOg6jAyOENfq2F1d/Pmuezl8+fbccdN15HvKmGIzNlghQae1GWgBu0XytgwQKwVTsFLwUihgZsZkHwlrXHzd7+jbfne23n9XTj7tXTAWcv0PbsMTKBfz4MRcd9N1FMpzeP0Or+egow6lmjb4023369pGPXmeWbcCYouenEchX9Q6bRhDqhhfX8UWiBroVSb2Wbd+Ldgmki/osC8kYxiTkdXrKXu6+Gsu53SibOAHAUEYIe1Eh47XJBaamY0mfmnb8ycr+p3LpOlmGcBGtlmN9P72yCPfwZrnn+dXP/4xhx90MFf/8lfsv9feXHL+t+jLlXEci6GhIY448u2UFs4GC8aqir0O3JN8fz/3//GP0NvFz779HZqNhF1220aPlwHvOPow3JxNZLiEQC6X18uQRNTHBrHdPP3zFuNahrZamorUMiAWklCRmDCa1AnHxmmOVjQ2kutm/m1BJbKRabYJlHV4akBIQkSiOy1GV++NgeowUdzgLy+tYd4b96YiNV636/Z0xTbVZwdxU7QdbHQ9V19zHa/bcWdet2MOliygVOri/j/cRzMCijnSNMUQsx2g+/Af7mNB/zwW5FwO3Gdf1q+p4ubRhj9HBx9SKBEaJj4gjQbUG1BvYiUKR+mAMx2iKTT8GgkphVyOnOdibJDvuenU4XTsvMKGu8mWrU1lSyOOtphjmBjlEs004uhj3sGVv/oVldXrectOe/Crb17M8MqV1EbGaEYhP77yMuzeXgpbbcPcHbZj1sAy/GeeQ/na+DL60lp6Zg1gZwA0JDF9s7oxPYswTQmyMVMqBRWzdO4cTMtjzUvDjI3XdLtN6Jk3AIlNNFJn3/e+i/vHx3jryWfSLy41U6h5tjb8KhPTNHTxg81UwlpObR8hRk0wWGRmSNw2t/z+JuqlIv177ELs2CzbfjHLZy3ghh9cihGDmcsxsnIttsCy12zFC4PA6joHveEAVo2sYcW6tZBYLOqdh+HYrKvqkszLt96GB265ibfsuS9JM6Cn2KXvX6tDs4btWhBFNJNEAwwWi1AsQleZOb2zCeoNGqM1quE4BkI5X8ToWLfqjWpmMH7lQYkdEmz6Hm4doLJE7lQpjVZjmnqNj1PAotBdwnZhbGScrmKRY9/+Tgp2jmC0SdEtgety4umn8+Djj3DN9dfxlwf/zO133sG9f3+af/nCF0Cl5Ad6MW2DWkVbknFg/fq1JGFELleYcEqYDvgN6s0aYW2Ege48s3vKgEsYCYsXLqVkWViNmnYEOw6MV/jrgw/S019g6dKC9giEuoqbuwXSaiaiTDLfaMthLYCyoR5x4QUXQ3Ocb//LZ5hdLtCV7+WxZ++DqMrDD60jDOHBJ9ayYiX86sIL2X7JMrbbaRG/uPly6i+t5N7bb4ZAcfDbjiD0h/jj3TdjAPnZC1i0zz70DvRjGjosCRPoKkOhn2othpyFRagFRRKBGYMRkp+VIzBixht1XK+IwkRhEsRp5o0wKRS7JgzJky2tU/+ciX+yXWEWG2HoqPK2O8EBchn4iUpjTNui0WhSqTTAK7Jq9TqCSFsXB/p6APjj409ilrspFXtxjBz98xfzl4f+xrZzFrHbVtuy3YJe9tpxCTvM66aY96Anx67vfBur1/2dkXXriSUAIu64/Xas1MAME8pAo452Unf10SCi1/HJ+yPaxxnk8MzZFNIcO83v4bpfflfX/TFzMDDAH1Y+yVvfuANLSpm/MF+kEatJsW7/MClt18vjYuKS2OhAelfpGpHNAr5v8sbdX8MtN17Fvffex9233cIF536RmnqBm35/A7Fp85VLbsKdNZ/rbriRv9x/G7+9+TZ+ctmVzCt4vPjAH8Gw2f3gA9lmnsNDv7+cNErAzINjUDMVlUZIsWRlQ2lD0kvOmQ/+KP15XztTci4qHAK3ysfOPYdhqpx73kW4OG1JnCiPFKjU4wlsuA36qdPWMANtqpWnUqlM+/1DDz0kr3ntTnLSyafLLy+9Sq69+lY5+6yPyUDXAjnt+NNFVUWkLvLs356X3V+7p+y398Fy7TU3y933PST/9JWvyd6HHCG33HmbiKwTf3SFbLft7rJw+d5yxV23yHe++3U5eH6vbJWz5XNX3yB/FV3eb/3qdfLrn50nP/rh12Th0h3kkLe9V6658ma57rJrtYGrpuQvt90vy+cskyMPPEJ+d81Nsu/+B8uyHV8nv7j2OmmIBsD1RaSpJqrI/cOkRNv60lhCiaUhsfgtSII4FvFjWXH3/dID8u//9i/SjBvS8KsicSjSjGWb0jw58qjTZTwW6Z2zk5x86qckjSQLzRWReir777qXbNU3RySIRJJUzv3il2Sgb5a8+5hj5dJf/FRu+u2vZY/tt5fXLN5N1qxoTJinxmvym8uuEBYtknOuu1aeSWIJJBKRQZFknajnV8hH3nWKeOUFcsxZn5bv//ZW+eL5P5Lt9jxILrvxbvFFZH01nAFpulWVL56xAzeZwVrUaDQkSSaCq+M4lm9dcJG8Ya99pX/OQunpniM77rCLfPmfz5X1z6+bQAlvivz53r/Iice9T5ZttVwwPNnn4EPl9I9+QhpJQyReIxINyZ//9JTsdcA7xZ03S/beZye56tx/luXdRfnEr38jD4nI2lDkuxdeLL0lxHMRyIubXygGeXnT698k8Xgg0UhTJBT5wTe/K2/Y6fUyq6tf3nrEUXLJT38ulTRt4zEEomHZo801tLYYLNEYFQ1JxZdUEkn1934qX/7wJ+R1i7eSO35/mySZUbs5Pi4y1pA3bb+7LFm6m1x69T3idS2V//jGD6Re1dHWEur+++kFl8iSntlyy5VXS239oEgicvmvfi0HvflAmTe7X/ImctoJx8vfH1kjcU1kZKgpEqQifiw3Xfs7Yf4i+ey118lKEQkklsrYMxIPP61RpmuJnH/Rj2XeDnsK+QFZtss+cti7T5EnVw5KIBM4G686g/m+L76fwXPEsYyPj7f7V4lIkLXAb0RtnPhoPJxAuk5EqiN1CfwkizEXWVutSyyxSLhKRMZEpbpmYV1ERGoy+sAdsk0pJ5/65WXyZ8li1lMRv75SRMYkFpFqQ993eO1Iu7BlOh5KC+Q9aMby4qq12kotImNx3O60SGmj9maREn2RdBoGS1KRMBWph6LGqiLZ90pSUVGofwtFGr5u25qhcDLOfqujYpG00tDXS9IMQT6UJEolDJoiEsjwurWTUNmbI1WRRijiJ/KUEnlWRIZFpJZmfgY1rN0lFV8S0d6HRtZHLcZaM1ydhrlaDUx1Dc5NteS/HKWpLnuS68B5sCwLEaHRbJCm0q4tmMs7bcOjU9Qw2WFNFyov9xRxPV0Ro+436S1nOxY3D2GCH2i7VCw63LkRhji5PEsXzMcF6j5Efkiu2AVZfHgup00Es+b04Td0bSLDMglrTZJmhOPYLFyos2aiJCVn68wf3480hPqWyC7qiCVvRR20vzcA18YoFwkDHX3a9JsopUhqOhLCy8HIWEB/v6sjfIOEKIjbZiZ/fByzmKM2PAzohFkRwbJNXC9PnKR0z+oDU6ftJQHku8paD7MsSoaGyNB2P61rp74PcQgFF7+hayaRaojSZj3AAgZmlTuy5DvJnHi+l6FNZjDLsrAsiziOSdMU0zQplUoYhkGxUMSyDJQo4lTRMpsMrV+n7+CYeN15osCnUqm2a0DbmcG51qgxuHoteDnyeV3vMWdo+0ul0SRfLLB21YtYQFce3IIHmPhBgJ+FEjcDRWpAvpzDbwQYno3XVcAuupiWDvnxm2Er7gEDcLKQoM3W8qfZWU36o8MW2QJiKeQLWJ6L3dPVDvbr780RRylBGJMv2LgFJ0ujh3xvFwDlWbMgTXAKeWzPa/e1abtg2yRKx+jbXvZMYQwCXeg9h4MuEAs2VqFLh3xKTKnokkQpw+vXk3egp5QjDjRahjmjqXDj7NMOmd4UCoIAz/MwMg5JkoQkSXA8lziOcVyHJE6wDG0l13ErJknQzABTlDaHmEK13qBYKiKYWMQY+CA2qSpQj7VUMuMKjjIgSnih3IcB9ANWEJFzfTBtRIo6th8YHB5mfn8/aaywLB0SFPkBhmNjexPuj9YOWUd0QhyGOAVvi9nCWnsqCzQEJhDU6uTKJR067Tcp5gtEQYhrWuDYNKIAx8sxOjrM7L7+idzKLPYnDUOUUjj5IiqKIAsVNywbTMGXAMfMYZOhUgtZNdgU8g6RA40U8lYLnNjPwuBsEIsoinG9fOfjEEURlmVhmmZ7zF8pbbIEi+OYXC6HYRhEUUQURe0lU0Rws6pcjmMRp0k7ktNvVLHzOdI40A9rClEY0lUq6qICpMRpnAX4a8DeYg4Cv4Hj5LT5JF+khI5XjBLwci4tXNE00TbiIEwZ6O/Xg5ympBkevZvP4WRtS1ONQxglSQYMDGkca7yzzaROH0hnDKNk0i1XLrWXxWK+gFJKw2E5NoKQ81yiuM7sPo3eG0UBtXpFBxJGIVbOw7Qtgnod03MxHQfbdbAsgzhNccyc5qk4ptnUWUhJFEGrgpoCL01bPnUafoxqQbujcD2H8bEhHYYlKbXqOK5r67DpLNT6H6FXJMFmIn0BNSmmf1P4feLGCgNtsBWxUdnJbchN06ZieURAGe1ENlqIw0rju6fGRO62pS85QcZELGDbJ906ph0IuYmNnuE5Oq/dOWs7m9G+ReueRut8RZpdoRUDb006C6ZFyW4lZzBREMdG2+PaDepMDGm5kTtaZ5BODuidzuBudLRjikya8igb0OZ64TaLJlQXE8HS1mKjQwIIYGh3lI2Gltf+Mn2O1ua3QKjNFqBWR2tMr+yVfdcyUG5gjpTO0t7S8gFgtt3LUwa1dcEOnW+qdDBoVaPvaJCZ3Vy10S8AaOHKSjscPvtvC5ZCmb6C0RagjXF2JxlAmjXFpPP5DL1EGrqhk3Vpa9obtYIF2m6aGRog0Ibb3BLUlt5Tog3EmGCuDX43WueaWKjMfzIhbjqZzDAm2jzVmm5gTjlLgWjvdWK29M1E47lZWcj6tNTJtebkvhPzH5rJW1CCTRWhU97l5d7150kdJ+gQ5Cxyw0ZhZ54yPUbmxDU6mavz/Blo0k8bc6ZtAk2STBM+4vaNJvHclN8nN7NzLet8nzhuQ1fNxJltRiLTgU0dXh2DDlmXZNKZ5qR7tCaz2Z7U+oYdPsh/gLawBDPbQr7V+NYsNDrX8VaRdsyJQZj6AO1ZboKhsDoWkta92lIqi4OEV9gP7U58JSdthFoM1CEdO3XT6UJA233U8blFG4tfaB1ptT9nnGsoxDAJs2u6rWQdQ5hWL5wmrms6iTm1fzfW3/+jOtjUjt6wMztnjsoSUGXiWJl05IbXnrpcMYN7dgspcUarYdPY1tr3k8mviXboAd6U+j+TSWtSZlt1mtD2Ujo3AK1Qwsm9PKEDm21dsdOpvblz71VjsA0GcpqZO7ORsyPNjU4QFtXx/2Rq795eQY9sScG1wYWne94ZfhcmD4QxzejKhqcBE31hTPpmop/aJbo6Yrnai8M0krRzfmxCrMRGadOWyI2MxIaK52RSgGlMszkxJl4tBjFaZ5hqyta8NcOt9gLcvsbkRajj+w1pxhm1GVLMpINJOu0URodJpPMWrROMKWad6frnZZo6cW7n82eLZVYbsoVMhWHSKv44OfpNbzFbTDSVt1++W6bp96ltbdnBJnH1tLurmfg4U9CNGYQR03VIRtMu7h1l8dpnTfhbOrf7Znb8BjrEDAO1ieP3D1F7wzp1WTYnt3eSdDImdM8WzkdrwrUOm9qnExNxw/FoKQ+KyTU+LcCTBFQWiGhoV1FnX84kICaPnZrSZ50MNj2jvXIlfyMmAONlDmk1p/19W/owjdyezEbtDUHHrG+FCm5gI93IzH81qD3gnTswJkuwSY0wppw3xZA63RzXzDWFsdr91tK77ElM2bIdagmWnSCS2crsae8x/dDOJGBeXoptiDI94yhMY+yb/oj2LTcuQJl8hNHafk09a+LvNv8Zk77d6F3+L9Pkp+vs5alktntv6k5xhott8PXM4zadf2Ljo7tpEmw6sTTlvfMrc8r7jKvu1HtswKLtHzb4qMW1mvrl/1EyN6GDNn6NTubasPdaklUzRwt0ppOxWp/bflRmatZ04zQ9dfgiZ9axNsJbHZQp5sZM7xNHvnxfqvb75G17a5lUU47LfvsftrpsFk2jj3bqSC1qM87LKLudSoa5wc+qbWubpBu2z2i1x5xpkKdt9kyHZAw2dTPaaVmfbPSbaQinUzonGK6zReYkJXZjNPm60y8Lk9//D9JGNiXTG0anOW/S+ROSqkUz9d6EHjj1l+nb1UkbY7Bpag23mrJhw6abUZOaMhXM38jO6GzFpKVwY3vT1qdO30urM1q26ym64f8UTStRZni6mQKJZyh1s6EU6vhjuvu2gALbqos5tffalv9JzLUxbnk5E8EMNOVJN9y0zmQf0SerrOmdO6iOS7YNIDLl5Knb3U0hgXYtDDWxRrxq1tItSVMn3jSMNM137fk45fMGB017v2y3mPWXMLl00qQRFtWxFG5ZVaPjSjPbayfJtqwIaRz5GCjCsImBQkSrmFGUTDBZqkCpDAdUaURjdEBgS/PrxKaLwgDJTDW1Sogh0KiHHe1TxKn+W6UTtbhfHZToLUV6sOMoABSiJvfz2GgVyGo4ohBS/eoI0wt8H2Si35pNXRg2iXX/pKLxXNskggYHTGhUKwDESJvJABpNDUdKkurjs/5UsT4iDCLSRLc1jjrCf6bQxnDDZpLVWddM/BzGccdsSrEtLXxzrk0Sx4RRQiNMcFwXMKlUqqRpCqYFtg2GgWlp5avZbFKvN3TXa0lO4NdxbQvb1H1TyKJMi0VPd2w27yQT/2EcMzw8jogG+/lfIckmKeqdy3rrRyEImgAkcYrfjOjt7SKOFIViMRMi+l+QJYfEYUQ+l6fZaGCZOlkmn89RrwdYDhRKnoagyBsZrENGoWboYleJIGxidWizY7WQUiFDSBKBJCHOgFhTw8T3Y7yci2Fpfdm0J9v+J55xyvs0ZE77cZq/rRaMtUqRJMaSFCSBKMASwfYcbM8mFAgSoaunD8srEPk+aRRDkmiGA8rlclZDSIcxp0oo5nNYLQasRxpnOIEoEizLIUk1xpEfBgiQyxWZ1a+zyGv1mR/wv40m89GUdUiRZGI2ny+AEmzbws0KUziuSapSRqtjRGkECPl8Vs831VK/UNT99eLKNRhAqZSjUmnSbMYkSmOZiAlpkkAUgafRyVQUkPdy1Hx9fz8Cy9Slm6uDw9qVoATHyzFeDzBdA7ego4QzpFOCUGO8tsK/N1ivN12CmdlVzEk/GmiQXhMQpbAsC8MySetVMATD0XEOzQz3x7SNVtEIYiVYrqshjMVAqZQ0TUkSRZIqjZZsGqSpLmmioohSydXVYUxIYy2eLUsjqnYVS4w3qlTqDcJU44oUiv87BNgG1LF25EslGtVxACpjY4TNAMs1CRupxvE3LXq6enAsnb4/NjoKkE1KpQsRCCxesoAkW7EKhQJuzsEwIVfMyiX7zYy51ISyj+jcCXTBkXLRQCXQNas/O8YgilIK5RwpUPNTXe1Owco168kV3BkUKMXGQFEmGKzNotMreSpONXO19iIqxco5YAr1wUH+4z+/zdbb70G+PJ8Fy17LWw59O/fc9wDFUhfVag2UwnJdzCz9zbZNLMvEzDwYlqU/mFbmYfSzMcqSTExMRsZHUMDd997DOZ/8FK/d6Q3k3IV85rPfeplR/t9DSZKACHfffTf77bcfs3r62XXXXTn77LN5cdUL/OTnP6LcXca0XBYtWoRtOZS7uil4HgMDA9iWxRW/uQrLAt9PuO222zjmmOPJ5XqZu2BbPvTRz7DmpXVEzSav3Xpr8lY3fX19GKZLT08vJbvMnDnLyBfnsP+bDyIcGdY6chjw05/9nL32O5RC7zx22mV3jjzmBBphwvwFc2j40yH0ZczbZuLpmUzL6A2iFphkYDMBJSamYegpEDTByfbAtQrn/ed5fPXHV/Pesz7GYYccxIpnnuL3N13P7Xfew56770ZXd2+7MaL0jsYwTC3iLIMkTXAshWr6NBsppb45utxJnMGTmwqI6e2ZRUzE5b+9kof/uoLd99iL1avuoFr3N3fsN486l8cN9JGJju/u6+Pdxx7LDdffxDHvfDdf+cq5PPnE03zzwvM44eRj2XPPPbnoootYtGgRgy+t59Of/jSL5i/iwx/+MIjN3Llz2WmXXQmCmCuvvIqPfvxjbP+aHfn5r35JJBbfv+Q7/NMX/5krL/8Zv73yN7z44gtUmjHPrlrHv339Qk44+0z2O+BQ4mqNXbZehNfbB4nPJ97/Ab53/e3sf/QxfOScT6LiiHP//atcfe11vOfdRyPmRJDBhGkj0y8nnMoz9E0r9X0q6q+aKPOnOo9JIpHqkEh1rUg0LJUn/iDL5/XIiWd/SgZ1QrqsGBcZSzWwbSIiSZJI4DdEVCyB35Aw9EV1XH98fFREaiLRqAYLiUWkKdIc1SnyIyNDIlKX8WCVBDIs4/GIBCLyyDMj0j17b/nIJy6QZPNRfP9xaj1IK8c+FZE01SXyVCAiTQkbw/Ln++6UhXNmyZf+6Z8kquu6g/6YhlkIooYkEkisGqIkkpHhdbL1ssVy6EEH6mu1MvSVyOD6Udl62fay774HSyK6fN9IrOEWxusNEQlEoiERGZY0GpIrr7lccDy57JZ7ZVz/qtu6blT+fsP1shDkgx/5fzIqGhTmxbqS58Z8qYvISJBMg02RZt9EHa/p4QNmNHi0wm/ac9CAtGUPKOTBnqi8HjYDlsxbQLby09MFeROSZja5jQTPcXj0gT9z/AmnUOodYKC/n7M/8AGeXLGaUnevtjWkCc89/hx77b4/CxZsy5GHH8bF//VNXr/rLnzn15fScEokFHBtD5uEObOKFEplhsf+F2j5G/joTVCWXh2Uws1b/OT73yVHmZOPPws7gxTMlR2CMMWwPASTIA1RcZ2+cpFlhV4aIxFhaOpFRqUQhtx11dUMDzZ4/0c/y1gtpOBBPoPX6ioWtBFaSkhDYTopUVzBnLuIx1cNIQKqVSiqu8zlP7qcpX2LOefDH22XwekrGpTzOZIEip6FpNOHIGzKNnKTLWqKFNPRepKEkcaSMG3KfQPMGZjH76+9jntuvocSIV1GQmO10JfLwnbTOqMP/5UTDj2CoWrMT397Pd+76Fvcc/vtnHjmxwgVetkdHeeIw99LU/q44OLvc+qpJ3L59y5g7eo1rEhcxswexrN6jFb0Ek60nsQQrHwvqYG2wWXk+yFxnBJFU/UHNcNrM8hQYIbZq+M2YoIyNGNIlT/fcSu5qI+lixZjuBZhowYmOHkLwULhIDZYloLBdcwdqpFP5iCerlTXaI5CNM5TN90IaR9Ld9iHQtnDD0exgpB8qJuShiZIDsPqBxmn3J2gYgNz8WswBXKJAnyojvL43U8w15zHor657XI/lZEaPR6UbEiaETlTZ6hP2Ly0nq5LPmbphjOw0kYZrLXbNjCo1mtEgY+Rz2A0EjB6Z/OZz3yO5554jBPeeSQ9AzlOet9xDD67ChJISLEckw+deTp5LH74g59xyCFv5qh3voNfXfpLXlwzzM03/wlMk0dvvpFGQ/H5L36No47bnxPedyJHH34wC+f14g7MZQyoker5EtdI/DGiKCI1TJJYj2OLyfJ5D8fRae8vT1uAwVDQmc3TmtCCZjJRqOG1zJk1i/m9i1Fj+jevlCdOodJI2358fbkY/CaFIMZQOVKBtdWUYlcJaiNUVr3IwgVbEcRaNyp5Lq5jQhTQqNSw3Mz/axogIYFfha4eVozWtbPFVhowuVjCSizipuCVLUbHq9iGBjxJI4WKhGLeRUXpZLNLB5O1EBFnoimW/Jez5gvdXd24+Qy/IGhBARgcfdLJPPHwI/z4Rz/kyOOP4dpbbuSNB+zBlz/+DSwsqnHA8+vW8vq93sDyhWVKJijXYs6yxYwPDbHimWdAhG9d+G0c2+SoI7elGUIc+Bx26FtpVGskSUIIdGPpcJJ8Ea+QxzQNHFvXQMzl7KygVMdTqc1lnldCnbFtrZfKnPsGI+NjhGmA2UfbpJ4iFIsWftyyewoYFuQ8yHkoFGkMA12ZsbNcILIULz63gq6CBgK44ebrmJPL0dNV5E0HvpWV632SCAh98BVlpwyWRzVsZOpOrBMmlctwdZTCrDwo6OvpQoCRSg3bNbFdg1q9gelaL+Or2uQemZ5a1500UArIFTTmULVBPDLCrEVzOPzww7nkgh/w7MrnOXzfw7jmiit5afAlgiTFLRW44dab6M0voq+0lLkLF7Bk262hOs76NS+BaZIvFymVSqxbp1dgp5xn7sBcbAwajVq71qSI6B2paRDHISapBrxu/Qak6X+3ZWxKV04aEBOrfy7lrm7qTY03IZHuT8c2GK3qGkQpYBktJG+T0AIxdcBSnEK9XgPLZMnybZjd343yA0A44tDDuOfOOzjqbe9g9eA4ppfHdgHPBOVgKgeShFJPMePrEIw8NFJiJ0UVIEzjtt+hp7vMyFiVFF1MdibmmtmoNWOvzEyWaREnMUncKsObvUpFnP5ZpDWfQs7Dx6fL7eGAg/YHC8bHq6SpYu3QMO9+9/H84Z67efLxR7n15lu4/w8PsHLsJT7wgbOgXqd7Vj8qiRHVyoSBNatWgwLPc9vPWBuvgOURJClpHGIaKUnmsmwxmGnqox2no9Dmq0YtfSSrfNFp7TYBw0SNN1iwaCvWD69leFWCUTAJghABurtyutQg4OJqhJc4oEKCYYFraVScUqkbDGH7XV/H6NBL3HvHzTT9OgYG2712J3rKvSQZJLmeiTGYOcK6gjTFyxmkupYiYIPl8oYD9+Hh5/bKKCgAACAASURBVB7j+VUrtYG30dBt6u0iUrpNQThlzKfEgL6cYJuRwabuGpJU4dgetuMiqWS4U9qfsPqZp7G682BCkTxCyiNPPcFwfQzTNBkozWb33V/P31esYMl2W7FgcZltt9qa1y1/La4NS7bqge4+9n/LoYyODfLsM8+hgIZf5+abb6ZUKOI5DkbWb709/YCJH4X09XZhpBGlEkSRolDIkaZCnHkADMP4b1omJ/QRRYfN2kD7YbsHOO30M+nqLXDx986nPlYjl9f+x1DBmpGajjAVtHO1WCT0HBLRbrO2NzBoctjxx7B8u6Xcf9ftlPJ5faNcQVfKzRfw/ex5xytQadLVpYHp0mZNG8oNBZUK5A1OPOtkRuMxzrvwWyigXCzSiGNqQdB2FTme8w97SjY56cOyLJIkxrYztst5IIpVzzzHe957EouX7MBb33E4xV64+64H+MkV1/KeE09kh222g6TGl7/4JQ4//BhOPONk3nXSCWzbn+eBP/2Fq+5+hM9+8qMcsscC3nLccRS/9AvO+cRH+OL5nyEaXcnNN9/MyMg4aRRiolH6xtcOcc8D1/PU82uJ4iZPPvEo1137e1Rc45hjj8I0tetDxMYw2ARFf0vQhEN4slGSLLrEYZ8D38J+B9/KeRd8jeeHnuDo9xzLXx97nGtvvpWvXvAtivmlFD30xiDvEXsOykwRBfUquF0mvkooDAzw8Y+9nw996rO87W1PcPYZJyJrmtz/wJ8YmLcEvzYOs/qguw8EwlRBEpJPY10jUhlQ9sCCHQ7cl9PPOIOLr7iMpm2w/5v3ZWRomOuvvZYPnf1Bjnz74UR+QLlQePlgxxljyNqU4W12GFvbttXsvVarSRv4VUXSGF0nkgbyra/9uxz05gNl+bLtJOcgO752ufzrP58v64aUNFKRVAUiQSDP3Hu/HHHcCdI1b5EMFArypl12kw/+v6/IcEOJhCMiQUUeuffvcvChp4gzd6Esf912csW5X5Ltekvy6Ssuk7+JxhD9yUUXSc5FvCICswR7qUBRtl++o4yPV9tPFMepKDXVAptOebVATTePOm2t+pVhtIruK0kCkUZdxFfy/W9eInvs/Hrp7umXgcVbyREnniIPDo6KxvGORJKKROuflj23WSb7vf4d+nQlEkkoIoOi/DUiDZHrL7tFDj7iYMl3O7Jt/0I59aj3yUOPrJRYiba6jo6LhINyxeU/FOZsJf9yw13aGDuyWkQiicbHRPxI1NCInHfBhbJk553F6O2R+dtvL4cec4ysq9bauLYb4LROX5JvA5oSk5/Nu2nCmicYNPM/GcJEBKueoaQpGAmCgx+bmJ7eKbskEAkYBpGjU6W8RN8rzGSol9SgEYLdT5KHqgldxAzddy97HHgwx33nu5x92hksBbwkBbsGOARS1Mu5aO8VRhYOlTV+Q+E1dbls/b15MB0tqaXfdV+arasKkNoaG9TTRcZVYtBMYtyiqwuCZMeWJQIJQEWQ5sAotSxCGA4oBnGwIe7Txm9bEcYhBSMPMaSW9ubpmjEpFCqIabOaLmxgFtrW1TTqOAhOnIPURHIWLYebIqvdbZi4mS7bkl5tKbaJEsycuGTnwWrmc6QVtWpMjmAV9GfTwbBMvIy5EmC02tB/GFq/tFsXz8w17czjYpFYdA3uKNABjV65TPesPhb2z8FDq36kQtvYp/3uk3IPDYM2GIpS6r/ZVAETrNYaBVt/dD3t3ogrmI5BqeDiNyP8KEWAKE1I42y3YtvgOqhEF5+wLAijGIOcNmxaCWkQEkchnpMnDAEnYy7Rt8SzwLSpqYAuwE0hrUMc63TlgKx8i2m18cwyUUHesnBNg1iljGVBiy2aVh+bQUnbuJmiZb1tXWBSWG3HtiJJAIPEMKjFKaIrlSAKil3dYJtggZHVtMaC1MzqKiqIxxtgmDiZ9aMnlyeOQx5b8QxBkmKFMXGi+x3XBmWShCFONmNFdGBAuw68MSG9/jsYzJDOWT45VBnI6isDngI3RUURcQSFgkvZtfCAkmVjubbutCgBpTBdKJb1JcIoQeFQT0IwU6yiQ87Vng0zR9aAECIdJasN3Ra2mcMDcgnks8ipBKjj63GLdVixI3p8VKxIYoUo8P4/b+cdZ1dVrv/v2v206TOZFEIgBAKIiAhcegcNhCIdpAiIXgXlYhf8WVBRigW9YLuKXrmAiBKaIooKCgiC0on09Ew/dff9/v5Y+8xMQggRuHd9PgdmMvucs9fa71rrXc/7vM9rmPR2dL7ulIdpWUWwbrLHtJVpnXdM/yV/n2T6Jk2LyDQmxzGNoU6G47YVChMtVqUgtXQdHKf9LIhBKeqhhfK03JBDCFmKJLA68yh4Fq5AUQHig2TElBirRfR3OpolrASl1Aa2xvXu+RW/v4EtcircQapAJjc9AxMblVmQQFiNcHsnwEjJgl4MyyG1YKzewjQNSp6Ba0SQBPoYapUh1eLEYQzKBVExYVqjYnooHBCbRiPGq9hEMXh2k9QPsc0ewqZP3J2iFT0saFm4lkkzhLASoojpFg8S6xWAlij9SCEfz2nMGtj0bfJ1j+or/DPDABHiKEVME9cA04aCYUyTAzLQxeQnf5p6OEkCroutQWUsUlr1Oo5rYjll+vKU+ExBlAmOKEjBcKC7y2mv9Ahq0gd7ncLIr6+1fT6lfTBBS2IqZNJBczsc9AxLMQxFHGvOQE+lmG/xeSzVMkAsPRBK17rHybd+TDyzSEBEGsWUrS7Krq1rPFoQ42AXFKQJboeLRr4EC0v7hgJREGJWNLU9yRKsTDsqEkOaJpi2hbLBUSBqwwmJm9rWCxVt2kBOGVdu9srI91JFyTbxTGhEwkSopW2zPBqvQ1gZGBlKjEnFY4xJYiUx4KcpRppSLJdQjquHvb0ooNFtMCHRD3A6aN/eGrNMSJL/Y/9rmh+j2v+Qt8ZIfknQIGqMgWli2zA22sAUiJs+adAuWJi/Nc+I8YpgORAnMD4+jt6EVX6q0V9miDbuCJMWQtgcAUJsTJJEkaUZfuSDCd29LjYKCxs/TrTXn0eoLNdCGZCGGX4rIgwisuRVoo3qVX6e1l7dB1uHUz7tn6d90DppDSa0qmMQa5+qRYoq6LihZ7Sd8CwvOQzoA+fkzSnbmkTCMVV7OSJG8IlxTHBFH0bH6vXcaXY0fq7A92PSaaI8SilE5P/OwNb369cLAZd78/squjjlUp5pBb09ZdIwwXZdTMsiTHJnTYA4Ig38yWSOZjOmr7uXWkuHcQxlIaH+bgUESYsAgxSXWFqQNVBi4GY2hmlR6aroyZzA2OoWFpCkKakk+pkkgJ9CCqZtUCg4eJ4ziX2+LjRxCrFoY0LtGjSvxDrWhTza1wciEsnnv/Rl2e6tO0lnsUu2XLCdHHLamXLDPfdLKCJJKHnRpJZ+ZdEkYJTk+IokunZPTfJ6RFkkWViXoWRMapJKGOgLR5o1+cJXvyAH7LyrdIBsObNHjjv2SFm+ZkxGG9k6eE0cpyJpJq/Evjb0egNtOgiWiuQl3ySTuiQSaXKlL5IMZyLRc3LH9z4pJZTsvtvh8uTyMfFFv/e/vnG5bDm/VywD6QbpA3EpC6pHUCXpHpgl3/rGd6RQ8oQuBBepYEsfHVIsdQqOIWw2W0766Adl4bYzZKCEFEEKtiWYHUKhX8AWE0veedAxugZSkor4TfnPy74jiw44UgqqLLP7N5dPfuxCeeqJpRvo7L82XpM+WJvTo6Y7/PmJcdIPz61YsgRFDLEPpvDvZ/073/3lvZx53kfYd+/tWLVmNdffdDeP/O1pDn7rv9FdArK8Iq2fp7FZ2s0Yz6BigBkJylA4ZLRIQFkkpocYDgkGpguJn7D04d/zs+9cygF7HMNHP3Q+ceslPvq5/8fC7d7Bi2ufp5lpPn9XCU3JNtrL2tT5rj0X35h3sV5r+wApepk3NX0vRjv+yoNilEIj4t4fXkeBAvc/8zwrHH1C29aEIxcfxaz584haw8w263zoI/+PamE3PvnlyzG9ZczpLTHT6Gf3JX/in+Eqyobixo9fztLnX+LMqy7DGOihaDjMm9EHx55ANPYyTutF7nrgaS7+yTMcftYFnLDnfMrJOL3FvGhmPeSC08/iu7/7PceceTbfP+/D1CZGuPjz/4/t3/5WFm6/NVHo47qvjOm2M8ZhfVG76RfJhgDZdpk2banJtFcmImnYEkkaIv4ayZY/IjvNH5RzPvUVWSEiq0VkucQynIn47ZkdhiLxsEj1RZFWINKIZWJsXALR1b8Cyf/T0lXDVg6tEBERP0h1dTQRWSGaztuqLRXxl+vZN9wQWf2kPLTkp1Lu20Y+/vWbZEw02p/kHUvChkjSnOzPOjTw6TPyjVKuJ/sqIlEqkgWSSUuaEkhV8upxYSry6B/k5BKy+O0HijNrFznhOzfIU/nbJI71cp+Oiiz/nbxzfpfsu/v7ZFVNZCxLJZPG5CYwHsfi+025dPGpcnDHFvLIi6vkWREZyz8rFBGRYZH67+Xumy8TZu4tZ//4aVketO81FWlG8tJPl8je3hz5j/O/KGtFZCL/jNW1QEIRqTXqoqMR0ynSeizXt4sNtX9pW237Alkb/rJsJmp1Xnx5DYWSRuhjoIRFXwLZCoEg1aUnDIdHn3yeD7z/HHpm99O/xQw+9B8fZGxlVYPWBiAxI08+xadPPxNPuey9677c8O1r2KxnkG/8z38zBLiVfrCLbX4wOGW2mrcNAC8899yk5kKbXWFaVr6a/B+0SVjQADFR6KpuDgmW6NEZe24Zy5tw+pnvZf7sWfzhllvJqzqha6DbGszOj9OWMigXwVU5sS8/V3mWhecWcZWB36wTJaGu8oE+b4VxnkPolDQ1yLUod1Ww3NyPjiJIYm6/9TaiwOeUk07EAoIEfB+6KjrxuVqtbqCTm94mDWxjdMP2RUl+XLNsdxLR7Orq4t923YFbfnkdD/3tMby8k1kIxX4FRQEJWPnEc5x27Ok8/tRzfOe7V3HTjdfy6ztu5Yyz3o/haJpw3Gry9l3348UVVZYsuZVz33sqP7vkS8y0PKS7n3H0MZxWE4wYjAS8Dh5++Eka1QbvWnRofp8aNG81m3mkwdhIMNbY4GHmX23rUHRA7/+YWBi4xLgqAL/KnX97jGFg2+0X0ldxmVj+MkGS76wGNJs+NCMIUypeGUcUcQNiyUNQ+WEiFSBKMJKMouOiHGtSFsBAnyp1jR0LFwca40RGOPWMc0D36ceeoL+jh513XkAz1Nz+SmHqvDJ71mx9/SvGz9gkp/9fWsFkelmjJANloPpn8KH3n0NrxUrevc++zO6Zy/vOvoD7n3mRNWHE2mCIMG7ykZPPQQ1F3HLTLZx84kksPuggfnL1Vdz35OP88rcPwOrnePK+ewl6FvKhb1zDQUccwukfOIb3HbQXxvAQLelhHBgJAyg7iOEj0oKJkE9++hK2f8tb2X+fHQGw8wXLdvKza5vD9r/UJuOQ63OcMiMvjpBC2gK/xg9vvpPBbXdmu9135pxTT0RNTHDTT35JPdIoTLFShEIFCt0QK1I/1CdoBQprMtZm5f6xg4FnGKSSEKF3GYkhzWINc/gpKgXMFKOgJhNzMC0wTIbWrKHkuRCjmRx5M4DQjwjCAHkDM/AVBrYOxiXrrmu2PU0hVESHM5TB4UccwZoXnuf6H/0X7zzkQH5+3fXsu/seXPWtb1EudKBcm5GhEY467Ch6Z/YiQDAxwb777ktHTy8P/vWv0F3hmquuYsKHhe9YmBMOE44/8gBKVkYjULoYltsLqYHKfJREnPvxzzCCy5cuvZTuypSz6fsxtu1AXtuyTQps3/864a83pU0pNU86/Bl5MaIEakMkUZN/LB9ii132gSBh1x0WUsliRl5ahrIhJI+1igGY1CYaBI06JZ2ApOWR87Rus/2MooR6s0apo4KJhsYsC0qep5FXs0RXqQsKNokREQHNZkSj1YS8+puJAnMKdW+1MlKBYsHBcz3UBl34KbtYh8azXtukFaw9Xoq2H2boPcjIqZPlDpIo4t3vPpr/vv7HrB1awWHbvp1fXXY1K1etYG21Si0N+OmS66lUeumbPZfBbbelMmOQ2lP/xGz4kBmMrF7LZl1leu18CxAHZhZJSyE9vR3U2zfU8mD1Sq679Et87/Zb+fiPfsheB71lsgZklkGWazpgmv8HPliGtF/TQ7STRpZCweL3v/stfqHCnB13gaLF1vPnsdVAP7/46U/JRBtQGOXvwaFY6MBzHD0ZUkglIyYiaz81Ac+2sJVFq9XIYwS6xUmsneVQEdQjCGtESRUHKJUcCsUSdHXS3dtLs9mkOR5Rb2nDrRSNKbIA0Gi00wLXN6ONpXvotpG/r+uRJYme7lmW6yUoE2xbw8tiYlW6sG3FWH2I7pLBCYsPp2J4NCd8PLeCaRucdsYpPPTUP/jFHbfy0MOP86e7/8Lfn3uWz1/0KYiE3q4+XCOjXoMgAhyH1aNVGgn4wyPMRpfyQwzuu/0PfPGyK/nY//ssRy7ajVYwhaJLCuVyEUk09J9tQH5oQ1Xr3libIuqs89ntBNN6lW9/+1v4QcLFX/gStuPQ013kqccfwAh9HntyGSlQKqFB5lRhOi6IpoNbBrjKzWtlpiQxEAmRpLhFB0kTXGAdMEGZYJZIxYCihYGWbIqifOmWjHJ3FzEZ9XqVgjM1hlGY1wcRKJU7eJ0w69S7XmvHcC2FQhuXYZr4jSb+RA2cIiMrVkGe2rRFpYQlPg899ShZZyflYj8F8Zg72Mcjf/8L3VvOZPPtt2XBzK3Ybbud2HzzCl4FMIu885DDWLb6JVYOLyekCoZwy91PEKd9zDItyoArMQ/ceweHXHgFh1zwNT53wXlUwoQuZ6qKrWuDpHmYSDIMp114cwNN4FUVB/+FpqbzKKY7/O1BbUb4QcJ2u+/FjX/8Iw88+CB/+M1vuOprV5A0G9xyy216l2hfbxgkpkEqkSY8tEChS4GlpFgGYCiCLMFPQ5RktJk6SZJiaA6UDtbiQNiks6g3QcdRNJoNQPjU5z5LLW5xxdcvo2hNbXdtf3tq9YKpiHgbR3zt9hrBbtF+mDKo1RqUO8q4ueNcqHSAFHjm73/jtJPPYOed9uXQww/F6m5x522/5dbf3svBi46mf9YcTBXxwx99j+NPPolFB+7Pf3zyc4wX+vjd7+7mFw/dx+c//TEOe8eOvOv009n8mhs46/gj+c+rvszqp5dyww23IZlD0BqnA/jHQ/dyxjnnsPnbD6I0awse+PP9VFevIHS6mLvFfLbcfDZ9Ha6evKaez2EQ4HrlyWjOm714adOakqlsH+B0oTgBMRletorHnlnLye/dn5136mew1UXBWMCO+xzIp79yKUOr1zApqZenBNbjgMhJ8MpMLk1h0sKyPD2bbEgKNrGlUPFUNVvLMXVEUxkQka9bCUl1BD/KMByDjlIZ4oyBbRew77sO4apr/ovVUYNDDz2UFctf5ob/+R+++IXPsXjRu6jWqnR1VF7f4LQxwjY4N6k9kNOi1wcoq61IwnakIItEwpr8+Ior5PAd9pUFXTOlOAOZv/NMueQzl8nq5wOZaIOMzTXy4t23y5nHHC8LNt9eTEqyzwFHyEkXfFJWi0grCUSClrzw5/vlyH/bR/q6B2W/d+wjt3zxm7KgY1A+tuQWuU9EblxykxRBsLsFq0tMyxPDsARVkg9/4gsyPNHK7y0WvzYmkmjC7/ryEZN6G6+FFG5qy98f5+Oogd5UJApE/Lpcfu575W1zZ8mv7nlUhvPL07FhkfEJ2X3bncWdtb08uibSf2jWRarLZfEuO8mO8/aVpCYSjItImkkmDUmkJYmI+Gtb8oUjT5Q9uvtl6YqXZFg0vVn3MxWJfJHRcXnyrt8JswbkwltukrWxBpXHRsalNTQi0ohFJgK5+srvyryF2wteSbZ9605y1HEnynMvvazvU7JpQPy/FmpTIiJtgJR8oqg2Lbo935U+gbXCBEFRcE0kSQgaVcqdZUhMiPUBOCyO05CI3nQmZLBaoMOFUjoBaUY8YWCVulAFiAxY04zpLNmQ+XQaFkRKn9c9TVcJ7/8bOyw6hKOXXMfBBx3KHkAxjQlzHS1PIPBjEsPG9jRZI40CXara0PcehRG2W2KdoFHOfFgnBvZ6l7a2M6/yfFYSDEQTjNqysklCGkPSWSJBJ6+YcVujqkDT0g560U+x7AiMFuILyumb2mZNqIcrSVCYagYdtgn1Gng2LQXiFXKgOSMjwRMgUIS1Kqv6y9iGRy9ghVqXTYOfmVZDLBdJ1CuHYGx0hL7evsnfXz28tmE3YyPOxyS6A5KRpqKLwLtmvg0YqFxULgybpA6kRQMHm17VNfngBh1w0oio6YPjkA10EZT0N6e1FrOLNh0CnWSkUcCoWNTLFnEaQdpAWuNUbBtpmZSAejxKGA9TiyNtMCl4tk3JzdmxBnieo8HIMAQRHNddZ1jeVHRi+lBl+gEIKRmhJh6aGRg22CXMUgmjFVECmkGArxRRowYqIWzqsi+Wo2m/aepDySW1NLouLSATKsUSXcUytmtqjRNSsKDoFPDy29HVnnLYxLJx+/qoKEUJzVi18yTMtNUiyUKoeDT8pj6BJxlRnFBvNAHo6e0jkeldNZB1zGbj8dxN9m5NU2GY+tCYZjoVrFQug1K45SKpBRGJTvzEJVOwZjhAAbapcDq68IOM8UYjnyUhphljZhBMJFSXrcC0HcSFMQHb1bpgQ2EDs1KkkCoqQKft4roWZdshjSEOQ9qE8pYf02i09DHSVFogb705+b9G3snnovbEYoSQlGgydJTmK6RtK0gbeJ6Hsjyc7g4whI4iRHX0zmEkVMMWLWISBbang+X65nWFE9OAWIHqKumZlWaYk3IEmvAYSwZWnqWmbAokujqRoe/VLBbxVUaTmEKxQByFrB1ajWdbVMolgnBDwnOv1vkNt41ske3ilXpkRFk0wwTXtaYOSEmCxAG2axPFmtPkJxliOpM4ikVMHNco2Z06syb3ZFvhcoqlTlLp0Bz9LAMzZdSwCSRjljJQvp7WfpzR8CoI0E8DJTFIN2EIViHTAitMJebq0sEpqAwSRZSmmDrHbbJHbbWYyeXsjWyRKZNUcHETIhoIIQYGDkWQEkMN6C2CGTcgHCXq3JyapHRJA8vwSGJXE1kbE6hCSORATIGRCcWcjgpm+wFZQ4hp4UsPosAmQcVNbKlAnBCULEIyTGJsHJSYJEmGa2fEcYBrlVBZ7obY0LQyUjJUElOx3HVWpyiOUKaNYajJoZmiTE+n2esnvaFmTP/hlcvZVPZQHKcUcuOK44w0irBMwXZNSGIcQ3PPTcuhlWpUOgYmohqu7WrVm7Y/EvgUSx4TSY1E6S0AMcAwMUmpKINWsw6eA6aB6ZVwgDKg0kAbTgauk4c04phA9PclQBDHJFGsP9NUOK6DQTaJ8Uy29eOHr7e1P8MASDExsHDRqRwGoqCzDFETSAMoeLkOhU7IIFO085lVsQSWS61VQwGDXRXSOB83EzCLKByKAl6moc7ULoAJmZkRo4PiOtSeYShwbQNTLKzURikFBsRRqFdUwEYoWgXGJnRgWwRqtQaO7WBOM66plm2ymzE53q8c6/y33MHH1L6XCRRscMwE/AmIq+iMBn0ktkRTpNu1CstOmZgYxzEZnxjOP8AkJMOytDCt4UAokGKQZjEGEaWSAeJDGOKg6dVRiF56wjGwGpp6HRt0SJF6BA2gKtDMTEy32F5m0UlaKWZuZAq9baRto3gjq1d7qPIYoSLBwsSKuzCTDsBFkeBmUHAiLRk6of0dCyBz88A4UwFNP6Ov2E8Rm+bKFo4JYQGqFlQpk1KE8bWYsY+FQVMcGkZI4JmMiQ8YFFCYhET+WkwS0iZYpktKxkRaI+50iUxw/JBCMyKu+3R2dZOhI4DljvLUGjXNmrJpL8kNbWPGtvEVLGciZEAumU6WoWNraQKOob3GkbV845JLecdOezCjfx677LAzxxzxXm7+5e8xcDHxSCSke0YXcZYgpsLExshjXK0QTBdafoAKIwpt5l4cg13Ab+j9wTKhuno5H//Ih1i4/dYYhsle223PCYcdQ7MJa1sae/I8hxSDMAzAMMiiYDKuOi3KMvn/N+r0S356TCaN1JhWLFvzwy845zT6Cy4DhT5mzJ5PwSrTYfVS8ioULJPNN5vH9df9DxXXZuG8+ZRVNyVV5C3zt8OwB/AKFboGe/n+j68haEVQKnHX/1zLoYcsZu7cLVjwloUcf9aJLFu+imYUsHDBAsqqwlazB7GVTaV7PsqZg2WbdJc72XGfPRkbb4K4gMsdS25n+x12xlIeb3nLWznzzPezatUwfhC/SvJMNmloG2ubnFUURYJlt5dyQ4chQh/ikI9/7nNc/rM7+eQXLmb3bTbj2cee5pGHX6bxwjCNekq54tJI1lKyM3CLhAmYDShWOhmaaNDZW2Z8rE5/TwW9xCVIK0UVyiAOTllRDaHsQqQMxqs+Bx12LOf/x44Mxi0uufxK9vi3Xfnhjb9i1o6zqTYTBkoWrlvMkXzvFWj9mx4pmmwGkwXAJr/E5OOf+AwH7rkHMwdKLK82OO3Cb7PV1jtw4ftOpaASEkwWH3EY9fEh5s3uRxojnHvep+iYsTlf/ewXiDsb9M8oc/A79iKr1rnuxuv51EUXMf/tu/Otr11Co7mSW26/g5/96Dou+/xF3PzLJTTWvkC1upY/3PcUl1x9F2d86Fz22HM2vf0es2Zvw2BXCcYT/v3oI7np4Qc59MTjuPjiixkfH+crX/kSj/zj7xy26JD1e/eKttGxXB9vlDaYNo3ROh2kzEQkjgKRpC7irxUZf1Z2nD9DzvjoZ2SliPgSiWShyLhIMipSC0QmJJFYxsRPVkkosabJtzQiGQS5MkQmIkkoab0mksSacRkmIqnI0JgvVRGpi0jaXCa11Y9OgZmNIXnojiVSmLlQvvij22R5oBmtMWIS4gAAIABJREFUcfs+s0gkarwCMJ6Or74ZGGsbwBXJvzNHrvXnp7qjo6tEkhXy8j8fEHtgazn7U9+ULBOtD9GMRKJMJIslHV8l0lwlRy1cKAfsfKwEichwJrK6MSzi+yL1lszfchvZbZ+DZKTq5/ffED9pyqPLx2U0Eg3wNlZJtuJh+evvbhMq28kVv3xYRkVkKBkTX1IZXzUstd8/Kv9mzpD3nXSWBCJST/StLxsalTAT8ZOpvk2NVyrZNBWOjWl7/Gt8sHXMVmssBNU6q15ey9b9syGAIQLGlCJzwCyA4YKNiZUpnr3nYd693yH0uJ3MnjOX95x+NsNjLS1Km/rI+Aj/XPoShx5wFK5VZI9d9uBn3/8+CxduyXd//mvWRmAUu6kMzMEBzDQBJ6OnvwN/7RB+M2jXPddBXT/SP1nOa/TsjYMXU7M4j4gqnT01uTFbWpIJFVHsLOOWukhxtR/omCjPBksRpiFG0Yah1VitFpZRouFDQcGMUolk5TJuu/Y6llVDTj7vY3R2eChJiKsTeIbNVnO6KFpoDMNxUD091MbGoFJhVaI5Y0WziCKgq7eL713+bYqZx2c+dSECDI+OIcBAfw9+lDC9isx0osim7gCbzAeLE9E0GMBqi7qJot5ssWD+PG76yY956ZmlGBTwMfEtXfkjyCBNQl78/UN8+MT3Y6Q21//iJn7wo+/zxFOPc865HyYIE5hYi7Lg+BPPYtVYym9uv5dPnH8BX73oExhpi4ZlIw6E4pJMNGmsXQmELH/iEd5/3ofo23JLDj7wEMoejI6kGALFcoWkbWSvck5+c4xrmjKYWPkWmYKKp/JAYtFOpEoxbYgzxehEi2ojm3xaURzRaLU0WowQVmvEERQ8zXAOa+NYM/p45vHHiX1h/lvfocHmLMYuFXQ1kFBHM1AmjFchS4kDHwzFcJoRAdWgik0GIyM8ft9DdNhFZs2YRQbMHOhh+ephADzXYs3IWNsaXtlkvdcG2ibzwWxLYRoaZJ2sqGa79G+9LVdd/R1WvLiUd+67J5vNmskRxx/LPf94hrSszwEVUq789NewJkwuv/oH7HfEQRxy4B5c+MmP8pdHH+eevz0CRYP7fn4dL65u8cUrfsy/7bkLR514Ah888Qg6bGE4gRVApGysjh5+8cP/ZMAqs8c+i3jihRe54fob2XbrCgoY6JuadpZXJGoGTM+OWncs2qWZ36ihtXHDfFhVAkYyFWC39Ykciam2aqBc+gfmUC4bNFtNWkFAnCb0dHToY5sJ5WIBpWwQvYJ5pSJIzEMP3E95s/l09vVSbbSAWIvNhSlrXsoNzDShswJZhmtrTpzXP0AGVLwyBhm1odXM6OxhRkc/TpfL8jXDZMCsmf20corTQF/Phru7iSejTeaDxXm8wDTAcRzNCFR60HbcdVfWjA/xta99lZOPO4Un7/8Hh++xH5dedCkGEdX6KE888yy77X0gC7abSwxYZZf9D9mP2LD4w5/uBYn5wVXfoW/m5uyw6yBeEQhanHzkYpqjNeiokABNgFbIGWeexh9u+y+u/sEVdM8Y4OSTT+bZpQ0MoF6fum+JY5xi+VU6/3rqVr76eKnpo64yUOnU5G7vL4ZBsVwiDAJGRvR2ZDk2TtHDKxSpj4/r03OlSJDERGFCFoJnoneUkdV0D/TQaPhMjMd0los8fM8fWThnS/orRd518GL8JvoEKwK1Kp2dnWDbjDSa+GiXJWjW6FiwgOXLlhO2QohhzmA/oIuZFZyp818UT7OF9Q3rNQztX+KDNRo+zVaocREzF6uNMvA88EzO/MDZXP2tbzK29AUWzVjIfVddy+oVLxIWLFaYITfddxel0kxmztwcr6eDBe/YEX/Zy1jKgDCiVHAxDIMkzTlVrktX3wCODYGktMiR+kIBurvZ/sADOPzEE7jtjjuIk5ArvvZVFODYUxCYMjaS8PF/0NZZNfNam5LXZ4wSDb9kKo8fZkJHR7e+OGjiG7rwWMEkXyAzGOyn3F3BFUU0USUFdtzpbSxZciPHvPMIsiyj0UQHNlOBShnf90EpPNedjNQ4jgVhi67uLuIsBhsagb4fw1C0bSqIEi2R/jrba7wz54PlrVIuUCq6KAVBEFIdGQXD0NxvTOIoIg4aFG047/TTqRguQytGKHodVGZ2csBRh/DXRx/iwb89xL1/vp8lt/+Gh9as4NQz3wNuid7+Qaojq+gswcg4kKa89M+XKZU68AqWDvEABCGIDbHmDsycMUBfVwe16hjNOhQ9fev6tkzCVut1D9Cmt1wvAmgnLIM5ZVxK3wtpzMTEBOWebvp7e1CAlx9CMgSyHOYol7DKJZQhmJOgnd41Dj7sMMKRtax4ZqlOVSuU2Gbf/bFtlzD0db9ByxsZhvbrqlWsKCKvcIBhu4Bil7135/ngZR576HFKnvatHQNsA8Ikw3PWQ7LWn6yvMXk3KW0NMsIwJhNoBYm2bmXS2T8DbJeXnnkeCQzKpkOvo6A5wu+efIhVKqOrMkhaD5k3o4dHH72HWVvPYnD2ADtt+3Z2235HimWYPbcfUptd9jwAIxrmiQefo7MXKDj87allDI+HqMinnD9GSWNwuqA0CKEwtGIFLzz3NDMGOrUfjZ7sEusYi8qD4a/0v+DNgVphqgp2PprSzlLUTetmZGA6eHaBLPUxjQRJpuZwlpJna1mQCC0lxLE/KQyD7YIyeds7dmb+7AEeuOt2xsbGwPEgERpNn87eDjIFfhCD44Bl4RZLUOmkOxMygWp9lChNwXNYfOoxKBxuvuVXk8eg8YkGw6PjuHn8Kgg3UPF2E3eFTQZaXdcmA1zXwlTgeB5IwnNPP8P7Tjubt227B2/ZYRvKM1Ief+ppvnvLzznjrA+yzXbzMcn46pc+x1EnHscpxx3FoqNPYofNFvDoU09xxXU/48pLLubot7+Fw089k/6rf8bHLjiNr33jCp596GH+++tXU67MoNUYRwG3Lbmen116OZtttwf7Hbw/a156mB/84AfMGBjg+OOOopTn5CoTyIQsDqaKR0w9/ldPdX9dbdpGoJLcXs0pwBW9eMWNJnbZoa9nBq3qOGFrAteEoNEiLZYxUBrOyGLwY8Ry8Qqm7osBaSKYlseMLbfi0+d/gPM+9lFqo0/yifM/gKwZ4rGnniTtWYhywCvbkNngZ9RaPoxPUPSbdCsoVrrzh2rQv/tO7HPYgVxx5dd5dM1LnHHGGbzw3PNcdfV3+OyFF3HCsUfjudYkSWCdtilG1gYKX8lozSuF5azW0bEJSUSkEaY6cTzLr0sC+e6XvyZHLdxPdp+5UHpnOzLn7bPlfRd8StbWtCJAszEh0lwl44//Rd5z9JEye848cXv6ZOdD3ykfvPir8s+Vw5KtHhVpBfLYX/8se+63u5g9JTn44IPl2ou+Llv2LZCP3HWX3Ckiv/7zLXL+2SfKW3bZRygOyGZzZshh79xXbrj5DvFFJ7bXao1JRm4a6J+ng8VtkFb3tQ0UvjEBlCnAVovBtD+yKSKNHJgM66tFZIW89OJD4s7aVo779y/or030/TT8LNeUaUnzhUdkt81nywFvP17ilsjami+h5M/Eb4hEqdz8s+tlrz32FEchMxVy3slnyF1/WipVERmamBCRqki2Sm79xU8FZ4F85Xu/zcHyugz7wzJWHRLxI5GJQK746tdl130PEgxXemfNk/ec/X6ptqLJ0Xm9QOu/RNdJ0TCFaUCr3kRJrEsjJyaEBlm9SjLTpInCpKRrAZBRJoSsBakiGUux+vqJzISJMKDDLeNlaPpF0oKSEBoQInTgMn7vUt566CIWXX81px5xGLswgTE2RtS1JYmCDgVxFGkyIxC1fDqKLjqWGekkwUwhpjPJaG2vYLpn7eX/1XCyTWvSJv+ig83ErqYlmSAkFBFUFgBNMDxWh12UXOhIYWTZGiozBrGKetiHlz3HzDl9kBVAXD0ejn4uql6nXCiChKAUUaBwikVdIV7ZVE3txhUBmzoGPlAhTfQqbkhEPRzBLA9gYuAlgcbPvJLOmWxEVMqOlibLobt6w6ejXJgcpfUdKr2QvQZd57VaqxUwNl6bLOdbqpSwbBdJUoQIyrBGtXDw6KJESbTmp0fImD9MbJiMNlpYff0gGU40RnfSxGtzqQRIMiLDIsRgbXMN0KIgMQXTwPTK1PLL7K4SnqEV+GIgMxwEqDWalIoF3XnJJ8lkcfb/Narhei5c/l3ruHYpzdZETkAzkTCm7OZJtqHQN3sQ1wa/oVWiB7fYEsTGX76GuAnYUANiDF3tI1NEa14GCXC8oj5hRikSxyijTZVKiMloZZqAZ4ZgxqAMRaVcIsWgmoVEhODBylVrMADXdmjUIyxDZ8gniUwa17TerceqePW2CXwwQBkUix493R3YjtbuTFIoFAooyyIzM6oyQc9gH9VqUwv9pqAiiLJAZ3dToKd7FmPj42Ck4KTYOYsuTTR5kUoZG5c4ihgsDQLCRDIBVgSNgAroOotZRhTUCUPNjlBKP6yusi6cvmbtGm1YjqmF3swpZ2GDZvZGffx1fBEDmK55mqBIKBXLJK0YsiJZ5OAARQOtqqc089XLU/f9KIYICnM2x+6A8QYYOasxEyBMcfq3Al+BGWuxOddB2fYkpSqRBIWJaTikOTyid4k4z6YziAUMyybJYmbNGmR0pI7rQqXirCPmt25bl5VirPPvGxia9haZa7FMKRG2jzY5H6zN70pF6yIkUUrRMUn8OlbBICMiwyRKHFzTw4w1IJ24CSIhblLUllkwSWhgqWHApslskjyrkDiiI9YswrF0lI6SjVUfg8oMVlIgAraQUMctrTLD9RYDZX221OK72q5MlS+LeZJhFCeYdoF02jJutvsq+Wqj3gheNn2FNCaZG6mChAaQYFEgqIaUCh36bxGYRciyUZ0gnxXxgxSvWNa33WiBV2T1BJT7IaaKR0KRItmErn0OUPPW4NkKy/cw3E6qmpZHmRQbn1owTI83CLWC7p/TBDdlVWrjmQUKNPGANPN0PapY51MHQYJlGViWQRRHOLYzrY9ZbqQybcimn6Kn2jqEw4216XXBBV1aBjIs14YwRsKMNIwpWFpIYbQBuj6uhaNcvcwYOf+rGdPwQwRFmmft1aWFadu0y65WvE590xUXpIWTQh9AZpPUfUDorRT1k0oTEp3fkatLm6BM4kDfgWM76/C/1mlvSgaI5uFDmuNYbbXpEItIS1VmilJHB2SQNATT1m+bqI4BCRgZjmMyMTEEKiaNY9JWSk8fjNcEF512mwKtXH4TE1y7SEKG4XmTfTGBOI0wgU6vgzhsTWUlmwYT9QlKZiHnSZqaWd4uV4fg+zGeZ02W4Gk/a8j9wPw6Ndn3V28bCXav26z2BM9dG1MS/UMcQGZhGr24Ri8qjlFxC6dH+7l+1MRPQxpWRN0WyKCj0E25sBmKAk4cUMpCZuNREkXowrDyCcXASk2tISCKSo4rNIIEyp1AQhZW9TIZZDg6wYlW0O6IwnbzQlFv0IHflDY5btNmqjn5MsgCSx8E3CZWd0SaaWysp3ce4NIY9zEtm66uEhBhlkqYlolKoLdDAQWGmj4BFuVeVz/XCBQuGWWCZqChDPQuUzRtFBlpFmC7HlkeBkmjUAvlAxPVKpaYECs816NaDzBthVvQf29LwYdhuJGeb5wOvMmjbuVuBZlgm2BZBnGzqlcm29Y9C/UnGrZMDnqSmpimS0ZKYrZ0TCSGJLEJxcU1i5hi69InSUYoLYqFAo5lgOFp4BHBjLQYslV0wPZYM7aaIKzrL7QcVi5vQE7X1geRNtBpkMnGZ1m7ssnrbeswUPLD9/STOZh4nqG3vuZqSCYwlWZIBNgMtzLKXX2sXr6Kan1YD2QOroat9oph01uai8LW2heFGIw6cWxgUcHLqzX4LfDU1JnOans6JT0cqeNSLOjCo7M6O3UeamKRBjGVik58a+XbVZrCihWrKBaKvN4JukmxSIUG+UTAUG3fJcX2HDCEaHgN/3nZN1iw3dY4PUVmbLWAIw86lX/8cQWlgsdYM8SgRgcTYNfAilGWg6gSCkdvK7YByqAjU5RIiH29zQSugjRANQS7oQcwwqC7p4dKR4VvXXgh/QWbK7/1nzRbUCjqMGnaTjBBYSjz1efYmxKnnLZC5gbWnm8Blt4oDWgONUACHvrO19msMIdddj6e1UBQ7CFUMHP2XByVgsT89dZbOeHgRWw+d5A5m23B4Ucczz8e+ycG8MLzz4JV54EHfseRi4+nYPcwZ+Zszjv3XNasXEUYwjZbzqesOhnsnIOtyrh9mjLdNXsmbleZ/fffj9ZIHUILGgnXXvMz9tx7fyqdvbx1x7dx5LuPoxWGzJozi4a/oVDbprHCNjEWmWFIhqXAMRVxFOSRZKBR5fLLL+Pzl36Nw084kRtvv5mPf/rTlApl/vL7e6ABg6USpTyVijiCNNPZP0Co8ooSBojfJBoeh0QndicJeHYJbA+rojByzl4YtXCB5c8+y913/46+jhk8/cxzZJLblOQGlleP1UrmxhvO7dhYy9qfvs4sNTGwsdA1h0q9Zch8bvvVDcS0WDMyygOPrqUBjI4DYUqxWGbJNddw0umn4fV0cvUPruIrX74YE4ubb1iCHcH8LbbgZz/8HouPezeiLJbcegdXXvlNnln6BJ+/6LNUXFjy85u4/aYf8+PvX8Ell1xEWihw7IfP5cof/hdXfve7XHbpV+nurEAEl5x1Lh8//wI222wzfvSjH3HxxRfz/PPPs2TJEjIBpdpxj9fharRR6NfSpphqqUTNqkhzRCQZl7Gn/yJbz+yW93zgEzImIjWJZVlttdQSkbAhWpii5os0l4mkQyIjdZHxTHwRGc5fy+v5RweBiB+L+BqwrldrItmI1EdflPH82paISBqJrF0pF595irzv6EUyb8YsOfm0C6WZ6q/yA5HQn4LXkySapDWHMp3eLHkJw/gN8aYzSSWUVFOjc2A7yL9HolQk0KxtiX2RlXfK4Vsju273DnE6d5Uvfv8+WZOJxGl+c2uflf3mdctBe+4la0brEojWmwhEZGhVU6QpMv7Es7LZrG457LjF8vJQXfxYJA6qIhLJSF10Ob+WLxKMijSfl9t/9d+CN0+u/sNSWS0iExJIICLZmoZMXPdn2ZWyfOqcC8TP9C0M1ZqyemRCYhGptfz1qOXrl0HceCRkE81ROxVRFICAXXD1iTDHV5qBT9/cuYToShNdlW5cE+IoBiOGzAcpseKeJzn7lLPo653B7N7ZfOTcj/LEigmcMroYgAhrnniBA3fekzlzZnLk4Yfyk0uvZOe37c73bv4TQ2gWCnHCSw8/zc0/v43Pfu4zeBWXiXqNNovIsrVbqFeyJD8FTc3BV7Y3egCYNrNzouHkSplq3rTtASrghb8/y8svwdnnnMLg7DK/+fXvMVQuuNf0eeSm3zD00jhHnHEaUU85B01Tkgj6e4swWuepe//KaMNh3yNOoa+/jG2B5SjIEsrlNjqjtD9hWcRhBAODPLViRb5tJ/o0WClx/TX/zVx7Juefdz5KaVC/s1LEKxUJo4xCwSNJs/X6uqExe6MjK1qbAiAJAv0ElaK7u5sZMwb4zR1L+M0f/46BwsGlvrpJqWJDwQfThwef47QDj+WFyOfbt/+cn3zz6zz26zt579nvpwFaLK5eZdHi44jE5qqrv8HZp5/Atd+/hhXLRxnF1MmqcQjVcS648PMcfdrZzBroxyWlUChop9rUD6u9U8UbPQHxpu2ZJqDE0JMu00TDEEhccqWTGgQTPH77o/RGsHjXtzGnz+a+px7l6QmITMAweezuBxgsdLLdnnvSQrsROo02zENfBnffeBsdM97KvLftT4SgGNO6A1mCkjx/VJlgOxryKZWh1aJr1py8blQuJlqv88gDD9JRqDAwMKD9cAXDY3UKno3tGLT8CNM0XgWMeG3z2UQDM8BQ1OtNgsDH8vKk1jSD7m4+/cmP8+JTf+e9715MT9/mnHLquax6fhVk4JNC2eK8D3wA07S56ic/4IB37sfh717EL679KWuXDfHHux/HUib33nknNT/lk5//Ikceu5iTTj+RIxcdyazBLahlJjWALOGBm37Ogy+9wHlf+TKpHzBYLJDFkRbAVeCHUK0miIBXKiGZ9iPXtyWBDaSY/eutzfjXQ5WBmU0Dcttf1IRWjRtvvYfNN9+Bwc0GOP8/zoTaBA/8YYWOiDoOST0m8mOsShcjwJq4TkaG6xgQN6A2impFrHlxgs6BAUxSDFrgKiRKqE5ou8LM5duzjLDlQ7HCiuFRXdoHm4wIyh4igh+GqE6X0YkWJtDbUyFKci5pwZlkM08Z2aatXuv85bXct0ygo7MTt1ACZSJBpJcKw+bY95zMS4/cx7Xfu5JjjzuG2359N7vvfQAXnf8lEoqMJjEPV1ew9f5vZ8Fm/VSIoRAxMH8O/somo/9YAUHC9755JanjcdAx+xDETQjqvPPQRdRqAZ1d/RQAhtby1Usu5qTPfZLxThenu5fGcy9SsixqLT0IXhE6uq3cuW8b10bikW+CwiFAqjISMyNR2sC8BKwAvQwlLWqNUe6rt5hz9NFEsyrsufdOmKvXsvTmOygKZPU6Y+M1ik6FgVmzcIFuu0KqN0nIIijZ1BtVuuZsTUcHxDT4y72/YdCbRUephwP3W8zK1UAUQxxCFFJyPTBtmn40SYNUEoORMVKboNTdDQl0dxXJgNF6C9vSB/t6M8C2NjL7XmPsXmNk80QFDBKZFuDM0EmxXgHqLZKRcQYH53Lcoe/ie1d/neeWPcVRex/KrTf+gheraxhTKUl3hZvvuouOUifdPd30z92MOdtsAbVRqstehkToLhSwuss8P5pqhehiiVkDMzGwWTE0RAp8+bMXYRgGZ33oAxrrGV7LjO4eqtUqplZt4vnnJ0DpcoKtVh1ltKNvG+Dgv0lbZFv6MsQgwpgU7p1cweKUu377B6pOCXveloSGRRY22WnuDJY//hBBAEZ3hbkLt2E0qrL0H0tRgE8zZ6XoCrjYGR0zeyD1+cd9w3hY7Ln3/vzlj7/g6MPexdo1I1guWkfU0xEUJUAiVDp68rNuhq0UhDUSSxDP1jBU3pfuSpGxapMMKJe8dQLak4fk9Q3rtbKKNrZLCBrVjRL9SpWh93hlQrkTq3sWDINtF6gSUizC4fu9jZJqMNxYS81MWT00xonHv5e//PEJnnxsJXf89j7uvf8BVk88z4f//VgYH2Ggq4u6EVK3Ih03zCxGXlyBnaRUBrppAQ8+9xx/f3mEbQsdzHEcttpmZx5auYZb77yNeVvuzc23PswW87sQYGJijGKpyFTGT5sh/yY3ASTDJCNDS8/pQUOrFrsxGA63/eJOxobH+fxnLmawNIttZu/E0mX389zyR7jvb0tJLVi4727UiVj+2D8ZBDow8hCRrbXzwzoHvWcxE2ueJhp5mSIuhCbzt3sb3R2dJJmhuY4mGgS3LALfh0xw3QIW4GEAuozfbgfsxWMvLeXF5cvIgIlmhABdnaXJMolh/PpX/k3eG5I039Yt/XMYxroXhsGqZ5+HLq0ApyUzajy69HFGa3XcrMBsBtltp515/rmlbLHV5sya08n8eduy/TY7gAcDC/qgq8L+Bx1IY3QtLz3zNAYmtGLu+O1deJUCtUaVBnD1tdfxxN/v5/EH/saDf7qHm2/7KQODFfY66ACu+cmPWHTYztQaWiusq6uD/1XDmmxtcoCQYJJgTq1cVgZGBCvGePqJ59n14AO5/o7buf++R/jbvb/jx5ddQmvsZf7+2ONMxLDVHm9jux12ZMkPrsVfEdONQT2cIACqMTC7nx0P3pVSOeCeW66FZgb0gFMmC1M8r0Qj0Hm3cb0K1SpdlQ4wLcJWOOkbVptj4Fmccs4ZjFDl69/+FgAdJQc/zhNA8hXHXS/p418J376CJfZqq5gyNSBq6VM3jusCGS//85+cfOopzNliWw474l2Uu1Pu/dN9/OSXt3LSSWex+5wdIEi47KJPs+iIRZzy/uM45tTT2bp7gPseeoSf338vn73gQxyx/QL2OuFY5l5yFZe8/1w6Lvs0/tgwN9xzJ8vqI+xn2XQClcFZlGbMYOGoj1WYA6W5NA2YNdDDoQct0Nq4JSgqG0hoNKq4ro1ttxXc1iNLvynBbkClpBgEeX0ibdMJZCFkMcueeJE0ddl58f4s2Hcb5qbQlcRsO3Me37/y2zzx6BPU4mPZYuFcTjr7PXzi/O9y0Xvez+KzdqFlCz++/gF22203vvCp46nM7OJznzmTSz9/BR+Mqhx50H4kjZU8eP9f6RnYi2pTR+SK3d3gCGmcQAaGaLkZyWKKBReUMO+AvXnve87hm7+4kaprsO8+ezE2PMKtt9zMBz/4QY46fBGhH+Ykzg01Y+NjKPIq2hTTxF3bIOVIM5FApsDKsfGqiKRy+WVfk73330/mL5gnZRvZcfv/z9t5x9tVVH3/u/s+9db0hJDQEop0pHekKV2KIIpgQRQRP3Yfe3ksCIoFRB7EgiKCBQQReBQQBASULqGEQPqtp+4+6/1j9jn33pAQJDzv8Dmc3FP2mVl7Zs2atX7rtzaXT37h27JiSES1ReOGg6Ysufc2OeGtx0jvrJnSXxqQXXfdT97xmc/LsjTQFcaiMVly17/k+ENOkt7BGbL9dlvLNf/9VZk9bY6c+4d75E7Ja0mOD4mEbZGoIdnaZ2THRZvLfkeeIuMisiKHaaci0miOShCMiHbPhqIkWX+FsE0lp8gh5qkkslZERkQmCIDTpkjclO988MOysG+GXH3/ffJMZxyRiIzX5KgFW8n0OTvK802RRntIJG3LQzc8LKfte7oULaR/XkX2OPwUue/5YalJKGuC50RkTP564/Wy3za7yjalWbJrT5+895iT5KF/1aQuIo1ESdpcJRKulJt+8VNhYEf53O8flZaIjI+sFiVjEjRfEmnHIqta8p1LfiALd9gjCPwLAAAgAElEQVRZ7J4+mbvNYjnihJNkdb0hkWhHb8ed2nW4rqee6PpaXhR+8iScbAib3dcnG3rrut06ODKVJZiGIjYNhrBxMelHgw8xlT4dJLnStICc81fjpRqkYYwrM3SOHlA2oXXX7exw6BG89Za/cdRhezIvg83NANPQ/O3hiMLvmQGmJrJTWUqhYOdQaN3jIAwp5AyJU5QO+rcnRrJpp8mOXa9lFWGTYmWa/ysVSAwhsxs4eBh4uJ0sojSEoibhtdH+AYldHeny0xyLZ0/qZQxpC1MsoATK0jCSkk+Wo0pslUIWEccxVqmPmuh6R6U8iN42ImwUbmbqoK9td+ETaZqSqgxME8d2psito/+NyVZ/Z8KsZ/ubJNGJY7w2H8wpF+5MJGPql7pARAFMwwbDw8TFI2f/SqFZbxEZJpk1iWgtv4irwM2ha6ZfIkBoxdqXhUCp4DCzr8TIS8uwgaIFsaEIEk1S6/fN6F7Tt6Ho22RJQBi0SdMIMCj4pUmnn8myUJNG8NpbZ2IhYCd6TCmaBrhjhUQOKNugTIonbeIA6iGIYYLvkwQNCFtkmaFJS0qAB0kG9UabuBUhodImnXIxbT+v+pXHhEsaDxZFAe3GiM5MMmwo9ZEAPUaKG4dkrZQ0Bl0Dzs4Xer4s0hSyDNsy8V0Hz7bI0ojx2ggTrp7/rE2ywda/eg0mNFfnEx1LZvIEjADHNDRUOsoo+hamEqzYoFwp0Ya8mJX+YpZfzMrvcSNoUS734xaM7m2RdsQTS5+lqRIWz5nT7bCNjeVoAHWSpFimTbsdY9smlg2O52E7mlZ9dGyU/r7BiRUHU1fd6926ubed0gy6BRFgxPhZgmV5lPwckZMfBhy/ACZEecTCzUt3275NqaJRsA5AW8BSBG5GohKqlttd4VGS4JYLFHwH4oSkUcMaGKQZBfR4BUQZWAUNCE2BOI4oGGCKkTMMGpBlZGmm++ZYOLZHX8+G7C82Ksf1bJGv8vu519zIn1PJBdBRBpZGNFjtBEoO7Q4PvH6LKL+2m5/AxEjIMAkisGwP2wJXFMQjoGBVYRox0A86Syl3CahUf9bIgR868K+TPQQhCEKKhfLLj9Qd9OSUfKrXtkV2zqgmOhSJAaEVYZDiZSV98/Ol7Ekr70tBl1qOBRW3EBEyxyQtaPSFHwqkGYlvIbbeTVzAyMmGYztFELxMdKaIbREmCsMzSdMWJSN3ldgWKSaZCBIKvmMTtVLo0QvQkyyf6ZOqHOU3PVWCMsAwBNPQsjEnf2TypNnARJki0fUrwHVySKRzJFcY+b8NBU4nOyhUSKptq8wBypoowka7hKz8MgZ6GwnRn40ywcDE8/SEEaDZrOn0d8+jKNALFFG0mg1q9RiFh2FrE6IVCGHcQddZjNdqGBgUC0Vds+j/SmNtoJlYWJPE2/Ggk/v3sjzhyXQM7FIRp1LCLxQwMTAxdP5+wdF6MNPgYSO/kEpjUjEBJ2ejMQiTDNMzNQxK5dM9iohbDQxJMQyLzNCCjWJdAEKbvzkvvdKZb1GYdTPHLMvAMo3u5HpZM9CDeAXA5hQNNsk0mnSNSV/uIEMljyZ3LqwsTVHekaQNo1mGUoo+20HSTBcY6MA8DRBHaRBr3k8ziSg6nsacJyGO4+EiWDQBm1DKSAoFK4AsI3XKxOj4bxqn9JZs4lBjxXp7ikBKpjrbZ0ixWF7Pinu9NFinVqTZ5apPLYVBhpVqzSB2SqoSnMgAy+8mfpNAEDYwXQsxNHORaZh6AcaCnTPAKYVODsnvkgiaIAZFELWwvUp3NBaKsuSY7CwAr0BTPFrNjBkFfb3Uzu9to41VKHcx/qB3pDjWRbWwwHasLhHdFA1Gpz+T35nazA3+8bI2aXKhgFSDDlWOzQfice2ciw2IJMN2HVITLMfqfqXDEmOIiUmnSKiJbfsYYmKhcvy/QZobS5KkOAaaZSZJoNboUtM7LlTKNlGiKRowbZJUIZjU6prHqVgsvswGkO5j3coVr7XlMyuXvJVjIPRrCoMQxyTH7eSgi1TvTMVqBdv3sVwHK8owlM7Rih1BxVpupoCKI+qqrc2LFKwQEpVie5o8JUVyc8ykMdrQM9gGsgQxoFDJiTtSxdCa1VrDJqIFaWpFFkZ6Xrou+CUL39eTq3PGnhrx2bjR/x/AdfL/GZ0tMtfb+cH8G1/7OrsdcgCFvplsuXhHznnXu7nzzr9q0EWmJp0UlI5vygRq3gE8Q0NbDTHxLJcMRUhE3I4wbI8oV6/Bs0s4/ogj8a0Ber3ZlOwinuWxzeIdGaullCsuQZyggEpF49TDMOT/vukV1BmmITBROVQhYRMkozUccfUV17PvXodQKfeyeNG2nPq20xgPGlx66aW8YZvFFCwHz3UoVYpUC4OUvT7KrssbdtiOy678oU6WFbjphr9wxFuOpmdWL7Pnz+S8D7yfx595irXjoxx62OFUXZdeuw/PrlD1+ugpz8O0ixQKFu86852QZlilCqRw6SVXcPhRb6VU7Wf23K346Me/yJNPLt1kqUw6RW5I1ZlMmakdD7UhkMZgmZx7zjlc8ds/864PfJiP7r03wytXcON1v+Hp+x7m4J32oFIu0gH0Z2mC5dhgWNgCWZTheVaemKmTJoQUZRsYCK5YoGxCS3e2YLtYYcyuBx/M2R/5GD3RWpwkoWdwLpVeTdJhOy5gYFs2YRTg+4UNnmIUxuugv7RhKZgoQ1P5a2dY58oZhqcBgW8//T3c/beHOff8M7ngwnMZbYzyrUsu4p577uHggw9m78U7MDo2QlqxOO/9F9LTM5PvfOMigngNvXMr9G05AxeHa66+jQsu/DC7HLGQiy+5CDv1uPmW27j8B5fx5c9/ke//8EdEa18iqj/PQ0tf4mPf/S0nves8Tt/zDfhpk0JPzugdCu8/8yx+dsvNnHLWO/nl+35FbWycL3zh8+y40w5sv3gBUazw3Q6g8j8UzWRvtMpZmNfvoM2hxVkoEoyJJDWRYEji5U/JDlvOkfd86pOyJvdiDycicYdhJBONB46VJONNybJMwiiR+khDJM09/R0sc6DhxUMrh6UpsdTUiMYaR5G8kImMi4iseE4OmT1dzvjQf8lLItJMlS5P19Qe57X1rAtXVpJImuV+aJX3ZZLHWUkmqSSSSqLhzq+x6QhBQxIJNUw6Fc3CEucdSdsirafl0Tt/Lzsv2F/ec8oXJRjS/YmiRGqtpjTDQJRkEkctkTSUxthy2fMNO8qRe5ykBx6K1Fa+KCI1Wb16pSzc7CA56KCz5cWx1RJITZSE8sLK5bK0VtPlEzMRiSKR1nNywy+/J8xaJBf+zy1Sa4mGcaeZSCTy8LW3yY7VLeSj539WWkl+GxKRobFYUhGp1+MJz/3L2sbL+U1ZvJMxU5PPjnrx50HIzm5smGDb1Go1Xli2gkpBJ3ImgGOD6cLI6ChhGumTjhgsefRx3nvWu5k1fRbzZ8/ngvM+yvK1ozkvVghRxOolK3nfu8+n7LocsMde3PD9y5nbN4Of/+EWmgCVIuONUZSpU6tatVEQRamUK0HL7PYfwDIt0iTh1dgLr711VNak35givAx8g5/++EfUxyPed+6HdZVfwHFtKsUSJdfX5oTrklpQtn2s0QZpkGn/hAXVahnilPv+dAfLRmq8+cx3Mr13Gl5+op8/cxYzq1UiXTYF2gE4QqVagEIJt38Qq+PSCmMIM2773c1kjYi3nX4apq0TrFthSm+vPpzU6mOvMG7zFbPR9CemSGP9GrAjp7TDy+p6+VVNqn297LnHLtx43Q088MBDdNgegyyld1o/huuQqYTVjz/FO056G0se+zeXf++HXPfr67nxlj9x+nvPQXnofaXVZLfd92P5i0Pc9Ns/8IF3ns2lF11MsdRDYPiMA5hCcaDMr6/7BfMWbsmCuTM59vDDuP32B1FAsaj73Gq18t4b3fLAXa+xTIzr9Wsq/2/Sb6iJ98hCHrzvHoqFXnberZwX0EqJooTRkTEIExAYIyRGQaPJdKeEa3uoBJr1UBdnaobcfsONTJu7Gbvtvy/jzbpWDK02eWU/Sp6ROxldkBTXt6DVJjBtko5rwbQhUTzzr38zvXeAnXZdRD1M8Fwol+1uyGvWnOkTsnsN7RUJ6CbPzA4uVM9J0TE0x8SdNoPz3vM+3n/h5zl2/0PJemyOO/F4PvKe97HlFgtIHejB4d1nvYtwvMFf/n4f5XnTwIBLi1dy9LvO4Lrb7+CUxQt46v7HKFb6+epXLubgw7YDdSDNx1/gC1ddSz3R/BixDQe8+RAO3X4/tthmW0buv4dLv/09PvvZz3LxjJ+wyw4aW+74Xjfi4LjuBpbZ5NjEpjXJl2H3Z6ZcUsHQGqrFIu2kSBaCVQJsE9cy8L0+zfcuYBkuCs3iPegVaRbKGEC5xwdpge0wtno1Q6MOiQl95V5QwxCl4CjGR5r0Ta8St8B1TUgCVq9ZBbaJFIo63KhyRYHJyPI1VEoFnSroO91u2+gYrmWYFDwHY92UvO6Ee7WI1inesCmi6Wow082Jf438sBrr8+0xxxzHiqVLueaqqzj6kMP43S+u4cA99+LyS75Dv1/BcSyGhoZ48zFvoTx3GlgwVlfsefAeFAYHufcf92MO9HDlZT+g2c7Yeeft9F6bGBx/7HHYfoFYPIYA5VX40qWXcMF738fRB+7L+ee9l59ffSUPPfAAf/nLX6gHOZwoJykOo1D3fmO6fJNM/YnJJWg/0oRM8+YYqDjCNFwsl677zcDI6z9leTfzKHAcM7J2iMZoXQe9M6BeB6UoewVM09XJHcCyxx9j3uAs5vguB++zH2tW1HEL6OC1Y1OqlqBYJjI0W5i0WtBsQbONlSocZeWFvPRRpRU0SMko+j6+5758cv0HbUKqxrr6amrrkrflWyOOp9WsYWJUyrSzmONPPI4brrmG2vI1HLrDblxz8Q8ZXraMxsgY7Tjiqhuuxe7ro7hgS2Yu3pqB6QsJljxPGiSgUoZXr6J3cAaeT54WndHf34/heQwMzsYHGkBARKTGcImh4PLGvfak0tfHkmefw5sUNhME13XzpI//H22d0/ZkdVbwicI2YZizyNjo0zgQJwkdT6aPqbcVyyTJ0gkeQIByBUzFjLmzKVoeQU1/v6e/h3v//CcO3WM/0nZIb0mTrNBoQruhndxxTDtNNcFgqaQzmKsVZvRNI2y2aI02qEfjGAiVQgljkl3ZbNU36rHfUDMnnjr0KxOIic6zOSELEoFMGXp1uC7EGRgGhd4ypgv14WGqhRInveUkCnaZYKxN1Sni2CZnvuss7n/qUX5z843886H7uft/7+BvzzzD5z7zaUgjqgMVcISRJpBF4FoMrxpCBQkrVq0mBjIdUMIxfTx8aLWROKG3p4eRoWE64MvxeoskyTANs8s+uO7N14RDnZzsTZmEJkYeGjI6ApygUNSohkKZzRdty1BtJU89CdggcUQaKTzXQdkmaZ4e5gAYQk+1SI/nTAQb0gRslz3234es9hIrn3wAgN7ZWzJv7zcybbAfTJcgyQPDPT1Q7CWoh+A52CrVzvpEu5cwFYVBh8RoMt5q4HolOjVLwkQDKDNMiqVq7ox+eQbWxhKyzI689cVsJDfLDEmxJMUmxQY6bNZppsAyaLZiarUW+EVeWr6CugpIUQz2V0BS7nviaaQySLnUh4fD/OmzeOShh5mx2Ty2WrQN284aYN9tF7B4VoWKa0PRYb83H8ry1U+zbHQV48U2lODuW++iFFpUezTkRluABg69CB74FR645++89NwzHLD/vmSZ/kxPtYTjuARRiqhOXIbJLnwdR0UwXqv+7wrZwMLDxtK1GbtY/M4dKAIVTvvg+aR2nR9d/U3Nz1EwcEyTVhNGLViOdCJpkEZYaYQTtrp3MrYt8MrsediBbDerxe9//GkAMinp9yVirJVg9hg0LHRaUOzRa/ZAo8FsV3TisudRS2IoZJz/9fcwYi7n6xd/GxenCz1KlQ7b1ZrJBDcc6+6Uk30N62/W5z//+c8DXXie1mOTj9366NVotHE9FztnC3Rch4Jf4LF//ZMTTjqRBx56mCwOWPvsEr5/yaX84sY72PPgQzj99JOxDZMj996HX1z7K6787e+YN2cW1spVXHPVVXz8m5cwZ+FcFs0fZNtttuFn1/6RX9/wGxbttpC7br2F6793NcOBYt5xR7PDtptx068u55uf/gxLl9VYsWw1f/jxZXz0Y59gh30O5W1vfycLNusniiGOIjzHxrVtTGs9sN4uHCCjQ225aRHxjvbXSbfKsFBmvoINrS0WbLWYZ55dzk9/fgWPP3E3kmXcc9sjvOt95zNrx8UsmD+PEhZ+FEDQ4NYbbiSRHo5/92lICZrE2FaBcm+FUjzCH264lvseX0a7FRM8/zjXXvcb2v503nzK2VSqeXQ1GGfJk8/x8z/dzQEHH8qum82m6Foo18G0hKof8MwLz/CjX9/Mky+MECUGf/rznVx44UeZO28Bb9h2AbVGTMGzutpqAktHDmERJjNqT2kdH9rGWKY7sOlaO5Uwm/S5uC2XXXKR7LvHHjJv2oDMrnjyhm23kQ9/5RJ5ZHVbQsm/ONaW527/u5x68lmyYMFiqYIctf/+cspHPibLRElbVomkq+Wxvz8hh+5zjPQP9skBe+4kN3zlIpnXu0DO/OWf5W4Ruekft8kBey2Wvp5B8c2y7L3dIjnr5JPk0SdflJZodHZDdZikM2kFTWm3m1N9gp2HyiZ5RDeFZbpT/jAWJbEkknT5L1TurW41lotIQ2rDDfnhd66Q/fbeVSq+LZtP20rOPedT8uJ4JMtabc29odoio0vlyM03k4O3PFA7WUVkVBJZ3RgTSSORcET+9+or5LD9jpKi2SOzQM4/6UR55MlhWROLvDQmouJIJF4pd/7+p8LAQvnqtXfIWKSdyivGmzIyNiqSrBRpvSTf+f5lMmvxHkJhuizcaR856pR3ylPL1kooEzwbU2DmHSGqHEz9SpDpDsgBXplluh2lCAa+ZyGpImjVtPNPAZLzoToZYZwSFHRtITNMGXBNbath0W5GeEUPy9FOm+cjRdn3sFlDPwWIqxqZWASIWP3gP9nxiOM49/qbOeKgXVhEm940BqNXf87VcJPUdUmBRksoFAx8EwxSkjjCd/OyxetqMbODaIUNUUC+ujaxTUjXqst/oiNP8iOf8rSLx1JguJos2tVE3Z1eNEZWUa26IB5ImdiCpg2KlAo2nkohqusv2nkdpjQgHB4jmzubGKgKJGMj+JUYxGRVNgOvAAVA0hDL9jW+LBuBMERKcwim9Fm3kZEG0wcqU+zyiTEzCbz5KtAUU9ukSxomWaa5KfyuqlQ4pgGSkbYbOtbouoCJnxdx94F+34YsJohr4GUUBwpYvglOSrNdZ7bvUQAcqjRFoK0hwCpSIAb1tIFXULRXLsMDXFydEg/5arDBcWk2dY+rJQODjEyFmAi+69IN0k/W8cbkcb5eYDEzR7JOtK51Ih7N4Tr14WUaV42LJBBkomvXp6AChSFQHegHQwhbdU0al1+wFtXoInYsd8JxbKCDBYMzSYFaCyQAv1LWaWCuR9XUa1aRgq3vYdBKND9AoUSr3dLXzvRZot0MsYDpAxVkvSbqq4tNvuola1mGrlaR49NM06RQLgGCXSqBbSGi9OrUqF7GVocYGWBbWNUS41mL8Vpd48FQiK3wgLQZs3LtGhyjCEXtYTY9EyyTertGpWgw13GYBZiY1FptsFLSJKE51gIFpcLEVPFMC9e0iNOQKA6Ik/jlAzKm2vub1vITluhwmiGTBZsiKOJ2RrlvGtVpVZAIAn0yd8sGmQFJonA9kygMNczI9vH7BrRbKIN22Gam16cD6c0gJ0KxiMy8ZJNfANfUSt3Na7BKmu8cBiVH08rrtGA9KwpFh0wsEINysUAaZwyvWUPBgd6yTxJqnldTXoN+ytsUlmnomLodSE6+PAwbAdpRqkvJdD6TBJqj1fWJMhfXczDCNhgumaOLVxkK0qRBUNC4qzI+JsJwtIaqV8HNNNgttUHIcFKLJEyRsk2WhhTMGrQTmszFLkM7C8GIKJpFHBxkXGEXTcSBsWaEYaZUSx4mWb41dQx4h8mwaTE62iXNRWVuIq4iNyc6gtTh15zk2CJp2ZqmPHtRIwXNeWDoAgsxgpmkFB3Nq9oImzi+Tg+yWx62b5Dl+RmMtHV2S0EQ02QcwcbFShS2Y+bwTKgmCqJRndDhl0GViCOwCzEKkyTP33RJgJQ4UrheacqI4jjGsixM08RYf2X4jbaNSFRvjwBJkuF7eu7HcUoWhdqX4nmgBM929GHMdYhUSmpCYkLYCrELLhExGQmmMqAdUfVKtFJNzShJHh7DQiE4JZtaqLDsnDrbdyi7IE0oWj6O6dMiIiTGLpoQa+RQteJRLZVIVUq9MUbnFJyso8Fkkqw2XXut5zoTCAEUOjfAzyvAaXd5joPPYKSl7VrHcWg16wAU/TIRJobhY/sGhKKRsima2cV0SeOUehphYxNIDI5Jgt7xohAwo3zxl8lZ1TBJMMXARsfBtdtBazDX9RgfG6JTwKJRH8d1bSzL0MXENtWTv1FLxLK69oTn2hrTFQXaIWoaeWgHwCIwtce9Dtg9PnGWUMQlHBvVtq44uJj4dpHYgqwAcaZN4zjJdJlDP8/KSXWCBzlM3UZyj51HkOhqZTjdSAsAWZZRKunV2G63NJHK/2HTTh1zIto2+Vn3njBgYj+2C3pRJFAo2dRUQBjVKZcLhGN1VKYw8KirPCXNM0jjqYhZ2y9hWDaokKphk6Lnn2dCjw8S1rUfTHmQOURpiu07Gnud81ekeb/TWOP7evt66ayOSqXM5PyLiYopLx/7q0BTbPwtK3dzKEEnUahUb/amQTw0xEVf/iq777g7M6fP4A077shRJ53JL2+6gwxwLA+DjFl9MyCKmbQR65NfBK5jErZCzUiYJ4lI2q0KACaYPthKKGFx/e+u5bS3ncFmWy1isH8z3nnWuxkbaxGlKWmaYpn6wFEslli3TY6KvV7mvaznDwOV3wCVV/BNQBxu+sGVbDG4gEPedBor6zGeWaDiFZHxOn6pjJOZfOsHl7H73vuycMv5bL1gDl/91jdYOzTKsseeZLvNFmAYLoOVQaZZJWZXyvS4RXr9Pvq9fi44/0MYRQeKPkMvjfCRCz/LPgcciGEa7LP9Tnz9c1/Ad6Ee5fPd8yf1W9YJG25ae1Xl/ARdVteyTSxDKyztOo4gafGZ//oU37vqd3zmi19iu+235J9PPc3fHn+e4ZdW0mq08SoOKgih4EDBhTSj3QhwKj2sGQ8Z6PUZHx1noK+qV1em3RtmwdTuj3IPq/KT/ixL8Y9bb+bsE9/OGw97Ex///KdxDYc/3norYjiEcUa12AMkJCrFMfMA/TpNn5HVlL83tXXQG12hAV28v4GuixxY3HT9LdTTUZ597t88/vQzHLD7dkg7xHSLUGtz3FtP5fdPPs4JZ5zM8fvuQntslE9+/RJmbrUl7znurVz03UtQPT0UTOGKT3yUex95iG/fcCNRoQCjY+y389ZgJDSGxtn30NNZOVznjLOP56JvfJmHbrmN71z6A9564cfp6ysSRBEVz1qP3bCO43RDjtSNNZENcFNMIv+dXApPiUgShyJpSyQcEhl7TnZZOE3e/6ELZTyb4LFYG4usDUSiIBUJWiJpS9KgJqJy/2YaiBKRMc35q19MYoka+Y9FIhI0RLK1MlJ7UV4QkVUiUn/8STlw5kw58a0nyYhojuFQRMYCkWYqUov1V1txUzKJJAjr0nWkvgyqO5nMdlMQrRMlAqcwDYtIS2JpSSy18SGRKBZZMyqHDcyXE3Y8XGYObCsX/PAaWS6iCZAbTXnil3+QRZW58rGv/1CeUyKRhBJJU1ZJJk+P1rpo2TQVkYbIj04+S948MFvue+TfsiRV2lErbamvfFB+cNFnxCttKX+44zld6jCORaJEJNEg2dU5Z3HQrk+SwTqPjfB2vAIthYi8ahLgKYsyX5ECoohrY7ywfIjehbMYUxlBGmMLlAUGbHAtSzPBKYN//OMh3njUkZh9fcycPY93nvoOasMJKi/SJGNjPPnMcxx42PGUPYNDd9+VGy67im22fgNfufqXtIGk1WBo9WqOPPrYbtwsShW+r91jeT4JmdKnVsfNA4JirhOHnDyq129LeLmwtE6r9vgQNXj69vtYO9LgxOOOZfrMQR54+F+sDnN5RgE/vuxyVJhyxsmnUzUgbtdxETxMevqqtAPtsB2vK0gEvxWTjYzRXy5TsQw6TBaV/j6+/c1vs/mOu7HlrgsJQ3BsR2dIG5CGirKpt3G/4DMBa5h4SK7FXsmd86qC3Z1/bGi2KXS2WCct0nY6CXRCs9lkyy1nc/Uvfs6/n12C3a0/De0IiAWCmGfvvI9zTz8LhcHPrr+eqy//Cf9+7N+857zzacfA2BiGbXHS6aezojbGH/90Mx/58AV85TNfwkwsCn2DRMA/7r+XrebMwCr4bLvHXiyYP4c9d9mZ//76ZYzV9SQLEvDyMjKmYWuIzPqk8zrNq4lDY8eqVF0naIfjoxWMgmfz2MNLmO7N5eCDD2T6jH7uvfteUgMyxwRS1q5dw/zZm9FXrGADZa8IcYiojCK5rW1ApWpqNpMkxicjCdoIkEhIHNSh2cQ2HeYt3ha/B+zOajR1f/QhCsZGh4jigE7Bs87H1nNWeU3tVWswJ08izjIhi/Ib5tj0b7UlP/zB91n17Iscuf9B9A32cfhbjuWuf/0bVYKsZIBj863/+iJuLebHF/+AEw49mMP3P4xPf+xT/O2xR7nrwX+CX+bea69j2ZrVfO47F7PLgXty5NtP45xTzqTHKIPkBUezmEdXrOGjX/oChx17DL+77lccsPtu/PD7P+CmP96hB2V0hKOXjWlOMjUnL8UcUfH6gKc7py1Be5enXrNU8ICEy753JZ5VZubirTnj7XbiAAgAACAASURBVKdArcFf/v5PQsOmHtR4YdUKBvsHmF6BSifCNNrAayU4KRQKHhKIZjC0IElTio5PpVImQnAMF7fgsfyxxxmo9hO7BUKgYOdd8iwCJTkZMAz29+O5XneRTH7eOFZi400H+zf0Vr6DmkCW6NtlWwaW62oCYMMC02WXPfahPjzKN776TU499W088NCDHHXA3nzhC9/QUbh6jaeffJr9996XN2yzuf7RksuBhx1JahjceeedkCl+cunlzJo+n1132xnXK0Lc4q3Hn0BttEZkWQRAq92g14QjjjmOL376k+y68y5c/PVvUlAO1//kWjwFJUtHkSwgDFq4rv1ygJuBxrQZXT7oTWwTW8pE0E7hofCJQQLGnn+OVXHKW84+BwoWe+++M+X+Kn+58feMkWL3zaCn2EdBbFxLu16+/ZlPMm/WQrYZXMhJB58CIRgFQyfKROAVCwQImWcwHjX1WGLo9/tZ/fwyFsyfpflSDCDVlVXEMYhjNI+GCGkywS40Ze1tdMwbn3ob0GCTNsz81OraBkEtIGwE2hNte2AUtAve68E34Pxz3s4Pvvd9Xlr6Arst2Jxbr/oRK194FjyDMRXxx7vuwK/0MjB7AaXBuSzcfTfiZcvwEQhjqk6ZSlzBCfTRnpLBwIxBVMFhxIIW0NdXpc+HxYu2JQZMp4Df088W1c1Y8pd/YQVgRWAkEDXGKRRshJCMiNRISQ2deR4bWjl0Cu5tSnZ3Zz4pTDLT0fu0qYAEO2tjpU2IE+68/X95sVqAnbYnCUK22mohAyMvsvSvtxLhYpZ6KQZF1j7yDADjBpz52Q/zm9v+yJYDi5mWDWiMma2fsMErVRhOIl3JzivqQHvWT7E8l7nlAZLh5xjMY5XYesyrwzxsLCnEFrZVfJWjX1evbVzHbfy6kyy8YqWAXyqAaZEEMaPDoyjTB9PGEu04bgYRJd/hvHe8nR7TZM2q5XiVMtUZgxz2lqN58J8Pcf8//sFf7r2X3918M/9a8RLnnHkmeDb902dQX1unz4Ox+hAkIUuWLKFYrpIYBhEwZ+EclrU1b4NmkzDJanV6i2U2nzGHZBXayyvgF0tMVvoK6f71etkY6wpSm9hmV4OhUk0zlCmuvvpqmmnEe993FjPmz2PAc2mtXkawehXPLl3LaAuOOGgvXCPgkceWY9rg9fax615vpFTyNPRbQDJQWQZGwqqRIbxyD804pIiFD1oBVKbhOg43/uqnuR8/pD0+TKS0I3as1swBJBZxo93dxSY/T93ZNjSJXlmLTfLkb4BgrJPfEWeIQBxEenCmQf/0aZiuw5KnnyZNhJIPPQWPdivgwYcfohWH9FT7aTUDps+ay0OPPMKCBQuZP2eQN+ywGbvsOJeeIsxfOACE7Hjg3oRpxsMPrGVGtQw2/PvRJ2kM16l6JQxg5vYL2XzLEk88vkQ7cQFDEh5+4kG22nkbnF6glI/M1HhV/YeNhdEhVuw+vM41XlFMr65NPSjp39R5CzaIxZLnX2DrXXfk+nvu5Npf/5LHH36AK354KStXruKWP/4N14UDD1lIQy3jimt+QwJU6CWt13mp/RRxjy4EYKR56Rg7op1GGI5LGunCp63xDCIFvWVOe/fZSBRx9x13g+NSHBikZOZjdhxa7SaY4JaL3Vu9riUxMSbzZSN85aOhbutxtHYwYFOb62k7xfE9bXpZGvzx1JNPctZZZ7Hjdjuz7Q7bUxno4+nHHuNXv76Os88+i2222x6AL33ta5z41lM4+eSTOfqEk1g0f2see+JJLvvp1Xz3a1/gTXsu5uizTqPnspu48IL3cvnF5/D8g3dx5UWX0Vftp6BShoG+OQs47dxzOfuTl9I/OJvjdtmc6350BW7V5/ATD4ce3f0kTXFsnWpn5KFssKdSP05um4ja6Xx14vImhqFyO9XhqbvvYzyIOOvEY9l39wH6g4Ow7YDj5s1hi/++hHvv+F8KHziBwSP3Z8cDd+GyK6/i+aEaZx62NSoaYiRtMHfRZhoDB7SMNiVbYVYKtII2fYUqHtBfsXLomcnxp5/K92+/kzNOPpUHzz6NQw88hFtu/ye/+d1vuee+W5gzvZewHeAXNLVCp7S5NWksBuvT8p35sf65MqVpd9i61bOmOh2ViIyO1EWJSBjqVHKllCjJJMsS+dY3vy777L67LFq4UKZPH5TtFy2WT537IUmGayIi0my2Rdoiy558Xo5762kyOH8LKffMlP0OOkou/NzX5NnlKyUYXimStuW+fzwq++x3pMzwe+Ttex8ov/vkZ2XRwEw57w83y90iMixtabXWyKcu+bZss+9BUrSKsvei3eRnP7pegqZGkAZhJmGqKQFiiSSTSenvmUx4jRPRKfTpxh2KG2sqp16YTDKs30hEsqZ87tzTZbuF8+RX//uYLO9QKoQ1kbGVcsT++8oWO+wlz6wY06TBjXG59MtXyM7bHygLtp4vlJD3feij8uD9SzRkNxSpSSBrRpbKN08+Q/YtDsi9jz4qy5JY+5THs9xJ3ZbHn1gin/jMV2TxDtuLZTmyxw4Hy3994lsSichIWJc4TSRJkkmO53UcrJvoaM35wSYjOzvr8eW0RgqQTLAsg0azgYhQrZRzc0PRGhuj1N+XO1J0ol2CwrbNLvPfUKNJT28ZB2g2I7yyl28mEXEagl3AwcWIgBRaD9/Ldkcexhm/+jUnvPloNgOsqEZqerTrLeb3DujEaQAH6s2QYsnD0vQ2BGGbsl/tUlW+3PjKiVxMq4sc+c/bZESrPcXQ0JTmqcaAGR41Q28azWUvMmdOP6BIWxGhXcYtFajX6wyWq5CXQI4LLSJsyDzKgBECRkxYNPBIMRqAOGRVmwgoBkCrBX1mTtngIQaMtxr0lioYMagQVBViUrIooex5EykK3bYeWaxHw8uG31rfVdZvsCmgGcSMjNWJsxQFlMoVLMchVilppglFo04GjDkRt7Jtk/F6gACjo036e8uYQBIpTCPFQaH9z4pQpbkhrhgfGQVTSGzNcZ+sHss7q7OaehyfzfoHugaD6WjPiWMb2IZgoFCSYagNSKUDVjPk9QW1TvoJIU+mMWyarRTJaS2zBOZsNhcMAwywKwXKJe347K1W8wtk4KZEKiRRIYUcatb2IS3a+MSoRgOiCESRhhq82W61oLcElkkzDhhv1MgyqJYqepFFGjQQhRkWNp7n5WkqTF2ArzSo/wCpOWmCTZ5c0n2t82qh4NLfV8V1HTKVkWYpJd/DNW0Mw0DigP5ZswjGa90rp0qIY6FaLYAFfYNlRkbqGujmmTi2qeHNSUA7ifBdfVxuhg16ZveDYzCWRCjTYMHAAD2Ag6JoFwjGYgwFzVaonY5oeouS72GiSJMYx7AoFUuobJIk1rVkLZW7FF6fNvmg1NFrCeBXejQxDFDItavq1OYxcicVCWmURwHKFoqUolmlalbAgGaq6VhbKgDlYvl90FOCko3nmFgKipUSWNCKY3y3RE+1gmEqjExj5shxaUXfooOFjrNoQjavwnD/j+QxdYucbLRZU3FOHaEpwTINkjjAdx3CKMTPQYdgoOIMM4d/ZDonl0zpg1Sa6hpNKhNMU2kgW6aTQAWLdtLGdsDAZbwt9BeLWLVxjFKZ0LZpKSibKZKE+Ohkh9TRy8BMASXYjkWaBrq2pWEQhTGeX+yuuC5owOgsnyQf7Wun0JzqC+qwNk6thaWAVjNisORikJFGEbbnIUmM4Vq5QW1CnJGJIvUcYpVRybQsQwfahNgosjilz9TJMUk2jlP0kMDB8G2wISXDRCEY1Js1est9GIkJZg7BNCFoxhQrLgmpHnVmYJmWvn+uRRTG2LaNZZskcYrjbgR4s4EdwFz/n0ZXbJ0WJUn3VYMsz4/USRUqSYiThChOupNrpNYiVoJp5HTuhj5QGQJBq0mzqQspaPVsEbYSfMvDJSUjwC4WNVVktQySYinoMdH8+4FMBM1QRGmEbZnYlgWpYNuentWiOSqyvJiTGNpFlBkTiaSd7OVN84ete4RXUwIGoDPiq2UPI2mi6sPYXgExbIZrARrOnccxbQvL02Vw4jACBRJDI6nlVZAURbdA0NRfcyplsEwM1wbVYSk1iGOdxd1XLhNF7W5HUkvbwcWSpj93RDBEkSR6oWWGSRAkeL6rqbAMMO0NRDrWdZ5tQDK6iTHx6L488XbnCGuqDEkTLNFoCuIQQ8DxSth+URfzSKDSW8JxDZJ2ioqENINMpSBQLlcoVyo6gzgDlZoUvCIWLgZt2vEoCbmnPVV5toIWWDTaxsEDA7KsgYWiYHsTu7qpkRNxmIAIhm1idTo/SRBZPg10bvemRyMnF67o+BQnswdESS5NM8EsOkiqCBX0TBvQLo0kBpUhho3g4KEYKBQ1KXUBqk4FH4OVK1/EwsDvgfFmRiNIkcxBWrHG+BMTEOK7BVAmKg7xXYeglZCZMJ4lKFcLorl2HJSBmSl832e8GWK6Bm7R0RT1OQAljJKJqTH5MTH4DTY9g+TlUA3tI+8IDGzb1mpX6RrYhmWSNTTJruHo4gGtVOMDTXdi05U0w3QMrcVQekalGXGmiERhup5eITlBsMoUvW4fBbSTLk0UusCKNv69qq+Zkw2w/DJp2CBp636029ppXq+1MW0nt20gSXPabpmqo/VD80qY6yrz/6BNBIcnXyPD0HXXMICSm/92cxxUiGHZBKneoMfqCRK08tOmoW2legztmNiC0AQny/CwmT97kXZzGVAsg+f7YJoYJZ3G1gqaOhkm75iZZqAUdtEhNADLpOiXUBmUB3r1ySgziMKMYsUnAxpBpqmyFCxbsQa/6G74+LcRUhRz6j83bOCpNEWUyjWZDoFYvpZaY2iYr150KQsW74xbmsnc+dtxyFHH8re/349b8kjGayhSPNvWqtC0MCwbMVwUmuwMFzBNTBnEoohKY03sJzZJ6KBwWF0f4dfXfIc5c3sxnR48ZwbTS/0MlnoxrApvP+cCxIVSXxHL92gFLYKgheM6eWRXTzJbtLGtvfnmFD7719qmHqpy7S4ZhqTdSMH4cA1cgzuuuBzfK7Pz7m8iyKBUdTDKZa6/8sfM7p9G2Suy9ext6S1Pw/N8yoUCW/QO0mv4/PL620iwieIV3HnHrzn+hHdg+vOZO2cbPnT+BaxcuYJ21mTBlltRsC0WVgbot4sUBqdRLlSYMW8aPX0O+x10EOFoQy/sIOanP/0Zex5wOMW+Weyw064cc+LbaEUps+fMoBWsJ+2vY3d20Sjrn2QTltsrODRMQInCNHOlH7XR1riCRpOLvnkRX/7JDbzj3edx7CGH8dyzT3LT7Tfx17/+lUO23xGnWsn1j8otfhOF3SX6yDIomJC2E9JWk8JgPxVDh/GcHAnRAIrVXo4+7k0U3EsZT7dk5sB0BtJnWfriUs761GXM3nIRbSBqCT0lA79YwsxPZ3pKpdo/h55oXcvidXBTdMTb8X7rbBT9hyE2IjDQ3wOt1dz02+tJ0ozVQ3X+/tAw++40iGfCmw4+mB9fsQgyF6e2lgs/80ncaYN86ctfZObwCPNmTGfmG/chSxTX/u4mLvjghWyzzSFc8/NfYGctLr/iYv7rs5/m2l9cx69v+C3jzz5PZXgFS5av4F2X/YSj3nc2Rx24M1mtwU7zd8Tvr0CU8Il3v4/v33IrBxx/Ih/88EdQSczXvvoVfveHGzntlOORHEPWOQJOUK3mLp5XEl7XHTuFs0E/OlDpLg+FxCJZW6SxVqS+RiQakdoT98vWswbklPM+JmtEQ5hfHE1lWETG01QTzrYDaUfjkkoo0miItAJpi+ZbaIrI6noikYhksYjEbf0IRKLhTCQQGV/blGdUIKskFJGVIjIigYi0miKycqlc99XPy5Zb7ye/vXeljObXHVdKmqotqbTzX2nrH+h48TuUFB148yZ48lORLoeDkkxzemQNkbShCYCVyHiQf3DpXXLSAld22X5PYWAP+eIVd0stE5H6WpH2WlFR3q/VL8n+c2fLzvueqssDZiIS10TCmtRWrZC+xbvKosNOlESJRA1d3TAVkZFwrQQSSk3yca1aI/+8+mqhWJWL/36vrJBE6hLr/q4N5IXf3yZbYcsHz/tYV3YvNpU8PxZIU0RGwnQ93BSdyE8sG+P2ePne0AHrGROrsvOcxbmqLBQ1YVruRwnbAfNnzdI2UwZ9VYsSkLVUvuumFGybxx/4B6ee/k5KA9OZNX2QD3zgA/x76RDlio2VgZkJKx5fwiG77MlmszfjLW9+Mz/71vfYY6ed+M0ffk8ThwY+GY72LRUBp8rPf/xLZs6ZyV57zSLnMyRMUzIMBJMoTZlIYlBTxvmyIOJrbJ04iHZxTfoNwwQj1aR6ZsTqh5azYmnMeWe9k7kzqvzpT3/SJrDTq3kmbIiCGIpCxRactIAoffJFJRAPc88N1zK2JuS9H/wcwy2d+ui5YChF1evFQFPE0w7Ay2hnbZg1hydfGtLhftGBca/qc+1Vv2Jez2Z86IMX6JKMQH/JoFLwSVMoeVa3jM0GJ8sraLD1Gx/r+bxCMG3NaChRrImALYfKwCCzps/gzt/fyN9uvZuCFVGwUtrLM/p9h8wyyYgY/tcjnH7YW1jRzPifG27ix9/9Dg/cdivvOPsDxAJWmMD4MCceeTJZWuTiH32PM84+jV9ccTnDK18iVWUCTAL6aFMh0psho48t4+nn13DqKceSiEYKtBJF0XGwDZ92Ilh2GcHSRr+lNBGElYKdP6x0k5ytHfvLgLz+Y45rNh0wHVIiFC+QpWv4659XY7EFR71xV7YYSHnkn/ezbC3EjoOYBTIzxfPWQjqGmSR4EfhZvpYbMaiEx267hd4Adlm4PXYZ1sYBhC3MKMbAIUlsCimal8IfJ5lhQmxSnLUtNgblULBSYDTk4XufoMedxpzBQVzAFaiNNOj1oGxD2o7xTe3ENvJHx1bXJ2erixx+5Qm2ATtkQngG9WaTOIwwCr7+cKow+gb4+Mc/ydInHudtJxxDdbrPGe94K2ufXQEJhGSIZ/LBc95NURx+fOVPOfTw/Tnh+OO49ppfsGLFam679VEwUx665WbaTcUnPvd13nzSMZzxrlM47s2HMG9wOrE4tNGgQwF8Ysws4JobbqTUM4fdd9+NopFDnIxswg/VRaxOAhV2JGVk+WPT1JfBZG4eAbMTi+rEcwWbJnEwzm9+fw8LZuzLzDnT+eiHziJujnPXXc8SWNC2ICPWNWJUhqcMXGVgCQyNAL390K4ztPJFtpo5B8IEAQpuQTMExgmNWhvXyYdkmmAljCcNKPeyfKiuGXUsB5JI15jMTKIow686jI7XsQ1NeJLFChULpYKLirP1xHH1+DqMiBtq64SKNryKBaGn2oNbKOgXwlBb56bB8W8/kyf/9ShX/c+VHHPqifzhz7ew90G78aULvomFRT0JWbp6Fbvv+Ua2mVuhbIJyLWYs3IzxoSFe/PdTEAf88LsXk7klDjthf5pZRjuqc8RR+1NvjhLku7khmiWmTEIwuoaf33gT2+yzLzvssk33JhdtpwszcUxrPYq8s5pen7CIyQREG1tNAMzE0KdWLFxMwpEmT4+s4A1H7weDFfbedy+S0RH+9udb6DADZKCZc1LBF5uCYZDF0Dct/4FqkciGZ5c9Q7Xo4gG3/+kWZhbK9PdWOejAQ1izqoFE6CTnJMP3i2AaxO0JtkRdeQVG66OUe3U5mf7eKgKM1BrYrontGjSaLUzXes0HoY1Kt3NdNZlIV6ENIM+HeotkZISBeTM4+uijufy7P+bZZUs5er+j+P1vbmDl2pWEaYZbLvLH2/5EX2Ee/eXNmTl3DvO32gLq4wyteBEQqoUCbk+VpUPgWBbFgs+MmX0oO6OpMlKgZIAajyBWPHjX3SwZWsW+Jxzb3aIMunULcADHNNFUmesO2Zz0jU07QhrostGGQGooPUkMUycRKzT/UmLyl1vvoO4r3IWD4Aph0mbbBbNZ+vi/GG9pqJdggrIgMbDExDH07h0m0Gg1wDGZs2hr+qb3k0RtXOD4Nx3BXX+9i2OOOI61q4fwHF+Xf/Q9MGxMMSEO6S+XtAqRFFwLooDUVhi+RZQXIRWgt6fCyFidDChXShsU0atZoq96+VqmRZImedUMJn60XMIZHCBrBBR9j4CAqtvLQYccCBaMj9fJMsWqoWFOOeVU7rn7Lp564jFuu/XP/P2e+1g2tpL3v/e9MF5nsL+PtpHQtiSfMIoXl68kRYhNPcFswE0tiE1+ffU1+DOnsduRB2uXh2TdiOJkHZVE+eFEzJc5lSeqrW2CJpu0fQRAu/PL8v94O+84u6qq/X9Pv31qJo0EQhopFOm9I1VApDcpCihWXtvr66sgvmJBEQERVESR3pESUBCidETpkBAIaZNMvXPb6Wf9/tjn3pkEAqH423wuM5m5c8/Z6+yy9rOe9ayUAhEZEOf48613s6y2ii//6BuYPV1M2WQrli5+ltWLX2LxG0Opzo8BYkOko4uOESeqYJgFTqEIaMzaeiv6Blaz8OG/EI4kkGjMmr8lbW0daLFatdOwAZgZ3EYAYUDBStVoLVNBTKbGznvtzEuvv8zS5csQYLheR4C2jhJBouaH56/zzMcMtveanuu16rqnhihOsEwH07KRWFTsI40nrFj0GkabKgmcJ4sQ8/yrLzNQG0bXdXoK49hmm+1YvGQJG8+axuSpRWZOm84Ws+dhm7DxJiUodbDnvvvSN7KKV5c8hw74rs+C+x8iU2jDKSofDFAaYkuH+ceDT7L1bjswYZLSLnc0g6bHlQS+QtEFLGMddUNpekvvDi6/76ZFtKp9oI2GMyITVgzw0suL2W6/Pblmwa08/PRDPPbk7fzuZxfRGFzF439/OP2rtAeajeg2UeLTLHUuAK7H4UcfxYzNNuXRhQ9SzKkVGidHEMZknQx+Q0UuksoIjDQoldpVoLtRbcFWXmUEMiYnffbTDCbDXHTJRSRAMZ+nHoZUPa8VKrKctQvDv5+2QdoUAIZhEEUhppk+jIwDkrB80Rscd+JJTN14DgccfjD5Dlj4yBNcfctdHHfCCcyZMQuiKud/9zwOPvhTnPCZkzn6pOOZ2Z3liaee4faFz/Odr5zD3ltMY+djjiV38UV845xTcc7/AUnfIAvue4w1QzUwGzTrEQAsuOkBNClx8OGHtABAI3U3kzhuqS+CgWFucDc/eNOVTJOazenqNRpDYvGrb+Khs//H92CHXeZTopfxJGw/3uCXl/yOR/66gM9+/og0ZGWAncPP2NRjF91QkvedBR0/AKezh6986Wy+dM5/c8gBizjr9JOpDtR5/MknGdc1nka1AuPz6O1tQBdRCIQhTqJWokhi7FwWdGH23rtx2qmnc9nNN1OzYM/dd2Owf4C777qLsz/3eQ79xMEErkcxl1sreP+OlPN3aqOQWKz0IcZwYJvfNgG2arUqLd2KJJD60GqR2JOLf/xD2Wf3vWX2prMkYyHz582Wc//3F7K6P5F6LBInnojnyaJ/PC6HHHW8lCZOkZ5cTnbdamv5/Dd+IINVEal5Im5Vnnh2oex16L7S09kmO82YIzf94BKZ0DNZPn3H7+VhEekTkbAvkuNm7y0HbLqTvLB6UJaKYhKLxBKGvkgSqb7EkSResBZ4vHa1tVF684djTCvgMZJA6tIQVxrq+p6IVESkKnLhV74gU3pKcsvCf8kqERmSQUlkhYhbkz1mbi0Tpm0tSxupTkdYExlcLYfP3lJ2m3uQRKH6qEA8kXi1SHWFiCty2y0PyCf2P1C6shmZ0T1VTjn8JHnt2TdEQoXvRpWqSLhabr/xCqF7ipz/50dkSET6hleLJJ7EwwMibihR/4j87JeXycZbbilaR7tM2mwz2f9Tn5LVlaqSCJF3EAF+55J8b2utksqjp8h09mlrD9LRAZrGn5pV2JsztinSpUUIFm6oozuK3GATKQkBTSOwlFqiE6lr+enulYlCxB8hyphYhqPwCC3Lyn++wGYH7s5pN13CEQcdzxRg00SHGhCA1638njzNAvMyerfCKAEsZY+O7cxYFsVas/N9tpiEGLWCmUQqtpk4KkIVNM1TxzM0PE3VCzIok8NHC/PgOkjBwtfTlTiuY7g+6DmwM0TpLm7GAUhN6UuYXYxUfNo6LdWL0CRxQc8yxr9JoN4LxTb6UCWo84ATN8gZaY3ORIc4Ispkm/kkamePYwxNx9Zba/JaXM0NXcH00Y8c++aWF/H2Jro6IZHyOZo8dkF9r1toho6TDq4IGKrU1T+00SBz826b14hNDS2fJ4k0pB5B3QNJcEoOHV3tdJgOHeg46Hg6iplZVJ/njzTQonRwCSRhqMRkIR1Y79z7j47HOrbOgK5OjS1aNmBAbDskhk1Bh5xAFIU0gkAFXDMaUT0BD0RidMNWpV4yNp5AuaZYIn5VMVlJLBBoa3cQ0lOrCXoqhVYf8ahU3RSzaQMxMFOTGYBpZNTEiyOQEGxzrUORBWQNA1vXCJOY4crIWn19R39sPU7aezon2rrLmAZjiXWjFo7AMIk0cMOYrBhqkbMgX2qjufJpccotSydQE7vqc4fozBZx7Db1eYUE/AYvv/EcYVzDqSWtE2IAiNTIWjmMSGdCIUec0BqtuqkjcYzW9FLTarv/qTbKBUsUpzlVEFQ8J9XJocgj0aDTzWAZOm3ZApBVkEQCVlbH0kE0JSOq+GoJmqVTtBTCruUKQEI8MoRetNHymRRa0Ak1qFV8OhyHfHuG2AAhIm54mIU28rQy3lIoBLUSZtSJU0fR7uJEQVICGIaOoxs4pbYPvLqPoUynBlqXbPiuS2H6d5JAmIBhEhjK2E6ikhuqKPVkk3SrTCkUsamYpHZKY3bxFebdsMg2e6z5YIaEAoNaDt3QaSQJHbpOBhcHDWoZNXZztCqGrcPxRpIEbayjryXpCTIZs0XqH2KLVORIBaGkZjFTW8XKlNW0S/lmbVQzAkNIgkjVVIoFb2Lk2QAAIABJREFUXdchYyGmofIZEsEwLCwNtEgpYqobTtLdQiH/VTcgkysgCWTTRxjpyuUxkxg0gyQxcQV8PcHWoZDoavU00xvEWstuoqlHCoKmaa352RwdG7pNfuDj1dv8M10HEcIgRgwDR1eyYFl9VBZI3Z4KO6TftRgfmiTouoWRa4KTQlivYjk6ViZPt6YkuhPGgqaaCj6KsncjiNEFHMcY4yLqaM2TrzZ2Io392mwfDK7QUeBui7mSbo2SrmBKFkKwm45tIqn2uIZmW5g2GJJusnECYqiCwjrEIiSJEMcJumnihZESY04S4jDAsmwKGYNKJOTM1DJJSCPxME0LUzfxKg0y+RJ5E1o6/q0HKFTqVUqZTiSEOI4wLBPNAlsD0T5cmbAxK9hYd3fM13fYW2WdkaqRKAcfA3SdSAPPF6IkwckaxLECji0StDgF7XSVr9d85kEQYmUsAsCNInK6phzMVI8hdkOMQpY6MRoanlehM1NQcjGagdipzypqC9ZEKQKZljY6IMcI2Ur6/2avjQ9V6WOMndIzhmgqJzRKoRMHEy2IIAjSIgpKl9zToebXyZsRZpJgWXnQFDs1CmNMW4GjYcpsq8YJOUPHlhgzDjESAzSTqqV6mfEDLEfDI8EVn3atgJboqj5kJoNrG/hhTL4RYTkaZCSlbFvNhwlAHCUEcYRmgGGamKa+1v72Nrji3Z389RjsPQbXGNoZGNAYGYJQheMaxGhZ9dgyepPcl6RpYqgaVNHoZ9lioUUQEOKZLp5uqE0zMcEzVK3ppIadKDysI9OufmdEhEmVgeGKGizpIhFEYFhaq3bqO3fu3eOvG9zSfA0U45lAa9olwUeIEbRQFNnRsdKlSb1fNyCXy2PYNrqTluNJP89MDPB8NFQYpz9wCQwdD4g0HcM0CcqV1iEmAaJE7cEJCYZmqmB0ECncEiEWyFgGVt4BzaDh+8RNPk4EuDHEYFg62axNJmO3sM8PMv300S/v/eetEz9q1VJZLsoA5/3fT9lur4/T3tHB9M3mcdIZZ3L/359Q7w/VFqC1KiKNXiseG70JQSfATvHsJALXRa3VoVpoLV14a8kijjv5C7R1bUJnPsch++7DE08+w4oBtyXnHZKQpIPN913W5o1rY+7jI0DxNVTAcIw11Y/1FJePwBuExCfq97j2ihvZa+f9KBbHM3ezbTj25JPoD10u/NVlbDF7Ll2WxjhboydnkC10oOl5srrFjEmbcOtdfyZCyDPCyFsvse9ue9KR6+aXV1/PQAR2Ng+JjoNLjohn//0yJ558FtMmTGajrm4+dcAneeCuh9JTrpAzHEyxufTiyzj4kMPJtbWz0ZRN+Na3vsMrrywa87xHn/tam+Z7xIpaPlgzbDL6x0nrxLguXiRJOlhCFwzhc6d/jl/f9ndO++KX2WO3uaxa3csNtz7Es8+8wn5b7EhHHkiq6lNcA0yVvycmDCeQ09ULM0nTFSLySQKhjteM/UgOkoig7y2OPOxg3ox6+OGlV7BzW8RVV17BWWd9ne9edClHf3InJTwXx9iWjkZEIk3KtE5T0qDVx1b7EANNCxGjjoaDFmUV2c8AXdfR0TFxIT8IQcgpR32Phx57kVO/fgSnf+tMRiplLrjkZzzw1FPsuN8n2G/armi9K8nmypz41XNYVprDpT+7nO76MI6dsMnO29NJA+I38N56mlVL36ASlnjo6SUcd0paZyu2MMJBXvjXc5z62cvwQ5vv/t9PmdhZ4q/3Pckl//tDDj1wN8CHCnzhjLP4zT33cfSpp3HlF79EpTzA+ed+l3lbb8Fm82YR+C6OY72t2838T3gXCb91QdkWMj1GZXqsoEciIrHfUCId7mpJlj8rH5s+Qc741g9lhSgl6OUSSn8i4jahct8XCftFRt4UaXgitVDKQ8PiiciApCh8LIoqLTVZs+ZNRbWuRIqlHSpm83C5Ju6Kl2VyyZYvfv9yRQt2PfEXLxYYL5/+1q9kZaqgXBaRukQSSSBhVFNYdBL/R5D8SDzxpU9CGZG1oO+WYYdF6o/Kmw/+SXYff7icfdgVUh5KadaBL31+QxZJKH2S3vhAQ2TpE3LInC7Zau9jZUUi6s0NRf72o14R7+9y13cPk5mZguy02/HSvfPJ8kRZxI3T63uL5KCteyQ7ab78fVFKFa+p19Ciunp+waAMPPCYbExRvvTVH8ia9PJDItJb8cQXkUqtmtpuLEVajY11x8U7tfc1bZMm5t9cFk2LcqXKm2+tJps3U2cU8ph0R5CsEPBilcaj2zz30hLOOvMMOiePY9y08Zz91c8ztHIEPUAVdwp9Vr7yFl867QtkbINdd96G2355FZPapnDRXQsYbMtT9RuElYCJoUExAkIfe9MpbLL5HBxDJ1I1G0aLzSKYxv+HWOS6rXmKbL6yOX571dVUKmU+f/YZNCUobMumaGcpNktU5dObzzpElTpaLSKngdsATDCIVUGsKMudd/yNno2ncOyxRzPw1D955dElo/jBG328+UYfO594KF0zUwii5hOFUNo0B0RQGea6K65mfucsTj72eEzAS92S9qIiEIyMrA2yvt94R2uAvZu723xTlGo8mJZDk4/f3t7Ojttvzl23Xc/TzzxPhrTeuQ+5cZqCrcVj5Yuvc/KRn+aFl1/n0l//iltvvpb77v0zp5x+JroFGDpJ3WWHbXdjxfIB7r7zds46/dNc9rMLKeRzLHcbeEDb+G6O+PhuXPXzi1n0bD+uRHz9299g+fLl7LHLznQUIImhXvew0yranuu/44Hlo0LylX3SU+j67B/Dk08+TS6XYe52Co2IiPADn+HyMJoidVOPJCWANWjPFCmSBReyRWVYnQTDtGC1z79eqLDtrruy+x47MnWjjXjp7wvxBbA0Xlj4BKELk3fYnAGgMVyFrIOZg0EffMOE9g4e/vMDGCMu22w1jbqvxIKL2dFj0ORJk9X9v61fG5ZJ+r5WMBlbODBSYJ82bjxnn3kGjRUrOWL3PZjcOZXPfuYcHn/1TVb7AWu8PvywzpePPwOtL+CuW+/i+GOP4xP77ssfLv8Vj730Ajf99Wn8/jU899gT2G09nHfBz9n3gAM58czPcNDh+7OmWiZb6KICWPkCl199JTNnTGPXHXeg2NbFn264kTtvv41DD9icxghkDWjLZ9BJqIyMKIG1d20fdqg1/dcxp6CmzdLfJwPD5PIF7IwNgYINTUxs22ZcewcZVK23JKOpQ41p0unk6bZL2LEyd7U+DEkdvIjXnnmTWDfZZZ+9aWvPkK0O88qjf1dupgHlvj70BIzuAiNArrsIvf3q0QH9GAxXXHKxwfTObggh76zdI98N8HwP+RAZMW8bYDL2V+tIfFvWmOIrIqkyjM4hhx7K6jeWcMNVv+OAj+/DTdffwB477cyvLr6YQraE5lgM9A1w+MGH0zWxCwG8cpk99tiDUmcXTz3xJE57O7+//NdUGzHzt91Rnfq0kE8efjBOxsJPtBRTTfjsmZ/htb6lXHX7tfz1gfs4YLe9Oe24E3lowYt0lFSCgkQgSUKprW00ywf9HVayj2Ida8aE1jHnmGvpZp4wEIXhZMGPmicyTW0Goqg+IYCpQRgy2NdPbahCzlBJXMVCAVsHxODWexZCbiIz5s9n8oQ2Dt1zR5b8+5+8sUZJi7V3FMjaMHnieFxgSX+FHffZk4JTZP6Mmfzt1ZcZIENHRwfR8LAKpqf32mgkxAK5rE3GyaRn+vXb7d2IAhu0gmm08MPUD9NVVpGeBtoKJaIg4IgjPsk1N/yeNX0rOHjO1tz+08tZuWoFa0ZGqMQef7zzBorFLronT2XCnDkUx0+g8vIi7KoLYUx5VS9dnRMw87rCywiY0N5GXjfQMllcYMFNt/PEY49y8g+/zqxP7MQu2+7E76/8E3aQcN0frkY8tcNYBkgr4L3+B//RtTFbZPpKtDGPIVug4UV4fl0F/e3RQFUcxFiatvZDMnWCOFYpY6IgGzXhY9zhMn994iW6pm9Otq0dy0j45P674Fb7uOamu6gDPRv3UK7DqmdfZBxQ7Cnx6xuu4cKvfgWt3Ieb6cTv6CLf3UY56iUe9qg2VC+KOb3FD0igJVTz9mH0bukeaTfW/6u1Z3YUCaapkSQQE2PohuLx+nUws5jFEpgaQ9U+phR7OOYTh3DppW9SL7t0dEzCsHROPuUEjv3Ot+mtDbFRd56hwSpO2wxmdhQh6KerrQOroTM8ImRNn5xlMLC6l8TzGKlUMIEVS5fjODbdm00h0MEqFGGgxmabTuexhY+omFkLJE4ULBFFoyWIx9ioFdpbC6P+IE1nNPg4+mWt3cApMnP2bB752wBvvFRj4x0KBJGHluRwHAOPtf4UdItcWzthziGOUazWGPAbuK7P04vfpIbGNjtsj7u6l40BU+/itTffogpMnzWdiZ2w5qkX6DxGrWpb7ro12tLXyBMThgYNwOppp/FqQKU+TLZnYivS5fsRlmOSCOQLJT4oKN2y6nqA+1ZzTDXD4jhGNwzcWh23XAE7x8CKVap0r8C0Yh5TXJ5++TmStjYKuXFkJcPUCd08+69H6dh0IhvPm8PMiTPYYe7H2HjjIk4JcAw+fsD+rFy5nNVrVuEnysd78MG/oElCqZgnBOZtviUrVge8/MqLaXIFIAmV8hDjx3W36OYAhm0jYahwt/8cmQLl8KYCKutcp0V8inXOOPNsIOLKqy5PbergWDr1eoCGqmJiJkBsgmg0dKhrrjoEJUCkQ5Bwz30PYHaM47++833+suAvvPzCUyy48xY223I29955B3UPmDaN7vF5Xr37IaRvlIUyUi+TMy0sT/l8X/vpeSymwo8uupDcmHoVTX97dPVS/RwLTm+ISY1zzz33XBgdXOoCzeGW/lTTqVRq2I6NaSjWgeXYWBmHV//9L4484mieffpFosDn9RXPcckvLuLO2x5kp7325fBTjsEydA7aaRuuv/E6fnv77Ww0aRphb4Vrfn8d//2Tn7Hx1I2YuVEPM2fN4Zpb7+LGW29hqy1n8uiC+7ju11exxguZduBBbD9vJj34PLjgDh5/cQmdbR3Ea3r5wbnn8szzr3L4J49gv/13AyCOA5QaUKwKd66zfElrlVFkG22DTfbOTVA6PU16k+gqG1tIMFGFRSdPn8uyxWv4/Z/+wDOvPElIwMIHH+WMM89k4zmbMmv6THKahu75EFS57a57qeidnHTaURgVwEogA//9rf+lz3f41e8uYc6mPdgETJm3Ga8tWszjb6xky622YpvpPey01Tbc8qd7uePG2+ieNI4X/v0Md197LYuXrWLfo05mi6ndjOvqZOnrr3Llzbfw6pvL8IOI++9/gK+fcw4bbTSZLefPY6QyokQG37G9h+WagKOfvlraAyktugm4NkHJkUYgflOGIAlE/Ir8/mc/k0M230Nmtk+U3Hhk+jYT5YJv/1R6l3hSTvE9qa+WNx+6R0771NEyc+N5YpCX3fc+VI4755sykCQijWGRalmef+I52XP3A6Wns0v23XZbufmCH8uUzh753kOPyyMiUhFPVi55Xo444HDRcKTY0yGztpwrv7z49xI20puMReJQiVCEXlXiyHsbxVd9iSWRUJKPoJxfS94iikUipXbti4gnsSTSEBlaIeJ6Ei+P5Dc//6PssOuOYhRNmTRxYznzrC/KypFB6a0Oj+pljCyXnTabKltusafS7GiISO+wxKvekC1mTZcDjvmC9KdvFWmIVFbKi/96Ush1yf9c/FsJU42PvqcXyakHHiMbTZoiHV3tsstW28pf7nxA/ESktyxSqQ2LSEMuvuxS2WSzeUImL3O2+JgcftSx8vrSt1LZkmQMEP8OJf/exXatovDNKKHKGU1p0U3XXlOpXQ1f1ZfOOgYSRXi1EQptBZWWFapqS35umJoEdMUTIYFegZID+bgMcUJY1jHz7WhZCHRYXQ/pyls4fg3TNJTPFIuqdRJD/zPPss3+H+eY31zJCUcfwUQajE90cDMqwJ6JcElwPJuCBUNDDYptWSxbBbiiMMC07NEQUXOF0WCsX6F9iLikMEqe1JIo/XyTIF3BLHyMEIgtdR8CYS5A0NACS7mymhKsM0Mdb7BKpkcDXSMmjxaiJELDBLI+AwOD5CZupApRxGCJi2GGgEFAnv4hl+5SVpWbqbiqECwBZG0EU7kQ6u14ZshQOEKX1d3iSI5tQ4MDdHd1t/69fvLOO9vuXSzajEAqYlUcC6ZpknGMdPPU0UwLRMP368Q2xDkdG4surb3lD06wwY4DgroLtk3S046XVuKIKw0m5ywsIHYKBEkEjT7QPMoJ+AZE9Zg2w8KI6ind2iauR+rOvYCqX8XExMoo1CSXz2HaGkmSEEQhQRSxVt3DFGEfPexJ6hJ8uNaSSU+t0xS3bjJO0XTioTLeQA0shZpFREq6UkAnIgqUGG+mq4iPyWC9jk6kDi464OgkYUz3xEk4gDfs4RigmxaNOFQcilqdyaUstpae+Is2WCHYQr1cpn+4riZXDPiKdaFbJnVfpbQlUUIQRlRrKgu8s6ubaCwRkXXl7d/d8d/gKWsYGrqhqO5xogK5+UIBNA2nkCM2le56lBiAQ6LB6n5P+WuGhl1qx/UShmu1dJb4GEaIkUC9Am+sGQQroyqZhmV0AyINBl2PQjbHZMfBIiaLiVFQKjSUbDqcIoFXVewLASeruhxEIYZp4WQyhFH4n0Em3rElrVPGWtd0A4zObjLjCqBBEHskSUQup8I44odkLIvIh5FaTKRnyOY7QFyIK6OwZEaJHyeVOuNKGcV7Q8c0LDQ0Mk4eYiWkGAqsKvcp7E2HfFsb4zry6vbqEXgeOhFZTApOljDwWdPXS8YyKRbyeP47Cc+tp8/rae+yRY5VndYQzaTuRzjOaIKARErx2XIsgjDCchzcKEEMu4WjmISEYYW81aZORylDt+EvJ5dvI5YSkaYox2qBf4vET3Cd2XghdGlAvU6ogV7IE+rqXmuuS87SaDONFnW02lDwXExEFLrkspkUXR/d/tYmzClcSbUPTjhsklR1QBMftIRIy6alSRNsQsxKBHZewehGRJwNFWU8zT6SpIbmZEBMyj7EOdAIaPcH0M0caO24IYgDWUBrVMB0CMQicTQi+pFGSFGbTLOIU2TDiOZhIYR+g3YjpwiKodp5yEBoVmlIHSvOkTMLa61OQRigGRa6PorRjdpvXVbwOyNe72HRJtVYJwxjRdUFglCIggjT1LEyFiQxtpFBExPLtFsJPQA1r4JjZXCjYJSd6Prk8nnKUY1IgdaYkm5/6GhOAS91HSITKGSxrDxGUwEAKGRN8qaptt5YBdqzeRVSsU2TbDaDBvihRxMQbBlnraXlPQhNG9jWCmxjtfRgmzKdZFONB9tFtBqCSYxJuRKoXIJMhiCFBNozYIqQQ0d3ChAJtSBEd4AY4tBXHG1pYFs6Fhp5chRz7WqexOo+RgYDMmRUoVKnhJi6imoYqb+gQ+SHlLQcWTPHUFrjQASqlRq2ZWONGVxNX1PVrduwpo/9Zu3Rpo35qqsaiGmzdXBsHSSE2ghgqOyYEJKG0G5CVsAKoDPTRhgExGZCaIVqiSxYNLAIdYuEhLwJuVAligwFGQYTg/asOpWHhMRGygDtB4cIM+ylGFUxvTp2roRnQE0JyeDY4AWBAlETj5xlILGPRvS2odT0Jz60NgURUCemDpo6qBgJ2DHYsZ5qUwBBA+xBPNYAFr5rkG2z1a81XWV1RAFEPm1JHWqD+JSoOR3oGQs/UMwKMxIwfUJNVV8zGqC5KjMgsqGeUQz2rjabfAid5HDxlXiwoZFUhyEPruuRtdvRJE/Njym0d1BrhOhAqVhA0io7URC1BtdYFSB5D/+L97SqNvoWXR/9kW6g6DWRD3ZT41390slo1GpK3103IYoNMnaGPDEWHvXqEGiJYq0m6iGHTQc5gKLdQ1ZXqWtuKsThxaL20E4I6mVyVrrs6WaLFmM76r6UopSpqJOJWjJNQ6d1aFln6n00pGlFjlabtz4aV2u1NNCXNSHxydoOhgtJqFIKVjZCqqGfSmMFgA9RnYyTUYzc9FNCv67ilhmTOAyx7CzEsdIKMXMgFiORj+aAkUn/qBxhRGBRwMMBw0Fv66A6PEw2ZzOyag1EOkVb1YzK5SxiDdxQiDRohDG6pXYuY8xLSwNd7wXQb/C0bdrLD2KSJCGOYzXqDIN4ZIjv/8932WL+lrR1Zth8x2345Knncccjy6kbGhEJWuxB6JEv5UEiTKnTaVpEQCPdS3w3SHlcERGgFXLoTbGtEmCBk7Hpe3Mln/vytyj1TKLU1cahBx/Mwkf+BaTFZnW1IhmGk8a5U3z6/dHf3lfTMdVWGKjVNtCVoFxkQGwm9HsjoMXQn/Dwj69mQq7AtlvvxtIG6DmLjJXlhuuvp9BeJO+0MSUzgY3sdrJaF925TclrGebPm8NFf7ycSAMj6eCNR17iuFNOZuL8WbR3TmC3XfbhzltuY2i4l49tPYe8rdHZY5GxNLqKnXTnutGNDgpOgUM+cQQShLSNa4ck4OILLmTv3fYjX+yic9JUjj3zNFa5VcQ2EC1N2E1SUchYEQqa0YGAUU923bbBTDwvdfBtWyVyaI4DQQ18j//53nf57fV3c+pZZ7LTXtvwwstv8uBfXuOZx//OHnscj+iiHPyGD0WDJAqUfnvGwI/AcdQq5GQsiEJyZoaB0MOxMkRRQsZU1GkH0Eaq7LvbPlS7Z/LD313D+IzHhf93Ad8/97tcevlVzJs9DoAk0TF0E00T4ihSHKr1tg8bi2zO7/SjtGZeQDPvNiFfyAA+BBn+ce+jaISEocuagSp+V5GCEbPjjjvx+5uuZ2LeJnljMeee93Oy5kzO/clFjCvUqYf9TN9hC2Jg8N9vctThJzM0LsP3fvIDppTGc/kvL+XZp57m5GOP4scXnE9SHcZu1Pjn0tV848o7+OTpX+GMHXYhGepl0mYT0SwDevs55+wv8sBzLzNzm2256OKLGfHq/OGaq7n/vgUcd9RREAu2ob3NXR3T6/VbbywSPSq2HI9SZBOF0gaJ+r0Xpe9J6yDWlr8m0zfqlpPP/qr0i8gaEemNleBIMJhSlSUQqdUU7FyNWxeKU3i4UY0UAu+GIhVXJEikJkrxuFrzJRJFxV5WHZQVC++ViSBnX/gb+beIeFKThY/cLlCQS6+8S/xIfUzYvE8JJQpdadVAXEfcJZJYIgk3DLJfT0skFj+VJxEvFvGldf9KeMWTiqyWIFolsmpADixsJLvN3kbs0mS54I8PKkEXEQmiUAbjsogMivQ+L/uPHyc7b3WU1D0RiUT6+98SV6qyprxadp66g8zv3FLeWNMvy8K6rCpXJE5EqrWGiMQSNsoi0aBIY5HcfPXPhe6Z8q07npMwEokH0s57nqy89yGZS0ZOOP7TUhHFtvYTkSgNbjTrhKqohHr5LZuF6o1RKOvjTG/wtG1m9hoG+IHf+rmmabiuy7TpmxIBHmDrlirDWK/hNhq4ngdmnvLryzn44MNwnA7aShM49phTGBxokM0ZEKkEkv7XV7H71rtTsCx233M3/nDZr5k5bTY3P3g/VqHEo48sZNOJ4zns2E+nqsghW82fS8+EifzzmecYKac7d7NnomGY9gZsjx/GE9PTrTydz2NpOhqgJVgkuPURBp9+Bb+hcfpppzBhfDd33HaXimMLaIaJo6vyxlgGRhhRsEuqLxp0d3fiDqwkGKqgdU5kz6NPpNjRSZtp09GWJdEick4GIh3TakOGXahV2GjyeJgwiZEkwRPQS+qe0C3uu+EeCpT4/vfPV6lxIzXCMFW6Bjo6igTBKK7XfOnr/mC9ltnA5gcxfqCyqh1bBT7DWo2RkRE620rcdu3V3P/AfRip8xcNg9k9njBXwteF8mOPcswuu9JXHuDGe2/nlt/9mqUvPM9eRxxPNc0oarz5OocfegK+a/G3h//B2ad8mut+fSnLly7itRXLCDEZHh5Bj6G3dw3DCWhoFDs76Ojo4sUXX1I+WDoZYiV4+i69+mhcfLVV6EqTIqUJGahtsqqRCuf5lPI57rv+bopJln222pZt5mzGk/98hiUjUEnU+xuRi0QhxDHd7R1EoU65ChU3AYnoyLaz+sXFPPr8C+Tmz0PTdDL4QIWytxq3Vm91SytOhlw7/at7YaifOh6aCRg1KvUB/MEyf7vnMeZN2JxJxQlYQFdbAc0GvWjj6eBpYNhq+mSAjIAjY6Cepte/nrbBA8yxDeXYg6LRhiFWPs/EWbP48Q9/yGBvL6ccchDTZndz0inH8s9/L4EE+kYaFOwc3/na1xgur+Te+xdwwP57sutuO/Kziy5kebnKbX95CiTkyYV/Y3VfjYsu/h177rQDnz35JE761CeY2FaiY/xkfGDT2fMIvJAVi15hog4mGi888y9W9/axdOmyVjJFNAaL8z1v7c78B6g7LYNbgJm01GwslKyULi6gcfMjDxN1jmOjHbfjiMMPhYEK/37oFTJG6r6ZlgrBlYfxPZcwTCgUIZPXIQghSRha0QulNibOn4eq4JfgUqaYyZIvFUajfA2g4dLRXoJMFjvvUI9d0H3y+RxOPg++TuIKmaLVAgMqQYSH8iHrYdh0K0dx6bHzci387+3tfXm2XvqgMk5G8YXSAXfQkUfyxqLXuOXm29lj/tYseuY59jhgH777vcvZpC2HXy7z0rIlHHjkUbTlCviNiEx3O/P22JGyV+fll1+EqMEtf/wjTnEcU2dOU70LQw7YZRv02MPzlDbFDnvuR76Y45pLfkZ92GVgYIBzz/8Jum7R1dWF68LIiKKAGYYaXE4ms/5OfYQtTk+Onga2ROTChIwHpg92lKV/2QoeMyo4n9wZr2Sw7/77sXFkseqeR8jHaTSlmYXc2YmmaQRBkMYISWm6EKQFMaIoSjFVjSxZqkG1dS+Rjxrhvo+maRAEa+VUREQEjQbZbLZVys911ddTAAAgAElEQVQYMxo+qtDaBg+wIEzo7CimF08v31Ss8TycTIED9t2fu2+9l38+9gR7bD2fm67+NYO9A2Qsm3IQcO1tdzJz7lw2nT2X7k1n0NXTA2tW0rfiDYg8iH0KnV0UOtKLxhFtjk5HMU8QKG2G0qazuOKq39LoXcJWPR1sPmdz4thi3vwtmDChB8OAtjaFRsexqkaWxOscov8TgUlRH+sBAaJiR1GikPMECE0W/Pl+BgyP2fvtxOK+ZYSey6zx3Tx+3z1EjVSdR3MAXeWPaTqdHSUMUSpLADSqbDpvM3Rdx13RiwANEhIcinanWkniNNCtAxkbTTehrYSFSdbIEtUiTBzsQoGBah9aTqM27LaghpJtkkWtvnnLookiojMaUdNH+/1uftgGwxRRFGFZNqBmjGbbuMNryBbyIBr1/gq58SVqQLFkc/r+u/LrX/+KFSsXI/YmFLs3Yrtdt+BrV1zC8lqFuNEgXypiFAvMbDMh6SeKInoHenEjaK8nkEkI/DrLeocJA51hoNrwmLH7Lrz09CO4cYxjOVQbCfvsfxx77budwr00lbrWLLigG8Z6DNC00of0w1IDv43uYoji0yQ6VAzu+NMd0DfABV/4HFfoCY2+ftqZSCbTwaOPP8eOH9+SmoQ4SYzT3o7hZKhUB2hUQTN87JIOE7roqGt0N+q8vmAB5qd3IaaARoiJwZr+AdqL7TglE6QG+IzUG7BqNdKIFZ7ljFdqF3rI9K2m8o8nnmZVdTXjmcZIuUpXrogEIdmcBRp4QUziGC3tD41UTagJ78N6/bANXsFyWTW4+vqHWitYtr0ddB2/ViPfWSKoCQND/YSBy5urVhEZFm0dHZTaS4iZEBCQzTl8bLNp7Lj1PObOmMqm4zuxLCXEceyJJ4AZ8tiTrxEbSpDjqaf/ycTOIpMnbaxkMksZSDwKXRnGdbdRsIsseW0ZS5cuZe99dieThVpNMEzFAGnUU8mCd6lp+D5Nsd6mrftdq5aiDg1YtXyArXfdlt9cdxV/vvNOnl74FJdddiE1v5/Fr79KLJDVLKVA+NZK1gwPM2XqBNqLYOcd+patIsIg39PO5pO6eemh+6lUPFw0oliRmbp6ujGzOmFcBS2Atg40KwMTe2i3LVUpNwQ/EHAMvnre16gwwnnnn4cO9LQXcWzI5hVuODg4guMYrV41X8m6P1hfa+JB74WD1X2FfATJ2jjY4qceli2n9siZRx4rf/7T9fLXu2+Ur/3XlwVzmhx94ndShKkhA4uekclZ5KjDj5Qrf/M7eeCvt8mPLvupbLLX4XLHYy+KDC8T6V8qm07eXLbY5kBZ+Mhj8odf/EjmgMzp7pKz/vSwLBSRvkjkN788Xy7+8Tly5w2Xy7fOPkfanUly/Alfkf6KSJiIVL0mAzOUem1YktiT/yQOpj4olkRiGZRYyhKqym6+JxJ6Im4gvQuekknk5Ju/ukCWSyir3Zpir1Z8mZfvkcMOPl5GYpH+WJTdG31yxNy5ssP8g8Rz1Y/EHRJXahKJJ5VnFsvWhWlS7JwgP7/mOrn17ofkyGNPlWNOP1WWDa4UkZpE1WUijbfkkQfvFLqmyP/cvFDCSIFag0NVCd2ayMAa+coRR8j8abPliKNOlCuuvk5+esVvZd4uu8gVN98sw3EsZS8YazDF2k3UiGn+tz7pgA0eYJGIuJGInz4nr1oWiWsi4Yj88eIfyw5z5sicKVMkC7L5FnPkvy74o7xWVsCcgh375JlHbpczTjxJtpq9mXS1I1tsP0e++tPfytKKKFnkYFgWPfey7LH3gYKJ7LXXDrLwiktkop2T/773eXlclHbCDddeKrNmZmViNzJn4nQ5/+sXytK3Gq2yc6GIhHEgXlgTEU+iljaFrGeAfXC6tDTtFasrj0gsI01wOWqIhA0RN5RffPZcmdu2qdy68HZZIyPiiUhcCUSG+uTIXXaQadO3lGXlWDwRiRoNkRWvy5Hbbys7bX+g+IlIXPNFEk9CCaR/YIVItSrB4qVyxme/KB0TZ0hHxxTZadd95MqbrpeahJKIJ5LURPyqXPPHq4Qpm8i3/3iTepx+CnJLrO4v8OTC8y6QnXbcU6xcu5QmTpHDTj1VltaqSgtjTDeV3LQaH4mE4qWvaD2WafHBxm6lLcq0JiCGYmMCrh+TdVR9WPEbJEENM5tJ+Ucl6g2fTEFV3ypXhVLRwCAhiqo4poHEMUHDxMnkwAqIMRgYjOjpzKAR0hjsJdcxjgSNsmHjNoboWNrP3J335aDf3sgJR+7KHKAU91MLBmnPjoOgSznYJlTT2lbZLGgS4PlV8pkcyklKgdAm4Ko1T/NJ2u8Ps0UmyunTINCUr2ISYjSljuIsuGnGUbai+M+1dkVLoZfQ0AiMCbgRdIhy3QhHCMoj6JOnEgCa75G1UtaKFoJeBWzKvTHtnR0qlisBfuonx9UGHZkcJBBqMJRm7fWAomR3qSKxw6v76OyZ0CpK0oo5+wmmqRPFMbZtjGWbwxgJp1F+2AfhgzW5xSgWa5MuXXMDdCeDWWgD1wPLIAhdnIJDhMnASIXugoEVQbkyhGlmCCMdTc/j5POILviRQlp6ujIpxiLkusepMWBouNRpz7VT9X28MKBdF5oK3YZh0J4tUqlVWj5AEqsCILksxLGaHIaRgkuJ2RLnjTRSrvxoLM34KADXVD3RBixUBTKlYi6IEbcK7hJZMOArTEAAWxBDqEuDrJnmG3sxWG3YE6ZCCmpajo3nuyAxcd0FzcaLI9rHd9A85tmmTUxAiEt7Madiog2FbjSB0trIAJlOmxgfL/HpHD8BRB1aE8DzlLhKztYxBXKWQZzSdZowmKLq6CmFQE/zGd65tX7zbv6aoMIvMUru3snaeL5KcxBD1Y6znQCNOkHi0dnWrqRYYyiWukliwUqy0FADNjQ8bLOKToUaMa6mLhBHUCfLEBZdZDC8MmLFWEZET32EcShQEQRij1KuRGzAkKcwLxOoleuYhk7Nr+JYjqKABjaEOiQwGIfUUyMpa8VqdH4o6CJ15jVAdAwBo6WJHRHjggON2AfJQnFiSz8/SUAnpKC5RMkgxAEYBoGlWCamQBafSHwk6xBZCVHOAilB3E7ULG1UBS0ChxCLMhpDoLuYBSVEY9UhL1BwsgTBEB41VaPLV+bMpoMwlzFaA0FPs/0c22wVFxtb53w0UWYDBth7tbF1wQWFOKPpaJksBBGxHxH5HgVd3cxghVa2smmYKn6Tkha9mk/drQERQqgGtQZBHFOLExx0MiSYQcSEObNZPtDL5046hE7AJiaMw1ST2yLQwClB36AKyLSV8rjVEUpOhjhRVdmaFCuAjGGpUFaoOhKMjIKTH0kbgwkp2EhtJ34SkOtwQCCqi1pONCgP1zHQqfn9ZPRYCZ8A1UTlJITVCgQepuaQYBEQoZk6gQcSKa2QRpBg5pvXTXAw8aMqaCFJI0Q3oWihipDaDraTx0+dA8sGd0glnrzbgbD5u1E+WLOH795aPlhzg1DLXjNtDZopa56SwSeKUyqwRJiGQFBXW5BZSD/BJUGoWzn1mUEd5TpYSGxRbHbBqAM+XqirLTROsE2VVuXVKhQsTU3vTJ5IM/GBhh/R5gTYBGrP1vLUdYcQxVOv9A3T5jjYBQuVqWpA1N7aDxsR+IZLzrKwkzR9SxOSyEVXNY/f02Dv3JoTRVcrpihUX8dHow6YuI0CmYyOpql/x56jiMJOCFSIMTAwoeZDpou6qXDaUiNAy+j4psnqWhlDhphQ7MSUksLXdIXy6wn4LtCeENPAIcAQC4IiCAzXYrIFg4wGOAnLk0EcPUtPXGjKYH8USM3b2gZ/pJmmlZMIlgGmqRPWR0DTlEZFUyxeB91SU1hQjFbDcEiIiYxGiygVRRa+ODhGDlOzMcwM5WoVMwkpOI7KAbRyRJpJnxcQADnHxMZQ3LLEJnTXpvB29nRgF3MgCcngECQJkSjyX/8AZG1wLJso8tESCKsh6Bqak3s/pnhbG91d9VasbmwiDRhqcAmqtEtUxlDRGzws+ryE4eEGYJBEHug+cawIJppjIw1VmKG90M64YjuuOwCJmxo4vXMdPAmI0RkJI0J09Wx8FUlo7zaw0jk0PBiQ17swsQk99z8Smx1jkVEjrc8N0YA4klbBDANAYqyMDboQ9K/msp9exMy5s7A7c4yfMZPD9j2Jfz+8gnw2w1DdR6dCiTJYFTBDNNNGtDwaNpLoROjYtq2i1FGo9I1EDZ5MxlYladw6hBFPPvA3zj7lLGbMnk9b52y+9PUftViVMT6ELnq2nQeuvpYZ221JYeM5HH/kcTxw+6OAwUB5BCKwbIuqG+KzfkbmhpsxNWU6wJrzzcPExyTQod5XA/F4+tKfMyW7EdttczS9QJAZR1fHJPA19FIWdJ+rr7icHbfanBnjpzJ/i2343Dnn8nrvapYsfY3dtt+aolmgzdLotG1Kdg7dtpmx1WzydoFvfvM89OapTtP5ry9/jelzN8a0NHbaeh9+9pNfoaETE2JlHQi8d+zVR9HeI1QkKVwBugimZmAYGmHgYZnppl0d4cILf8pFV97CiWedwZ6HbcPi15bxyB0v8+iDC9lx2+OZUMgDFZRwcAA4RKby0TRNlcypex7dORsagSrvms1BJPgCvq228HxW0a2vvuoPPPyPJ9h974P40x1/IUrdzaGRASa0FQHhtXse5tvfPJc5B+/P/xx3Kndf8FtOP+FErphyG7tv/7FW8e9IVI7XhxXZTNAxmthHa0Uw0LEwsAgiyHcVwHW5+/YbCWmwemCQJ55bw1ZbjmewGtPt2FAb5qhP7MujS3o5+sTT2HqTmVhOga/+8CcceOBeHLDHJnztG99gats0omG46apbeOTppzn759/D7umk1DGJ7Tafi03C8Jo17L/3KfRXyhxy0kF84pBP8uyCN/nt7/7AUZ8/nBkbT1aHE9v5z61iTcDxvbQpxoKKQX1EpD4gEg3L0CuPyqyJHXLiWd+QIRGpSCjLKr1SiUT8VHRWKq5IfZlI3CcyUBUZTsQVkf70taym1CEk8URqrshgRcT1RIbLIolihi4TkZf9WOJEJOjrEwkCCQMRc+oOcvy3L5EREVlTXi0iIxL0LpXjt9pddtl4nrw6tEz6pSHSEJliTZajzvmBEttd1hAZUrjhSIofftCmGK0KyW8ivU3QVwJV1i+oiUjoiqy8Xw6ZhWw/d1ux27aX71/5mKxK70GCWFZfe4t8PFuS/z3/PHk9bIgvImEjloFlgYS+SE36pSHLRaKqyIgrPzrsNNmuMFUWrVgpy0Vklahrx4NL5PL/+6aMnzBXfnPDAqlITd4aXipJXV0skliGGr3qiX7IQMa7tQ10PJKUJuKBoJZV3UgjylD3XLqnTsUHAgzaix04BoRBCHqY+gt5Vix8ic+ccDrdXeOZ3DWZL3/hv3hxRZlMXiOolyGKWL5oKUcecSzj8jn2+/ieXHXxL5g1ZTq/uvYuHFsVfbJKBdB9lrz+KtlMET9NuexqK0HsY3V289zyQSbP2ZbpHT1044M3wBbbbsGf7/4Hy/uArizYCbEIjdB/t85vQBuzRWoR6NHoghAreMTKAJrHG/9azFtL4TNnnMCEyQUW3PcgGsoVIEm47nfX4Loexxx1PBkzgxCR6D5dExRL2PMiLApQiyHUcMKQvAmDbr3lj9qAnnP43S9/SWnSZPY5Zn/KEtLTPkERDi0wkpCObI5GEJOY63ePPmzbcM9WlDYFQOR5yrHXNDo6Ohg/vocF997Jgof/hY6GjUO1t06+aEHWBcOFp17n5H2O5I3A5ZJ7buIPv/g5z993P6d+5kwapDr5w8N8/LCjWVKu85sbr+OzZ5zC9ZdeRG3FcvzQwkPtbDg6BAN0d9poohFHBhU3wiAGz2PgtUW8JVl6ttwe022APwSFkC133RpvxKQyTLqVudiaRk774IWwms0ANNHVpEviVrpZ5JDW0auAV+aFe56jK4BPbL8VG3VbPPbycywaGfVV/vLCC4yfsQXTe2aQ9/8fe+8dbllR5f1/du108o0d6ESTumkaJIkgQQVEFJosQRBRVEQUR3wdHd8ZDJh1VFTEUUTUMY7AACoSRAkKKFnJQVLT6eYTd6z1+6P2Cfd2AGl45fc8LJ5D33POPnvvqr2qatVa3/VdFj4xQkDiQpKHnJRwkgJ4feD4EDeIwzqh7RGQba7jBtSrqFqL7V+5h+E5sfrRhhQDaWB2EDoB12Yq3VwbdOPyHBVMgbKo1RoEQQsnV8gsfw0DA3zso//K4/ffxTuOPozB4S056eT3s+qxVaChRQolhzNPPx3bdjn/hxdwwBtfx4qjD+Hin/yItU+t4/rr/gqWw5+vuprJIOXD53yWFW8+luPefhLHvfFAtpk1TGVwNg1gKgYTmqkSh+MkYYQSm768Q6tRh7VrKBUrtPJlmlaO637+c3bMbcPPvvFl8pUC4DM2iXnoPtQbVVzH2eycom4GswZbd5HEnd1TA5pVfvmrG9lyy52Yu3A2HzzrVKhO8uffP4kH6GaThp8jzlXI2dCvgCDAdjQTcUBoQdEvGaO0CaSQ92yKJR8nXyQASgpQAn+9Bz+FIE5pYXa0HRIY3TQJ02GEsgz/6+YDxzcsqvePTXWyFqj09eHni2DZSBAZmiXl8ua3nsgTd97MT77zDd587DH8+re/59X7HcB/fPAzJBQYS2LumFrJkv13Y7uFsygTQz5i9jYLaD3TYOzupyFM+PbXvw5unoMP34dqGiBBncMOPpBgapIw1VSBnJtlFBeglFfYSnBtDwXki30wfx5PrlpJOjLOrMFZ2NgMl6GvWEKlBgRYbxmCEYlalIol3BfIwk0tTWJrkoyKKZeAE2B2M0mTan2Mm2tNFhx1FNG8Mvvstyv26rU8dNmV6Bq0sJiIEpxiBRyT13DO2WczZ9Yws0tFjj3+bYS1LGKQuRziOGR8bJR8sZyl/qYgCSRC3nFZvHBh5n2HkWoTnYLqL0DBnECDoT5/keRZBq6FIdBVJNKFYmsNVr4EuTzUmiSjE8ydu4hjD34T3/n2V3n0qfs5cr+D+dUvL+bxqTWMWynJQJnLrr2WSrGPgcEBZi1ayIKlW0F1jPGnnwQLisUi5WKFtWvBt3NYpSJzZ8/BsoSpVqPDgioSgY6wVEwat1BifD3NagC2Il/Okyv5uFGL173pMK5f/SSHvP19BFMt8sMltt/BrC5W3kOjGJuqb7IXnou0MfkhigjVBeO1Z7A45dpr/sCUV8RdvDWhctBhg10XzeHJe2+HMvgDZQatPI2VhvPSGYKPfOrj/Pi/f8LsoQUMqAJ+UZmpMTSvnJtj9sAQ4yPjFOnB/S3dgYlGzMQzK0nEmGyDlQJJCuHoOuM193JEAeStF8XHCmwgFrkhaccio8S8UkuBZZtXqQ9nYB6MgOvmmSKkUIAVr9uFolVnpL6Wqp2yet04Jxz3Dv50/b3c99dnuPKam7nplltZPfkYp7//WGiM0Tc0iB2F+JFkNoni8VWrCWwLVXA7N9yamADbIY5j4iTAUoJngZ8fAMdj1qK5zNV1nvrzH2F4C/CHIBnkD7/+Pa3Jx0lSKOTMwtaMU/r6Spu3RAggOsuoUghON7fLB/wYlMevL76a8ZEJPvl/P83c4jyWzt+Vh566hftX3cml9z3EE5Mhxy5/NUPPTHD/42t53Ia40Mdr9juYXUtbM7eeoxZCzcdkuhdAaZu4FmJFUbu4LqZUYJH5i7bkyTtuZ6EFJdvopOeDP2s2aJtarYWjwU83nXu1OfKcFTfJmI7b4aIwjA2URylWPfIY9PuG0RwNVLnnob8xVq3h6zzzmcueu+7OY48+xFbbbsm8BX1ss3gZy5fuBDmYu+0sGKzw2oMOojmylqfvvxcHTdpsccXvrsOuVCBnACI2UOzrB3EIg5i+oSJaYtauMaHOAE1KyH7L5vPYbTcwOlEjliJUbZLI5i1HHciyLUDTQtIUbdk9BVOfr7RDa0KS1aDrzFyOBhXBynEeuPcxXnXQgfz8yt9wy813cvtNv+OiL3+e+viTPPDIIxT7fd79nnexiif54Y++l4X1XSTNMbUuJO9VsuC4AYegDdNR3i0yWMzjAEmSAj44BU45/UyeuPs2fveLa3GByUCbuH6YEPkVvP45lHJZueYXaZlcz7+40WCnbaI3jtl14/k+oHny4Yc58eSTWLDVMg49/E2UBlJuuuFmfnjpr3jLW97JqxfsBEHCl//jYxxy+CGc9J5jOebkU1gyMJubb7uT/7nlJv7tw+/jmF224+DjjmP47O9y9pln8PFzP0JtahWX/+56np6aoqVNMLsIxKvWcsstl3HPUyNEUYv7H7ibv937OCufSNj11XMoDVT46Bkn8p73fpTTTvsAbz7lDH7+jYsYa8V8+IBXUSFBExPbxsGaCPiba4ZZKSmKAKdr3OvEQBl0zFP3Pk6a+ux+2P5s99qlLEqhP4lZtsVivv3Nb3L1Bb/gvUeswHvj7szeaScu+/EPaLYmWbrlInKqjzum1rH30BBOklIUO9PnJCtU6pCEIQlQdjKv9OA8DjjsKPa+8Od85sz3cvX9p7DP6/bnJ9f8iauv+g1fueQHLNt6a2SySU4LDBZfHGercRR2q2YZmU7u2ka8jtWjjkM2EZGJiQkRHclXv/R52W//18lWSxZLyUV2W7ZYPnn2V2VkjZhSak0RadXk4ZuvlRUnHC75BXOlrzQku+++n5zyH5+Uv6eBaF0Viery6A13y/GvO1K2GOiTXXfYWn70pS/I8Nwt5LQrLpNbRKQmIj8970sypJBKHsEpCvlFgr1YKn1bSS2tisiYyMRque1HP5WddtxX3IHl8oqdjpDLfnajSCpSm3pGEqlJIIGMhiZdfmOIzOcmqUgaSSKRrBXjPDY8C3EH9fut950p2/XPkh/8+Q55SDJi5DAVmZqQN229nWy5ZC95dNycKh4blW996auy29KdZNs5i2XL2Uvlox85X+68Y7SDKI1bgUgo8qVjTpM9vLny4NOrZbVkDt5QS9pMTcNWTckn3/0BWbjrbsLAsOy122vko2edLeMi8lSUVWEL083hQN6kZCWVu0vEpuywmWKObaeVKwzSMaVTrLr3hxnZVKoM4tXJvguzC/oSkzYDbLsAro1OQ5SyWfnnu9j5oAN4z/9cwHErTmABUJEAzxLSKEF5ZRotKObaN5TdQ5ItqLZj2Gjay4AFWG0AXXfvrDbR9ucmOmOgUll7yMBebfyaAVg1s3h4HjJO/Bgsi9RxSDHL1TQyluyeN/h8smA3luEXTqBrh7WX6DYZS0ZR5mcnirITee3jni1543lKZ4l8tnNv/HvV8332wHoP7vxtLjXNmLSMDWzExS64BGEAcYyOYgr5MqVCH7P7B9G1CRKaJBQILZNImyRNCg6U3F52nOweehZ/p30fPffSxja9cGKctZ32WGSZrKrnJqAw/SeYKgs9GfgWTDONrWn/TJd2/ljv73u/63HQtV0V7RN5M497keTF2p3+wzJVnQILcrkcuVyOQrkMUchDDz9MmMQsmr+gXVGxI0q9ZG7/ZdmIdJbIl4q0Wi08x8V2MsLgGCDmb26NvDOIS4syDiVcHAQlFmkQYudeRETAy/K85SUzBbT5EfK5vFEuEaJaDSJD0znHGczygizavPZtelrlvFhenJdlc+Ulo2Bad12dYRCA1niVMuQzaDGCBxTJ4eEhCElqKHQsZz1vy8vyEpGXjILZbldJVMb9CoAlJHGMzjI32gkHGm3S0l6Wl7S8dBRM2SQZqZfreQZMm8SEUQvbcynjU8DOdkpmtmsvkUm4uXiul+XFkpeMkd9BGsv0D8TqZhz3xo8VWVWS3rt/2ch/yclL3nhpZ+Z4PZ7GNjiuHZt8WV668pJZIqEnWtDjXTb1fujkrbdtsJfUjb8sG5WXxHPqTfyd+Xk757GtYC9W1P9leXHkJb1EajqhtmnEsy+JUfGyPCd5yT+rDlarrWAvz2D/v5KXpoJJ959pGec9CvZiJSm8LC+sdJbIjcNxNiJtv4Js5ECBDfOiqmmHtKWzG2xb8FrjoHERE+S2nA6mRpOhATZ27X+69KI7uiIzvrV61v12ScG2jSlZ31mipmF1pn3eexwwrZqJ1b2mgSkl5p24HZvDnLYXDdN7r3r65xtKod0YjKhH2rCsDr++6vnBdIzUxuYM0wHSCytpr2nS61AgSyAxv2kb9kKmXKnBAoeWwrLAIwYdU1QaU+TalO6L2qdIMoYRx5DKbaig+f9T6Si7RtDrPRixugRu7TY7nVRZTYqDhYudGrhTaht6Ja9NPYj5UWylht0oqyqSOhpNakhh2pVGLMDWCMrUHwUgBCsGXQGlECvtnNbCcJplbxA07WJ9qhvxnYYva7/aDJGKDeeWrqeWz7r09K5Zm7SH9Ix/6Srehq6XjdS085kGSfDIEmoN2VbP8d0fvzSXyxntlpkEM+3Zq61y04/XnR9u5MzTfDrda/S+LHqvmfYM+N7rT7/H9jeCZIom633fe1vm440/gWm7yN7Zaz35R2otTlsae3+3vgdr2tJoqe5MJAosJ7v5rju1mwalOj1ovxSWSav3zzYaVW3gu95/u2tEhyM2mxnsbJbvICOzmakzT/QcPr0Ps797ZiQN2JJdK+s3gznWm8jo7q5hgllVns8Ga4OI1udj+ffCp2d+uv5ZNRZqukL3LLEG2anAck3BAJRRWlE9CtZ9bT7c+f+BWNOVQWUQ8/YjsNrvlep8r6FbC5x27zrZce3z9AzaXu3NljKd9Q9igXidla596CaTrZnBvrrRTt74WTooWtWjHDNwoxs++XranBmRPbfea0R2RXeUsVu5XnXssw4pr2WBZZMaUiTaU7qNIm3DsrNR1aug/yzpGsVqoyNdQTcvoPNJ5wSZJLSTnXtt4+nnUaRoVKcvrWzGN7SbRpFNKp1YTrakGsVMM8PcyVZla4OxNpZXqqcAACAASURBVDXtmoaaqkd6lP7Zut1pn8JiY8vacxCrba5390fdpIqZmz2VdUzvb0z42pTubdsGM33AMVg6a5ua1shn3cq8yNLb8vXsFDXj9nqTLFCkVputOcuttNrl1tU0t1+vzgqmgpvV3SJ1LtB2TBujXXp+a2h813Nc9/bjtG1edyPWzRXYkGxaV2YMod5UlPU/3egSLDPfGhrv3rOt//v2N2YXJb0N2JC9p3S21U5R7eNfQuvitF7bWGdJpkRad3aGHVR4WxN7KDiTGafR2bEdPvuO9nUHcvt7IwkWsfml5YClurFdwdxHR/sT2lTs0069XnN0z+vZZfqTbBP/Pps1N83zOf1iMuOpb2AvuYFve8/dzcRpj8/OCFLda2oM9dZLQ/T0lvREHbo7++xDrbsPVjLq/M4PpfPbNh99exypnlObzbgyqXDSnc3XC3aIxibEylSurb+dN70yrRzH9EM6T7hde6lTg+nZlaznEW364DTt0eG0W5UyadSzmxESFM0o6sxecWLch1EopMn082kRWq2gByph6Myb1QatpuFM19oUJrCzWxUsdGdpMHSuYkEc80+VaTP0jKHfMQQkRloN0ClM1UFD1NQdBRMLaLZM+nymf7W4aXZ70u2HNbXJLPivDG22BWFq/k1So+iNRGdTXIpNgEVAoiBU0KJnBkuzC6XG/JAkBDRJanShlUxvm6CNEWk9dzax6XOANf0P6flaKaszLSsFJBEkCY7vZJd2SHFxvQJTLZPm7zoWOoW8b+HboAQa1boZkRk9OspBRGORQBJSKBfJ5z3EgmY9wdKgo5gImwCHdsmSthkaxGB5TF9i/wkivbPYDD+RRqMssHzbjJpiEcKUNDVDZbQJjbBh8g+0Am1jkVByXVPOIYU01LQaAbPL/QAk9Qj8nJnlbcXExASObey5vKOIGjUzyyR1XFKqkSE/cTu3l4Kt0M0mKFMAuu0Ht20zQbgZh0u13juCu/OksZyNbLT7O6nvEmWJ55G0GUvbdaMS6RaVD4OmSByIbk2JxA2RpC6N8TXyf/79bFm00y7iDM6SxTvsKG9526lyzXU3ik5FdCJdJgItWSUmw2maSCqGsXVKgqm1IqlIEIokWiRtZWntzaZUxRTCiiWW3151mRx//BGycKutxatsI+8+8zObmfq/eZJIKi2JJZA0S8WXDklrLCKhpDJZXW14VUdG5Iovfk3mkpNli3eVB6dE1mbtuuy/L5QFFKQPJcpFKCI2jlTsAZlVXiDgylcu+qaMJlWRSOSai6+T/fY/QArDJVm85Xw57T3vldsff0bWtBJ55c7LpQIyx0c8C8EdErythcp8wXbltbsslzOOPlzmVfrFAZnVZ4tjGWcGliOokizYYU/5/e0PSUvadBGxGB4IU2RMS9rRj43JjK1a26PU3UG0JQgi8jkPz/UAjeW6EAcQhXz845/g27/4Faecfiav3XcfHrn3Pm76/bXcdsut7P/qvXFsBbaFDpqofIE4jkkEnJxHPYzo922QGN+3jT3iQqMJFR9oNKBg6CEFqE5McPlll/HoQ3/llbvtzO//soap4Hn5AF9QMbst46vrtYzbS0xfuWxoiXTC9df8DiEljoW1o3UCq0jebbDXXntx0U8vodxf5qnxv/LJT38SKxzkC587l8nJKgu2ncMOeyym3/a46MJL+fSnP8v8Jf2cf97XKdkFvnru+Xzza+dy3te/xOe+9EXSiScpWVP85eGVfOxHd3DQ0Sdz2H6vIN8a4ZULZzFveJgVdz+AFuGJJ//G1795LrvteQBvOeV0UlWgESTssGxJZ7M5cwP4nMToWbtOm2GUbmtl+5N2iUARER21RNLAjMZ4QppP3yfbzh+Wk97/YRkRM8uMBuZ3tcmW+SNKRWp1kTgWaTSlPdBbYrhRqq2aSLpSJFgjjUCkpk3dR4lFZM0qkaAu60TkARGpimSjaFTuu/cu6d/mQHnrh76TlQ3850gsqdQlklZ7ympltxi1J7NY4mRcpLFWZN1qeX3fHHnjVrvLkL+lfPa/r5WVIqKlKRJOSlQzv5Pxx+RVW1XkgF33MZ0UiEyunBSJx2V8zaNSGlgqBx52uoQiUm+NiiQtabVCWT0VSUtEtEQieo1I/U659MJPC6VF8uFLbpN1kq1PcV2kPiZprS6SxjK17mFZPD8n7z39nbJ2vCotMfPUSCwynpgmxRKJlpoYCpqm6KxO5KZmsI4/2MxaKnMxrO93Ucr8Ydk2BK1sx2kQD61Wi8XbLGkX8SDnG1swClrQqEOrDq7H6N//zopDDiXv5ejrm83xbzmVdVMx+VwJ4hbYmkcfH2e3PY7HVQO8Ye9Xc/m3z2OvxVvyo8uu7Gyxg6AFrSkWzp+DW6jQiP75M9g02YBfx7FddKPG2tvvJG4FvOvUU5kzZw6X/u+vMrdYCo6NFEFsQClKQYuylzfWfQJ9w32QRtz0myuphymHnfRWEtEUfA+UwnNc+kouYWT2g8HEKIhm+bbbwtAgkisQth3TtoK8j8rnIY5JkogoClmwcB7FYhHIZl8NXuZq61qZbaeyEbWJzu9Y8W24SK9y9W5EwzAlaqeH+a75plajNjnBQH+Fn/zsf/jfq//amUSr1ZTB4QHDBapTnrjjdt5w4AFMjo9yxeWX84Mf/jf3PfAwKw4/2lzDtmg++QRHHPlmmpHwhxv/xGmnvoMfffd8nlozxnitYViUAdd1IeeAJIyMTRKk1j86cb/gsiEDf/pHGlUpc+klv0SJZs899mTH5Ttxx223sWYK0jAESRmLoJECccKCUhmJE1o1jHXeSCGIuOummyCXY9tddyOMIqwsUKiUhWeZkjkaTW6gAgoeuv8+cBwmwxDfyjZbtaqpgKE12DbNZoM4Fmq1GmmadtrjedM5XHvC389Jpu0i1w9JdK0y37dJ08wzE0SGta3Uz+D2y/nc57/M2OpVnHH4G9lyy1046cTT+dtdd0MCjZEJKJT52Ec+xtiaUa767TUcdMjB7Lvva/jK185l7dgEv77qGhCbW2+8mcm1I5x/7rm8du8dePPb38Uxxx1Lf9EiVyrjYBRM2Sa0VKvVIQoYGuzrPMhNvaa3dOZrc0ShcNE43U7LOs4TyCFm1sfhl3+4hXTOQha8eneOPvJQGB/jzutvwvZLYOfABc8FJsbQjYg49MmXsvMVYpCAkadWU/DnUinkKfg+JHWao6PGnxpA2gSwSVoxaIcFi7YB22NibMy03jJrD24hi/kKcwougyWPsVQx5RuPfxwaruGS1Q3J27iYMjQpCemz9lwnutF7YE8cGbvbVwRBYDzC+T40edB5sPo57NiTeOahu/jFLy9gn1235YG7b+XQ/ffnc/9+DsU5swirLR5/5ClOOPpEcpV+qs2I/v48r97zlUy1Wvz1gUchKXDxDy5mju+yy+J5WLG5vT33fx0tC0SZebpGTIQAOZqhMHeoD6mPYAOTtToaCBPT8K63rtefY/BaXVdmzIYjfs9deoMKqa3BD8ELwQqNXyvUIC4TT67ljrjIwMFHQQEOPXgv5lqaB353Awk+dfGxyVL0hvrRlAibQ93ImbcGdAOXPKXGEKUGJEmDO++6keWLFjPkeixbsDNRDWwcUqsE/gBTFGCyypJ5swGIiSlUhkBcYm2BjnHTJroe8bjyGFGGGDsn4KcaL6hleuCY6r3iExMREm7ccZvJRn3hinYw1bziMGJgcLDzbWp5Zv5UijCIKOcUKw7clysv+yW33/wn9t19D378wx+xdu0EKpen2Yq5+OJL2W7ZDmyz/RIWLVrCnKEtiNes4elnVkGi0LHF7EqJOeXuU/MKRUr9Fcanqgjg42ZtcRgYnEXcmCJpVLGASrmEFnAcmyjWJDP8geur0AuzsCq6/FspmpQYVAhOFqbJcIW//dU1VFOPnV93EE+tWkkUVtlm7jA3XnMt9dA45vMKIIawRao8+vrmZ6cIQcVQcPFzOZJ6k5yGNE3ZbY+9uO6qq3jz/odTyQ+TZDaYk8tBAqNjk2C7VFsNqkmLMKx1EFW2YxlgwZo1+BbEpQpTGIds3gV0C9y0G/FMAbFIERKSZ10uFXRDEdNn9+kVTePMW9w+2PUVk1NVtIlbMDU2RqFQRGHR11dkxRErsD2Xp59ZyVSzRv/wAK9/00Hc+KcbufLKK7ns0ku54847+MujD/O5z3waPI9AJ4ysXUcUmbKJKIiDkKdXTuGWcoYBENAS0Yojppp1ojhk9mAfYyMtFOZ4C0ijkChsrdeurlgb/PT5iCXgxeClbXvcIkARYYGrjEEdJVz601/AulHOed+Z7LXbbixeuj33PXE/T4w8ww233gNAGGt0XIP+PFbeYapWpVkFW3zSpgalWHHcYQR6Fb+96haS2Ay7rffcHWyhFgq1JKusaMWgQ2b7Djgu9A0y4OTp8/MoWkjcot7SIB7MXwgWpIGJonhZD+nqlFlTmYkEmREn34hsCF61wR8VCoabb926dUjGNtDfX0EpqNfr9A0OETWbjKxbSximPLlqJdoWygMVKn19aBcinZIr+Oy80w7sudeOLNt+HttuUcRzzCJ/wskno2y45dbbiDMuyNv/cgfzh4pYtqIK1Fo1CpaP5+bIl0v0lfNMjKxl9nC+0w4FlIp5yoU8FjAxMbUBCFJ74X+BoubZaVQWjbWwzJKCMpiYOOGJNavZbd89uegnF3H5FZdw6x9/x/nnn0urWeWRhx8nBQquQnmK+OknWDU5xoJF8yiUYXIixi4Mg/LYcY8d2W7JIHfefS2VUj9xAKQJCQlzFi7CKZglLkyaoBOKtgO+y1itylQzIZqchFYNy4Fi0fRD8/FnEAsWbjHXmBuNrKcqA5mnv7etMyPOG5euo3Vjc112pjAM8X2foVnDYFmdw++6+y6OO+ZoXrPHqzjiiCNw+/r5/XU38p3vfofj3nIC22y7JRZwya/+l5133pnq6adx0KGHsvXCbfnb/Y9y0SWX8tXPf4o37LiINx5/LB/91H/xiXPO5hNzv8LDd/+J8z7zJfyhEoVSniIwnC/Taqzl4t9czprRJlGrzvjIaq649CqKZYc3HPR60lTQSYztOqRJyuBAn3GxZBCZDTV3U4XNn03EAp31pAK8NjJCq2wVVjz4yKM8OLaG0485mINW7E65MU7Fd9hh133593/9FFf/+ire8a4jSdIYnBR328VUtpjF4yv/jqTQ3+cCBeKpZ+jffmtOO+Mo3vfBjzBZ/RsnH38E812LG279I/bAq6i3DBt3zvGg2TK3UK9S8R2GCg5ermJCfWSAqiShsHQZzQBGVz9DARguYu491aBmTFv/SJ+JSDcmtKFXr0MxjiVOE9EiUmvUs1BBKud/6+uyx7JlsmzhQlFYstNOO8vnz/mijI9OSSDG2ShpLLdef5287e0nydIdt5dK35DsvNs+8u+f/6asnWyKJHWRsC5P3v6IHLTf0YLdL/vu/3q54YJvyHwfec+Pfio3i8i6KJRvfu1z0jfLF/KWQEUqxcVi4cter3q1rFq5etr9T4yMbrBNm2jmPyxdlu4s5KYDkSQwjuUs8nb2WWfJ7Hnz5Uc33S7PiIiWQKS2SmR8TA7b9w0yb7t95O9TWUgmXCXh6F/ksH12lv13eptIXaRZFWk16yIyJiLrRKQml152iaw44jhxnYLM9pW854ST5ZH7WhKkIiuDCXNc60n5/c8uErZ8hbznp1fJhIiIbkpaHRVpNTIK8Ujk4Vtk+Vxf9nnfmXJrdpUoEJFmQyQJug5VU6NQWjImdZmSWET0JjrRsOsIPVCdtpZOR7IKEIQBOd/Qx8ZRRJyEFAtFEwLBJm20sCtlsKA61aLYlycBIh1QVjaSRDTimJyfx1E+KbB2ImD2QA5HtwhHR/EHFpICTRfCapXCqkdZvs++vP2Hl/LmFW9kMeC2xkkU+H4FWzskkTExalN1yv0l4iBCSPHyeZJWEyef67Ylg7f0+vo2G3LdxlZZ2kSmAcGmzWJtt/0kFgTZhZxwEsdVECZoq0Arl6OVQNkWfKsBepLaSEK5b7G5SQ9qzRbligJaTNVG6CvPQaigTdyaqbFJCqV+lA+BrqLSGnkrD06FdZbJYeoD7KSBr4pt3A80xsA19Y1WlueZ6ncBLPABHSNBAIUy2jKoDlRISIsUhU/FfLYRS2MGHmzjfZimQs43D6rVquN5DsVCgVazYaozRCF2ydz02HiVQl+eGJisVfGUR5DGWI5DKZ9HWVntSWD2QK6D0vCHh8EG5UASwkClwkTcopFG6KkmLhABeB4Fv0hjagodG+UCKJRNYXo35yHaaJHjutMhNJn0clzMjFz846JBTBk/xERD4uyVYGDMKEjDhJxAOlXF8fJmzfZsrJxNGEPeAUssohBQFcqz53eukCRQquSphZCQp69cAkLiUKOUcbaUhvtNhb9AKNo2ea9MLD6tpFN5Bk2E5eQRC4KGhrAJBR+0DYUKkU4JNPRlY5IwymqaTxfjwnr2JbJ7hMAGE2Uz0Jydpe7oNKWQLxCFAaBxlDazn+8BijjW9A9WOl6mSrlCKhrbdohSs21XOsXN4g9pBjFCOZBqRGlaiabiQ9RqEXkOiefQ53ioJMOG2S5xlFAp97VZwMEyZW6CMCWKUvxCzsxUbWrOFz2W1L2OhU07T7AN40uARhRAGlMs+UiGM4oRNAlF1xjEBmpVAPLEcTddz8l4xz3fJ8anXfK0VZ3AEqgHptJHokGp9lU1jlfEwiFpaYqY/mhFIXEKfkEZ+8oic7q6DCib2coEDoyHPT/dyM9mKdO+Z7fCMgK6DGWZ/bSzRPYsJWEY4/suOo2xlSBpjOUoM2oTTZq6aLFx8x6pBWvrLQqFPKXsdEKCJsLDolVtECubQmmAJAXXBlsSwqhBZFnkvRKOVrQaVXJlaGIhlDszTRCOM8vKoxIxYStlEScOsTZhEguII43rmgBqErSMT8jqbd90/ObmLZMaJMNMiUsbWNWbbBsJ5Cxwoimk1cKqzEYsxcjYSmYNDZFk0QCVhYctC+rVBqVc0WhnHuJUk9qKZgB9+UlsiSCsgPaICibMpxPwHYjjNeRcj7CRw88XSFUXr68AHYHnAFZCa2KEfHkYlE3NNufJY3D/7WReUcZb0U7iTYkRbGzy67kveqWrgDMPmGmnqCwjTwRJU6w2tjw2KEg7l8cpeKQaohj6SnlcBVErIY0iEklMqElDvlSmXDIKE2tNmkIaaXy/QN5zabQmINLkHY8YsHBMmeDYODKV7aAc3zh6rQiSEMuFepgSW8Zh2YqiTGusDL//QoWF1hfBLIOmCp3qBAisGGydYKNp6IQAAS/FqniEGgINs4YWYOHgJhE2JttaZ1NfqZTVD/JAxy1cx2hJKQ/1MCHRtpldHHCIaIShMS8Ax80BEb7tQgzrpiKqmbY7GtKwjk5CEJv8wBagzMDwAJ8Em9AcnNlWlpgYZjcSYuYva/043DSZ4XuUzihvh4/aj8PJqMK11lhZ2TWp183xjotY0IjNGW23p1RiLHiOh2t5ZnTGAnFKkibEJDiuQtlgex7VqSoWmr58DtLIKBCKRtggrELeBh9FwckTNQNIUoLxEciuV6zYBElWMqWYI0P+4vp+TxtfHCXTHQ8YMzpcUKTkbQcHgfokpCmeUrQyh+hUrUXSCCBNjG2kU8LWVIZaMberlIPoBN8yGUNBJDh2zoymRhOFECUJWmCq0cb5C7RCiKCvz8NR4FrQGGuSLxZQjqIZRqQ97kCHBJcYu5seskF5ri7q9Z3bG9kNJEmK1hq73WLRWDkflEV9dITP/+d/ss2yHfGLs1m0eCcOOvTN/OmWuynmXcLxBpbW+I5nRpxyUbbxpFo9zfA8z9AEkKLTCESwgT6/TLkIQQPqtTpf/OIXOPyIoxju72PPV+3Gu095Kzf/5W5DVmebjYCloBXFxjudFa/vDrcXVsmySQan7f9yjHNcXEhVQkqCB4SjIyAuN3zre5TsIXZ51RsZA6xyBac4wC+/930G51Qo5Ry22XKYoWKBvD9EwZ+P4xZZOG8hn/vUF1i67XIWLt4KS5VYUMixxWAZS+XYYccdKaqF/N+PfsrcS+aV+48zP8Ky7Xdl0C2x++7786X/PBdQREmKn/cJY0iyHBIbwSaGdjbSetKG6rQjPZuWrqO1R6naj6B3IGpLoZQFjgNhYIaCAmp1vvrl/+QLF/2Ct737/Rz2+jfx8COPccV1V3P99Tdy8PJd8MvZVC9JZghoxFVZLN4mEWjWA/qLBdBTkCSo4gCkMXEUZugJcD147J6H+O5553PEG4/ihGOPQMXr+JePfoq/PF7ngv++lKVblgkNtArluVlugzYxtxktVJ3ueiHSkzLrxurtN53hDkzsrm9gEKpPc+UllxKLxaqRKn+65wn223kxldTh4P0P4nsXVkhVSH58lE/8n89jOcv5xGf+E7+vTisYZcUb3sCS7ReSDBRwWik3nPdzfnf9dXz8W1/Anj2XOcWt2H3nJTgETK4d47DXHsn4RMgJJx7Cm448lJtu+AsXXnghJ777FLbddr7ZwGUrgCmipTHpgbAhBWu7dTpt7t2hb8gOM+6wNqI1kg0hWtuoVuNVjEXXJkRqIyLRhIw/8GdZskW/vPWM98mkGOTjU+Na1orIeBvmXxOJmi0RHYtMVEWqdYkkkaoYhOqqesv473QqEo6KNJ4RSSNp1SZFdF1EIgmiDFWrRR568H4RnaFrW0/JTdf8QnBK8onvXiIjmZNwKrt0mOH/uzkH7byDSLTEknTyAp6/GHRuasoCtpG4oRhHazolIlMymrZM7zx+qxy5eFBesePrhVl7y9kXZc7PMRGpBdKUEWnI0yL122XvxUNy8C4nGmhp2H5EgUhalzXRuCQi8pmjz5R9i9vL358YlTUiUjePUKLxv8vXP3+2zJmzq/z0hzeItESCp5+SKBKZiA1IdqTaruaXmBQCLSJpU0SPisioeXDaPBZJjUM1kUgSaYpI0zzP3lyLDciMobvpfVTbd2Xl86ZQggiIRdAMWDRvvgk2axioWJTIcEkKUILrOtx3622c/NZTGBiaw9xZQ5z5/tN56MlVVIo5EuPg4YkHV3LE4SdSyXsc8vrX8JOvfZ1t5y7kv375W1ZbxphesmQ7kkBjKVN8c+EW8yjNms0Tf3+8g2xoj6xqtbqR1pi2quy/zXG0GqeA2X3ZvdO/CFjGns2rFIh44p4nePKJKd73jncwf1Yf1115jZk5HMB2sfEI0wbkFWVHo8RML2l7xWu1QGv6XQ/drFFG4YQw2WyZ3XPmNHcLJS74xrcozVvI6497DTQb+LOGzSbXMZcbKEEQh103hEW2A7Z7XnTVwjL/U+1etnrUZ5O7SFHTXhuc6UiN59kSJGxmUB2b/sEhtpi9Bb+//CpuuPoP+KpF3k5orYThvKljmNoTjN99JyccvIKnm8IFl13Jd795Hrdeex1vP/VfiAVyomC0ysGHvpunR+BnP/4+H3rHsfzyG+cytnYdI/2zeNCCKiBJHUcpGAtAFXj43vupr17NYQcegA5N5/nZlrqY92c0Vxn/AQpLnO6+ZjOkbbYanjMyjHkDnJDIKtDCxWYMonFuvOZJHBZw+B47s7Qf7rnjLp4cwfgFlEJRoazL0GrghQ0kUaQ2NGwIFJDrA3HwCXEdoVBvUtBCZEMdaFraeKkbNex6lR13350wB2GlCL5PC5N+6SUxdtrAcn1q0nP/lgtWERPNNGR1mV5lRoDCyqpGdVw+m7Aw1PQ/1bR3vR1vY1Gr1YhaLax26CXRWANDfPSjH+Pv9z3ICUcfTWV2gbeeciwjjz4FMQSkiG/xvtPeQR6b73z/R+z/xtdw1FFH8Yuf/oRnVq7jd1f/FVTC7b+9ilrD5d8+fi6HHnssK95+AkcfcjDzZ89jVSiZ5aSxrNjMEvkcBHD22Z9l7733Y+k2W1PyjVM9aBpXZM7PkeqYTuJkplwzs382VwyhXCZWYnwqls4sPQePFmmjyqWXX8828/dk7rxhPvKBU4nqNW688S6Dw8/yEB3JQaIpaENLJxbEltlxmoi9wkxrCX6qTWH3vMm8yrkKHIfGvffgaCGII5pAU0GIMr6/RKAxApEBErbN0/acbtysbrdFPRu/XghXz482Kj0KtumdlSD0Vfrw8gYWQxBAmoKyOOrkt3H/3X/lou9fyOEnHMMV1/yWvfd/JZ/+4JexsanGAY+vWc0ee+3J0gVlSgq0ZzNn60VMjozwxEN/A5nk/PO+gG/lWXHYLjQiIE458NADqDbGicPEeJfTBhCDHgPV4r2nvo/VYylf+PK5bL2VgU47NhQK3f2LPRNu0pYXAKUDXcCh6n2TFSPNCRSwsLCpTtZ5dHQlu79pP5hVZs/99iKeGOHmq68hUhDZ2RJn+xArPHHIYSEGomV8ZJ3KosbnZomZU0qFIhqjO2AwaY7vsc2Ceaa6roLRqQksYLBsQaFEmyoqYZOT0Gb3zSalrby91dDQQK4Afg6qDeKxMYYWzuHQQw/lO9/4Ho8++TiH7ncIl198KavWrSJIUrxSgd9cexUD+YUMlhYzd8F8ttxuG6hOMvLM02DFlIsOlVKOVWsArwSlYQbnLsKybHzPbJz7bQWtKvgWnz3nU1x/2z185fwL2fPVy1BAGHbvOYp1lqiiXjBl2lgftUs2i23sJWl/EwORA4nNtdf8gaarKSyehfaFZtpkh8ULePzeexivGwxXYgHiQKxwtYNvieF9IYsIZHaSYIGl0JkdND4ySokud23f0qWMTbUYXb2aMIJaFDPQNwARTI5Epk9cjyCMya3XohdOnjNPvq1s4iTEEsFpx68ASkXcsk862aIwkGeScfq8fvY/8HU8cP9DTE5WmVUosHpklOOPP4FTPngOpS2GGas9jLgew/N2Qq8bh6k1DA9W0E9OkVrtNPcKTz5dI9UehYKmDDgY++9/vvdTzrvwJ/zrxz7JkccfzFQDyQ9CgQAAIABJREFU8kWTMmeiCSm+Z+NaPt2Z2eoaptL9aLOljUZRpmZ3ivGJeahuqRIvx/9e9mser6/mA5/9KO//8glIAwpJnjkTDR587BmW7zw/K8lsQ+KgxMHWIXbmEWrzWBj1UDiWIrUsUhRpkhjYtsaYAcpm4TYLefjuu5jlgeCSkFJ2bZwBD+ImQauKKuZfKMjlBmWjM9hM2y1JNa7j47gekgqEmV1jKVY+/BB2Xx4UFMkjpPz1wfsZrU+glGJ2aRa7774Hjzz2GFsu2Yr5i8pst9U2vGLpcjwHFm81CH0D7P/6A5mYfIpHHr2PFKhHKVdddQPlQoUkbWAB4+ue4vbLf8U5X/oap773LE457V2kFpRKXVxcHEPet3EsEJEsG2ojjXwhpCcMZTD5mBmmTeCbgKwc5977H2Kfg17Lz66+hOtv+xN//PNVXPDVr9EcW8ONf7q569q0HMBHlE+qA4Mw6XkehgTGBKpDWxHZUC6XDNNmmAUOlc07Tj+dB+6+gyt+eSMWMNWsYcUgTcDLkxscJO/7L2q9p+c+g9k2SRLjOFkzcz6I5umH/85b3noyi7ZcxhuPPJTiANx4w6384OIreMtJJ7Fs2yWQ1Pj0xz/FoYcew0nvehvHnXwi2w3nufUvt/O/N/6V/zjrAxywywL2PfZEyp//Hh/+0Ls5+6vnEI+Mce1vr2N8dIwkqREA1XrAB876N9yhV7Bg6yXcdfedjIysplDqY3h4mF13XpYhV42EYUguZ+gOpkmvY9l6AXRNpdmkaNweNqqLaBW4/8G/E6HY7w2v41X77Y7POMPAPrN35rxvfoc//O46TjnjWHMOC/BLhH6eZtoAJ0M3kJl3mJQcLGh40HIhiiIiEcq5zJfTP8AbVhzCbt+/mn8/61+4+W9v4HWveS0P/u4B/vCbK/n+z85l6x23pVqvIspmsFDc3B7YsHRdYqnxqG0A9dkmP6nVatlxsYiOpDG+RiQN5Otf/Jwc+JoDZOnWSyTnIjsuXyqfPPtcWTOipZGKpDoQCQJ5+I+3yIpjT5TKFgtldqEg++6ym5zxkc/IWE1EGlMizTH52y23yUGHHCneFkOyw45L5fJzviBL+ubIh665Wm4Rkcuu+LEMgiivT/CGBPKC8gUrLx/46MelkYjUgqRzz1q3Ha1tZ3LaafELhWiVjBQkkUAyd6pxREax4VKYFPniWWfJvDkVufSmPxontNQlkTGRVl1eu91uMmurV8sjrQxJqkVkYpUcs3SJHLz0tSJB102cZjebSF0kbconjzlDXlneXu5/eq2MtG+lnogEIyJpVfRoJB8642OycLdlQr8v+73iQDnnjHNEUpFqY1xiSQ0qdbP7YMPSUy+yPc2r9VCf7UHVOU4yEFcHBZttbdMUrATBpRUrlAlV4pEYvIplEbmOST9LzLXCbA714zq0AnCHkRwE0iRvBdRuupnlBx3G0ZdeywmHvp5tmwHDEtMslk2Wdysl59ukGehOSXepTKMEx7Y6WLbuvWaDa4Ptex6DlISYLNKPb+pY6tAE+KJs7slpAmkSu6VsLq3iBA2KqgxSInKhld1aHvDiKkQanP6u5wA6tIexmsTFgbAECiZ8QSyLwThrmNMwu8QwDxbUPINLKQeOWbbzEKkIQXCwUabchblEYpAvSimTRb8Z0uFonSaWefgZamRGb7Z3ZHq6wSyY98rFshR+FjxNMLim9hTstq/WhoF07iQHRZ84AN1KIa1CQSiWbAaHSuiGKaecL+RAcjS02bu7cQRuCaUyO8Xq2o+WbRu8mrKZCaZsO9zbsjl4sF4Hjw9tmlUj7cxlW+FYBWKJsUgpWnnsnAtTJtKgpGRwV54Bl+L6pshELIStCDtM8JWDZfsmLmtnmxdHEGXhWRl/W2qulyqHNI7wdAiujY025MmtrP15Y/iLhARxi4JXNKhvy8JxHJysDnocx9TrdQYGBp5X3zyrDbZeRdkMztPt2kySBGyHxIJWnJIX20xyLhQrfXQQGGnGa293A6xKoDoZUekv4BTBQiAtQWOShx5+jDBOGfBdoqz/Ugtcy8MDckULJMTCX09BbNtCi4VojaWem2Pw+YmxiRRqOhrI0m2jiWaicVxFyTIgPgnF9GOpDORwUujLfGEJEfVU8Gwb5VkUPB9LXDMjBuZ8QkpIiOflSLBJSMlhd0qeCD62mzlkrTgL/NhmetSgBTQWtmXjeKZTLMsyvBSZS8q2bVzXfd7KBfQgWoHpsfIZ2/nOL3rftGHC2gQhbYcoY8fztWFmrKHxfJMh6JGQIQhJHUNH7vVMJaKgmkxStMFJfZNMIi1QDg/mBnCAOYAv0BTIKcilAbo+hVUeIESBFlzbxp42u3Zy1jpLfy9apDPjPc9OTNHEpChsvDTbOaowO6lPYpnr1WpTDBV9s6toeeBZ4CVUp2rk037cnIUUYlpEaJ3DUTYWGhuNI5bBIrW9oq4pDRNhk+BgobCx8VKo1xN00aLgCE7cBB0zqSMKuUG8yAcxK3dig51hvwznxPT5pr37tiwL1R6g/6A8bwfuelEWpUCEOEqJM44U24W8rzrHm8sJSA85Z3YSyRykfpszUnswZUNUALfEbEzigkeCjmJUCDoELBvVV8RSFq5SuLaF1sl0x7C1adXZ3EiRMZFs3DYerB3YUwmR1YVmD5X7QMdZBpIFEQgO5b4+3LKVhf5CCkBO2R2Fb8RNYi2deFSaQKqNV8zGUGiFUcP0qQXFioPnGEJ4XA2upj9fxLMyf4emQ+SdklCP6whCHMcEQUCSGLiObdvYtv28lavdN5k8RwCe9D6QzDuTMbRgWRRdm5wN9UiYDA3iS2fIWwFQGpTGEkWv+djmlU2BusRmtJbzhs/UtnAJ0cEYPgE537Af5l2Igog4SDtoUmUpHNtBRDoZ6N2LrN/SFwJ2aIpJqa6Zl8XTI7r8DZNjVXOxRt3YXZnhvm68bpAYQQvCOugAJMURs8IqUvKuT2JbRBaEtrGfDGBTo4hJohplL0+j0aQeZnHLBBpBCyQGpdFJTJoYVl9xIIzMMaDIu3lSBNd1yeVyOI5DFEU0m81pCvd8ZOOquZEgcC/ZbtvcEDB2xtQ4xMab3CTFytvYmKXMbv/C1p1YbQfXpgDHeCRT8qTWYI9xLAQ6wI1gtlsCSUhqa4EEywInV0Tl+qi1WsgMPh2RjThYX2hpJ/G0B4kykYgYjWSqP3ugYm6rWIRKpcNdPjBYIkoSVMk1dDaBSfcnATuAJGgBCYJNDZhKoWW1c4YS0BEFz8NGk8t5eHlzO4mGQq4MliIK6ygnMxuyWKbvm0WnmTRJSFEotNaEYUiapnieR6FQ6Cjc8xXV/efZp8Hekn3GNkg6POyf+uyX2WP/N9A/MMA22y/n5NPew9U33WqOj03WkEWbrbh7rTTziuAKRDEeUCRLDUqgEYQolcP1fJTyqa9dw0c+fBY7LlvKYGWA7bdczBEHH8rYWIOplibGQeMgVnt21dN2kDPHjM3MKifPQ2actBeT0iZsSwX0VA3ikGu/+1+UK4Ps9ZrjuX9Vndgx2Krvf+tb7Lh8ORVniEHPYlYxx0BhGN+tUPRsdnrFzlxw4Y9JNdi4XHHpVbzp0KMYHB5mzvxh3nXaO7n9b48iQJkEn5BVq9fw8XO+zNbbLqV/aJhXLH8VX/jMf/HM0yF5BcOOTT5u8Y2vf4ODDjmcfGWQLRYu5sP/9jHuu//BnlbpGa9u0zdlYvQUJDUPpNvZurNj7N3SK0B0pixxC2zhve98L/916U2ceua/8Nr9dmDVmtX8/JLfc+ftD3DQK/ZioAjomjlLyzawa8dM1RPaUBYVs3qQOQJIAqAPsykyVN11DMZrKgpZtXacg1ecyPIl2zCsV/HFr3yVAw46nB9c/Ft2W+7jAVGgKeddEE3UauAV8us9frPhmumseB7SG8zLlracDREWISZ2qG0ouC4013HDD75DDuHPDz7AGreAC5RQrDj8GGYtWYyuTbA4hbPOPJup8jb86xc+T9MaZc7cClsuWES/gp9//5d84EP/xu4H7s1nv3k+Oprgt1ffyAU//Bnf/vLZeNKEsTEOPeAoHpuo8a5/eR/7vHJv7vz1Lfz8+z/hbe88HS8GJkY4+/R38rWrbufIU9/PRWd8kNrEGJ/55Nm8Yudd2WGH7YnCFr6/vj+sTbfa7rkNWroiG/JoZ976zOud9Ly0iKRhxiXRWiP66Ttl123mymn/9jlZKSKrReRpiWVEi7TaYYAwFIlHRKYeF2kGIvVYJscnJBADzK23LxIaOPDEqscM3LgWGSLdxFB9rxYxJLTRuOFDiEWk9Zjcffn3BIbk0xdcJ2tCAwdOsoYF9SlpQ6RF4h7q9F7i4+ke/uclnbaKIT3WgWhpSkMCmWq3MUxF7vmDnFhEDtvtQPHm7SHHn/cLuU+Ml150LE0JRf4/3t473q6yyv9/775Pu+fckptKEpJQIoQWRBDpoXekIwKi4Fi+g/L9juOMM+o4io6IMirqWFERBKQbmlIl9CZNSihpN7n19N33+v3x7HPuDQYIZX7Pi/O6l5x79tnPs5+y1md91mfJhMjL98oJc3rlyPefILUJ9f7asVdFZELqa1+RbebuLPsfcLK8OtaQpiQSyIQMtdbIY2tqSgtkdLX8/PP/IAsGF8hVt66QEREZSiKRQKS9KpU4UPfq33y97Aly/nlflA2iAg/jIjJU9yUQkXqzocYn7VDqOzL3yd/Ni021t7Vk0w7m31mxpkW13uCV19aTKyiEPgIKmAzEkK4R8BNVqkK3efKZlXzy3HPomz2NaVtO59Of+xTja2tYAUqWMwh4+aU1nPkPnydnWeyz+1KuvOSHzOibwXd/exOKCWYp48HzUFVcTfpmbcmi7XdgaN06Aj9zlCKIwhgnk53auFLD/xL7qTMumg5ioGEqxUJiTFGjM/7SKla34IyPncXC2bO484YbscnMN01xMEgdcC0SLUbXTfKZjERvsQfCiPtuvY1XJsY58qNnML2viEuKjc60fIVFs3uUvVsNuOr3tzLYv4i99txD9VpXWVa5QQ3DSiAa57e/vBZb6+MjJ5+BCfixGtpKSfE6arXaJjq5+a070m9GN+z8UZyVkzEtR2FLQKVSYffdlnDDNZfz8CN/xSWraBhAfpoGeQHxWfv0S3z0+DN46tmX+MGPL+EPV13Gzctv5Myzz8WwIFOmZZfd9mPl2irX3ngTn/jE6fzkO1+jN2dS100mgHqmNRDWN4B4tF5Zwzmf+hyvrl7DscceTaVHeUhJApZt0q0N1AWIp+J8+nvGaO0W5+oelQphNdFxiHA0H7watz7yV0aAxdtty0DJobr6NYJkkobjNYFGAmFIruCiYdFuwURDyNl5aLa47bpr6Zu7BTvuuze1uochCUnLJw18hesK+PU2bU/j/bsuI+9CQISDTnWsQVBtgNYAAq675k/M32JHdtplG1qB0sco5SaHZfasTB/j7+aVvlnL9G0tZZnq9scqVKRNm86nzz2H9pq1HLf3Pszum8snPv557v/bK6wPQjb4wwRRi3889Ry04ZAb/nADp558CkcuW8alP7qEFc88xZV/ehBGh3jm/gfJF6fzlQu+zyFHHM5H/uHjnHzofngTQ6SVPuqAaeRAUpb/4bcM2r3MX7wna8fq3H///eyypMTYOLi28pIkfZfG++aOC5k3/XqOU9qp4JuoDBivzs+uu5UZi5fyvj2Wcs7pJ6NVq/zh0itpJIkSMMkDbhGKBcI0IQhCLB16SxlCrJtU1w+xvl7FM016e3IQJxiOi2W6tMerkCgWSasdIElxSoQ0ojK9hNNrAR7oQpLkabcUgFuYkr6gA4EX4gc+8i5W4N9NsI0wLtl4X7OsKYUqRSBUxTOPOOoo1r+8kit+8XMOOegArrz8CvbZ44NccvHFFHM9aI7F6PAoxxx+DP0z+xHAr1bZZ5996Onr58EHH4T+Cj/98Y9ot2J22mWJ8uL1lJOOOoy8bVKLY9qdu2m1WbZsb+6+7bdcecXPse0ihx12GC+/GjHYB35Axi3USaKoSw2e6qxMLsgO4v9uj80ptYo6oF9KBl/EUB8mDls8sXqYLd+/N/gxuy3ZllIaMfrqakWHQtHs1E5oUq21aDUDpZWaQFRrgEDeVdy7MFI1oV575in6rTIVs8hBHzyIxlAV29HIFRzQLfy22iF92sqlTzNGaztm2uBMlQFvTHp87XZKIpDP2biOi7ZJxtjkvHizKMhmjWpnvDQ6dpgOtgN6Fmgr9hCHIccddyy/ueKXbBhew+GLd+Hab/+ItevWsKFWo574/Pr6KyiV+hmYPZcZixdTmj6D+rMvYDYCSGB0aAODfdPIuxlMlEb09PZimwZ6ziFCheLIFSgtXMDi/fZlv6OP5cY/LifyPX7240sAVVMq9BVSZDiTx/n/XlN6DUJKpzT2xpMsgZzJn/90G16uxJwd3w95k60XzmfR4DSuufTSrv0adNgQmouT78V1VGjH0cAqlkC3mD57C4qGRlgbRYBify/PP3Efh+65F+LlKJUqYIY0wg0kkuC66kHnMgGnKIxAikjg4pQcvKRBoyo02sqzLuX1bvAjRUmkqvb6aZS+5QR6k/c3Pl7iLJsgTbMYlWaAZUEUgxiYpQqWpTHeGKa3oHPSkUdQ0l1aVQ/XKWFYOh898zQefvYJrl5+Iw8/+hR333Efj7/0Il/5t/8HcUKlrx9LF5pV8CMPTIux4WHCMCZOIlI6+Q7apCaSYTGtf4BpA7088/QTSoQ3VLr+iGQ3nAWWX0/Vede71tTWyXl6nT/Rkdhp1Pj+9y/G82O+9tX/xLJt+nrzPPvUA+h+wDN/XYmgTkclV21imD2QaoifkQ7CEEyHXffel3RilHXPPEkC9G8xj4FFC5k7ax6NEZ9gAnJbz0d3Ex5/8i947Q7bx8APU6xiPyQFtHw/g7P7GKq/TKM53lUm0oFQwfykAoViD2/Tmuq214cE37A5pqKDJEmCbhh4zRZetQ52ntE16yBMQGDLUgFTPB5+9knScplifho5cZk7Y4DHHr+P3gUzmbfdYraauYgPvG9n5s0rYZUAx2XZIYcwsvplJta9RhKFoBncfMcKIkxsInJkA9UOwamoHEEN1g+9xksvPsce79+F0dGATIQRSSKF5ptvQgp+jzY3LXs0whQveyrfqRXi+THv2+NDXHXXXTzw0EPcecstXPKt7xC3miy/7o+Tf25EKNpDQcVVu6VvE7Bz7L7sELad1st1P/oBQsbAER1dt3GtvBKw0+Dz//J/eOTpu7j7nueyEKROHOdUxlsLsAw+96+fps0YF373G+TNyeOuY29P7l4wuUj1rM9v3d4iBpCRCjWder1JsaeIkwnH5Uo9IDn+9vgjfPTUM1m68z4cfMTBmL1tbr3pNm687V4OPOxYps2ag6GF/OwXP+HEU0/hsAP243Nf+DITuQH+9Kc7uPrhFXz5X/6JI3bbkWNOP5Ov/M8VnH7KsXzvJ19n6G9Pc9VV1xOjUzI0QuCnP/0hD15zFfN22JntF78Pb2g1v/jFb9lq4Xy2XrSQwQFHRaLiGMM0N+IbdcJa7zVjR02tyTI8gtq4NA06qUYjq9bx179t4NSz9mPpztOY0a6Q07dix70P4Etf/y9G1g1390A/rONG0PKFxEkwCuruUy1BM216Fyzg/I99jC9/8+t85KwzWXbwMhYg3P2X+8CYTmkGoNkcd9LJfPund3POuSfwkceP4QO7foCVjw5zxa+u4rabb2D2XJv+nbfi5I+dyPd+9ROGfY+DDz6YNatf4/e/+x3/8dUvc+Rhh1Kr16j0lN7Z4HQwwgx3ywCzSVp0B3Dt4Ii1dihBB5NMQ5GgLr/8znfkiCX7yFaVmZKfjixcOlMu+Jdvy9BKX6odkLG1Xl6544/ysQ+fKFvN204MCrL3/kfJKZ//gqL6ttsijbY8ff8TcsDey6RvoCz7fmAn+cMF35C5fYPyiSuukwdE5OG/PS5nnXqcDMzbUrAc2WHRbDloj53lltv/IsP1TL4hSCVoNdX9Jb40GxMb6W10gcFUlOBFEr03SsAyKUuhgN5EaUl4DbnwM2fJTnNnybX3PCkj2Z8n4yMiE1X54OKlUp62nTw91JKWtCVMhkXGJ+TYnQ6U3WYflBXKDESkIWsbTUWbbjTl7l/+Qj5w4IFCqSCzevvktAOPlQ1PN6S1OpJwZJ1IUpOR0SE597zPSs/cfinNniMLFhwk/3L+L9VN1mKRxpBIe6388Affk/nbbie4BVm8w85yzAkny0uvviadyp6TQHzyBq9NN01EpGNggjqCtA4turPes+q07SBG0Mg5BhLH+M0axXJREYsiFd0P8hM0JaQ/mQkpDIliPhSSKiQpUVXHLFTQchDqsL4VMVCwyLU9VYNSN0nSWGFjScLII0+y08FHcNrPf8FJHz6C+cEEfYZJ2yyhAflgAiyLRC+qAHAEusSq3k9nB9YNBLNLm+nyvwS6yo66/s63to4xrylOYEqMjmCSTqatxTFJBHG5QIyqAWREGb2UHIGV/Wk6RkkHwiLULRVHMwE7QLSINkX12UYDDA0/XyRAifvSTFRpNI2MtRLhR21M2yXJMrUTT2Fd64cCZs5yQKuC34DCDGKsvxuC8bFRBvoHuv//xnHbTdtob2K5TaHlSUqSCKZp4jpGdgzoaKYFohEELRIbkryOjUW/Vun6CDNssJOQsOWBbZMOVvAL6puTepvZeYucgObkIAlphwGpqZMGISSC7/u4jkW/W6QEFJ0S1YayC/woUxXUNdpeqOQjLbAtdfIngUcUZvW/X9ezzRqCzW2doUrVAxASUgKEKGOPWGAVMAoF9HZIAWj5Pp6mETbroMe0Oh6c7qrrhU0oKhpKEKt+jjYnOgRZpX9p6CpPFRhrNKBgMCkbodCvdruNgU4UQHXMx7BVdvjMOQ71ZgsMh9Qp0mqr+uBpnBJGMY2mqsTQ1z/QzRYne+6y0Zi9Oda42aNrGBq6KlihtPl1nUKxCJqGU8yTmBCSyTrikGqwfsRHAyxDw+6p4PkpE81mtkoCDCPCSKFVE9avXaMQ0pxDK0rQTRtEaDXqFHN56sNjtFLVwXKlggHkLdBtF9AzHrm6V8V7SjBsGx2NwPc3czjeRcvWorLEIoSAhLAbOkoy69myNEiauK6LZrrYvT2gJxTy4LVTRS9JNBKvCqi4l5aDMa9BT7GMQ0zQaCjow7bQE8EGSqUCjbSFaDHj9TGVD6FBX2UQDYuCZTLQ56IZLarBEKKD5RRIcBCzSD5fIgoDNgwP4VompWIBPwjfRuc33d7kiOxwq9TIiGbSCmIcx5x0kOIYiXwsxyKMYizHwYtTxLC7OIpJRBTVKVhlSMxuUkI7WE2+UCaRHnQBTUuJtYQaFkmcMkgKrYbyAGONoXKJEOgjoUBEikssINLG0nVAyaEnQUrQrlIqF7MzUAdNI1EClt0eGXSOyGyA3s0R2SnapoE4MSFNhAAdHZs8SIHhJvTnwYiaEIwRludRl4SKNDF1mxY5HMAcr4IVQSEGetgwUqA0XXHLLJrYdQ/TLhK6OVJ0LD/GcHTq0sTUHUwsdHRq7QalfIk0iDBFSbkHKRiF59BIifwFWGaOWFe6FUkYkLetjXanMArRDAtd17pD03l3I9ZN9qQ31d5iB8ve1nSiKMHNJlcYCXEYY5o6lmtBmmAbLpqYWKZNNIUA2fTrOJaLF4eTbpwXkC8UqMZN4ox9mSpSGCngmjpJq6UkoowUCmrwc6iUfI0ETUKMNMTVFZc8VigJtq1TqvSBppN6IWHb403jZppi2L6r1qFId+W0LHQcDCw68c5yQXEJoQUFRWc2NQP0Amn2l6YAhSJYOZLaOOgJ0/tVpnqAToiJmc+DqRMkHn7sY9gmgR9i6qougaAzUatRzucI/DqubSl2lA6FnFJJauPjujkMIwvVkpC3dSaqYwoXFmjU2jiWjeha13btcOc0oCv3BWwcI9m46VN/2fghaFN+6kpwLmu2Do6tKzpus6ZGNjWU6E1bqJiQE7BC6HPLRGFIYqZEVqS2yKJFG4tIt0hJuxrwKeDFDYKkhlHIimU6Gompk0+hJwWSGD+uYWg1LKNJ0mpipCaWofJOOowPUh3dzWFiguhdHbBOHxUgmir+vyZsskbA5jY9RqwmYrbUrkIBWyoYaQViBxJwInD0BNwWUTSusFQfYkxSbBUpbHvqoRkGRu8AUaMJCZRQDNkWeYZqbdBMShoUYw/RIXZdYiw6RfdyjotJQMk1JlkMGcgWp4MU2AZQ/k/ejLGlCXiUio4KV6XQU8gTegpja3dGTBL1zLNrTgZI3lgw+M13sCkpalOzvnQDiJR8OLZFNwFXA8fVaDYDdeqYECcGru1SIMHCp9UYBy3FRsPIbCqfTIQ2hUGzQJ+RBw0iv0WsGbSJaI6BG6tCU67p0AirQIJp2tBOGR8LVd6JDs1mQByEiB+hu2+mHfPeWGSCEBGSoNLDunmRQpavgIr1OYnKenJ6MDzQQsWgGGrGeF6E5Tqgh2pHTU0st4dODkQKNGnT2z9dPZNGHdNSO76mQb3ZwMEkBmzXwWs11AzI6iEHWZqDofchUsBIlMyu7zcwNAECVbAFda+I8iMEqEVtNQu6/Phux9+ybbaR39nPglDlzSVJomadYZDUxvmPf/13dth+R8p9Lkt2X8qxZ32V6+5eTcvQiEnREh8in0JPASTGlBZ9pird65HF4Vo+bqxjeJmVV7KJs0nQX4HGBBi6es+2+6mHIT++4AIWTJ/GP3/hS4xMKH0sx3UwXVepYGsQtJtvYF+9WZj27TUdUyk7hzok6kfbUAhOYqaM+DU180ZS7vrWr5iRL7LrLnvxahu0oomRs7jy95dTrOTImUVmGQPMtsuYuX7MnrksnDnAtm6B//npr/F9gVKB22+6kX33P4iB/jnsuf2OfPbTn+KZVesYCSP22HtfSnopDwBwAAAgAElEQVSJuQWbsmPj9vRjur045RyuobPfznvz8RPPYvYW89DsXmZUBrGMMj12P0VrDppdYrvtlvDYE4/QZ+XROpbrFFt1snrdG1PuN5vN72cGvm2rRA7NcZQrHfj865f/nZ9dfhNnffJc9thvKU89+wp/vv15Hrn/XvbZ51REF2XgtwMoGaRxiB4n4BoEsYqbW0DetjINcpPQa2IVLWJpkNPyjLWhZwCq1TFcN8TMVRhft57Lf/cbSANWrxmiVAE0SLN5E0Uhlm1i2AbSNe8nW1eGuxPAf8dzrWOEMYmHoRaNghVSCkUXCCB0+cvy+9CIiCKPDaMN/IESrgHv32N3fn3Fr5lRdIlfWs1Xvvo98vZc/u07F9KsP8+iedPZZYcP4OZNfvuzK/nqf36NGQu34cf/fRG9JvzXf/833/3exVx80bf4xn9dBCMbmBYYPPzCKs6/6iYOOP5ojt1rG4qNNrvOWMLA9EEOeeFwEr1F47mn+fb3f86sfU7htI+ey2BQQ7xRdtp2EQ6x4rdlerN0ohTd9mZoV4bQdojDGyH5EmYSw0qQIxIRP+6g4JFI0pTm6udl4ZwB+einPycjklGbk1ApHY81pate3Wwq9LiRdL8oyeDhoB4oxLvpiUxIRz1ERJoi1VUicSjDIrJalMqxJDWRhiefPf1M+c/PnCmL+nrkhNPOl6oounQzEvEjkVptQjqyIbGEEknSFWvuqma/hUry5rRUEgk66tV+IhKo6EWtc/3Ul7qslzBeJ7JuVA4tzpG9tlkqds9sueDXf5YN2X37SSBN3xOJGyJDj8qyWT2y2y4nSC1UCs8T618ViUdlYt0r0lveSg49/OPqmbSqquxew5NXm6rYnyeiaO1ja+XGS34sFBfI5667R0VNpC3SEJHxRBp+XWKpSbruMdlqel4O//zX5CE/+3wq4ocTEoSZHHUyGfGRjqbMWyjIbPYR2REUMQwIwmBy7Woanuex5cIFGecIbF3B0lqriddu4/k+mAWqL63m8MOPxnF6KffM4OSTzmRstI2dsyFsgaaxfmWVPZcejaYZ7LPnB/nNJT9m+y3nc+kt9zHe2SeaIX979jXuu/cRjjz0YEolhw3Do4QJNH1VFMswIVfII6REacgkOWuK3fWesXhUnaGpqswbccO0FIsUr1Vj7OHnCNoaZ3/sTGZMH+C6a27oohzoJnnHVTatI0gaULB7VBnpECoD/ZD43H3zzVR9nSNPOZs4yRwuAN1iQPEPVQrmxDgYAVtvOw/6poNTJiBS45DlExacgioNFPgkQcj0LeZhOJktRoodx9iG2bW/UlBmS8cpeguWxGZPsCBMCELlojq2oj5GzSa1Wo2+cg/XXPYrbr3tZoyMshJPgDkwnSjfQ6AL1RX3cdKeH2K4Osrvl1/L1T//Ma8+9Vf2O+5U2iZg66SvruSUw4+HVspf7rmPj338LH7yi//h+dXrWDO2njyoY9YqcNTpZ7LLsmXssGR7BvN55s6Zj2aA66pBCGK6yanKbut4Ou891KoOSJ1O4ShIs9rd0NA6XlhATyHPzZffRCnNccBOu7J08bY8+OgjrGwo9ewYDd+bgKgJ6FQqMzD8FL8KugN4VfB1nrjrYSRnsWDpEsJQ6SmqdCYopNBrqNvI91fAifnrC38FPUerJeSwgJjYGwdSJAUTg6TRJg1jJpo+7eze0RJV8CwIus5GNj2ZVNbjvZlgjm10tQr8wEeiCKtQYObWW/Otb3yDsaEhzjziMLbcZoDTzzyZR59YCSkM19oU7Txf+r//l4nqWpbfeguHHLwvH9prd77z3QtZXW3wh9seAlIeuOceRoZH+f7FP2DPD+7OGWedyQknnEBlII9RyiuyoRj86Re/IXVdPv2FL0BvhdqGYVqNJmE02d8wTLv9DjuV0DY1ud4ruk7nOhZgppioeKOFqlqmiwdoXHX3XcR905iz+/s57pijYLTO43c8hwukaFiGKPeu1sD3I9IwoVLsPAQTImF4zXqsUgmnUiCXM1T1sfFxReHwIc7qbbcCDyRgzvw5YNmMj9UzMzMl0QRsJSKMGBjFAuVSgXYYdZdh5LfV6slCJFkJzsyeTZXT8hbj97YCcX4WcnEdV/GFsgl32PHH8/ILz3P1Vdeyz/a78MIjT7LPIQfw71/+EfPLeYJqlWdWreTQ40+gnC8StGPcgQrb7bM7Vb/F0889C4lw+WW/wa4UmLf1vO5ptt+H9iZJIc271AFaPl/+4r9y/KknM3/RDPDalApF0jTFNCELoVHId2jSgqW9O42rzW1J5jn6GtgSk49SXB/MAOw4x8iqNaww6jjHfhC/x2DZwQcyL7ZYd9Pd5OlUB9IVtNE3gIZBHISdzUlZ1nHcFXYRgTCAZx59nK0XLGCwYLBw/s54astUVGfDUhtDvc7suVtk80FwykqRO0kSdSHT7EoFdDNIO9hUuLkho79vmz3Bwiilr7eU3V42bTvBP9/HcYscsuxgbvrDch5d8QD77LI9V/7qx4wNjeJaNtUw5LJrrmer972PBdu8j4EFi+gfHIQNaxle8ypEMUkS4U4rYg9md5bolO0C5VKFWhxiAD+86CKmVfr45Mc/rrZq06LmtdF1nXYbSpkSZCpqpXm+x+Qy20R33ytyWHaE+ChNClJRiTEKKofI5JYbb2XU8NnmwD14cXgVke+x9fQBHrjljyRe5nHaPYAFno+upfT0lxVonqAggryBWTCJmk2lYJQI2+2xO7ffcjtHHXAUuZ48QaYFkrMdiDTGR6qgQ6tdoxo3aXt+12IwLAMMjWB0DN00yNtWRk4Ew3YzsFuZRLp0eJQZLCHGW47fZk+wqQIYGhq6beNVq2oARaM1UiefzxFiU+opc/bBH2JWOsGatS8y4rcoDcxh/0OO4fYHVnDl7bdy+fW38pfHn+X+F5/kwv/4Z9B0wiRlZW01YzoEXgsSHa0VMvTaOrRcnjXATXf8mSdXv8Ci6f0MGC7T+hbw4miLa6/+HXvs9mEuu+we4kAVFwjaHnm3iN4RZHgTvOZdtexczqS5JpshkEtU6CMwuO6318HwKBd85h/Yd8mubL1wHk+teYqV4y9x3wOPoAGNQFfaSqUCrpMy2ppgvJXZ1A0fnITDTjoSmm3uvu424kQF1OfttgeaoVOLfRppoHoqOkienlwv6DH5kkneLJLPVRSlwoOGp7KLnDlzSHWDNGhhoY53xMBvKOcL9d8UVyaT+tFe3+mN22aPdj6n4jnDI+PdHSxXqYCuEzSbFPp6CJvC6PgIUejxyrp1xIZFubeXnkoPYqaEhOTyDjtvuyW777Id71s0lwXT+zAtG3SLE08/Hc0KWPHQXcSmgK7x0MOPM2vaTOKWKol38z1/4arfXs79K+7kxVf+xjXX/Zp582aw70EHctlvfsbJx+9NrPJLKeYLJElKO4tHTiqqZO09prZqr/+tq4uhQxvWrR5llw/tyk9/9wtuvP56Hr7nIX74wwtp+6O89MLzJChMECcHrw4xMtZg1ryZFMvQrHlQLIPhsN2uS1mycDbPPXQ3PSWHyFcF3eMUBufOws5biubmByA5DLMIhtCqrqcaNak129BOwIR8PkeEsG71ayQazJs5HRto1RQrwa30KeggwxZ1OmULp4R23mQcNxtoDcIE2zYYGOjb6HovPf44xx9/Irvvtj9HHHM0uYrOJXeu4MLLbuLEk09j/sJtMfG47qbfsOOOu9I+W+PAww9l/pa9PPb8Sn589X185xvf5NjFMzjo1JPo+dZ3uPDfvsDgf1/AC489xgVf/zrm4FxmGj3MAcabDXY94UhGggblUpneZGcMs8CM6f3Mn9tL3lGFMsaHJ+jpcXBcGyzQMUg3FfTW00mg9V21dJIuDZN8/BiIddY/vYZV6yc4/d8P4pADD8LyA6YbBbbfaUf+/Z/O50833sZHzzmNQCLyegzzd6IysBVrVr9IkkJxQElmNkc1Zi7ciX/8xHF86vzPM1F9ldNOOpk5ps7dDz5APHMLvHaTXKUHnDyMN0jJQWOCAQv6rCIFKw/NSWA5kohZ2y6mGYZMrF1FGZjWo1zRlqby0x1d9cfqANYdq0PrwD+vW7yd4d3c4XNsQzEWsgsHLWVNL9p5Z84//3yeeOZJ/umL/8SRR5zErbffxvlf+ypf+8HXMpc2pX+ruVx/y7X0FnNccuG3OeX44/jdpb/g2MOOYOfttkErlaGnxPLl11ApWxy43wH89rpr+PnPf0az2mL1My8pDthAmXp9hGmlPDYRlWnTqUURba/BjAHw2pAEMK2vF8dW+W9xELOp4pkbeUPvJtid7VQaynvsRlCMyUjz7/+wnEp5Brttvy02bSpugdSPIK6xeMctefbZp2lUIa9bhEGCTDQxCj3kLY2cAbXQoxZFFPsHATj7s2dz01W/BuDUM87mmNM/wrLDD+OWPy5n0aweJaUFUBqgEQK2hTExrihN6CQxSkKLFEezGR+rku8p41UnSELF7EgjCLAIOkehpBmThdd5j5vBB5ukZEyhTHdqo2iqeoUXJOQcAx2QoE0aNjFzrvqw1UOrHeAWDQSdakPoKSnx2Thu4JgGkiSEbRPHzYMVkmAwOhYz2OuipdCeWEt+Wok2CS3yRO06014eZ8kHDuKUy6/n8KN2YhowPR7DDdpqhZp5PHLEGVt4dH2N2dPLIODXqrj5fFaaWWm7dhceoBOjdf9l0ytw81pKR2Uv1DIqDtGkNFSSUxLSGpBTDFaaFWWbMUSqacTWDLxAlY22dSCp44/UcStzwISaDbW4xhZmGS2OYXwd9PWTmAVCUVSm2miLfKmAZYOEdSRJ0a0KGEpTrCPbn6SKoWEIiJHi+6PkXIPASwlz05T9Ni7kyhoTBnjEzERHSzoL0ek6NZrRCYpNKZ41pb35iE6pUJCkdOnSTS9Ed1zMYjmTHjcIIw+n6BBjMlqrM1A0sGKo1scxTZco1tH0Ak6hgOhCEPtAxGC/m/GLYvIDA4iKSuIT0p/vxfcaxFGDsD6Mhioy55ouGAUI1GoUFMNDA2ZNLxOFKUnbw+3pAdMk9LxNdq87Od4L8DVT/7UBCyUKHKE8SjESMnwTYgtGA1UsSwBbEEvDj0Jyjtr0Qh+wcrgzp5FtOZBC2SxTDz0l1tdbARShxdDU8ykPFDBtVadMcxz0goOnpXix8jXyPlhpiqtDoMNYCF7kkXPzkOo4uR7CttCqQa5HPftIwFXZBXSLJnX7/NbD0p1gU1P5Xt8E5SEnKLl7J2fjB+rcFcMCTbCdEI0WYerTV65AolzrUs8AaSJYaQ7a2U0bPrbZQKdOk0Tpw1sRksRE5Ahjh2mUEM8jtUNSt0HFqNELDJBCAOL2UTV6SDAQ8dCSKdyIJFYS4SREQQs77yDaxrQ49bf664hz77RlxrwGiI4hTJINiUnwwIF2ooxuSjM7BYdIU7WTmmlTccJiMHIQYtFIUsgF4KSUI3CboNk5hsUDyVD0yMcW0DwFerZ1JWsbaTpCih+tJ+ek4KtbdJMIB49aFGPmQLfUSCTkERwKlkZ/GfwoIU6gooGVhmqiaIZ66TGog60zO3ijvWqzR9abgrUJqIQPTUdzcxDGJEFMHPgUdSVZNFbP0vwB0zBVMDMjLfrNgJbXRElDRt1JHUdC2wfXVErSepRQ3m4bXh4Z4syjj2QGQKJ2o7pAW1cPMa+ZOIY60aMIJfmYCedbuRztVuuN96i3CHW87TblespvVcdkkIbke9XRErdE4QAaVCdaaOhYRopGjGWpiRBGoBk6IdBq1yFSQL6XCpbWo479wMcpqNiY7iqjvFMwy0tUtm5P3iEKJuiCW1pKrTFC3jKzo1wFTqNQsnsWAi/CyRkqeR/IZcDExskeUwvHv/E0+rt33miszY7TkREbDYnVL5EPqYmh9+Po/WhRhBa1sfsgcsALW3hJQNMMaVgqWtqT66WY2wKNHHbkYyc+eBqWUyTvQsvzSeMY27bBKIJdYZrjkk+hWdtA6kSkGuRsdRxpoilacQRBGKNZqlvtegMAx3HeoFfvXeuO25QjwOi+dFLfVA6S08LsDUlSFQjp658POJhmVmdNrQuKVkritdFxyBcq3biTP9Ym1wE5XZsgDAgSUWzY7JRJBPKGhUZKkvpYjkvaVjeThAGYKrJRrdUwxYBIw3Vcag0fw9Jwcur9DpAfBJPkhr9vb86p2+wdzMzSypUOPZimTtSqKRDOysrWZ6UZdasTkFCMVsNwSEmIjXaXKBXHFoE4OEYeXXPBcmlV2xhE9OUEI1VpbonmUG2mSACkUOwrkRDQysJgaSLqWDKyKs+6idcOQYR8Jj43VdL8fwFmnbIo9a691AkMq2bguoq2TWsI4iqGpiIwPhbDfkLnEUY+NEeaEAWU3TwxyrLAiJkYG2L2QAEnBW+4BpqJ4ThotoaVCcZ5bXC1SXPb7JCNCygJdNshn+tBgFnlsipAGZskfkSppNi/7ey4ShJYs2Yd+Vz+HY9c91NvdlJoQBILItlJByAJlmuDLoQj6/nht7/LVu/bGrsvz/RFW3H0stN54q41FHIu460AnTo9VMGqgxmhmTaiFdCwuy6sZbuZqHAbQg9EiAC7ZJNmNWhqa19l2T4fZItKmX6nH9M0sQyD9223Ky+8NIyTh1zezgiHEWjSLTMztT8b/9+7RVyn2CDZBOusNx+TAJNQh9ZwE8Tn4R9cxBa5Obx/6YkMAW13GhE5hifGsPJQ7C1Sv/9hFhlFehfuwv2vjhLRoneghJnCxPqUXH46T9x5Px9atj9OyWXm7Ol89jOfYf3adQQBbLNgIUWtzIzyHCytiDOwEM2eQ2X2TJxKkf3225f2aAMCE5oxl/3qt+y5136Uyv3ssONOHH3cCbSDgFlzZtHsBDffwbhtpjYF6CKYmoFhaEShj2VmgalGjQsv/Dbf/Z+r+cgnz2Hfo5fy4vOruPu6Z7nvz/ew+66nMqNYAOoo4eAQcIhNZaNpmsLW/DZUCroqABWHkC9AmhDGFrGlnK88ULAcaqvX8sG9D+DEj5zL/B4TwhA9P42FiwYRoNUKKRRsrFwOiSO0LDjcwT7/N1qKjkHmSXTH3UDPSjSEMRT6i+B53HTt74los350jAee3MBOO07HwGRasYxoMUnQ5I4VK0B3CIZrPPTnu1l29mFAQlCHvgGdO5bfzUkfPZnCnGnccP0NRGPD/OgnP+MrX/o3rv79z7n+yj+wYdXTNL1xnls9wRe+fS3Hf+ITHLxsK7zWKIsX7khvuQQ1uODsz/C9269l7w8fyXnnnUccx1zwja9z/fXXc/LJJ6JpnYQfvdvbzW4dcuJbaVNMtkTCVk2kNSoST8j4c/fJ1jN75SOf/CcZF5G6RLKqPiT1WCRoiqJ21j2R1iqRZFhktCEykYonIiPZ67VmxqBMRKTREhkfFYnb4jeqIoliez4eKrasrH9J9tuiLOf9v3+WWnbPrSDsltFrRYr9KalIqzYu7ca4TBWt/TttiiTZRB/fXlOM1kxYOKMG+9l3SZiocnxNEYk8kbW3yhFbI7u9b1exy7vJf/zPChlLRKQuIkEkqdSkmmyQw485TJYs3EG2cbeR8477jLSrVQkDxQoeXt0QbYvFsvvxZ4hX90XCUKQ9KiKhjDZEolRE2p6IPybSWil/vPY3gjtffnTn8zIkIlXxxReRdH1Tqpf/RXajKP98zufFS9V4DtdbMjRalUhE6m1vsjRiZ278nYDyG4/fZh6syqgIQ1+FC3KOAp5Sdba1fI+BuXMzyW6DSqkXx0AJnekRpB5IgTX3PMPHTzubgf7pzO6fzT9+5nyeXlPFLoDnt0Aihp9bw8lHf5RirsyyAw/k0ou/y8I5W3LVn+5mPUC+n6JVoja8HgPw/Sa2rQIY9ZZisqYa1GsN8qUSuUIJP8PB3tQcfVdQxZQjUotBjye/J1HopuUCms/Lj7/Ia6/Cx885jRmzi9xy858Vv11xI4ma6/H9KiteXMX79z+MD8ydxXN3/pnIKhPZBaiO8/AdNyMhHH3mJzF1E5IQLB3SmGIn3xhNGWSmSRSEMDiDZ9esyY7tWOU3lgpc8avfMNeayXmfPU+xgQTKpTxuIU8QpuRyLnGSvq6vU3++/t8351831US6FR9i31eGvabR29vL9OmD3LL8em6563F0NGwcGkMtCiULch4YHjz0Eh894HheDj2+/8crufR7F/HXm2/lrI+fiw9UjBAmNrDs6FNYOZ7y0yuu4+xzPs5lP7yQ1tpX8aNQ0XitHtqhxk03XEPR0pjWV+bDHz6Ol1+rkergKfIlxUxuKPI8XDf3Rr16zwLeKlNcV4suVdVvA1RapFIrqYNf5ak/Pkl/CEfuthNzBixWPPskz1Sh7QKGjm3BS/fex8RrDXbbbX++8I8fY3jiJX7/4OOsDABH5+U7bgVfZ8GiHTEKBmihqlmQxmgZR0xhDDakUCoUod2mMmtOVu45U7hvNHjsgYfoyZUYHFTmhWgwMt4g51pYtk7bCzEM/Q0OxbeePps5wXTQNRqNFr7vYbr5zPJPobeXL37h//HKs49z1nFH0jcwj9NO/wzrVq6DFDwSKJp89pOfxDAsLrn0p+x/yL4ccdxhXH3Zr9mwapi773gMTWIeuOUmRgPhvP+4kMOPO4wzzjiDEw/dn60GCzgqhZah0Rq77r+MH/7kB9z2p+Vc9M1vcM8dd7LffvszNh5jO5mFkAWwrZxL6HfVXbtNe33/3kXTpl5BT8FIJxO9u95TC9p1rrrxHubNW8KMLQY573Mfg3qVFXetI9bIQnMxt1xzHb0ztmKnXfZg2owcvb0ON9x2LyUHCNu8/MxjlKfPpr8vx1itpbhJjoWEMbWqmlcqMUGlbgdtD/Il1oyMKSo+FikhFBVx1AsCtLLDWLWNAfT3lQhjZQ67OZuoo275huO1GTjYWzGlUoGechknVwDNQHylfoNucfxHTuXVx1Zw2U/+m+NP+DA33XwHe+y1P1867z+JyTMWRzxaW8PW++3CVltMo0QEuZDBhXPw1rYYf2IVtEJ+dtF3idwcex23HTVRx+YRB+9PWG2Rjiqku2dOL1+8+L847oTj2WuP9/Ppc87hykt/x+jwKNfccCOr1wW0fbWAk4yJaefeZAd7D1uipcRGSqypCebGYPoobyZuU2+OsaLRZs6xxxLOKrHnXjtjDG3ghWuXozUgjROwLK5ffhvTBmezZKci03bbjoHpZZ5d8bR6wmZC0/CorXmNsgOVcoEn7/8LM3OD9BT6OGDfI1k7hEJqowDCgILjgmHR8sJJ8DcrkjVar1Lo7YUYeit5UmCs0cYy1anbaPlY5pts829hWrzF0tWyeIBOLJNRuzQFLVcENweNNvHoBDNmzOWEgw/lJz+6iJdWPcsxex3MjVddzSu19YxrCXFvietuv52eQpnevl6mzd2COdtsCfUxaq+thlTozeXIl4qsHVOit/l8gcHp09E0mD19C9qoCEuhUiEhwjJ1MG0OXHYgld4BHnz4YWbNcsi5CtE3HJtkCkioMSla26XUvEfIWIeTrzQkMsxraoZ3lHD7bXdSswtY8xcQ6CZp0GLnudNZ89SD5ArQCDzqK4fwmgnbLFygLmhCZcYMVq18hZE1gJ1j+6VLmT5zgFefWYMfCzss3Y1777qRYw8/lA3rRzEdlI6V64CmqXuJhVJPX2aHpliaBkGd2BTEtRQMlfWlt5RnvKaiH8WCu1FCd9cLf/3EegP3/O9ikZtqnVhkGKtXoumTcaliGbN3FoyAZeWoEZDPwxH77kRBazLS3EDdSBgaHufkE8/ivrue5pm/rmX5bSu49/4HGKqu5JOfPhGadXr7BjGjNk48iZ+8vHYMH4uRloeXdHiUKkU/zYosVCdqiG4gmrExnic62lvUinzdMLyzJoCkWUaVkp7rhugclDCFbnPT1bcyPjLBV/7la8wozGKb2Tvz/Kr7eWHNQ9z79N+wyiXuvOVR2tWIGy+/lIIxg9kzF3PVXY8SV9fyx+W3QWiz9ZZLiNa/ytrnHkYzNdJcgUVLdqS3p0yc6qoiroHCgExTOTmp4Di5LBlFxUixhQ/s/yH++urzvLJ6FSlQbYUIamdMOosmegNYYjMco80e2TiZzDeMEwiCSPVC11n34kqoOErRXPlzPPn8U4zVGzhpjtnM4AM7L2XlS8+z5aJ5zJpTZuH8xWy3zRJwYcbW06G/n72XHUy0YS3DTz2DA7T8Njfdfg9azwzqhkHRgLjWBq+ptnlDB8PkkScep1ZrsMcee7J2KKXtgWVCFIbojk0XWv9faxm9CcnKGxuTO5eZgh7CmnGee3olux14AFcs/yP3r3iMR+79E7/89gW0qy9x/723IOh8/xdXs8Xcnbn5piu5Z8Xt/Oaa33PnPXczc6DCw7f9EQo9HHj6WVTyGo/fvZwUaLQTsAukQYLrFmj6qmZk1KhBrUal1AOGSdAOurZhrTUOrslp55zJKDUu+v7FAPQUbLwImn7U3XEca+Np8naG8u+A1jda71qmXmNmnCLbUQzL1154gVNPP405Wy7m8KMOpdibcO/dK7j0mhs55ZSz2WPOEvBjvv2lL3LYUYdx2rkn8OHTz2Dr3kFWPPwYV95/L/9y/mc5doet+NBJp7DFly/hW588i/iH/0a9OsaNt97Ha7WAYVOnDdx2+WXc9avvs8WyvZi1zTaMrBnnK//5PabNW8rRxxzCrAEVoA1jcGwbiIiDANPOv41heQdNS0jQ8bP6RCqOFUMaQBqx6ulXSBKHpUfux1b7bMPcBCpxxOKZ8/nVxd/ksZtuJD330zy4ZpT99z2AffbehVxOI2EJNGJ2MRw2/GUFT43UmDl7kP/zhXO5+Jvf4qiD1vKFz32e9guP8tD9D9I3+CFqLRWRy/f2gi0kkSpEqouqPCJpRD7ngCbM338vzvrIOXzv6quoOTr77P0hxkdGufGG6/jUpz7FMUccRuAF9OTfKJ6rv0BP1agAACAASURBVPmM6+CNnapZshGYlkjn/UhERlux+CLd9PvxiZqIJHLht78le+23ryzcar4ULWTH7ebLF796kawdEUnbopBSrykvrLhdjjvhKKnMnCF9hX5ZunQvOeNLX5FXYl8kqYt4TVn350fl9L2Pkr6BXtlu+63ldxdcKIODC+TUWx+VO0Xk5UefkjOWbC0LZjli9SBbzJkhp59+rrw4lMhoLDKegZx+rPrhe3VR8gGTfdko0z1NstfbgVZf19JIJGlLLL4MiUrdVzn9kUjqi0Rt+fGnPiOLy33yqwcflb9Jp/paJFKryVFbzpGd5s2Qm2+/Q7S+RXLRz6+T0I8kCttKUsATue2bl8puPVvLxdfeLK+IiEhDll/2UznwgEOkUuiTHfp65dyjjpdHn6hJXUQaUSpxc0jEXyc3XfZroX9H+fL1f5WWiFTH1ksqE+I1V4u0Q5Ghllz8vUtkwZKdxSz3ypxtFsshxx0v6+sNCUQB2FOlJbog9etfm2hZUfipkzCdsovp3X+faui9HnbrSH+kSYSupYS6xggmNjp9gJGg3Pc0zcSC6SalhJryaoy0Be0IMfrAgaZASU8Zve8OtjvoEA7+3c2cfcyB7BZBbmI9DFqEGNhpBUJV1M3JZ18RR6oQQ5ewPclW7Wz2nQTUjbm879QWi1FFx3UaiutAQWJIdUJDxxLQwhZEAa1in3JU4gDda2HmsiIHGoiuE2QcT70VYOV0WrpBKgmlUDEcJhx1l2U8detajsRPMMII8i6Jks3FTGNIAsIwxCj0UhPlOBUUg5u2Fihlskyykw7FCZVBFqdKPckyrY02qE7QSJtq9XcmzCaOvykjOsnsVOaDvtGFOxNJ2/hD3UrCAuiaCZqDjo2D2o6JoVlvEWg6iWFOflV2ETsFI03UlYs56gaMx9D2AdEpFC2m9eXolURlP1tATw8+MW2v1TWmXbXjY+jgOhoaCV7Qoh2+jmoiUwbndf1+Vy27aJc4rEn39EggE8uw0ZMAI42xTR2zVKIZRLRC9TCjIKJRbUCC0grTLEKynDVFlSVPioVPGqRKVA0wXAMKSjw4CDzajTFFqNdMKPQSAWUtxg59klZMHIKqAWdmCz2L0McxJAmmoePaFo5pkMQB1doY8M4qA0+xwTa9eqcGiKeGOg02PnoDwNI1jAS0ICHvGuipYIQaxVKhCzGUHPXBJLuYkd2z36jhVvpwbHVTjg3Sjnhq5Uu0k4ReNJJU6W4VXAuXnErxyujwugmeH4OWYJogekLOyTG55ib78/9PU9/kdOZvkEDOQNcV07SZpNhiUOxgdDHYjsWAO0UGCnBI0YlpexY5R8cgwiBBtwsQQhIEpAiW6RJEEXYxR861IIyIGjWM/gGagUfZySGphpFTCRwxEIYBOQ100dTK1DRIEpI4UdxEy8AyHXrLb8Kne4sB3cQRuZmfl4yyn/2MJSvzMuXESWIw2hEULNqZ/m9evUVW7QS7w2DUQpUsEulYpkOxy29WmgujVi9B9vkeIgxixEvQbCXckBhT+5CQJgGWYaGh4XkBObewccZHxp6UjLWldSnO76QpXSHBIMwS723iDH8yu8dIqzWKXnGJMZDUIafrWAn41RaaZWHmTFLNJ4pibKMHw4JEaxGTYlFCFwhpoEmCrVU2Pp4E/ChFc3TiuEVBy77XNIjRSUQQX3Atk6AVQ1kFPx3JpHimyitk14xTIdVA0wRd24SJMXXSvMFE2WhEN70Bphu/pOOSp2jZ71oKVkeDyE+RWNlWSabHSkaAc5jM5NJQMkA+EGganiQkQM4ysDX1N2GjpTARy8UNlUZrSqjkg0INLcxsFwOq7QifDh3LQDPMboKwZZqbXEGdOTzVvnznTRkPnezuJLOrpiYCFCp9GPhYRGi6ThCq991yAadgY2iCZVrkc3l0A3xf0LAxsLtfYWo2WmqqxJZQiIOAMPTwowTd0dVUTzMbJAgIWw00idE0g0RTqzAIve4dq2MxVSdkBIGf0EniNwwNQ9e6k2uTXe4mF2+6vb0l26kfKSqgi2S87DSeNMQcHc2BZpxQDyOl154k2IAtqMWedBI41bGpIvz/H23nHS9XVe3x7+lTb89NI4H0UEJClSK9Rrp0kCpFRGxP5RURUBR9oqAoPEBFUEFAQqSFAJHeqwHpgYTU26fP6ev9sc/MvWkUgc1nmMydmTNnr7PP3mv/1m/9VkPhPCLyKhCD3ZKFVAYwyQnkBbJoxISgp5L3YpWRk7GIgIFKlapfQ0NHQyMKQ0wjuTvXGUWNgfVpQWQaKp9QbS/0pEyyupuKgy6IjtRLBNUBHBRfYGColvDlJWHeqqkg8H3SKQ2wiCOH0POSSISFaeawLB3D1jAdB9tx0G2jycd37KxihjoOtqlhaIIvUAnUubS055t4WORGoKtcAdMCJ2VgmKpqcK0a4boq+ePfbfpGX6zXklEqjVsyVJktccLNB/yCAud8DTyJMG2LUE8ENpKvqCkmRhMdHVU1IgQ0TbmDFjG2lqy3uvL2xA+bpyBxGd+vNMU7AreKbWlUPEWRac2pWGljWyINffORj+GnJHj0ycNF0jhOpGbppqicocIPrV3KCXdsh7yTwaqrsZcdlaEiIZgauqXihVEc4aQixPfo7xcMHRwnBmoEkY7f0NELY+q1GgPFUuJXSXKf65QHywppN4EoQDRI55PcvjCmr2eN0jQLRJ2oriYy10tqPNiQyhqkUgamMRyrXjvi8+FO/8eg6yT/0xpLZJKXlixK/3vpz9h+nz1It49h6uazOeP0M3nkkYfVchGNQNL1WMU3haYkiZnwPgU1SAzLRrQQP/Lwqx6anm72Kq3rtNopHn74KQ455Fja2lqZPHkip59+Om++u1KdqmjECdzS5OOvxTQd0aWPZKYPa3qSAqcNexKo2Vn0EMxQ3XRFF3zhoauvpyUzit12OZE3Vg8RGSZ11wOJSaVTGLrOy489yhaTpjJ725351xsD6qr7LpKEgeplnwfuvY+TTz2F8RM2YdyEcZz7ta/y6tuv01sYZN/9DqDFtmkz23HMPC1OO625CehmhnTa4PSTT1WlmLN5COHKK67jgC8cTbalg3GbTOO75/+Q11577xNbZsQusmHmDVExRlyCBkKtiaI2GzrnnHEG191xP6d/7Vt8d5dd6F+1krtu+xtvPv0ie8/ZkXwuQ4PQH4UBhmWCZmAKRMmOM0SwMJVTHIUEjk5oQsZVoYMYtVPEc3novgc54ewfMnXmlvzf764jFI/Hnl+CqTkIkLVtdCCKPexMIkkZb+xe+rT2lQbN1OmGk4xOnRgDtc11TBNcgwU33E4rJq8tfoWyptEHTEo7EMeE+OgIi598kcpghR5zkAWLFjF7ykGgmdQixcJZdM8DfO3sLzNmi034w42/o16uc9fChVxz1f9xyUU/5LdXX4vXuxyv9C4vvLec7/36Do46/VxO3GlrUmGFdGtenbMrfPXk0/jTgns59rRTufkrf6U4VODiiy9i9pxZbLX5JDw/JtWQ6fy45hrGXBXld+MAbUItjlyR+pBIUBSp94m/4nWZNXW8nPXf/yU9IjIgIv2BiN+oaReJSBCJ+LEEhYpEUSSuF0hpoCwSJkh/JCJSEwlKIq5IYcUaqYorxWhIxHNFaiKlOKFVu72yRYcte+x3pKyqiVTdooi4MlAWWd4fNSMN1XpNRAKJ/KpI6K0dnIgb0YtIguS/+BNQppv2CUWdpKeCFwMiUpSKVKQiriQntvgVOSbdKcdtebCMbt9OzrziGnlPRIq+iESRRHG/BP4aOerAL8icKdtLZ+sW8qXjvy4SRuIVeiQWkaXvD8qMyTvL0YefIf2DAxImBO2lq1bIe8WiihJEIuJ5ItUlMu/m3whjZ8q3/7BAilVRNO5QKfq+eMsDMrtlinz36z+QaqBOsR6I9A35EopIqeQPI/cb6vOHlPNb67bWRoCOI/eOailJ7s7GaqzpYJoUi0WWLltJPp1GI1EpMEG3YWBwEDdspMlrvLX4Vc4+7UzGdo9l03Gb8s1zv8uK3kHiQMD1oR7Q/8b7nHXW18mmU+y8y47Mu+pqNuvo5Lo7HmClD/WlK/AHfb587lkYaRDbIgwi2jMwtk3HFLAExZsGRFOOfjPzOnk0AOMRf/pkrWFKPQa9GahIbCdo4oGEDLy5lN56ldNOO4mJE8dw3933q81Asg/RwzrhwBruee11Zh0wl4MmT+X9RQ+zeKBAqbUbza2z4tFHePPdFXzu8KNpa2+DegniiE3HjGVMSwueJ8pzqdXBEvItaUhnsTu6MBqQlqvCHw/Mv5eo7HHCiccrLNGHqhvS1qZOqFga+oBO6x+6SUqsMjywNmToxiALI1FgnO00GaMt7W3stOO23HXbPJ599gUaAZp6FNI2qgPNtojigDWvvs4pR53AW6+8wTW/uZrbbr2duxbcx4lnn4E4SbCpVGf7HXZj2Yo+brnrds7+8qn8+peXkcllGdA0sOH+exay6ZhWBqtFNt12R7pGj+Fzn9uFX/zkOowQjFDR4jPpFBLHGKaF4dhrj6TEIo0Ql7Fej/+N1vDxjBj0sAnLWJjJxiWAWpFFz/yTfnSmzJ5Ga1uKweW9NIqalYeGIK7yr5efpV6os9Pn9+Pkww8jLg7w1EuvqUz5Nct5+J6/0zphCrN23INqvYrhGFBTZWdMIOskd5Btg4TYKQOqNeq6SdCAFnQTgpi3X36D7rZO5mw3k5Ib4NiQy5lNPe6x47uHjfVvtA908kduvBLki+YMFipn3R41mnPP+gqVlb0ctvu+jBo9itO/ehYvv7KYvvIQfW6RWuBx5mmn4xbK3PO3+Rx97FHs84U9ufL3v+ex117lbw8sgt41LHniWXL5Li6+9HIO3fcQzjvzLA49ZC695UHilhZWRNDZOYpCf5Ef/ORCTj3nDG77+91Mmbw5V/78chbc+uQw0BsPqzJG6zyaRdsbuhSfIk4hRgS6YETgRJBBV2ByVEe8MlffdS8dM7djyp7bcPLpx8CQx92/exBHIJ9NgxVw1313kcmPZofNd2Cfww6gFFV59sGnlMp2W5q31iyBwKAt5ZBJZ0GPkloxMYWeEqYoVXg0HYI6a3pWg6kj6UwSbpQm2XJgRQ95Jw0hpFJWMzqrAXXXxfX8Jp647k5ctQ/ehQ+/08Tz195TjVwmdTuRodSSqcBX+9tDDz2cle+9x03XX89B++zH/L/cxJ477cw1V/yKjlQeyzLo6+vj4EMPIbfJKDBgqBSz0947ku7q4ulnnoO2Dm747TWUaxGztpvdABk4/IhDMNIOA0FI1oB331tGIYQD5u7PV848i9123o1bb72ZjkwrN1x9bfOEo1qAZaeSWGC0Vsx0vQ4KH4k8t9GWHDTSwCPER9FjVH0cQz2X+vGDKs+vWsnYXXamKGW23mYmLYFJ6Z1e7CjZ8Q72MP/vd7H1VrPZeqsUbDqeXK6Fp554kpoPZFNEUYQmehPffPmJJxnfNZbxKZu9d92NnpUl7DQqeG2ZqnxPJoen6dQBqVaVWnKlhhHGWLHRVMOMEar1MiERmVSKlGOjNfI9/402bNW1IsDrb9ybE0OyNGI5aprVdLR8jlrkc8SRhzPvppsoruhh31nbc9PlV9O/bBnlgSFqvsf1827BbG8nM2kqYzafTmf3ZOpvvUtU9yCAwsoeWrvGYmbBEIEwoL2zBVIGa4bKBEBH12jaLZg1e0t0FEjrebDZhM1Y8trbChuIwXCUDxESrweoxqzzh09hBmsEtesIQWPbG6CCp34MKZP7/3EflVyWru3nEFgmk2dOZEbneO753V/RAtBTKQaWrcYUmLzFJJb2Aisq7PO5vVg+sJIla1ZDaDChfSyaZbKmpBD5GVOm8vT997HvjrsR1lzasi3q98sVqJUxbQN8n1oYqnqg2Sxks9CSZ3T7KNxKlepgmZJXQEPIp7NoI9atSrX0oYj9xpo+/NTwRoZjTtqIv8RhEgKJY6UHoWvKm/cDECHTksOyYHCgQEsuy7EHf5GckaJSrJBKZbBMndNOO4UXXnuJeff8nRdefI6HHnqIR99ewkXfvwBCn3xXG1gaQyWoBzUwNVb3DOJ6GuPHjqcGTJ4yQVXclRRpaCLiPYUeMp0tzZKC6FApl5O+DHtZ65lINvrOx2raiH/FI0esBmBC1eXXV/4W6h6/vfAiRrUocd5/vfMoEpR4fvEaPA/+9cpyVi6Dm678FTMnTWbSrAn8ceGtVFas4un7HwTPZ9+DDoRKDy8+tJAYnXT3eCbstD1jO9pAcyiH4NtAeztks7iloqr9Tajw6TAJN2g+uU6DSKtQrJSxnSwxStvMDaIkGqGTybYMA8nr7Ig+bIPUWJEJ0ZNS5go01CTESB4mMWlzBOfL1HArVeqFEtgW/cuXNxMS2zrbiDR4afG/sLItWK0tiGUwYfRoXnvuGSaN62bW9M3Yclw7n99qU6aPzZJJ65Az2PXQfVi56l361qymjhocCx98AT1oxSx7dANbzJlELgfvLl6TpGAFwBBLS8vZZMfplC3QWtV+OJdvJfIjDMwkdKRa8/I3HN5Po0WKemRjq9LqRgBWrO4AO414BhVXZ6vtd+Zv9y/isScW8eSim/j1T8+nGC/ljocfoG6a/ObK+YxJZ7j/zrt54ukH+eNj9/F/d8xnitlF3yOvEhka2+6/E9t2aCy593a8ENDTIHXMoEKhIoRt0KNDyQDCmA5Th9oAHWlDyaynbOpeDaw63/3xWZTiVfzvL3+JjdWcicPYIQKKlWBt/3WtTo/EGjbSRBR844ligjZZrbGv2JixKxL7UioOrQ1wxIqt+foLj8sOMyfLmSecLLfcdLvcdvdCOeOcb8gmubFy1jGnSdH3xPXr0vvCYtl32hby+d0+J3+7Z7489cSzcvHFv5DtDzxS7n3kCRF3SGTVMpk5dVuZOHMbmf/IHXLVNT+VXTaZKZ3pyfKtOx6X+6uBiN8r137nHCEzWc688Cp55PEH5IuH7SljN5su1/91gTTgN9f1JYoCCYKgychtyCMEDVwnFpEwEImCZtGvf6vF0iTN1iUQVyoiUUUkcBPcLZI3n3pAMiDf/sn1sjIWKftrRKJlIvUhmdIyWvY/8iwpBCIzWibJ9449S8RXkNqQiLheLEdMO1C2daZIEJcllqJc870LZEt7tBx+1Eny55v+JIv/fLUcOnGcTN1sV3l+lcgSUTiclF6Wh27+sTBuvHxj/qPyWqBUCgKJRKIhkfeel/OPniu5fIccedZ35brbH5AfXPEHmb7jPnLLgkelLiI9JW9tyQURaeJfccJ13Qij9SMMsIY+hTpGpVqXIExKbcW+iFeSay//mey+4/YybtRYaWsdJVtssa1c/INLZcWy3uGqXFVX/vnYo3LyMUfKtEkTBXT5/D5z5eRvnC9lX0QqVZFqQZ556THZab9dpa1zjOy1/e5y+4+vkIntY+SCRYvkRRGRuitSdeW/Lvmp2GMnSEs+LbvvvKP87y+vaepBxCIS+sOaCWHoN3Up1h9g0WcwwGrDAywWkTiSH37zDNlis4lyxyNvSp+IhFKWqPi6SKFH9pwxS6ZtOkvumPewdKQ3kV/87GrprUcyKCJeIhxy/yXXyTb2aLn13jtlSaVfJBC5+4+3yV677ydjR3VLF8i5xxwpr762Unp9kbeLItVQRLwV8uT864T28fKTWx6UlYECgXuGBqQ4tFwkXCNSXyNX/PYaGbv5jkK6WybP2VW+cOyp8vqyXkU/F/m3B9h6ReGHM5KH1a0a4glVT237U46JhCFupUiuNadCMZqJhIJm2Lj1ED1rogNS9LGydrLmh/j9Q9jpDFE2SwAMlj268w5m1YM0+LpHgEY2yoMH5RdfZOuD9mK3yy7hW2eex8R6jU7TxrNUkXfH84gDIOsQadDfU6CzLYtjG0jkoRkWggaa0dyoQFIfGxTHGvhEReEbLBEdPCMGPBxBhY50R9nHLxD6OrWWNkKglSpGWICoDWInUY2z6OuLaRmtNxQ2yQqqxrFfB9+n3KV4cV0C1GLEgiAOsB2Hvt5+2kd3qbCagFuokcu6EAnFsBMrn/jRkU/KsDEI0KgSeD7idNMotdHwvwEGBsp0d+bXAqYTww33XWt8a/2mj/zHMKIxIqCWHFqlrZlYjtmkVGumIoAHtTpEAZqpgr2ptImP2tBZGRsCGKhXCdGx29qT3PaYilujM++oX8paeFFENQQDRxk1hqBeIWs6bL7pZOUypQ2KcQFQMpua6Si2hgb1KrS35nFsJSbmVSuAoGmyljOqMQIL0z7BwNpoSyIdDR6VAKaDmc3iBepeq3kuxAaUKmo0ZGP6h4ZoH5VETNyY2PPUeToxcbAKOjSGhlwckoJsRGCDpBwKAk53FwYhQaEXsxqQy2XAykO6lZwOmQjMyE3kOqFSD3AD0J089XpdBaYjxQurVVwMoLszP6I29zp9bBjzgy3xQU2jkdndyLP1I5W+hqGTzbWApmNls0ofIQ6V0oumHMLV/WX1CxZkM1kqgYdbKCS/GmPoKh2jXKmydNUqNCtFxswp/XhLBz2mWCuRyaboe28ZEQEhAeVQaSgEHgRVlQSpC9RqFdKOkfDVYlIpxamWsFlm6rOhTK+7aRy542pCIerXs5Z6N+3kwM5Ba4f6XODS1ZmnFqiKhZmUTt5x1ASrCXpnDvSYjvYUcQRWBkgnqnyoCdjQII5DMpaKegBUwxAPU4WIBDQ9xlDcD3LpDHGsE4lGLp0m9CP6e3pIW9CWSxG4qj6ULh86P220NZfIxj5AbegblBxQZXQVea7qK658A76QKATfxbINorCO4aSJXY3ITBEkJNKUKFluI61Ox4zU0luul8nk8uhoREkxcwFMfKTmYdt5FS8zfAhdhvJdKJnRIfLYWGTRvAQpqbtY2RSxprTf3XKJVNpMhOATkNC0kYYcNyOm+49A+/3Q1oC/9aRGN2FSShmVfCAxUimi5VvxDJOSH9FqC/g17CilYrV+EXI53iuGtLVmyaDo5FqsgxYQhn3UNQMxR+PFSrDHiSJsYkS3qCSlqR2JQeoQm8RRRNHSMPW0qubmBWiOoKFhRlZSZFbhW74fYDtra3j4vo9hqDyCj5Yhv3778CGYINxeCKnkrvBD8APBMkysVApEMJJiB7pj4UfDhbMKNbDS4IdCHCv8THyPfC6LV68BQhB5DRcGKxTsVJqa60HGVnv/bAo8nzygR0ET1ap4iuBo2TbFivpNz4tIpVJNRWu/UlK39gb7xqdLZ5XhGayh3998O9tCVKuhAXnbIEJHN7Ng2orglcoR1n26W7Nqdo5cheNp6kJrVjtiZqj4Lo6uxqRyDSw0DzKWup98T/BqIeg69bBORjcxCAmJCYyYRnpSzU10rmIdIg3bcigM9amJRSLKpQK2bWIYGpomnwKSv+6LhtESDp0+Ysk1dXAsFVgIa+XkAuoIBnU/wEn8tCCGXFYVBjDQMPXkIjjOsI8ogm04TfJhVK4RV2qYOYeaHhMbGujQbttkAug20qSS6JiTVXx/zdKxbBWgtVOJLpYGcd0boawjjBQ/WauPn3SQjThGA6aOk0HWZB+6AUY2g5WUZ4gF0A0Feuoa6A69Q0VS1MlQIy1CPp8niF1806JGGsiTMgMcPEKv1MwgDz0lCRCEQMogdlqpRSHZbIa4PEAGD40IMY1mV6tufRglDdQs1tbeRiN2ls8nm7cGTV7bMN71EdkUH77G6iM+YOogYQihr8IQEoNmEGNiOylKVQXOGToQQdZplJaM8YqlJLCpI2jomg0SqxBGwrDUM0pduT+s4qPjxjFePcLUgIri9GoNIxGq7ztQriXhGtcDDPR0GgyL2HX5wPZpOGbrHKMBTAKJr5DBLVYI/DIWEYamU6qDGBoYqvJG97hNiAb7MEMfA5PB3j5iwyQ2bJKektaFsN5Di20TVergC2bOUSuxBZUAYgsMK01/fx9pJw9BY95SO/s4gM7ONpU6qEPQONMma/nTmtY/BmW6kS3j+8mgDr2E9hHjFgY4//sXMH3WHFpbu9luh5044cyv8uBjz6qdXrPUseDk8irHDQ0n3ZK4LjqGxISVkvqxKFblj8wUMSaRZmFkDGIfbv/dH9h67Hgcy6K7tZWuXIqUYeDorRx+zCkUq2CnHdW1EAgD9NRnrEsBTZ+1cW1U+kEyZSOcdvyJdHV1kU114qQypM0MnblORo+dhGbkSHWN4cU33sBOtUBfift+/ycOO+Rw2jcdx7jZm3PaNy9i5aDH4KoV7DVnDi16mk3aOmjN2Ti2jemYZMeNorOtm9O++l380KOrYxTBklX86uvfZ3LHGDZp6WKX2fvxnW9cqOhieAyFdSIniXQ3pjRJQInmTjhhnfwbuQsfqZyfDlS9iJRjkE4SY3FM8CrgV7joBxdw1a0LOOXsb7Dvzrvz6huvcc/jj/DM009z6LY7YhgqmcPz6hiaDX6IKxpaysSrR7SklBKf7ViKzGWZ1EKfjGmjhTUcM0UFFVs/8ugTSBsWg+2djJm4CU6hl1f+9Rbf+tn17Ln/gaSyKsfVigXLMGhupz6b/WPSRgSCRW+6FSNnsAsuuJDjTzoW3RrkjaXLuPTXdzBtxrace8pJeLGLNqaNmdNmQKHI5V/9Nj+afzv7n3gyp/z3t+gp1bn8sht4do/dOGbvGfzn9y/AMdroyI7imp/9lkf++SLnXHUJ6fFjkbKw85ZbkTd1Kit7OOm4M3j37SV86xvfYLvddmfBA8/w9/sXsKqnl9GjO3DNiFhT/uIG/XhZP/74sdpIUHs9evQIwRA/VkiuHyTvhWWRoF/CZc/LFuOycuq55yUq0yI9nkhBRNZUExqxLxLXyiJRTaQ0pFSRY2mixJWKiHiRSK0gkb9afCkrwY1YRAYrIrHIUhFZJSJSE5FCRSSsqF8rrpRbfnW5tI2fLQv+2SsFUcIiYdKP0KtItTSQYNHDQi8bFPD4vCyfvgAAIABJREFUd1sciQS+ooYrUWnpE5GiiEjoi7i+MkwoIrJClix5QlonzJTTv/1zqfrq8/3JKbx5/TzZzWiXiy/+kQyKChcNFl2pFUWKA4F44oonZQlEqUv/5IDjZJ+OafLc0mXypii7x1IT8Qfkx//xH9KiTZAHb39RpCoSvj8gUhdxqyJuHMuAX5SSBNIblBPrrNOtEc//romac97a9GhghIOqoWAuHbAMQbxE81RCDC3GrdeYPHm6qpGD8rEtIK661Fyf2KuimQaFt5ZwxMEH0ZKy6cx3cuIxp9M7JDhZIKyDKbzx/kpm77IraT3FATvuy61X/J6tNtmSK++6jzWAO7RKEexiW2ECfp0//e4attxyS2ZvPaoZkB0s+QQh6KZFJq8ERtba1Y2k6nxqLoey11q8PEmc/FTyEbfKqPYWokhIpXM0UjZNYKB3gL/dcAe2tLLHFw5mta92ne2mQ9qEFscAHFxyrCwNQRzTggaFIqaWUVp3FNCqK8ArsmDBArp32INZh2xDUAoxujpUxn0sWKLRauWAgLypXIiG7UYGtT+paT7youp5Ab7nAYJmWyAhVEpUCwN0trZw8023csfCF/BJqsUMwdj2DEbWxjVCVj/9PIftsQ89xX5uvftO/nz9jSx59S0OOvSIhJPuUn7/PQ48/MtUvDSPP3YX3zz1MG678gZWrRpitWdRAlJjAzAKULPAy9D34vO888YbfPGoIxQ3TNSNkmux0U0dTTfZCBQ93D6V1XPtHdZ61M2GBkvKJp12qFarLF+5mrqbVLEjpqu7k7eeeZNuazSf234Ohp2iFpKkxNchLFKrCAYwumUMaAryyFsWlSEXG0hRAasOQ6tZ0dtL9y578o4FVpcJoUetViWd0xR4WgswqglHbMQ5DzPBPpQr8aFtIwOsET7Rm75FyrGIIuWSx54PoQbZdrIzZnPJpZfRt2YVZx8yl4lT5/Clk77K6y+8DAH0DQ6QTmf5n+/8DwO9A9y78EH2nXsQu+62O5f98gp6BwrcveBhiEKee+Rx+no8Lv/VH9h1189zyOkn8qWjvsBoK4+T66AMlDWTJooZwV/uWEhqVCsHHXAAUoeMlkjOh8OQQRSv7aCuk+ny6bQRGSRJ8CJR2VFJIDjDv9U/VKCtpZ1xY8aQSoEbCr5UqJWKaLbOqHFj0AJoRydvQn2ogpTKkM2Ry2m4XnKoqo8dQd2r0DlmPBVQICU6laVL0CUk09KGBZQjwLFxWrP4SfRZszQyqTxBbThK+/Em9o+ZeDtyBK/P+wGv7gI6eqqVmDSQA6OL/Y85lWVvvcotf7uePWdN5Z0XnubA/Xbnp9+/hPEdnVSHPN58dwWHHfUlMtlOyvWAdGeebXbdniG3yuv/eh1ck7t+dytddgfTJm2BK2kwbHbbdyqavpRsciYu48HohOoKsDx+e+9zdG9zGJMm5pmQhpxAWiBr0Cz9a+jG+tZaKzgZf7KB1ogEGyqmYgFZYjJ4KrPbVFnTqqUJdQd8CMoVAExCRmk5MprF8ngljFaqPKNi+MV//oCJozpJdU/mhJPOpR4GZB2oBxE4efyCR5oMXlqoAqE9AeJRaGLSrkdkB3vpQOmnYWkEQM0PlG6/UYYYLCz0j7QWrjuvffgct8GbufHxkb8ZeD7tHR3NNyLNVuUrdAvPi8mkTQ7e5/MsvOM2XnzyMXbebgduvPGP9K4awrEcyl7AX+fNZ8bMrZg+fQbjN51OZ/dY/J5VrFy5EgJBC6CzpZ2O1iT1DA2tNSTTCW5xiAxQAsoFF3IWL9wzj3f6yhx86rkqDBWra7xeCIgRwe1126dEOBypp6ahwjxGw/h6TGOMVzyPiuvj2DYZWzlgKdNQVdFsi8j0eXv561ADLYLzz/8OC+6+m2kTZ0FkkzENdAIkqa/Y2tqBo9u8u+xdAKUP69tkp8xAiwJybhUjgExGlVUeqkLKsVHFzKu4Za/pBzbOvfG8tsk2ZqcPtp/eOJi+zkNLmK2NvwRROPyrOliOTqFYSjj6McWBATKZLDoara1ZDj7sYAzbYvnKFRRrZdq62tl37n48+sSj3HvvvcyfN48XXnyBZ995i0t+/CNwbKoSs7q/h9ADCkCkMyABr6zxyaSd5kqTb2+HesSvL/053RM3YfbO2yRCIxuxkDb8cn3D/Xv4zobbxqfBMFRvZ50cbW0diERUqxX6h8rNiA0I++z8eSo9A7y/dKW6KVpybLHtNmRijer7qxtSF7haTBgE+JpQi2tM6R5NM5JoG5DLY2UzvPDMw2Q0RdrQgNYshEGs4Ac7R6rVaS7vIyk5646HdV99VNs13934BVCtUXuxt7cXSZzmtrYWdB0qlQqtHZ34tRp9vT14XsSyVSuIDSHf3kJLayuxBX4ckco4zJ61BZ/baSs2nzmOqWOzWJYGhs6Rp5yIZsDzT7yqZJ4EHn3pBVon6hiWjgNUfIhrdegrMLC6j512+RyTxltrcb2aHRr5/Jm3xmVptLUvkWUrv7BQKVEcKhB4Nbq68nS154e/4nmcfsqpWKbJ/DvvoFAXIoTMqC5aUhkmdnRBpKOJqu1m5CyqmqKE6/UqVbee5EbrYJh8+dzzWL30DR5d+CotOVjZW8AA0qaOH+p49RAxoFRVcdwGmN54ho2Zb+TA+uBBNgy0bmwN1hp993Ach85RXaBpzY+/9PJLHHPkF9l9hx057LDDsFrb+MeiR7nm2ms45vjjmDJ1UzTg9rvuYPbs2ZS+chb7HXQQkydM5ZXX3uH62+dxxY8vZt8tN2X/447F+t/r+fFFFzDzJxfx+iuLOP/C3xFsalGsFNCATht00jx3131UKy5H7LPnMLyixTThlQ0+f1ZthLGbBLzG39WLwAfDgrZcB6JZoAXU3RK+H5KyoVQt0ZHJM26ffWgd1clFP76IFWGZzSZ0YNYjXn9nMdtvsSUMldC7M9goosbyeoEidbpSFqRU8ePI0DCybRx3+ulcdf19fP304zjt22ex9bazuOahp/jHwnuYN+8GJmw6gQBItZjJWY5Y7kRXwKtsBIBN+jfSLdhgWw9J+wDwMQgCCaJQYhEpVyuJlkUkV/32V7LD5pvL5hMmiI4ms2bNlkt/+DMZ7C82tSIkCuTphxfJyaeeKDO2miktrZ0ye9td5X8uvVJ6CjWRoCbi+/LK4hWy1+7HSws5OWKnXWX+Xy4VupFvPvCILErAy+D9VXL2VtvKgeMny6tryrJUFLjaOJ+1S85F8lE0FD5p26D6spKaVs8JM1ukLC8uflzGTZgq55z3n7J6YCDRxggkKhVEyq5IOZBrf/MHmbnNTtI5eoxMHTdZLv/Wz2XZotcV3zmMpCixFKs1+a9Dj5MvTt5a3nntLVlRKokrkfTXBiSUioi48vazi+Wi71wk+U0mCR3dMmfb3eXbX/tPERGph66UYl/KccL3jkc+5CMB0R8GwCoJTWGY/9UcjmszFgVwPTdxEJVAWhB6ZDNZpUKIQVStY7QoXm6pWCfbmlZaoLFLXjeQ0KcaBKScNKauslZ6hly621OYUUBtcJBM+2iiWAXK3UI/tdLbTN59Dw65/C987eijmSWQqYeqVozrUh7dTh3IAU5C+h2eqxT3ad27bl3Q9QPvwI/YGjtwnREgrpYEjESDyMQPPeyUSmrrG/Tp6GgFIIpdgmqdXDanmA2iUwoiYtOiLWUgtVj5w8lq5FdL6G1ZTN2AwSEVQ8vlCfWISNfwCdHRqBUGGZXqAC+g1ppRYsAxCg1PKw1hjxhf6rRr6eEJbOT1/7B+ax9sv7WP8gFb1SgSUo6Co+v1CrZtks1kqNeqil7hexg5pYM6MFgi05omAArlErZu40YBmmmSS6fRtaT2JNDdnkpOTsh0dIKmBJnLAaS6uvCrAdRDRuWz2EC9XFPOjGVCeztWctoqrKzIkWtvnDeE6HxKqWojfmGt19qGXgTYjoHvRYShMKqjFREYGOjH1m1y+aTQo6NT1wIy+RS5tEHdixBbB4ckH1UV9zI1gyh0oSMHeVsN5kSoT9CpENDa1kmjSHqjx3EE2FAeUsTPEB9LMxMXAz7dTc/aN/uGt+xJ6MNISHtxFJFJZ/A9F4gx9YQz5NiAThDEtHW0NOkqLfkWIokxDBM/SqjLcYRlK0Jg1IwT20rvQodaJOhpKPoeuuaQxiLreWhAW0tG7ZICDwkDTMDylLEiGkmjQZLP3Zh+Nw4bfrpDbZ02goEQxT5ogmVmsMwMGjGmFmPq6jOVepVIEyWO7DhECDFKorwaxYqOk1LUHhwLJMYwDVx8AgNAx7RVfkM9ckmRSdJsgVSqeaEloQ7nsxYGUC2XMNGJ4gRED9R2yXN9olBZJ2goTG6gaR/C7klUpuPh7Jq1UPzhy+J5AY5jEUcBhi5IFKCZurolwpgosojFwErbRBr0VOpkMmlyeiMMERLjY6NRL1UJdINMrp0wAicJGMRuDc8IMVI5VbWs7tJpKX79SjuPAB1RjZTro6fbqFV90nlbUU/CCHQNHcHWDeLYx9LA0PSEr9aYSYxmP0eGc4bd8Y/f1j1Ow/DDLSYKyhh2Cq+i4WRswqiGHwZk0q3UgxDdEoQYLWHM+16VlJOnKGBrMFKQPfBibCMg0iMi3aBcr9FmtlMqlsl25QmJKfsluuwshqe4ekVbQ8OgpXHn62pyjY0YN6yjhxZpxyYIhDAMSactYlEb0igSDH0D1mnElz7AcMMz2LofGjG4FKM1yYwWQaJIKUzHscq8IMZIpTEzttKyD6A1l8bSwa+HRL5PKKEKNcWQzuXJ5/JKviGOiSLAE/RUhlTKoOINoMeQNlNg2GDb2J5PK2AaBlE60Z0IoVYpEUYetmlg6Dqer1zKMKSplhzHnx6B7qO1kbsx9Qj8OhDjpFQVWtOyMJP13bBMqkT0egUkirBjyNkpNGJqKIFkL/AIPAVDxKaOmAaaLthAR7odsSDblWegv4ADdNkOXnkIYpPIjbFUyXrq9aB5erXBfgyBrJkllbIpVFx0W8POWEqiXm/43krjVTaGZX2AeddebDVpzl4jA54Appmkg8QxWlJ2TSoJemeqE6omYrKGNaJUYiDYpo2l2eiiJ6KzEWEUEhBiWjqaCTga1VIZjYh2x8EMhbQJaAalSo02xyZNTEwdXdcZGnJpabHJ5jJYho6fBLmVziZomBi60r4XEZoWGmGMT3t5lOZRR/LD1FMql6JWKoBAaSDEq1WwTZN6NUhUnA1anTZSugOhTtjTr0iYkbKlZVm4bk3lLhgQBB66QDhYQouhEkMpgu6uNtyhIka9QiabAcvAyNlquQXSWQuvVgE8sm1ZqEeE1Yi6B5l8iggo15UakR/DspU9pDL2RmyV9PMjy5h/ANIahhFxHGM0hp7EaCkHdI1Kfx+XXnYZUzbfCifbzcTNZrHfQUfxxFMvk01beINVtDjGMW1lHd1CN1TEWiNhf+qqgCiEaIQYbogWKc2MVK5V3c3VQVJA/6pVfOfb32PCxM2xUhZbbrsVf7zxr1Q9RRUSwLJ1NEMjDGMM016/Q59Za9xa6xo9Jg4VtffRR55kjz32oLO9je3m7MC5X/km7/e/zw23/JHObJ5OR2Pm2PG06xaTM3nGtnXiWAbTt5jBH/98KwC2buKvWMP+O+5Kq5nlmr/cTWgovC2bbU2qXbi8/MoyDj7+PDadNJWsrXP4F4/h1ddeAeowsBo0CzM2uPGGm9hpjwPItI9l1pztOPTIE6h6IePGj6Za9zfQz+RGanD2NzIEN7hErhv0FiDWdHRdRzcTEXXUjoZyhV/+/DIu+enPOOLoo/n7XXdz/n/+N5lMjocffhTq4OSzqo6RaMloihGECEWN9gT666KozkEA1TpmykJCcL0ITyJ8IjLZNNWeHvbbeVeeefxpLrr4R9xx9zxmbTOLH/34p9x99yNo63Q1ioSm0Nxn3hqG3pBTLOQ6OjjuqLM5/vgvMXP6DG655RbOOedcFj2wiOVLlrLz9tvzm99cxUN3LeLPV13DlJZRzJ7zOa74v9/z59tv5hdX/Yq9999PBaZrHu7yNQwtXY5IxANPPk0FCBsFB0Kf955/nr3nHsbLby3jogt/yL0LFmLaNud87RwQF9rzUBO+dPipfPvb32XcxM247vobuOiSS3jr3feYf+dd6nbR9bXGxFrswQ/j7ys4rAFKKsCtwfoMRjyGNSsCictDIuU+EX9IBl9/RqaPbZMvffVcKYhiYL4/GEuPiAz6Cc5YFvFrdcWEHSqJlCriSyglUUTP96ueDCa/I5WVIv1LRVyRalEkTsR/l8mgVKQo1Xdflu3a2+QH3/6pDBZFXKnIW31vCk6nnPKtn0lJFBbpScKIbTyihIkbDwOu4YjHJyK0Nu0VSCw1iaWibNl4I4okqC2VF55aKBPbZ8nF3/uN+NUhEalIbUh9phRVxZWaREGsWLtvLpO5rePl4N2+KHURKYkrg1KRwcbl6hmSB7/3A9lVz8phux0kzg4HyxsiUi6KSDkSWfFPOWrb6dI5aXd5sTexSaw0OnpWLBPx3xfpe1tqzy6TzbQpcs7XLpRBUUD2+5VY3h2qS0VEBtxwA9oUI8dL47FhEHud2/qD91EN7EpLp1XeYeLbuDWXiePGo6NwwvYWjRwQ1UhgFcGyTP719HOc9KVTaO8czZhRnZz3ta/w5rJV5DI2buBjEjP02kq+fMhJdKRzHLDfXvzuV1ex2cRx/OGO+QxhUSiWqA9VyOLQngYDoS2XY+qsOZQGi02gs1mqWwPPq63tJ8hw+PbTaapgVSOApjUIa010JMBM2/zx2mtJaSlOOe5UTE35h+m8Ur4ydUOFeQIP/Bp0OYzqyOL2u8RViHGoEaqYqwCBz913ziPMpTngyCPx3l/NHbc9RyoLEFF/902WL1vC7nO/QOuopDBEEKAD3WNGq+1hOs+P/+cnjGsdz7e+9g0lzwV0ZDXy6RRhCFnHUKWkNmivDw/4qu80tUrVY0MfFyJMSwctoUzbyp9q6+hkbPdY/vH3+3hk4UM4ep20EVJfAV1pVa8oMoYYfPlFjjvgYJbXhOvm38u1V/6Gpx9YxKmnf4MQGKWXkaEV7HPIWbwzkOaGm//KOWcez02/vYyhVasZChzKpBk3a2tmzNqSP//696x5YQDT9fnFD3/C4PLVnH3KGaqUi6Yo3r7rASGm2aBTjAARP8WNpUaMlhTo0jBBHOVUNumhHsQezzz0EKnIZNNJWTQzi1fxFDMlQ4La6VgxYIcQv0+JPjS9jbSuOG5O4JAmBr0K5VW8V1jJrGMOZbu5B9JZiyk8+RKlAMhaLF2zhFoYMXrmFCpADUjZNrVKAfRY1SMYjHhn8QoyUYrxne3Ncj/FgTJtDuRMCGs+KT2hQTVXxEY0ROXCNsXpNtA2Ws6vESJuXAcDjVK5TNqysNMpBVGEMVp7J+ef/1985evf57gvfpEwW+CIuYdz4Wm/orN9Iq4d4Tga5551GmkMrvnDjXRNzNMeVJk6bTp7nvBd/nH/8xy79wSeuPdeBjyDC350GYd8cRZEZYYWv8DK2+ejOa0MAbFhMu/ppzhk55OZsfOWWPRgt1r86c+Ps+cekzCSEzZMVNIugmF++Fz1yUkXjRkyQauas5dyhOP+HkZ3duHpo4kLoGfAyeYIIigFLql0khQrOsR1oICvl4nFQYsUb7HNShFSB/F46bF/sLR/iG23nc34qWOZmssw+NpruDaUNOgZGKBahbGTJzIIbAoMrV5NV3c3tUIBs70NycRoQcQYyyGTg1WFEl1tLXR35on8GB2NbNom9iN0yxg2lEBD2GWdXq/XRlj+g5mJgtDa0jqcKe26qryJrnHESSfz2suLuf4Pv+fQ447kzvsXsMte2/Ojb/4cA4NS4PLemtXssNPnmLFJnpwOsW0wevJECn19LH/9TajC7395JX5aZ6+jZxG7AuU6h+53ILVSmVFjRpMCCqt7+Y/TTuHp4jJ+cfNNLHjgbg7bdy5fPu10brzxYRLVTHQdTMNE4phqtfKRhsgnbyPM2dyRxwmmqDFQGMKLXPQOmjltEUI2naKKS4SR1CVMgWNi2BpCQBhCoaAOlyKAyOfOBx4hP3Y8B+4/lxYddtlmMnfefxPv9UEViAKbjAmGFtAGFNYMcuSeezPBzDJ6kync9MorDHamCev9pOt9EEBHWwsCDBTLmLaOaWuUK1V029g4j+ujW2TDrXHcZs0fUOMwlQEnBaUqwcAAnRNGc9BBB3HNr3/HO8ve46DdvsDf/zaPVb2rcMMIO5fhngfuoz09gY7cZozZZDybTpsCpQL9y1dBrNOWypNqzbCiF3RHg1SW8aNGo2kaz734AgDvvbGEefPnc8YF/8F+x+3NjFmzuPpPN2NbFosXv0w+r1LoBwaKxBKj6TrZbMvHt8zHbhtwZ0fQdoyuMeRbWqnUimrA+cqelqkxUC4To+o6qhlCaYqJHqHpSmqpo1UtU9TLhP29PPXKG7RPmEI+k8Or1Zl74I7kUxr3P/5PqsDEcdNICax4fwkCjOtq4xc/uoSf/PeFjO7chJWeThGwshFR2AuB31yx2lrzDAyViIBcPrvRwTWSmPgRrbLxZugGQRgQBsHaBsxlsbo6icp1MimHOnVa7Db22mdPMKBQKBFFMav7+jn22ON44rFHef1fr/DAwvt56omnWTa0inPPPhsKVUa1dSKhhxYnqKnorFy+AhFhxtZbEQD/WLSI0WPH0D1tE6pAy+jREMe0dbRx2223smZNgGFAZ2crugZRGBJHjdT4zwqqaPgjSeWLkXiiDmg6caHK+AmT6OlfTf/yEC2j47oeArTk8+jYCtwwgUCHuosfqlivYapjVYYKYOrUh0o8++Y73P3kc+y43c6Mbc9z5tfPw6XIgoWL8D2YPGY63fkMUlezt25GbH/oXLaaviXF3gr57FhKwNQdJ1My+3l/5TsIMFStIkBrewt+rC6D661zzUcMtg+b2DZq8XV3DWEUY5kOpmUjkSjh/ySesOKtNzFalT5TljRCxOI3XqO/MoSu63TnRrHddjvw9pIlbDp9EuMn5pk2aQpbz9gS24QJk1ugo4099tsPt2eA5f96TZ2AW+O++xeSyWZZuXoVAkydNo3Vq1eycsVSPMBHp1QuE4vQNaqD7tFWU0cjjEIM00TXP6uBNbKpQHucsDmkObgATUNv7eb0L59JS3uGq6+9gspQmVQ6iwAewopKnxpgMSprJJUHE2LxFGAOmAiEcMdt8zA7uvjZVddwy0238viDD7Hw3t8zfYuJvPTSCzgOGFtth2BzzUU/pB2IAxckprdepS46UyeMpQ3Y+5C96QtL/OI3vyQG8tks1SCg7LrNUJHlrF0Y/mO1JpAzkmi2Dr6jalrFEgRK4TT2qkq/NarJ+6//U3ads7Ucf9ixcsP1N8rf5t8oX//WV6XF3ETOPuV8lb0dlOStRxbJtFybHHbESfKXeQvk2Ucfll9fdpnsdejJsvCRF0XKgyJrVsucjq1k52l7yaI775e7b/i9HLLZBGmzDDlv0YNyj4h4pX7ZvC0r6WnT5YKbb5L5D90np57xZcl3TJP/uvBqCWKVhV53fanUimvjNOsQ6Eb275M1RXQMJWrih8PZ44Gq+BUVRcqDcs6xZ0qb1iWnnXCa3HnXPXLhpf8rW++9l8x740V5y/VFyqIelRflgFkZ2Wf2QRIXReoVEQkCkVK/HLHFFBk3dZos7iupIlsVT6T6nlz6nTOFrfaVH9z1iogfyXsL75PpY7eULaduL3f94Tq554Zr5YRjTxbaJ8tvn3hHVouIuP3y30ftJV2dLXLieefJdbfdKj+96ir5/IEHys1/v1OqcSRD1er6WOFHzIpfq9raWkzGEd9tHLxcLktTViD2pTq4RiRy5Vc/+4nss/veMmPydElZyFZbzpCLLrhC1vTFUo1EotgVcV156/Gn5OCjT5CWsROkO5ORz8/ZVr76vUtkTU2UaK5XkRUPviYnff5Y6eoYJVtvOVn+dunFsmlXh5y34D55VkREXOlZ/LzMPfIoMcduIkZHXqbP2UZ+8Zs/q2phoVIhiEUkjD0R8SWOXPlsB9hIsLXxUANOCeT6IqErUq2I1GO57vJrZPvZO0hrW5d0T5wkc086WZ4a7JFekaRUnIisfl52m5aV/bebq8DqSNQAe/V12XPsOJn7peNklajCaeKKSH2FvPXCg8LoaXL6ZTcqI5Tq0rd4jZw69ySZNXaMdGYMmTZnR1nw4jvyfiAy4ItINCBSfkd+eeVlsuns2aK1t8m4mTPlgCOPlDWlsqq+JhsQAf6IA6xZFH54F5ngYWvHhUess0n8SZMRLFhdzetRBJqq/FgPdHQVqlTeha/I3X5DvDdUv+WZiZYrLlbNxai3gQPlbICtxfQ/9STb7TWXU/76d44+/AA2D4pkNQ0kTckXMll7GG6Kk8IRuvKKgqCOpetJ3HP9cFGjfijEqvrrJ2gjQylxYkudBAcSIDIV+usYyicLNWphgJ218YCKsiBdjbrIWp/aaRqjmuYlDNUW0RD6czEeDqMjMENAHyC0dGooPCtVHXFpTBArIELDxyT2IacBekxoVKgSYNFOwymKgShSElN2QtNprPZNWtNHpAQnVl0HnkhQ7w1+R/QEA0n4HCOFbjUddAvN0HGSwRUCg6WqeqGNzHimST1TCLKJnsmCFkIYUQxdPCCdyzKqvYPWyKAdsK10UtEspiVtY8ZQGwxUzqvOCKE8wTCMZgbU8Plv2BCfbhsZyUX1WFAal2ENgiK6pZHL2NRrPq6vNiGBqE0JRgB6Dqw2iMCteVRqRSTwFFvEsLBJimwlly6y2onIkCIk1aD4elEyWMGPlFSpTiLtKgGEZTx0BKXd0RhAFpA2DGxdI4gjhkrFtXq3QRNuxK4fKt+krTuNrcXXHjEwwxAMk1BTWcdpMdQkZ0G2pZUmAyNKBBGN5AZNHoOV6v+3d95RllVV/v/cfF+s3NX8w01XAAAgAElEQVQZOgAdJHUDAiJBQoMEAUEQB0RU/M0o46gTHMecGAcYFSUooAODoGQESTJAy4hIUJEcmtSpuuLLN9/9++Pc96q6SS0N/li/xV6rVnfVu++9e/bZ95x99v7u78YpFjC6TUQHlwIBDZ56+hnSICZXC7FT0HUNtJR6WqdommihQXfeQkSxGYhMYgsNXUF1JE07PcFfKm8MaEcT9QypdVmyVQwkQ4xky7Qq2ZaENAxJNJt83sbJXjY0MNxExVkCS3Vpt8HNOYimo2GQNUAhJUBIMHSF6w9aOmbeIqVJoukYdiFL56khOroycl+DQAPd9khTH4dpdEDrohDGaZpmKGYdRzdwyl2vOxA9iWjNbnvjejdeYylsY55SlYQ0TEJDHdWdFJII6qTYjo5JtlVG6jMSU1FM2tmDLllmxQvq4FiEmLgk5OMAfItKksPugjSoUXAUc7KJizmhAHxSgpYBuqgovpXRCk8u59bkeNpIam1yOzM2jyrt5aW9WGmq45pkNJmgY2ChpSbEEFRDnL4K6Amp34du2iQmjNdb6KZOwdFx9VAtZXFR5bsM1FZGgoaFkar7DrUAjRQryaElmVptSGlQa45TMvpxzHyGrECdSIGGDmLFmDQw0HHT8uSTPhVRo2Vs4giaptEGtHYQux29TpGXscLXrdWX+Ge6DiJEYYIYhiKqtVQT90k6IB1VZdP5X2dykgAMB2zHJUXhzoJmk7yegJunO1UuXqTrJEjG5CyKX07U7mxmfBRpGpNqKXp7KdO0lyrjjZbs8/XMaAXJcpQyuYqUbZQpJOi6RhSpe+4t5TEyTkRAgdr0yXv2vADddsCAlq5KF0qpKDy/HoNuKtwBIFh0F/owxe0YTgpoGS1unvYGbqGhHk6vDrkSSAJJEmNYJpqloNqiaVu0xm+SKto8RU7OVRbH1fQsE6pRsAxcAxqhUAkStT4kkyks1XI4RROdDiWCNlkSYJAiYYtcnNKdL0FOKTZoKtdLMxQVed0fIyXquDudjsYamLqptsa/jsM1KbKJIzzl+xuj2SV+g7AxDoaRdadrYAikzQr4GYVopy5CSS6XQ0MnRh0GEh1MXIgM0CJaQR0b8BswEcV4OPgSE8cqhqbr0PBjWkBARCvx8L0UPVIzkCuiYm0GmI6JpkMSpHitkMAPSeOXIU+GjVesV3fyX15ZLzc/U0uypsDO1NNVHYdIkZC0SNByCoLi6lP49420s3xpGS5PdJAMdGqkKbk2xDWBFKFJhFPMrhXBIGWaW8RGgzykDtRam9yupiCNfzXZ1K9n40kp9mW3lXewiwXlswr09RZJwxa6q4OpEQcxgsr9RUmM70cq5WuocsYJAgJStToFGpIE5F0NIsgL6FaBcUzG9BTN1VUp29A4JdvM+tL5xIZN2S1hxiANJlvcxoCnMNqGpZPL2biujWm+fniTPvnPa799apGllmXPjIwi+2vfOoNd9zuI7p4eFixayomnfoJb775XXR+BITFapyPS5HcleuY/GNkJKrXAzCu/Lgjw/RhLy9ESda1rpLzw7JN86GOfonvWXAYGZ3Pk0ScwPl6n1Zi8P8TgZce0yZM2OfItdPbbXyUKdtMOeyhEqNJdUheIEm7+8UUUXZc93304j62bIHJU24WLzzmXbZcsRdcNCrpGv2vRXejGMnuwtBI77LA9F196LhqK4/7Oa2/m4MOOoGegjyWz5/KpvzuN+555lhiwaGLgsfZPD3PaJz/NtBkz6J/VyxHHvJ+bfn17Rxda1rn+/O+dx6GHHUm+q5vZc7bm85//Io8//lRHZZM/KRttmq+RK+r4YG1Mz+Sb086JsR3jaetR0sxYIg8M4W8/+recf83dnHLap9nn3UtYN7Sen199B3944HEO3GF3egpAWlef4hmK09wEMWEiVWVrOXyF24odFTMyPZCEfFgCC7zM18rXh/ngIYfwcH4rvvWTnzF99AX+++wfc+j+h3D9r+6iNM9UPRh0i1q9Rlcpn8161uphSixMew0EyV8kbR8gQVmToYIvEcrx11zIhwk0Qu6+8HJy5PjdE6tYY6sT2mKjyCFHHEfXdotJ6lXmpyGfPe0L1AqL+afTz8CXDQzMKjBrq0GmYXLVJVfz6c98lh1W7Mq/f/98Sq2Uy669gYsuuohzT/8W02KP9ffdw87v+yQ987bl82d8lYHePn5z4x855wvnctIBh4IZQLXOlz7+d3zv1js58qMf58en/T21yijf+OqXWbpsBxYt3ZYw8HAc6yVDbhc5wyvDdTaLBHhTaHEStBQJrzck6eo/yM4Lpsupn/+2rBGR9SKyWiIZSUW8dng7CESiEZHqcyItX6QRSWV8okN+q/oX1kWSmogn0nqunkW+J1QY2Rd5rKEIbl/89RUyDeRfrrxcHhERkVG579pLpddaIBecf7eCWccKah2EGZA5bolKF23KVRFNtqPbUt6KzlhFhddTX1JpSVN8qYrizpAgEXnoTjmhgBy+bH+xZ+4qx/3wF/KoGqJIGklLAhGZEHn2bjl2do8cvuuxUp1Qr68de15EJqS29jnZbu7O8p79j5fnxxRhsqShxGkk9w+Pqu8aekxO3HG+zNhxL7nhuWGpSShR6okEImtWxZJKJBJPiHfTbbI9yOc+/WXZIErH4yKyvuZLICK1Rn2Kntppt6xNorw25Pwv2lbb5YVpe1k0LSq1Os+9MESukHX3AAqY9MeQrhFFrWcK6DYPPbqK//OJU+mdNcDAvEE++Zm/Y3xtFRJoIcRxRPjnF/n8SZ/ANl123vvdXHrhefQOzObmO39HBDxw75+ZUYCddtqOJjGIsOtBR1Aqlbj33nsxTaZ06NMRBLMNR+g8VW9S8ruzj+gghiqdQ4VnzIy2cvyZF1ndhA+f8hEWzJrJnb+8QTHlAGgmOrZyKl2LRIvRdZO8YmSgp1iGMOK3t97GcxPjHH7ShxnsLSpODi1G0oDFA33kE2BUY+VDz7LsoBUs2HqAEiFmrUYzgp75BiEtqE3w0wsvZ0HvUk744EmYgB+D50F3yQGgWq2+zCA3XzqafrXNon1RnCgLMy0HOhxh3ey+2/b88prLuf+BP+OScaQGkB/QlOcpPmsfeYaTjvkwDz/2DD88/1yuvvJn3HzTDZz80U9gGJBHJ2602OWd7+L5tRu49sZfcsrHT+YHZ51Jd97hhZFRmsBEvYmTN0klpIiJaonXpFwu8/AjD6lOgaiQhmFoG+PYpm6Rr7OxwCvJRhAdUPu/Yu7CIcLRfPCq3PrAnxkBFi9dRH/JobL6hU7APQS8BopQNQzJFVw0LFpNmKgLOTsPjSa3XXctvXPnsOO+e1OteWiSABGhV1f9JccCNjy+hoIzSP/ChYwC3tgEODZuHqpB1iSiq4tbbrqTqJ6ybNkCmgHkTCjlJs8rs2bOUuN5iV3pm6W9v0jDMjXtEqeg6WgDg3zyE6fSWrOWo/feh1m9c/n4xz7L7554jqEgZIM/TBA1+fQJp6INh/zy6l9ywvEf5PADDuDi887lnkcf5ppf/55ow3oe/997Cftm8qnvn82KQw/itE98mBMOXoE3WmHm/O0YBrZZtoR6GPPccy9kA7dY/8zzjI+PsmrVU4ioE1fWC4s0TYmnNOd6M6STh9wU45TqWfwyURUwXo0Lr7uV6YuXs2SP5Zx64vFolQpXX3wF9SQhAop5wC1CsUCYJgRBiKVDTymLi+kmlaH1DNUqeKZJTzkHaUhQH1GFti3QcHhh1VpEs8n1T8MFct19sGZthq33mCBhrOZhiMus/tkQq5Y/bdGBwAvxA3+Lwj0vMbCNYlyy8bpmWZNOHSLqCKzpHHbEEQw9u4qf/+QiDj5of664/Ofss8eenPv971PMldEci9HhUY489Ej6ZvQhgF+psM8++1Du7eP3v/89ue5+LjrvR4yFPot3W6LSIqJxzPsOwXF1nhtaiwls9649EQcuPeNMWmNrqI9X+KdvfBM7n6Ont4skzRbXdrrIMLIt8jVUsMXbZjqpm7bDn5I1LYqhNkwcNvnT6mHm7bo3+DG7bb+IUhox+vxqDEOFWoMs04FmUqk2aTYClTtMIKrW1UHHVdi7MGoB8OyjDzPQtZAZxS6WbbMnjKvvbPlVHMtlFBjeUGGfffej29DYYeEs7n78EcbFpau3D686Afrkia/VSlUD3pyN67hqLl5mvFM1+Eob52Zpta0vjbYfpqvErZ6VZxXLxGHI0UcfxX///KdsGF7DoYuXce0Z57F23Ro2VKvUEp9Lrv85pVIf/bPmMn3xYkqD06k99hRGIwBMhoY3ML3PpccBIzTBz1EYLBEXfXASfCA3ewkX/+wa7CefYL/+OQxuvYAXEuiaOZ0ddliKrqsQUximxEmIrr1J/tZGkiLtnw7IkClGlkDO5H9uvw0vV2L2jrtC3mTbBVuzcNoA11x8ccd/DaK2sl2cfA+u44CAo4FVLIFuMThrDkVDI6yOKkRsbx+PP3Qbey7fnZHREFzoHczhOi2mFYv0A4WZM/jR5Vdw5uf+Fn18gtjuJe7uo9zbRb01RDARUm+p02Apr3fyuSmKInXSEjYe92tp91Ve39gji2O1tqWpgnKgGWBZKjErBmapG8vSGK8P01PQOe7wwyjpLs2Kh+uUMCydk07+EPc/9ieuuukG7n/wYVbe8Vv++MzTfO2L/wRBRE93H5ppMF5LSH3AMFg7spZWHNBbLOOjiEB2O2B/Hnr0EVY9eh+PP/4kt91+I61Wg/6BbvSsm59t6x0kaxS3u1FuMtw31NmfBOq8hB8sBepVfvCD7+P5Md/42jexbJvenjyPPXwvuh/w6J8Vdt4tkvU1NDHMMqQa4meggzAE02GXvfclnRhl3aMPkQD9s+cya9sdmN49g8HZ8/EiWLjbIgwj5vZrrsRCsXMv2nNv9thpOXnRCCOLECj0F4hoUW9MkLMnMxFh1p89FVRn49fpr3be9QqB+444puIKTJIE3TDwGk28Sg3sPKNr1qleywLzSgVM8bj/sYdIu7oo5gfIicvc6f384Y+/pWf+DLZauphtZizknUt2ZqutSipVoQuHHriCp4cqPDNWxZcm6E1uvutOJDWxKoITg4ZHTIBf6qN3yc5s1TuD/73yFp594jEOPWwFaarmAcgStLKJo//miJZNjTDllN3JjwHNEM+PWbLHXlx5113ce9993HnLLZz7nbOImw1uuu5Xk5cbEYqwqaDyqu12wCRg59j9gINZNNDDdef9EAE8TJAiSWgRkhI5wIwy2243wJ1X/ze1plodRdeZaMTkzBK2Z2Il8IXvfInVjHPGf/4HeXNyu2v725OrF0w+pHo25teW10h2Z6BCTadWa1AsF3Ey4rhcqQyS44k/PsBJJ5zM8p33YcVhKzB7Wtx6423ccNvdHPjeoxiYORtDC7nwJz/iAyd8kPfuvx+f+ZevMJHr5/bb7+Cq++/h6//6WQ7ZdRFHnngis35yMx86/lgu/sEXWPPUA1xxxRUggqQx/SbYOJx9/ndYM9pgtx334Pl7H+Wb3/42n/mHL7H99u/o9K4GSCXF0DRs295oSJutnc0UZVr6Rtki0TLYkCYgBiMvruPPT2zghI/sx/KdB5je6ianb8OOe+/PF7/1H4ysG+6sgX5Yw42g6QuJk2AUUK9oCZpp0zN/Pp875RS+8u/f4m8+cjIrDjyIeb7G6heHePS59eQHAM3lez84m99+7CuceOTR/POnTqNQq3P3VTfQSizMmsd0E4rvWMgRxx7JOZdcwNrIY8WKFaxZ/QK/uOwyvv61r3D4ew+hWqvSXS694vhfVdoxwiD76XAPZLDodsC1HUestkIJ2jHJNBQJavLTs86Sw7bfR7bpniH5QWTB8hly+hfOkPWr/E73M2kOyXN3/EpOef8HZJutlopBQfZ+zxHywc/+i4xIKuJXRZo1eeyeh+SAdx0mXX1byZ677yGXnfklmT3Nla/cslJui1UXswvOPVv2WLq15EHmz9tWvvKN78qLq5sSpyrAqoLGiQRxc0pgMJN2jLUTXW4HXP+CoOrLSfb+KNNjLNlnh76IV5czP/UR2WnuTLn2Nw/JSHZ5Mj4iMlGRPRcvl66BpfLI+qY0pSVhMiwyPiFH7XSg7DbrIBX9jAIRqcvaekOSVETqDVn505/IOw88UCh0yQx9mvzDMafJo0+MSK0ZiwRDIvEauffRB2S3I46UnjmLpat7vrxzp33llutXShqLTIxFklSGRZKq/PCHZ8vWi5YKbkEW77CzHHns8fLM8y+o+5R0SiB+U1LlVydX7jSFb2cJVWOkDBbddu2zxvCtIEbQyDkGEsf4jSrFrqLqehaZQEqQn6AhIX3JDEhhvUDZgUJSgSQlquiYhW60HIQ6DDUj+goWjt/ENE3AIkl1Ils1lB+9fyW7HnQgH/jvqznq8MNZDBRrLQxHQVgDcWmJpmhKUZATdWiMSSTG1NpAJ/OlfoCmVgb1Rv31r2ptZ15TxLopMTpZC/o4ey2OSSKIuwrEqOZrRuRlH5AjsLJL0zFKOhAWoWZBLjve2QGiRbQoqvfWVStrP18kAko+xOMR6UwLSLGTBjTrJOV+PNGxIwvLVDo3UzDakRs7oNKqUsr3I7yUNmJ8bJT+vv4pKnutaOnm/HUjraltMkkE0zRxHSObJx3NtEA0gqBJYkOS17Gx6NO6O2eE6TbYSUjY9MC2Sad14xfUNye1FrPyFoUUTN2BMGZUC5iwoZl9vV5L6dLLOOHkfm7kNNALJE0Dx9QoO8o2Wp6gZyfqJE0wsqNQKq/mg70Bjn5bVamaAEVMFSjgoZGCboFVwCgU0FshBaDp+3iapprW6zHN9glOd9XnhQ0oKhhKEEOi6Yw2Jjp9wLBNMHQ0USyHXiPGHLAIkxAhZWK8BcVB0jCmqGnYJtRqPmOVQJ1tBEhCQgzSXIGa76koQZwSRjH1hgL19/b1E8vUoepZ3rotr+7fbrZ2DUNTzHqxgtXquk6hWARNwynmSUwIiYlT1dMw1WBoxEcDLEPDLnfj+SkTjUb2lAQYRoSRglcRqmuGwLWxDIsWHm7m8Y63PHL5Erkopgc1gYmhbtvIfKtUIV8wTa1zvI6TqHPvf5VQRfYsKk8sQghICDupoyTzni1Lg6SB67popovdUwY9oZAHr5VmMCWNxKsAvoKG5WDMq1MuduEQE9TrKvRhW+iJYAnkehWAwDZ0Ko0apYHpiJhY2Bk0NaWr22Vat6Mwd16dMAyJMDG0AgW3QBQGbBhej2uZlIoF/ODliOdeafAvL6+yRSZMQqg1RDNpBjGOY04ekOIYiXwsxyKMYizHwYtTxLA7E20SEUU1ClaXQklkBLStYDX5QheJlLMItcIeJHgEcUzZ6CX1wbAiksCj5pTRTcWgXNIsCkmGNzdhpFKnt7dEmipG9VRiUokwdZ0oirEth1feIgEt3bItMqEDBRcnJqSBEKCjY5MHKTDcgL48GFEDgjHCrq2oSUK3NDB1myY5HMAcr4AVQSEGymwYKVAaVETkFg3smodpFwndHCk6lh9jWDp+XMd0XBJsRSQlUAC0lprUelTDzhs44kEsxHoXiWkr/tc0oZCkFCxjo9UpjEI0w0LXJ7sNTEKmp8Ls1Uy/nLzGo90u0dGJogQ3M64wEuIwxjR1LNeCNME2XDQxsUybaEpmpuHXcCwXLw4nQXleQL5QoBI3VJFIquiFVNcdocvMEdRjDBsSU4NCnh4dXA/6DRdXVxDY2I9ohFDqLSnAcaIObUYcYWWkxWEYkdVEK9va1Ii0DKq0JadKjcnqFUDDQsfBQHGAIaoJld8CaEJB9WEzNQP0Aml2pSlAoQhWjqQ6DnrCYJ8ifQzQCTEx83kwdYLEw499DNskDkJMxyFBJ8qeIC9VMCH1S0CpUMRpM27bBh5CiArsFnUD17KYmJgAQBBq9Rq2ZWPp7QDMq3lZr2xG+itfpk35V59M7gG2Do6tg0TQqCrNpgZEkLaEblPxWVkh9LpdRGFIYqZEVqSWyKJFC4tIt0hJscy2G6PjNVLCZoRb0kn0mBBVbkUCjoAZBBiJB7ZHUhQSFyaAiVi5OoSBsrQ4Jm165C1Vnt/wINKg4aeKdTqNiZtVQlI80i3DvuoxYjUQs6lWFQrY0o2Rdmf4NnAicPQE3CZRNK5iqT7EmKTYWEDU8tRKahgYPf2qn2QCJVTD3CZ51ldboJmUNCjGHqJDbLukuNRaCWkGrXYMaIUJ2Kn6JQB8AzF6CCgz0fDQgW4L9EjNfU9PXzbbGl2lcmenmpqcmMzn65v8vIJqXlVx2uQlk/WGKplMFEIcgG3RKcDVwHE1Go0MC25CnBi4tkuBBAufZn0ctBQbTVXIoBPSjkkmlAo92LkykNBsVRCEME2mBJiANAItINETWtl7c+2mnwYQ+ZBE6LaFblqMV4S8o/xtO6eTaAFoCWa2zSRb6OgLQkRIQqSS2x2KbRR0J1vhTCeBVLCcMoYHWqgQFOsbMZ4XYbkO6KGqW0hNLFe5D+0zRIMWPX2Dak7qNUzLUhtUtjuV8+5G9zU2Pqy+OwqzezFJsQgw6enu7iy8WiSvuoBvyeK+2Zptf0kQKrbpJEmU1RkGSXWcr//bl9nhHTvS1euy/e7LOeojX+O6latpGhoxKVriQ+RTKBdAYkxp0muq4jI/G2jUbMAUhzDn2hjZ2pJqqNVPN7jn1tv48HEfYNHCBczsX8Q/fO57BE21soqpg5VAXOO2iy9ir/ccwsKlu7Lv8uP48Xd/jpCSGjG1yjhopoIWhVteHKJjqrLWUNUShLoqo4sNSMyUEb+qLG8k5a7v/BfT80V2WfZunm+BVjQxchZX/OJyit05cmaRmUY/s+wuzFwfZnkuC2b0s8gt8OMLLsH3BUoFfn3jDez7noPo6ZvD7FnzOOXkj/Hs0y/g+xG1+jhzpg9CK+WbX/o2c2bPoG9aL3vsvCtfOO0zKh0kEHgxtqm9ehpni/SymeJnuSnbNjB0A8Nxsk4ILf7tK1/m7It+xIr3v4+fXvkLTj71Y4yPD/HA7+5WvZ0Q5eA3I0gN0jCFVgKJoarpUeVUXZYqo8KEsOVhGQZp0sLWDRqiWB+r41Wuvv6XPPPEo+y68064pR68VkjBgiQQ6nEL3BxPrvwTX/zC6QSJx9lnf4sFs3q44Adnc8OtKwkpkiv1AOrBKdjaFq5hU5ywzM9UHYLaLnBKoeiqFFDo8r83/RaNiCjy2DBaZ10L6gHsusfuXPLzS/if/7mCn//oLLabOYt5Wy/m4p9dwdmnn8WtN9/MCUcfjps3ufSiK/i7v/88AOf+8CzO+e7pPPvk4/z0J5dSdCxmlwo0NqzlHbvtyZkXXcKpp32aq666igMPOIDf3PUbhofGcDXQtBSt3RX+zZB2ELoNHN4oki9hFulWjDWRiPjxFNaYpCGN1U/Kgtn9ctInPyMjIrJBRNYnoUgiEo41pMNG3GioEHc96XxRkoWHo2ogErZEWg1J2m9JIhGpi9dcJ5EkMiYia8KM7CNpiCTr5IlHfi/FbfeT4//xR1IPVBw9kgkZHn5RDtv+cNl73r4yVhuRVCYkevFZWdQzTw4+4avybCsLPsehJEkiYbqlLNOJBOKrcfqJSKCyF9V24Dv1pSZDEsbrRNaNyiHF2fLu7ZaLXZ4lp1/yP7JBFN+JnwTS8D2RuC6y/kE5YGZZdlt2rFRDlaGYGHpeJB6ViXXPSU/XNnLIoR+TSESarXEFYQ8CebGWwa8nhuXy//i2UJoj1/z+WZFYpL5+RJJYpBEkEkcizYZiHVIsRG9Oq8PNfnDblb2GAUEYdP6uaRqe5zFvwfzOdmfrKiytNRt4rRae74NZoPLMag499H04Tg9d5ekcf9zJjI22MPM2BB6g88KzG9hllxU4hsX+e+zBT847h/nbbM2F19xDy1LcbIkfQKvB3JkzyblFWmGcIVkTwmaVkltkyNdwp82lt1RAC8YxB4rMnTeHZ14YoxFC4AOioWv6G5AM11FVnpM8phthw7QUixSvWWXs/scJWhofPeVkpg/2c901v+xEOdBN8o6rfFpHkDSgYJexgTSE7v4+SHxW3nwzFV/n8A9+lDiBvGOomkpdwzQgzhIEF3z3LAozt2bRbvMYq0UU+/uVLx0JhkA+ZxHFPvncSws63ijZbAMLwoQgVHSOjq2gj1GjQbVapberzDU/+y9uve1mjAyyEk+A2T9IlC8T6ELlnt9y3Lv2Yrgyyi9uuparLjqf5x/+M/sdfQK+CZg2yXPPc9T73k8QJNx910pOPeUjXPLjH7H62dUMtZpUUYchw3LAdTCSiNGRClGsMzShIDl5u4vRF1fzVOt5lh60q0ph1V2I82yzdCeeWfUnRptZc7gAGjUf03gjNkgdUj3zZVIM1DZZ11QIBgLKhTw3X34jpTTH/jvtwvLFi/j9gw+wqq7gNDEavjcBUQPQ6e6ejuGn+BXQHcCrgK/zp7vuR3IW85dvTxgm6uRp6eA3sUMoGEDUwm/WOPqo4xHA7rGI04iw4lGwDdDVnIZR642trtpENluzjm0oxx7VmFSiCKtQYMa22/Kdb3+bsfXrOfmw9zJvu35OPPl4HvzTKkhhuNqiaOf54j/+IxOVtdx06y0cvGJf9nr37pz13TNZXalz1a0PgGjce/fdjAyP8f2zf8hue+3FcaecwoeOPpa+3i6Mrq5J/9+yQVKa9ToShvT09tHTY6p0VMPDRKhFdaRkctX5F7J0YBZXnXUOc7beGrqKPL9ujKAFGCbFvMumBDyvRzokMRZgppiofKMF2KTo4gEaV668i7h3gNm778rRRx4BozX+eMfjuECKhmUIWBpU6/h+RBomdBfbk2BCJAyvGcIqlXC6C+Ryhuo+1lDR/e4CkEDwyMOEXkToxaptH4CtYxdynUOUbRsUcgX8oLXlCngF+YseXd9XjRhcx1V4oczg3nvMMTz71JNcdeW17POOZTz1wEPsc21bGyIAAAqlSURBVPD+fPkr57F1V56gUuHRF1dxyDHH0pUvErRi3P5ulu6zOxW/ycOPPwGSctmlP6NULLJw4UKFbBR4z177IglEpoYH1NsTKULoB/QOTMNrNdVOpGmQy1Gr1cCycByHcrmMY9j09fWpxvZZiqGD2Ewmq5C2VJLs5OhrYEtMPkpxfVV+aMc5Rl5cwz1GDeeoPfHLBgesOJCtYot1N64kT/tQoKvQRm8/GgZxoEIMWvum41i1KCRDrQfw2AMPst3MbRjo7mf+1vuSeOC4OeJY0Q6Aymcq4AIKuzdFjCkxzjdaNtvAwiilt0dhgjpFAGYWgPF9HLfIwQes4Marb+LBe+5ln2Xv4Ir/Op+x9aO4lk0lDPnZNdezzZIlzN9uCf3zF9I3bRpsWMvQ2mchSYjThO7uEj3dpgqBiE7JztNT7GasWlEVy20EhG7Q29tL6NUJW3UkBSvvQqtOz8A0ConFcw89xUFHH8EfahvY7+TjefKxx2B4jDmDfdg5IE3wwoA3RL9ZvMoHQkRBQeNUWW8KRCa33HAro4bPdgfuwdPDLxL5HtsO9nPvLb8i8VQ4y7DLqEpjH11LKfd1qcrwBKWTvIFZMIkaDcVglAhL9tiDW2/5JYfsty+2rbNhxIPZcykUTIY2rEUDekwVXvPrLcirAUdhQr1ewzKdVxrVFstmG1gcT+Z/NDR028arVLKVRqM5UiOfzxFiUyp38dEVezEznWDN2qcZ8ZuU+mfznoOP5Nf33sMVv76Vy6+/lf/942P87umH+I9v/jNY4KcxwyPriEIhajYBndAT1qxeS76gEtsWkITKS683G8Shx2BvGVeHyG9BbwG7u4vcmMGi0lwomWBOgNni8YceYM78HRkoqqQ9tlAoOWxxO8ksqLoJA5LiHc8lKkAXGFx36XUwPMrpn/pb9t1+F7ZdsBUPr3mYVePP8Nt7H0AD6oEOoQWlAq6TMtqcYLyp0qXUVW3Ce487HBotVl53G3ESgg5bv3NPSl19WHmLUk8OSr0MzpjN3ffcQSOEuJagpzpOb55WVoFuWwalYpvZ8M0BBGz2p+ZzaoKHR8Y7K1iuu1thshoNCr1lwoYwOj5CFHo8t24dsWHR1dNDubuMmCkhIbm8w86L5rH7sqUsWTiX+YO9WKYLhskHTvwQuiH8/ncrEV25zg/e9wdm9s/E1AUPqPkhhm2CWyBfLNJVdKkMDymGQ9NhuF6hq7+H3RdtxaXn/icbxiuI3QMTPmtfXMfihdPpzis3Dk2yVsJvjGib/q/TS1GHFqxbPcqyvXbhgst+wg3XX8/9v7mPc845k5Y/yjNPPUmCqqXBycHz6xkZqzNzqxkUu6BR9aDYBYbD0l2Ws/2CWTx+30rKJYfQTyHWSUUnDOuEaQwbhllx9LHoXpU/3PEgvSWDsaH1pIDlgJ9mzUk1k0bdf8N08BJRcZzXjoM1g1hFtNKN42BP33eX7Dh3mnzimOPlhksvl9tv/IX84+c+LZjz5AN/88UMS9qS0acekFk55Ngjj5EfX3CR3Hb7NfLv55whW+93pFz1uyckrFVExoZk25kL5Z07v0vuWXmHXPzds2RbdNmmb4F8/o575G4RGRORoDYkN15yplzw3W9I75ydZd/3/b1cdvnt8ocHH5YN9SERqcoj118ti3NFef+HTpKLLr9BPvq+T8qyrfeUK2+5Q2oiksShSJxImEwd9+uUVERixTQ9JolUJBJJQpHAF4l8ES+U9bfcJzPJy7+ce7qslkiGvIYC29YCWVqYLkccepJUUpHxJBSRlkhzQo5avLPstv17pRlkcyINqY9sEIlELjzre2Kjy2FHnCCXXXad3H3dTbL99HmyYOb20qqJSOxLbf1qecei3WTWnHfI17/9Hbnxpl/JFz7/b7Js+e7y5IvrM7oCmUT4vgmy2QYWi4g3hcHZr1dUwDOqyiXf/468c/FiWTxnjuRAtt9hsXzu9EvkyUoW9JOGiAzLAyuvlVP/5kTZabtF0teN7LDbYvnMGRfKqnr2nXFLnv7TI3LQvgeIAXL4nnvJb394uQyag/KRS6+QO0VkXeLJeWd9Q7bqRkoGAt2idS0W6JMdl71LRieGJGmsFfHWyB+uu0wWLtpZSoM7yV47fUB+8J1LxZdEfKlLbWy9SJxIJCLVcEuZppMsMBxJVRKptoPLcUskaol4kXzv41+VJV3z5erfXCsbpKqIo2uhyPiwHLPnHrJw3jJZPa70Ffh1SdeslmN22Uf2XXaopLFIJWhIJZyYnKywLrddeakcdsQJopkD0mf1yilH/o089cdV0mzEMlatiEgiLzyySr789/8qMwanS75ckuXLd5VP/cPnpCEilVTZv7S2MNL8KtLBg7U3CuVHZJDprGABTbEUekFCzlHERBK0SMMGZi5j0rPKNFsBblFhiip1oVwyMEiJ4zqOaSBJQtgycdw8WCEJBqNjMf29LoYWUxvfQLlrEBJ1VI9Ga1hrPBbs/W6OufJ8jj74IJaQUmqOAAHkewm1Iq0koyMNhLIRKrrEKFBAu65BYo2M+RBSE0wJMbJuIr7lkKLSVa/f1087LHuhlkFxiDDaVEdJDrws6Z1TCFYa3co3Yz2pphFb0/ECyBnZn5Ma/kgNt3s2mFC1oRpXmWN2ocUxjK+D3j4Ss6CwhzEk9Rij1yTWM/qwlkfZdtTANR0MnUCHlqTYmqI1dVJIPDDyvCnpoo4PNgnDmCKidf4oCeQcNQVeq4Vu25jFLlI/AMshDBPcokOCyWh1nP6SgZWk1KrjmKaLnwJGAadQQHSNIFJowcEeF0NA0pRy7zR1R5aG73tYPd1MRB5eHKBXJxSAjhhMB/JlmrUGaQRuhj3MOxq0AhV4dIpQ7qVZa6igp4CYKrFtYAM6ceCjb0bx6GZJpqcOi3aG0ojR1enPYrJ39HhDWZEGqW0ilq2IkzPER+wDloU7fUB9aMZdUTK78Pymelp6+gCTMMzQLRoYXSZBFoLQANt21dFRl07YJ0EwNZ16Q+klicF4EztOT2UUn6KnqQA89YppTCbc8/k206eOXlCnENvV28BUBrtUkYBm6PR09SKAo1tZLEc9TI7hbgQA1DQTz/PIuS5oGraTA03nsfHVFKcXWeS6WGMj5PoGwNYJvCaFrn4FLZdJvlyKbT5Ide+FriJokFXbYdnZF+oGZrHU4bjaMiOb1Jcin2uLMXkvbcvTXeiZ0VGmTjcCFC21M2hWdi1Wpiilo4ynG9stqN1FdwAdtw0ktVAV4JaqmTBAKaV9b7r610G1Tc0Xi5PfN2Ue3miZ0ojh/714ntcJDDabTQqFAgCVSgVd1ymXJ7umJUnSCRCGYbhx7ePb8paRt5SB+b6P606C5qYa3NRrTNPENDOiX5G/UrOrt+X1yFvKwNoSRRGWZW30u2EYBEGApmkdI4yiCNM0VYrobXlLylvm0W/nOUFteVE0WXZmWRZJkpDL5TZa4d7MHNrb8sbIW2YF23TVApWeam+JUw0rDEMMw+gY2KZb69vy1pG3jIGBYnTxfR/btl+yOrVvM45j0jTFNM3ONVMd/rflrSVvGQMLggDLsiY5vaIIXdcxDIMwDNF1PeOumJS2b/a2k//WlbeMgb0t/3/K24/+2/KmytsG9ra8qfK2gb0tb6r8X+5PbA69VyNpAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](attachment:image.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "**Validation on amino acid sequences**" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:02.436816Z", + "start_time": "2022-03-23T20:32:01.664717Z" + }, + "scrolled": true + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seq1\tDYNPQ\n", + "Seq2\tYVFKY\n", + "Seq3\tSLAA\n", + "Seq4\tKFEQG\n", + "Seq5\tCKLCR\n", + "Seq6\tETLQ\n", + "Seq7\tGDSVV\n", + "Seq8\tHNMNK\n", + "Seq9\tPCSHG\n", + "Seq10\tVEDDL\n", + "\n", + "Seq1\tDNPPQ\n", + "Seq2\tYFFIY\n", + "Seq3\tSLAAS\n", + "Seq4\tGFEKG\n", + "Seq5\tCKLAQ\n", + "Seq6\tLQTLQ\n", + "Seq7\tGDSGI\n", + "Seq8\tHNMPV\n", + "Seq9\tACSHH\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tDYPPE\n", + "Seq2\tYFFKD\n", + "Seq3\tSLADD\n", + "Seq4\tKMEKG\n", + "Seq5\tCELAR\n", + "Seq6\tLETVQ\n", + "Seq7\tGDSGV\n", + "Seq8\tGNMPK\n", + "Seq9\tACSYG\n", + "Seq10\tVELHL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYDFKY\n", + "Seq3\tDLAAD\n", + "Seq4\tKFIKG\n", + "Seq5\tCHLAR\n", + "Seq6\tLETLT\n", + "Seq7\tGDNGV\n", + "Seq8\tHHMPK\n", + "Seq9\tACSSG\n", + "Seq10\tVETDL\n", + "\n", + "Seq1\tDYPPW\n", + "Seq2\tYFFKQ\n", + "Seq3\tSLAD\n", + "Seq4\tKFEKM\n", + "Seq5\tGKLAR\n", + "Seq6\tLETAQ\n", + "Seq7\tGDEGV\n", + "Seq8\tHNYPK\n", + "Seq9\tACSHA\n", + "Seq10\tVELDK\n", + "\n", + "Seq1\tDYPDQ\n", + "Seq2\tYFFCY\n", + "Seq3\tSLAED\n", + "Seq4\tFEKG\n", + "Seq5\tCKPAR\n", + "Seq6\tLEGLQ\n", + "Seq7\tGNSGV\n", + "Seq8\tWNMPK\n", + "Seq9\tACVHG\n", + "Seq10\tVELCL\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYFFKA\n", + "Seq3\tSLGAD\n", + "Seq4\tKFTKG\n", + "Seq5\tCILAR\n", + "Seq6\tLETCQ\n", + "Seq7\tDSGV\n", + "Seq8\tHNMDK\n", + "Seq9\tARSHG\n", + "Seq10\tVELRL\n", + "\n", + "Seq1\tDRPPQ\n", + "Seq2\tYFFKD\n", + "Seq3\tSLAED\n", + "Seq4\tKFEKS\n", + "Seq5\tCKLAE\n", + "Seq6\tLYTLQ\n", + "Seq7\tVDSGV\n", + "Seq8\tNMPK\n", + "Seq9\tWCSHG\n", + "Seq10\tVELDR\n", + "\n", + "Seq1\tDPPPQ\n", + "Seq2\tYFFKC\n", + "Seq3\tSPAAD\n", + "Seq4\tRFEKG\n", + "Seq5\tCKLAL\n", + "Seq6\tLETLR\n", + "Seq7\tGISGV\n", + "Seq8\tHGMPK\n", + "Seq9\tACAHG\n", + "Seq10\tVELD\n", + "\n", + "Seq1\tDEPPQ\n", + "Seq2\tPFFKY\n", + "Seq3\tSLAAR\n", + "Seq4\tKFRKG\n", + "Seq5\tCKLAI\n", + "Seq6\tPETLQ\n", + "Seq7\tGDSGN\n", + "Seq8\tHKMPK\n", + "Seq9\tALSHG\n", + "Seq10\tVELDY\n", + "\n", + "Seq1\tGYPPQ\n", + "Seq2\tHFFKY\n", + "Seq3\tSLWAD\n", + "Seq4\tKFECG\n", + "Seq5\tVKLAR\n", + "Seq6\tLETIQ\n", + "Seq7\tTDSGV\n", + "Seq8\tHNMPC\n", + "Seq9\tKCSHG\n", + "Seq10\tVEWDL\n", + "\n", + "Seq1\tVYPPQ\n", + "Seq2\tYFFKF\n", + "Seq3\tSEAAD\n", + "Seq4\tKFEKW\n", + "Seq5\tCLAR\n", + "Seq6\tLATLQ\n", + "Seq7\tGDSFV\n", + "Seq8\tHKMPK\n", + "Seq9\tKCSHG\n", + "Seq10\tTELDL\n", + "\n", + "Seq1\tDYQPQ\n", + "Seq2\tYWFKY\n", + "Seq3\tSLAGD\n", + "Seq4\tKFEQG\n", + "Seq5\tCKQAR\n", + "Seq6\tHETLQ\n", + "Seq7\tMDSGV\n", + "Seq8\tHNMPN\n", + "Seq9\tAYSHG\n", + "Seq10\tVFLDL\n", + "\n", + "Seq1\tDYPPT\n", + "Seq2\tYFKY\n", + "Seq3\tSGAAD\n", + "Seq4\tKFCKG\n", + "Seq5\tNKLAR\n", + "Seq6\tLATLQ\n", + "Seq7\tGDSVV\n", + "Seq8\tHNPK\n", + "Seq9\tACSHQ\n", + "Seq10\tVELDY\n", + "\n", + "Seq1\tDYPHQ\n", + "Seq2\tYVFKY\n", + "Seq3\tSLAVD\n", + "Seq4\tYFEKG\n", + "Seq5\tCKLA\n", + "Seq6\tLECLQ\n", + "Seq7\tGDQGV\n", + "Seq8\tNMPK\n", + "Seq9\tACSPG\n", + "Seq10\tHELDL\n", + "\n", + "Seq1\tDGPPQ\n", + "Seq2\tYFSKY\n", + "Seq3\tSFAAD\n", + "Seq4\tKFEKW\n", + "Seq5\tCKHAR\n", + "Seq6\tDETLQ\n", + "Seq7\tGDSFV\n", + "Seq8\tGNMPK\n", + "Seq9\tAVSHG\n", + "Seq10\tVELSL\n", + "\n", + "Seq1\tDYPPC\n", + "Seq2\tHFFKY\n", + "Seq3\tSDAAD\n", + "Seq4\tKFEG\n", + "Seq5\tCKLAE\n", + "Seq6\tLETLC\n", + "Seq7\tGDSTV\n", + "Seq8\tHNMPP\n", + "Seq9\tACSHK\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tDYPPM\n", + "Seq2\tYNFKY\n", + "Seq3\tSLATD\n", + "Seq4\tKEKG\n", + "Seq5\tCTLAR\n", + "Seq6\tLERLQ\n", + "Seq7\tGDSNV\n", + "Seq8\tHNMPI\n", + "Seq9\tACSDG\n", + "Seq10\tVVLDL\n", + "\n", + "Seq1\tDHPPQ\n", + "Seq2\tYFFLY\n", + "Seq3\tSLAAA\n", + "Seq4\tKFEDG\n", + "Seq5\tCLAR\n", + "Seq6\tLETLK\n", + "Seq7\tGHSGV\n", + "Seq8\tHNMPQ\n", + "Seq9\tACSKG\n", + "Seq10\tVEWDL\n", + "\n", + "Seq1\tDYYPQ\n", + "Seq2\tSFFKY\n", + "Seq3\tSLACD\n", + "Seq4\tAFEKG\n", + "Seq5\tCKDAR\n", + "Seq6\tLWTLQ\n", + "Seq7\tGSSGV\n", + "Seq8\tHNMTK\n", + "Seq9\tACSHL\n", + "Seq10\tVELDH\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tYFFK\n", + "Seq3\tSLADD\n", + "Seq4\tKFEEG\n", + "Seq5\tCKAR\n", + "Seq6\tLFTLQ\n", + "Seq7\tFDSGV\n", + "Seq8\tHIMPK\n", + "Seq9\tACSAG\n", + "Seq10\tVILDL\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYPFKY\n", + "Seq3\tSAAD\n", + "Seq4\tKFWKG\n", + "Seq5\tCPLAR\n", + "Seq6\tLETL\n", + "Seq7\tGMSGV\n", + "Seq8\tHMMPK\n", + "Seq9\tECSHG\n", + "Seq10\tVEFDL\n", + "\n", + "Seq1\tDYPLQ\n", + "Seq2\tYQFKY\n", + "Seq3\tSLAAQ\n", + "Seq4\tKFECG\n", + "Seq5\tCKMAR\n", + "Seq6\tLETL\n", + "Seq7\tGDSLV\n", + "Seq8\tHNMPS\n", + "Seq9\tARSHG\n", + "Seq10\tVELAL\n", + "\n", + "Seq1\tDEPPQ\n", + "Seq2\tYFFKP\n", + "Seq3\tSLAHD\n", + "Seq4\tKFEKY\n", + "Seq5\tCTLAR\n", + "Seq6\tLETL\n", + "Seq7\tGDSSV\n", + "Seq8\tHNMPW\n", + "Seq9\tACFHG\n", + "Seq10\tVELRL\n", + "\n", + "Seq1\tLYPPQ\n", + "Seq2\tYCFKY\n", + "Seq3\tSGAAD\n", + "Seq4\tKFEQG\n", + "Seq5\tCYLAR\n", + "Seq6\tLETLD\n", + "Seq7\tGYSGV\n", + "Seq8\tNMPK\n", + "Seq9\tACSHH\n", + "Seq10\tVELDS\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tIFFKY\n", + "Seq3\tSLYAD\n", + "Seq4\tKYEKG\n", + "Seq5\tCKFAR\n", + "Seq6\tLETLL\n", + "Seq7\tKDSGV\n", + "Seq8\tHMPK\n", + "Seq9\tADSHG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tDYFPQ\n", + "Seq2\tYFFKI\n", + "Seq3\tSLTAD\n", + "Seq4\tVFEKG\n", + "Seq5\tGKLAR\n", + "Seq6\tLEMLQ\n", + "Seq7\tGLSGV\n", + "Seq8\tHNPK\n", + "Seq9\tALSHG\n", + "Seq10\tVEYDL\n", + "\n", + "Seq1\tLYPPQ\n", + "Seq2\tYFFK\n", + "Seq3\tRLAAD\n", + "Seq4\tKPEKG\n", + "Seq5\tCPLAR\n", + "Seq6\tLETIQ\n", + "Seq7\tGNSGV\n", + "Seq8\tHQMPK\n", + "Seq9\tACSNG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tWYPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSLAGD\n", + "Seq4\tKGEKG\n", + "Seq5\tCKLAH\n", + "Seq6\tLRTLQ\n", + "Seq7\tGDCGV\n", + "Seq8\tCNMPK\n", + "Seq9\tACSSG\n", + "Seq10\tVFLDL\n", + "\n", + "Seq1\tDYMPQ\n", + "Seq2\tYFFKD\n", + "Seq3\tYLAAD\n", + "Seq4\tKPEKG\n", + "Seq5\tCKLAT\n", + "Seq6\tLETLM\n", + "Seq7\tGDSGH\n", + "Seq8\tHMPK\n", + "Seq9\tAESHG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tDYPPN\n", + "Seq2\tYFFDY\n", + "Seq3\tSNAAD\n", + "Seq4\tKYEKG\n", + "Seq5\tCTLAR\n", + "Seq6\tVETLQ\n", + "Seq7\tGMSGV\n", + "Seq8\tHGMPK\n", + "Seq9\tDCSHG\n", + "Seq10\tVEYDL\n", + "\n", + "Seq1\tTYPPQ\n", + "Seq2\tYFFSY\n", + "Seq3\tSHAAD\n", + "Seq4\tKFNKG\n", + "Seq5\tCKLAI\n", + "Seq6\tLETLV\n", + "Seq7\tGDLGV\n", + "Seq8\tHNMPY\n", + "Seq9\tACSHI\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tYFFKR\n", + "Seq3\tSAAD\n", + "Seq4\tKGEKG\n", + "Seq5\tCKIAR\n", + "Seq6\tLETKQ\n", + "Seq7\tGDEGV\n", + "Seq8\tNMPK\n", + "Seq9\tARSHG\n", + "Seq10\tVELLL\n", + "\n", + "Seq1\tDYPPS\n", + "Seq2\tYFFAY\n", + "Seq3\tSLIAD\n", + "Seq4\tKFEKQ\n", + "Seq5\tCCLAR\n", + "Seq6\tLETLN\n", + "Seq7\tYDSGV\n", + "Seq8\tHNMPC\n", + "Seq9\tACHG\n", + "Seq10\tDELDL\n", + "\n", + "Seq1\tDYPPP\n", + "Seq2\tDFFKY\n", + "Seq3\tWLAAD\n", + "Seq4\tFEKG\n", + "Seq5\tCGLAR\n", + "Seq6\tAETLQ\n", + "Seq7\tGDSIV\n", + "Seq8\tHNMRK\n", + "Seq9\tACSDG\n", + "Seq10\tVILDL\n", + "\n", + "Seq1\tDYPSQ\n", + "Seq2\tCFFKY\n", + "Seq3\tSLAHD\n", + "Seq4\tKFEKE\n", + "Seq5\tWKLAR\n", + "Seq6\tLSTLQ\n", + "Seq7\tNDSGV\n", + "Seq8\tDNMPK\n", + "Seq9\tAESHG\n", + "Seq10\tSELDL\n", + "\n", + "Seq1\tDYPPH\n", + "Seq2\tYFFVY\n", + "Seq3\tSLDAD\n", + "Seq4\tMFEKG\n", + "Seq5\tCKLHR\n", + "Seq6\tLTLQ\n", + "Seq7\tGDSGQ\n", + "Seq8\tHNWPK\n", + "Seq9\tACSLG\n", + "Seq10\tVQLDL\n", + "\n", + "Seq1\tVYPPQ\n", + "Seq2\tYFYKY\n", + "Seq3\tSLAAG\n", + "Seq4\tKYEKG\n", + "Seq5\tCKLA\n", + "Seq6\tRETLQ\n", + "Seq7\tGQSGV\n", + "Seq8\tHNWPK\n", + "Seq9\tGCSHG\n", + "Seq10\tHELDL\n", + "\n", + "Seq1\tDYLPQ\n", + "Seq2\tYFFMY\n", + "Seq3\tSLAAD\n", + "Seq4\tKFEKV\n", + "Seq5\tCKLAQ\n", + "Seq6\tLATLQ\n", + "Seq7\tGDSWV\n", + "Seq8\tHNMNK\n", + "Seq9\tNCSHG\n", + "Seq10\tVELDW\n", + "\n", + "Seq1\tDYPPK\n", + "Seq2\tYFSKY\n", + "Seq3\tSLAND\n", + "Seq4\tKFHKG\n", + "Seq5\tKKLAR\n", + "Seq6\tLEWLQ\n", + "Seq7\tGDSGT\n", + "Seq8\tHNMPG\n", + "Seq9\tACSHN\n", + "Seq10\tVELDN\n", + "\n", + "Seq1\tDYPPV\n", + "Seq2\tYFFKW\n", + "Seq3\tSLAVD\n", + "Seq4\tKFEKA\n", + "Seq5\tCKLYR\n", + "Seq6\tVETLQ\n", + "Seq7\tIDSGV\n", + "Seq8\tHNMVK\n", + "Seq9\tACSNG\n", + "Seq10\tVELDD\n", + "\n", + "Seq1\tDYPCQ\n", + "Seq2\tYFRKY\n", + "Seq3\tLAAD\n", + "Seq4\tKNEKG\n", + "Seq5\tCDLAR\n", + "Seq6\tPETLQ\n", + "Seq7\tLDSGV\n", + "Seq8\tHNIPK\n", + "Seq9\tACSCG\n", + "Seq10\tVESDL\n", + "\n", + "Seq1\tDYPVQ\n", + "Seq2\tYFGKY\n", + "Seq3\tSLVAD\n", + "Seq4\tYFEKG\n", + "Seq5\tCKVAR\n", + "Seq6\tLETCQ\n", + "Seq7\tGHSGV\n", + "Seq8\tHNFPK\n", + "Seq9\tACSLG\n", + "Seq10\tVELIL\n", + "\n", + "Seq1\tDGPPQ\n", + "Seq2\tYFFKR\n", + "Seq3\tSLEAD\n", + "Seq4\tKLEKG\n", + "Seq5\tCKLA\n", + "Seq6\tLETKQ\n", + "Seq7\tGDSWV\n", + "Seq8\tHRMPK\n", + "Seq9\tACSFG\n", + "Seq10\tVELD\n", + "\n", + "Seq1\tDYEPQ\n", + "Seq2\tYFFWY\n", + "Seq3\tSLAAM\n", + "Seq4\tKFEQG\n", + "Seq5\tCKWAR\n", + "Seq6\tLETTQ\n", + "Seq7\tGDSQV\n", + "Seq8\tHNMQK\n", + "Seq9\tACYHG\n", + "Seq10\tVCLDL\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYFTKY\n", + "Seq3\tHLAAD\n", + "Seq4\tKREKG\n", + "Seq5\tCKKAR\n", + "Seq6\tLEELQ\n", + "Seq7\tGDNGV\n", + "Seq8\tHNMPS\n", + "Seq9\tACGHG\n", + "Seq10\tVELTL\n", + "\n", + "Seq1\tDYLPQ\n", + "Seq2\tYFMKY\n", + "Seq3\tSKAAD\n", + "Seq4\tDFEKG\n", + "Seq5\tCKAR\n", + "Seq6\tLMTLQ\n", + "Seq7\tGDSGG\n", + "Seq8\tHQMPK\n", + "Seq9\tAGSHG\n", + "Seq10\tVELDI\n", + "\n", + "Seq1\tDYPHQ\n", + "Seq2\tYHFKY\n", + "Seq3\tVLAAD\n", + "Seq4\tKFEIG\n", + "Seq5\tCKLAT\n", + "Seq6\tDETLQ\n", + "Seq7\tGDSSV\n", + "Seq8\tKNMPK\n", + "Seq9\tCSHG\n", + "Seq10\tVLDL\n", + "\n", + "Seq1\tDYPPW\n", + "Seq2\tYFFKS\n", + "Seq3\tSLAD\n", + "Seq4\tKFKKG\n", + "Seq5\tVKLAR\n", + "Seq6\tLWTLQ\n", + "Seq7\tNDSGV\n", + "Seq8\tHNMCK\n", + "Seq9\tACSWG\n", + "Seq10\tVELVL\n", + "\n", + "Seq1\tDYPHQ\n", + "Seq2\tVFFKY\n", + "Seq3\tSEAAD\n", + "Seq4\tKREKG\n", + "Seq5\tCKWAR\n", + "Seq6\tLEILQ\n", + "Seq7\tGDGV\n", + "Seq8\tHWMPK\n", + "Seq9\tACSHL\n", + "Seq10\tVELYL\n", + "\n", + "Seq1\tDYPCQ\n", + "Seq2\tYVFKY\n", + "Seq3\tSLAA\n", + "Seq4\tKIEKG\n", + "Seq5\tCKSAR\n", + "Seq6\tLEKLQ\n", + "Seq7\tGDRGV\n", + "Seq8\tTNMPK\n", + "Seq9\tACQHG\n", + "Seq10\tVYLDL\n", + "\n", + "Seq1\tDYHPQ\n", + "Seq2\tAFFKY\n", + "Seq3\tSLASD\n", + "Seq4\tKFSKG\n", + "Seq5\tCKLAN\n", + "Seq6\tLEHLQ\n", + "Seq7\tDDSGV\n", + "Seq8\tHKMPK\n", + "Seq9\tACSH\n", + "Seq10\tGELDL\n", + "\n", + "Seq1\tDYWPQ\n", + "Seq2\tDFFKY\n", + "Seq3\tSLAAY\n", + "Seq4\tKFEKQ\n", + "Seq5\tCKKAR\n", + "Seq6\tTETLQ\n", + "Seq7\tGDSHV\n", + "Seq8\tNMPK\n", + "Seq9\tACNHG\n", + "Seq10\tVEDDL\n", + "\n", + "Seq1\tDRPPQ\n", + "Seq2\tYFFKC\n", + "Seq3\tSNAAD\n", + "Seq4\tKFKKG\n", + "Seq5\tCKLAW\n", + "Seq6\tLETLR\n", + "Seq7\tGWSGV\n", + "Seq8\tHVMPK\n", + "Seq9\tAMSHG\n", + "Seq10\tVECDL\n", + "\n", + "Seq1\tDYPP\n", + "Seq2\tYFQKY\n", + "Seq3\tQLAAD\n", + "Seq4\tKFEGG\n", + "Seq5\tRKLAR\n", + "Seq6\tLETLC\n", + "Seq7\tGDSNV\n", + "Seq8\tHNSPK\n", + "Seq9\tACSHY\n", + "Seq10\tVELML\n", + "\n", + "Seq1\tDAPPQ\n", + "Seq2\tYFFKG\n", + "Seq3\tSLAYD\n", + "Seq4\tKFEEG\n", + "Seq5\tCKGAR\n", + "Seq6\tEETLQ\n", + "Seq7\tGDSGD\n", + "Seq8\tMNMPK\n", + "Seq9\tACSEG\n", + "Seq10\tVECDL\n", + "\n", + "Seq1\tDYPPC\n", + "Seq2\tYMFKY\n", + "Seq3\tSLHAD\n", + "Seq4\tKFEKA\n", + "Seq5\tMKLAR\n", + "Seq6\tLETSQ\n", + "Seq7\tGDSGE\n", + "Seq8\tHNMYK\n", + "Seq9\tACSNG\n", + "Seq10\tVELGL\n", + "\n", + "Seq1\tDYPQQ\n", + "Seq2\tYFFKW\n", + "Seq3\tSLAAM\n", + "Seq4\tKFLKG\n", + "Seq5\tDKLAR\n", + "Seq6\tLERLQ\n", + "Seq7\tGDSAV\n", + "Seq8\tHNMMK\n", + "Seq9\tACSHI\n", + "Seq10\tVPLDL\n", + "\n", + "Seq1\tDYPDQ\n", + "Seq2\tHFFKY\n", + "Seq3\tSLAQD\n", + "Seq4\tFEKG\n", + "Seq5\tYKLAR\n", + "Seq6\tLETQQ\n", + "Seq7\tGDTGV\n", + "Seq8\tHNMPV\n", + "Seq9\tACSHA\n", + "Seq10\tVELPL\n", + "\n", + "Seq1\tDYPPC\n", + "Seq2\tYQFKY\n", + "Seq3\tSLADD\n", + "Seq4\tLFEKG\n", + "Seq5\tCKLAH\n", + "Seq6\tLETLE\n", + "Seq7\tGDTGV\n", + "Seq8\tHNMPS\n", + "Seq9\tECSHG\n", + "Seq10\tTELDL\n", + "\n", + "Seq1\tDYPPY\n", + "Seq2\tYFFKK\n", + "Seq3\tSLEAD\n", + "Seq4\tKFEKR\n", + "Seq5\tCKAR\n", + "Seq6\tLETWQ\n", + "Seq7\tMDSGV\n", + "Seq8\tHNMIK\n", + "Seq9\tYCSHG\n", + "Seq10\tVELDA\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYGFKY\n", + "Seq3\tSLAYD\n", + "Seq4\tKFEDG\n", + "Seq5\tCKLQR\n", + "Seq6\tLETEQ\n", + "Seq7\tGPSGV\n", + "Seq8\tHHMPK\n", + "Seq9\tALSHG\n", + "Seq10\tVEHDL\n", + "\n", + "Seq1\tDYPPM\n", + "Seq2\tYFKY\n", + "Seq3\tSLAWD\n", + "Seq4\tKFEKR\n", + "Seq5\tCKLAG\n", + "Seq6\tLETLT\n", + "Seq7\tGGSGV\n", + "Seq8\tHMMPK\n", + "Seq9\tACMHG\n", + "Seq10\tVKLDL\n", + "\n", + "Seq1\tDMPPQ\n", + "Seq2\tYFFKQ\n", + "Seq3\tSLDAD\n", + "Seq4\tKFEG\n", + "Seq5\tCKPAR\n", + "Seq6\tFETLQ\n", + "Seq7\tGDSEV\n", + "Seq8\tHNLPK\n", + "Seq9\tACIHG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tHYPPQ\n", + "Seq2\tYFFKW\n", + "Seq3\tSLYAD\n", + "Seq4\tKAEKG\n", + "Seq5\tCKLAA\n", + "Seq6\tLETLC\n", + "Seq7\tGDTGV\n", + "Seq8\tHNMPL\n", + "Seq9\tACGHG\n", + "Seq10\tVELCL\n", + "\n", + "Seq1\tYYPPQ\n", + "Seq2\tYFFKR\n", + "Seq3\tSLARD\n", + "Seq4\tKFEMG\n", + "Seq5\tCKCAR\n", + "Seq6\tLETPQ\n", + "Seq7\tGDSLV\n", + "Seq8\tHDMPK\n", + "Seq9\tKCSHG\n", + "Seq10\tTELDL\n", + "\n", + "Seq1\tFYPPQ\n", + "Seq2\tYFFTY\n", + "Seq3\tSLADD\n", + "Seq4\tKFKG\n", + "Seq5\tCKLR\n", + "Seq6\tLETLY\n", + "Seq7\tGKSGV\n", + "Seq8\tHPMPK\n", + "Seq9\tASSHG\n", + "Seq10\tVSLDL\n", + "\n", + "Seq1\tDYKPQ\n", + "Seq2\tYFAKY\n", + "Seq3\tSLAFD\n", + "Seq4\tKFEKE\n", + "Seq5\tCKLAF\n", + "Seq6\tLETLP\n", + "Seq7\tDSGV\n", + "Seq8\tHWMPK\n", + "Seq9\tAWSHG\n", + "Seq10\tVEQDL\n", + "\n", + "Seq1\tLYPPQ\n", + "Seq2\tYLFKY\n", + "Seq3\tSLAAI\n", + "Seq4\tKFEKD\n", + "Seq5\tCKLA\n", + "Seq6\tLENLQ\n", + "Seq7\tGDIGV\n", + "Seq8\tMNMPK\n", + "Seq9\tLCSHG\n", + "Seq10\tIELDL\n", + "\n", + "Seq1\tDFPPQ\n", + "Seq2\tYLFKY\n", + "Seq3\tILAAD\n", + "Seq4\tCFEKG\n", + "Seq5\tCDLAR\n", + "Seq6\tLHTLQ\n", + "Seq7\tGDSIV\n", + "Seq8\tHHMPK\n", + "Seq9\tWCSHG\n", + "Seq10\tVEMDL\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tLFFKY\n", + "Seq3\tSLAAW\n", + "Seq4\tKFCKG\n", + "Seq5\tCKAR\n", + "Seq6\tLEALQ\n", + "Seq7\tGPSGV\n", + "Seq8\tINMPK\n", + "Seq9\tAESHG\n", + "Seq10\tVENDL\n", + "\n", + "Seq1\tDCPPQ\n", + "Seq2\tYDFKY\n", + "Seq3\tSLAAA\n", + "Seq4\tKFEK\n", + "Seq5\tCKIAR\n", + "Seq6\tLETLW\n", + "Seq7\tGDWGV\n", + "Seq8\tHCMPK\n", + "Seq9\tRCSHG\n", + "Seq10\tTELDL\n", + "\n", + "Seq1\tDYPDQ\n", + "Seq2\tYFFKC\n", + "Seq3\tSLQAD\n", + "Seq4\tWFEKG\n", + "Seq5\tCFLAR\n", + "Seq6\tSETLQ\n", + "Seq7\tGDSGT\n", + "Seq8\tCNMPK\n", + "Seq9\tACSHV\n", + "Seq10\tVELLL\n", + "\n", + "Seq1\tDYPWQ\n", + "Seq2\tYVFKY\n", + "Seq3\tSLAD\n", + "Seq4\tKFEVG\n", + "Seq5\tCKLVR\n", + "Seq6\tLETLL\n", + "Seq7\tGDSVV\n", + "Seq8\tCNMPK\n", + "Seq9\tACSHE\n", + "Seq10\tVELHL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tPFFKY\n", + "Seq3\tKLAAD\n", + "Seq4\tKFKG\n", + "Seq5\tCLLAR\n", + "Seq6\tIETLQ\n", + "Seq7\tGDSGM\n", + "Seq8\tHNKPK\n", + "Seq9\tADSHG\n", + "Seq10\tVEADL\n", + "\n", + "Seq1\tDWPPQ\n", + "Seq2\tYNFKY\n", + "Seq3\tSLAAL\n", + "Seq4\tKFEKP\n", + "Seq5\tCILAR\n", + "Seq6\tLETYQ\n", + "Seq7\tSDSGV\n", + "Seq8\tHNRPK\n", + "Seq9\tACSHH\n", + "Seq10\tVELQL\n", + "\n", + "Seq1\tDYCPQ\n", + "Seq2\tYFFYY\n", + "Seq3\tSLAAE\n", + "Seq4\tKFEMG\n", + "Seq5\tCKLNR\n", + "Seq6\tLYTLQ\n", + "Seq7\tGDSSV\n", + "Seq8\tHNMPI\n", + "Seq9\tCSHG\n", + "Seq10\tVERDL\n", + "\n", + "Seq1\tDYPP\n", + "Seq2\tYFFKQ\n", + "Seq3\tSLAD\n", + "Seq4\tKFEHG\n", + "Seq5\tCKLR\n", + "Seq6\tLETLV\n", + "Seq7\tGDSGM\n", + "Seq8\tHMPK\n", + "Seq9\tCCSHG\n", + "Seq10\tVELWL\n", + "\n", + "Seq1\tDYQPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tSLAAW\n", + "Seq4\tKFEWG\n", + "Seq5\tCKLAG\n", + "Seq6\tCETLQ\n", + "Seq7\tGDSLV\n", + "Seq8\tHHMPK\n", + "Seq9\tACVHG\n", + "Seq10\tVELDG\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFFWY\n", + "Seq3\tSSAAD\n", + "Seq4\tKFEKE\n", + "Seq5\tCFLAR\n", + "Seq6\tLETLS\n", + "Seq7\tADSGV\n", + "Seq8\tHNMPR\n", + "Seq9\tACSDG\n", + "Seq10\tVELDK\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFVKY\n", + "Seq3\tSWAAD\n", + "Seq4\tKFEPG\n", + "Seq5\tCCLAR\n", + "Seq6\tLETHQ\n", + "Seq7\tVDSGV\n", + "Seq8\tHNDPK\n", + "Seq9\tAFSHG\n", + "Seq10\tVYLDL\n", + "\n", + "Seq1\tDYPLQ\n", + "Seq2\tYFPKY\n", + "Seq3\tSLAMD\n", + "Seq4\tKFKKG\n", + "Seq5\tHKLAR\n", + "Seq6\tLETQ\n", + "Seq7\tGDSHV\n", + "Seq8\tLNMPK\n", + "Seq9\tACSHI\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seq10\tCELDL\n", + "\n", + "Seq1\tRYPPQ\n", + "Seq2\tYEFKY\n", + "Seq3\tSSAAD\n", + "Seq4\tKFEKD\n", + "Seq5\tCKFAR\n", + "Seq6\tPETLQ\n", + "Seq7\tGDSGH\n", + "Seq8\tPNMPK\n", + "Seq9\tAKSHG\n", + "Seq10\tVELDE\n", + "\n", + "Seq1\tDYPPY\n", + "Seq2\tYFFK\n", + "Seq3\tSLAAK\n", + "Seq4\tKFEKF\n", + "Seq5\tCKTAR\n", + "Seq6\tLTLQ\n", + "Seq7\tGDSMV\n", + "Seq8\tHMPK\n", + "Seq9\tARSHG\n", + "Seq10\tVKLDL\n", + "\n", + "Seq1\tDYPP\n", + "Seq2\tYLFKY\n", + "Seq3\tSLAYD\n", + "Seq4\tKFEAG\n", + "Seq5\tPKLAR\n", + "Seq6\tLETRQ\n", + "Seq7\tGDGV\n", + "Seq8\tHNQPK\n", + "Seq9\tACVHG\n", + "Seq10\tYELDL\n", + "\n", + "Seq1\tDYPVQ\n", + "Seq2\tYFFTY\n", + "Seq3\tSLAAK\n", + "Seq4\tKFEWG\n", + "Seq5\tCKLAT\n", + "Seq6\tTETLQ\n", + "Seq7\tGPSGV\n", + "Seq8\tHNMPL\n", + "Seq9\tACWHG\n", + "Seq10\tVELDS\n", + "\n", + "Seq1\tDKPPQ\n", + "Seq2\tYFDKY\n", + "Seq3\tSLAAK\n", + "Seq4\tKFEG\n", + "Seq5\tDKLAR\n", + "Seq6\tLETGQ\n", + "Seq7\tGSGV\n", + "Seq8\tVNMPK\n", + "Seq9\tACSRG\n", + "Seq10\tVELHL\n", + "\n", + "Seq1\tDYPNQ\n", + "Seq2\tYFNKY\n", + "Seq3\tSLAID\n", + "Seq4\tKLEKG\n", + "Seq5\tQKLAR\n", + "Seq6\tLYTLQ\n", + "Seq7\tGDFGV\n", + "Seq8\tHDMPK\n", + "Seq9\tICSHG\n", + "Seq10\tVGLDL\n", + "\n", + "Seq1\tCYPPQ\n", + "Seq2\tYFCKY\n", + "Seq3\tSDAAD\n", + "Seq4\tKFEKM\n", + "Seq5\tCKLAC\n", + "Seq6\tLETNQ\n", + "Seq7\tGDSGR\n", + "Seq8\tRNMPK\n", + "Seq9\tASHG\n", + "Seq10\tVELDA\n", + "\n", + "Seq1\tDYPLQ\n", + "Seq2\tYFFY\n", + "Seq3\tSLAAG\n", + "Seq4\tKFEK\n", + "Seq5\tHKLAR\n", + "Seq6\tAETLQ\n", + "Seq7\tGWSGV\n", + "Seq8\tHNMPS\n", + "Seq9\tACSG\n", + "Seq10\tVVLDL\n", + "\n", + "Seq1\tDYPIQ\n", + "Seq2\tYFFTY\n", + "Seq3\tSGAAD\n", + "Seq4\tFFEKG\n", + "Seq5\tCKAR\n", + "Seq6\tLELQ\n", + "Seq7\tGDGV\n", + "Seq8\tHEMPK\n", + "Seq9\tACSKG\n", + "Seq10\tVELNL\n", + "\n", + "Seq1\tDYPPR\n", + "Seq2\tYFFKR\n", + "Seq3\tSFAAD\n", + "Seq4\tFEKG\n", + "Seq5\tAKLAR\n", + "Seq6\tLETVQ\n", + "Seq7\tGDSNV\n", + "Seq8\tHAMPK\n", + "Seq9\tACSHA\n", + "Seq10\tRELDL\n", + "\n", + "Seq1\tDFPPQ\n", + "Seq2\tYFFCY\n", + "Seq3\tSLTAD\n", + "Seq4\tKWEKG\n", + "Seq5\tLKLAR\n", + "Seq6\tLCTLQ\n", + "Seq7\tGDSYV\n", + "Seq8\tHNLPK\n", + "Seq9\tMCSHG\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYFFY\n", + "Seq3\tSLAAN\n", + "Seq4\tIFEKG\n", + "Seq5\tAKLAR\n", + "Seq6\tLETLE\n", + "Seq7\tGDSGK\n", + "Seq8\tHLMPK\n", + "Seq9\tACSHW\n", + "Seq10\tVELDD\n", + "\n", + "Seq1\tDYPPP\n", + "Seq2\tYFKY\n", + "Seq3\tSEAAD\n", + "Seq4\tKFEKD\n", + "Seq5\tCKHAR\n", + "Seq6\tLEVLQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHQMPK\n", + "Seq9\tACSH\n", + "Seq10\tVENDL\n", + "\n", + "Seq1\tDYPPS\n", + "Seq2\tYFFAY\n", + "Seq3\tSLYAD\n", + "Seq4\tKFTKG\n", + "Seq5\tCKLMR\n", + "Seq6\tLETKQ\n", + "Seq7\tGDSGE\n", + "Seq8\tHNYPK\n", + "Seq9\tACEHG\n", + "Seq10\tVELDM\n", + "\n", + "Seq1\tDYPPG\n", + "Seq2\tYFFFY\n", + "Seq3\tSLAPD\n", + "Seq4\tKFLKG\n", + "Seq5\tCRLAR\n", + "Seq6\tLQTLQ\n", + "Seq7\tGDSGI\n", + "Seq8\tENMPK\n", + "Seq9\tCSHG\n", + "Seq10\tVELDP\n", + "\n", + "Seq1\tDYCPQ\n", + "Seq2\tYFFK\n", + "Seq3\tSDAAD\n", + "Seq4\tKFMKG\n", + "Seq5\tCDLAR\n", + "Seq6\tQETLQ\n", + "Seq7\tHDSGV\n", + "Seq8\tYNMPK\n", + "Seq9\tARSHG\n", + "Seq10\tVVLDL\n", + "\n", + "Seq1\tDRPPQ\n", + "Seq2\tYFFPY\n", + "Seq3\tSLAAY\n", + "Seq4\tKDEKG\n", + "Seq5\tCKLAT\n", + "Seq6\tLETHQ\n", + "Seq7\tIDSGV\n", + "Seq8\tNMPK\n", + "Seq9\tALSHG\n", + "Seq10\tVELFL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSVAAD\n", + "Seq4\tSFEKG\n", + "Seq5\tYKLAR\n", + "Seq6\tLETHQ\n", + "Seq7\tGDSYV\n", + "Seq8\tHNVPK\n", + "Seq9\tASHG\n", + "Seq10\tVELAL\n", + "\n", + "Seq1\tRYPPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tSLASD\n", + "Seq4\tKGEKG\n", + "Seq5\tCKLAC\n", + "Seq6\tWETLQ\n", + "Seq7\tGDSEV\n", + "Seq8\tPNMPK\n", + "Seq9\tACHG\n", + "Seq10\tNELDL\n", + "\n", + "Seq1\tDAPPQ\n", + "Seq2\tYFSKY\n", + "Seq3\tFLAAD\n", + "Seq4\tKFEYG\n", + "Seq5\tCKLR\n", + "Seq6\tLEGLQ\n", + "Seq7\tHDSGV\n", + "Seq8\tHAMPK\n", + "Seq9\tACTHG\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tDPPPQ\n", + "Seq2\tYFKKY\n", + "Seq3\tSLAAL\n", + "Seq4\tKREKG\n", + "Seq5\tCKLAC\n", + "Seq6\tLESLQ\n", + "Seq7\tGDSGL\n", + "Seq8\tHNPK\n", + "Seq9\tACIHG\n", + "Seq10\tVELDV\n", + "\n", + "Seq1\tFYPPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tSLAAG\n", + "Seq4\tKFFKG\n", + "Seq5\tCSLAR\n", + "Seq6\tLTTLQ\n", + "Seq7\tGDSGM\n", + "Seq8\tHNMPC\n", + "Seq9\tACSHI\n", + "Seq10\tNELDL\n", + "\n", + "Seq1\tDYPPE\n", + "Seq2\tYRFKY\n", + "Seq3\tSTAAD\n", + "Seq4\tKFEKF\n", + "Seq5\tAKLAR\n", + "Seq6\tDETLQ\n", + "Seq7\tGDCGV\n", + "Seq8\tHMPK\n", + "Seq9\tACSWG\n", + "Seq10\tVELML\n", + "\n", + "Seq1\tTYPPQ\n", + "Seq2\tIFFKY\n", + "Seq3\tSLAND\n", + "Seq4\tKSEKG\n", + "Seq5\tCKCAR\n", + "Seq6\tYETLQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHNMPV\n", + "Seq9\tACRHG\n", + "Seq10\tVEMDL\n", + "\n", + "Seq1\tDYPDQ\n", + "Seq2\tYFFKW\n", + "Seq3\tSLAHD\n", + "Seq4\tKFEKS\n", + "Seq5\tCGLAR\n", + "Seq6\tQETLQ\n", + "Seq7\tGDNGV\n", + "Seq8\tLNMPK\n", + "Seq9\tACSHM\n", + "Seq10\tVELDY\n", + "\n", + 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"Seq1\tYYPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSGAAD\n", + "Seq4\tKFEAG\n", + "Seq5\tRKLAR\n", + "Seq6\tLETLF\n", + "Seq7\tGDSTV\n", + "Seq8\tHNMP\n", + "Seq9\tLCSHG\n", + "Seq10\tVKLDL\n", + "\n", + "Seq1\tDYPVQ\n", + "Seq2\tYFFK\n", + "Seq3\tSAAD\n", + "Seq4\tKFHKG\n", + "Seq5\tCKLPR\n", + "Seq6\tLGTLQ\n", + "Seq7\tGDSG\n", + "Seq8\tHNMVK\n", + "Seq9\tACYHG\n", + "Seq10\tWELDL\n", + "\n", + "Seq1\tDYPPH\n", + "Seq2\tYFYKY\n", + "Seq3\tSLAAF\n", + "Seq4\tKPEKG\n", + "Seq5\tCQLAR\n", + "Seq6\tLETDQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHMPK\n", + "Seq9\tACSHD\n", + "Seq10\tVEKDL\n", + "\n", + "Seq1\tDPPQ\n", + "Seq2\tYFFQY\n", + "Seq3\tSLALD\n", + "Seq4\tVFEKG\n", + "Seq5\tCKLA\n", + "Seq6\tLENLQ\n", + "Seq7\tGDSGS\n", + "Seq8\tHAMPK\n", + "Seq9\tACQHG\n", + "Seq10\tVDLDL\n", + "\n", + "Seq1\tDYPPI\n", + "Seq2\tWFFKY\n", + "Seq3\tILAAD\n", + "Seq4\tKFEFG\n", + "Seq5\tCKLAL\n", + "Seq6\tLKTLQ\n", + "Seq7\tGDSPV\n", + "Seq8\tHNMSK\n", + "Seq9\tACHHG\n", + "Seq10\tVELHL\n", + "\n", + "Seq1\tDYLPQ\n", + "Seq2\tYFNKY\n", + "Seq3\tSKAAD\n", + "Seq4\tKFEPG\n", + "Seq5\tCCLAR\n", + "Seq6\tLETLR\n", + "Seq7\tGPSGV\n", + "Seq8\tHNYPK\n", + "Seq9\tACSHP\n", + "Seq10\tVELTL\n", + "\n", + "Seq1\tDYPGQ\n", + "Seq2\tYFKY\n", + "Seq3\tALAAD\n", + "Seq4\tKPEKG\n", + "Seq5\tCKLHR\n", + "Seq6\tLLTLQ\n", + "Seq7\tGDSG\n", + "Seq8\tHNMPV\n", + "Seq9\tAMSHG\n", + "Seq10\tVECDL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYWFKY\n", + "Seq3\tSLAAH\n", + "Seq4\tKFEDG\n", + "Seq5\tCDLAR\n", + "Seq6\tLETDQ\n", + "Seq7\tGDSGS\n", + "Seq8\tANMPK\n", + "Seq9\tTCSHG\n", + "Seq10\tVELSL\n", + "\n", + "Seq1\tLYPPQ\n", + "Seq2\tYFFKR\n", + "Seq3\tSFAAD\n", + "Seq4\tKFSKG\n", + "Seq5\tCKLPR\n", + "Seq6\tLETCQ\n", + "Seq7\tGISGV\n", + "Seq8\tHNPK\n", + "Seq9\tHCSHG\n", + "Seq10\tVLLDL\n", + "\n", + "Seq1\tSYPPQ\n", + "Seq2\tWFFKY\n", + "Seq3\tSLAND\n", + "Seq4\tKFELG\n", + "Seq5\tCKFAR\n", + "Seq6\tLESLQ\n", + "Seq7\tGDTGV\n", + "Seq8\tDNMPK\n", + "Seq9\tHCSHG\n", + "Seq10\tVELDR\n", + "\n", + "Seq1\tDKPPQ\n", + "Seq2\tNFFKY\n", + "Seq3\tSLAHD\n", + "Seq4\tKFERG\n", + "Seq5\tCKLAP\n", + "Seq6\tLETLL\n", + "Seq7\tGASGV\n", + "Seq8\tHNMP\n", + "Seq9\tADSHG\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tNYPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSMAAD\n", + "Seq4\tKGEKG\n", + "Seq5\tCKLAS\n", + "Seq6\tLETMQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHNMK\n", + "Seq9\tACPHG\n", + "Seq10\tVELFL\n", + "\n", + "Seq1\tDYLPQ\n", + "Seq2\tYFLKY\n", + "Seq3\tSIAAD\n", + "Seq4\tKFEG\n", + "Seq5\tCKLMR\n", + "Seq6\tLETSQ\n", + "Seq7\tWDSGV\n", + "Seq8\tINMPK\n", + "Seq9\tADSHG\n", + "Seq10\tWELDL\n", + "\n", + "Seq1\tFYPPQ\n", + "Seq2\tYCFKY\n", + "Seq3\tSLAKD\n", + "Seq4\tKFKG\n", + "Seq5\tCKDAR\n", + "Seq6\tLETLI\n", + "Seq7\tSDSGV\n", + "Seq8\tHNMGK\n", + "Seq9\tACSRG\n", + "Seq10\tEELDL\n", + "\n", + "Seq1\tRYPPQ\n", + "Seq2\tYKFKY\n", + "Seq3\tSLAAQ\n", + "Seq4\tKFEKN\n", + "Seq5\tCKLMR\n", + "Seq6\tLPTLQ\n", + "Seq7\tSDSGV\n", + "Seq8\tHNMWK\n", + "Seq9\tACSHK\n", + "Seq10\tVELDA\n", + "\n", + "Seq1\tDYFPQ\n", + "Seq2\tYFKKY\n", + "Seq3\tSLAHD\n", + "Seq4\tKFEKY\n", + "Seq5\tCKLHR\n", + "Seq6\tLETLL\n", + "Seq7\tGDSKV\n", + "Seq8\tHNKPK\n", + "Seq9\tACSNG\n", + "Seq10\tVELDW\n", + "\n", + "Seq1\tDYPPQ\n", + "Seq2\tYFFEY\n", + "Seq3\tLAAD\n", + "Seq4\tRFEKG\n", + "Seq5\tIKLAR\n", + "Seq6\tLETL\n", + "Seq7\tGYSGV\n", + "Seq8\tHNMKK\n", + "Seq9\tACMHG\n", + "Seq10\tVSLDL\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tYFFKK\n", + "Seq3\tSLAA\n", + "Seq4\tKFEGG\n", + "Seq5\tCKLGR\n", + "Seq6\tLECLQ\n", + "Seq7\tGDSGW\n", + "Seq8\tENMPK\n", + "Seq9\tACSHC\n", + "Seq10\tVESDL\n", + "\n", + "Seq1\tDYKPQ\n", + "Seq2\tYFFY\n", + "Seq3\tSLIAD\n", + "Seq4\tFFEKG\n", + "Seq5\tCKLAR\n", + "Seq6\tWETLQ\n", + "Seq7\tGDSPV\n", + "Seq8\tCNMPK\n", + "Seq9\tFCSHG\n", + "Seq10\tRELDL\n", + "\n", + "Seq1\tDPPQ\n", + "Seq2\tYFRKY\n", + "Seq3\tSLAAF\n", + "Seq4\tQFEKG\n", + "Seq5\tCKLAL\n", + "Seq6\tLETAQ\n", + "Seq7\tNDSGV\n", + "Seq8\tHNRPK\n", + "Seq9\tACSHP\n", + "Seq10\tYELDL\n", + "\n", + "Seq1\tDTPPQ\n", + "Seq2\tYFFKF\n", + "Seq3\tSAAD\n", + "Seq4\tYFEKG\n", + "Seq5\tCALAR\n", + "Seq6\tLEALQ\n", + "Seq7\tGDCGV\n", + "Seq8\tHPMPK\n", + "Seq9\tMCSHG\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tDYGPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSLAQD\n", + "Seq4\tHFEKG\n", + "Seq5\tCALAR\n", + "Seq6\tETLQ\n", + "Seq7\tGISGV\n", + "Seq8\tVNMPK\n", + "Seq9\tAMSHG\n", + "Seq10\tVELDQ\n", + "\n", + "Seq1\tMYPPQ\n", + "Seq2\tYFGKY\n", + "Seq3\tSLKAD\n", + "Seq4\tRFEKG\n", + "Seq5\tMKLAR\n", + "Seq6\tLETWQ\n", + "Seq7\tGDSLV\n", + "Seq8\tHNMHK\n", + "Seq9\tACSH\n", + "Seq10\tVGLDL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tSFFKY\n", + "Seq3\tSLAAW\n", + "Seq4\tNFEKG\n", + "Seq5\tCMLAR\n", + "Seq6\tLEHLQ\n", + "Seq7\tGSGV\n", + "Seq8\tHNMMK\n", + "Seq9\tSCSHG\n", + "Seq10\tVELDH\n", + "\n", + "Seq1\tDYPCQ\n", + "Seq2\tYWFKY\n", + "Seq3\tALAAD\n", + "Seq4\tKFEKW\n", + "Seq5\tCKYAR\n", + "Seq6\tGETLQ\n", + "Seq7\tGDKGV\n", + "Seq8\tHLMPK\n", + "Seq9\tADSHG\n", + "Seq10\tVELNL\n", + "\n", + "Seq1\tDYPPS\n", + "Seq2\tYFKY\n", + "Seq3\tSGAAD\n", + "Seq4\tKFWKG\n", + "Seq5\tCKGAR\n", + "Seq6\tLETMQ\n", + "Seq7\tGASGV\n", + "Seq8\tHMMPK\n", + "Seq9\tQCSHG\n", + "Seq10\tVSLDL\n", + "\n", + "Seq1\tSYPPQ\n", + "Seq2\tYAFKY\n", + "Seq3\tSLAKD\n", + "Seq4\tKFTKG\n", + "Seq5\tVKLAR\n", + "Seq6\tLETLR\n", + "Seq7\tGQSGV\n", + "Seq8\tHPMPK\n", + "Seq9\tQCSHG\n", + "Seq10\tVELEL\n", + "\n", + "Seq1\tMYPPQ\n", + "Seq2\tYEFKY\n", + "Seq3\tYLAAD\n", + "Seq4\tKFEKC\n", + "Seq5\tCFLAR\n", + "Seq6\tLETLI\n", + "Seq7\tGDSQV\n", + "Seq8\tHMPK\n", + "Seq9\tAFSHG\n", + "Seq10\tVEHDL\n", + "\n", + "Seq1\tDWPPQ\n", + "Seq2\tYFFKV\n", + "Seq3\tSLWAD\n", + "Seq4\tKFESG\n", + "Seq5\tDKLAR\n", + "Seq6\tLEVLQ\n", + "Seq7\tGDSLV\n", + "Seq8\tTNMPK\n", + "Seq9\tAGSHG\n", + "Seq10\tVELSL\n", + "\n", + "Seq1\tDYPAQ\n", + "Seq2\tYFFYY\n", + "Seq3\tSLEAD\n", + "Seq4\tHFEKG\n", + "Seq5\tCKLVR\n", + "Seq6\tLETMQ\n", + "Seq7\tGDIGV\n", + "Seq8\tHKMPK\n", + "Seq9\tCSHG\n", + "Seq10\tVEDDL\n", + "\n", + "Seq1\tDYPPV\n", + "Seq2\tYFFCY\n", + "Seq3\tSLCAD\n", + "Seq4\tKCEKG\n", + "Seq5\tCKLKR\n", + "Seq6\tLETRQ\n", + "Seq7\tGDSGP\n", + "Seq8\tHNLPK\n", + "Seq9\tACSHP\n", + "Seq10\tDELDL\n", + "\n", + "Seq1\tDCPPQ\n", + "Seq2\tYFKKY\n", + "Seq3\tSSAAD\n", + "Seq4\tKFEKM\n", + "Seq5\tCKLAD\n", + "Seq6\tYETLQ\n", + "Seq7\tTDSGV\n", + "Seq8\tHNIPK\n", + "Seq9\tACSGG\n", + "Seq10\tWELDL\n", + "\n", + "Seq1\tDFPPQ\n", + "Seq2\tYFFWY\n", + "Seq3\tLAAD\n", + "Seq4\tKHEKG\n", + "Seq5\tCKLAM\n", + "Seq6\tLETNQ\n", + "Seq7\tFDSGV\n", + "Seq8\tHNPK\n", + "Seq9\tACNHG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tPYPPQ\n", + "Seq2\tSFFKY\n", + "Seq3\tHLAAD\n", + "Seq4\tPFEKG\n", + "Seq5\tYKLAR\n", + "Seq6\tLETLL\n", + "Seq7\tGDGGV\n", + "Seq8\tHNWPK\n", + "Seq9\tATSHG\n", + "Seq10\tVEFDL\n", + "\n", + "Seq1\tDYEPQ\n", + "Seq2\tYFMKY\n", + "Seq3\tSLAAG\n", + "Seq4\tYFEKG\n", + "Seq5\tNKLAR\n", + "Seq6\tLETAQ\n", + "Seq7\tGDYGV\n", + "Seq8\tHNMPY\n", + "Seq9\tASSHG\n", + "Seq10\tPELDL\n", + "\n", + "Seq1\tDWPPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tWLAAD\n", + "Seq4\tKFEKL\n", + "Seq5\tCFLAR\n", + "Seq6\tLECLQ\n", + "Seq7\tEDSGV\n", + "Seq8\tHNMGK\n", + "Seq9\tACSHH\n", + "Seq10\tFELDL\n", + "\n", + "Seq1\tDVPPQ\n", + "Seq2\tYFFK\n", + "Seq3\tSLAAK\n", + "Seq4\tKYEKG\n", + "Seq5\tCKLAK\n", + "Seq6\tLEVLQ\n", + "Seq7\tGDSGC\n", + "Seq8\tHNMCK\n", + "Seq9\tAYSHG\n", + "Seq10\tVSLDL\n", + "\n", + "Seq1\tDYEPQ\n", + "Seq2\tYWFKY\n", + "Seq3\tSLRAD\n", + "Seq4\tSFEKG\n", + "Seq5\tDKLAR\n", + "Seq6\tLCTLQ\n", + "Seq7\tPDSGV\n", + "Seq8\tHNMP\n", + "Seq9\tACWHG\n", + "Seq10\tVKLDL\n", + "\n", + "Seq1\tDPPPQ\n", + "Seq2\tYFFKL\n", + "Seq3\tELAAD\n", + "Seq4\tKFEK\n", + "Seq5\tKKLAR\n", + "Seq6\tLETLN\n", + "Seq7\tHDSGV\n", + "Seq8\tHIMPK\n", + "Seq9\tNCSHG\n", + "Seq10\tVELDN\n", + "\n", + "Seq1\tDYNPQ\n", + "Seq2\tYFFMY\n", + "Seq3\tKLAAD\n", + "Seq4\tKFFKG\n", + "Seq5\tYKLAR\n", + "Seq6\tLNTLQ\n", + "Seq7\tGRSGV\n", + "Seq8\tHNMYK\n", + "Seq9\tACSG\n", + "Seq10\tVYLDL\n", + "\n", + "Seq1\tDYAPQ\n", + "Seq2\tYTFKY\n", + "Seq3\tSLMAD\n", + "Seq4\tKPEKG\n", + "Seq5\tCKLAK\n", + "Seq6\tLEHLQ\n", + "Seq7\tGDSGW\n", + "Seq8\tHNMPT\n", + "Seq9\tACSGG\n", + "Seq10\tVELLL\n", + "\n", + "Seq1\tWYPPQ\n", + "Seq2\tSFFKY\n", + "Seq3\tSLAAA\n", + "Seq4\tKHEKG\n", + "Seq5\tCKLAA\n", + "Seq6\tLEDLQ\n", + "Seq7\tGDSV\n", + "Seq8\tHNMCK\n", + "Seq9\tWCSHG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tDGPPQ\n", + "Seq2\tYFFKW\n", + "Seq3\tSSAAD\n", + "Seq4\tKFEKC\n", + "Seq5\tCKLAI\n", + "Seq6\tLETAQ\n", + "Seq7\tGDTGV\n", + "Seq8\tINMPK\n", + "Seq9\tACSSG\n", + "Seq10\tVVLDL\n", + "\n", + "Seq1\tDYPPG\n", + "Seq2\tYFFIY\n", + "Seq3\tSFAAD\n", + "Seq4\tKFEKC\n", + "Seq5\tCKLAE\n", + "Seq6\tQETLQ\n", + "Seq7\tGDSGV\n", + "Seq8\tHNNPK\n", + "Seq9\tWCSHG\n", + "Seq10\tVEPDL\n", + "\n", + "Seq1\tDYPRQ\n", + "Seq2\tYFFK\n", + "Seq3\tSIAAD\n", + "Seq4\tKFEKY\n", + "Seq5\tCKLAQ\n", + "Seq6\tLEHLQ\n", + "Seq7\tRDSGV\n", + "Seq8\tHLMPK\n", + "Seq9\tFCSHG\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tDYKPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tSLEAD\n", + "Seq4\tKNEKG\n", + "Seq5\tCKLAT\n", + "Seq6\tPETLQ\n", + "Seq7\tYDSGV\n", + "Seq8\tNMPK\n", + "Seq9\tACHG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tDYPYQ\n", + "Seq2\tGFFKY\n", + "Seq3\tTLAAD\n", + "Seq4\tKFELG\n", + "Seq5\tCKNAR\n", + "Seq6\tLETIQ\n", + "Seq7\tGCSGV\n", + "Seq8\tHFMPK\n", + "Seq9\tACSLG\n", + "Seq10\tVELDM\n", + "\n", + "Seq1\tDYPPI\n", + "Seq2\tYCFKY\n", + "Seq3\tSLKAD\n", + "Seq4\tKFECG\n", + "Seq5\tCKLLR\n", + "Seq6\tIETLQ\n", + "Seq7\tGDSG\n", + "Seq8\tHPMPK\n", + "Seq9\tACSIG\n", + "Seq10\tVELDK\n", + "\n", + "Seq1\tDYPPW\n", + "Seq2\tYFFFY\n", + "Seq3\tSLAAL\n", + "Seq4\tEFEKG\n", + "Seq5\tCKLAM\n", + "Seq6\tEETLQ\n", + "Seq7\tGRSGV\n", + "Seq8\tNMPK\n", + "Seq9\tACSHH\n", + "Seq10\tVKLDL\n", + "\n", + "Seq1\tDYPPE\n", + "Seq2\tEFFKY\n", + "Seq3\tSAAAD\n", + "Seq4\tKFEKP\n", + "Seq5\tCKLAR\n", + "Seq6\tRETLQ\n", + "Seq7\tGDPGV\n", + "Seq8\tHNGPK\n", + "Seq9\tACSGG\n", + "Seq10\tCELDL\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tYFFKH\n", + "Seq3\tSQAAD\n", + "Seq4\tDFEKG\n", + "Seq5\tCKHAR\n", + "Seq6\tLETLR\n", + "Seq7\tGDSMV\n", + "Seq8\tHNMPS\n", + "Seq9\tAHSHG\n", + "Seq10\tVELDW\n", + "\n", + "Seq1\tVYPPQ\n", + "Seq2\tKFFKY\n", + "Seq3\tSLAAS\n", + "Seq4\tKFEKE\n", + "Seq5\tPKLAR\n", + "Seq6\tLELLQ\n", + "Seq7\tGSGV\n", + "Seq8\tNMPK\n", + "Seq9\tACNHG\n", + "Seq10\tVELLL\n", + "\n", + "Seq1\tEYPPQ\n", + "Seq2\tYFFVY\n", + "Seq3\tSLASD\n", + "Seq4\tSFEKG\n", + "Seq5\tCKEAR\n", + "Seq6\tAETLQ\n", + "Seq7\tGDSAV\n", + "Seq8\tHNSPK\n", + "Seq9\tACRHG\n", + "Seq10\tDELDL\n", + "\n", + "Seq1\tDYPPP\n", + "Seq2\tYFFKG\n", + "Seq3\tSHAAD\n", + "Seq4\tKMEKG\n", + "Seq5\tCKLTR\n", + "Seq6\tLESLQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHNPK\n", + "Seq9\tACSHE\n", + "Seq10\tVEVDL\n", + "\n", + "Seq1\tDWPPQ\n", + "Seq2\tQFFKY\n", + "Seq3\tSLAKD\n", + "Seq4\tDFEKG\n", + "Seq5\tCKLAM\n", + "Seq6\tLETLH\n", + "Seq7\tGLSGV\n", + "Seq8\tHNMPI\n", + "Seq9\tCCSHG\n", + "Seq10\tVELQL\n", + "\n", + "Seq1\tDKPPQ\n", + "Seq2\tYLFKY\n", + "Seq3\tSPAAD\n", + "Seq4\tKLEKG\n", + "Seq5\tCQLAR\n", + "Seq6\tLETLA\n", + "Seq7\tGDSNV\n", + "Seq8\tHCMPK\n", + "Seq9\tACSHS\n", + "Seq10\tVRLDL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFFKC\n", + "Seq3\tSLATD\n", + "Seq4\tKFEAG\n", + "Seq5\tCKLA\n", + "Seq6\tLETQ\n", + "Seq7\tGGSGV\n", + "Seq8\tHNMPA\n", + "Seq9\tYCSHG\n", + "Seq10\tVELDR\n", + "\n", + "Seq1\tDYPP\n", + "Seq2\tYFHKY\n", + "Seq3\tSLAWD\n", + "Seq4\tKFERG\n", + "Seq5\tCKLYR\n", + "Seq6\tLETNQ\n", + "Seq7\tGNSGV\n", + "Seq8\tSNMPK\n", + "Seq9\tALSHG\n", + "Seq10\tVELFL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFWKY\n", + "Seq3\tSLAAI\n", + "Seq4\tKHEKG\n", + "Seq5\tCNLAR\n", + "Seq6\tLEQLQ\n", + "Seq7\tGDSGC\n", + "Seq8\tHNEPK\n", + "Seq9\tACSHY\n", + "Seq10\tVELKL\n", + "\n", + "Seq1\tDYPMQ\n", + "Seq2\tYFFKT\n", + "Seq3\tYLAAD\n", + "Seq4\tKFERG\n", + "Seq5\tCQLAR\n", + "Seq6\tLEWLQ\n", + "Seq7\tGSGV\n", + "Seq8\tHNPPK\n", + "Seq9\tADSHG\n", + "Seq10\tPELDL\n", + "\n" + ] + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Seq1\tDYPTQ\n", + "Seq2\tHFFKY\n", + "Seq3\tDLAAD\n", + "Seq4\tKFEK\n", + "Seq5\tCKLPR\n", + "Seq6\tLETMQ\n", + "Seq7\tGDAGV\n", + "Seq8\tHNMPT\n", + "Seq9\tAESHG\n", + "Seq10\tSELDL\n", + "\n", + "Seq1\tRYPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSAAD\n", + "Seq4\tKFEKC\n", + "Seq5\tCKRAR\n", + "Seq6\tIETLQ\n", + "Seq7\tGDSDV\n", + "Seq8\tNMPK\n", + "Seq9\tAASHG\n", + "Seq10\tTELDL\n", + "\n", + "Seq1\tDYPTQ\n", + "Seq2\tYDFKY\n", + "Seq3\tSLAAA\n", + "Seq4\tKFDKG\n", + "Seq5\tCKDAR\n", + "Seq6\tLELQ\n", + "Seq7\tGDAGV\n", + "Seq8\tNMPK\n", + "Seq9\tYCSHG\n", + "Seq10\tVGLDL\n", + "\n", + "Seq1\tDYPP\n", + "Seq2\tYFCKY\n", + "Seq3\tSKAAD\n", + "Seq4\tKTEKG\n", + "Seq5\tCKLIR\n", + "Seq6\tPETLQ\n", + "Seq7\tQDSGV\n", + "Seq8\tCNMPK\n", + "Seq9\tACHG\n", + "Seq10\tVELDR\n", + "\n", + "Seq1\tDYPPH\n", + "Seq2\tYFFYY\n", + "Seq3\tSLAMD\n", + "Seq4\tKFAKG\n", + "Seq5\tWKLAR\n", + "Seq6\tLKTLQ\n", + "Seq7\tGDQGV\n", + "Seq8\tHNMPC\n", + "Seq9\tACSHN\n", + "Seq10\tVYLDL\n", + "\n", + "Seq1\tDYLPQ\n", + "Seq2\tIFFKY\n", + "Seq3\tSLAAN\n", + "Seq4\tAFEKG\n", + "Seq5\tTKLAR\n", + "Seq6\tLETLV\n", + "Seq7\tGDSV\n", + "Seq8\tHDMPK\n", + "Seq9\tALSHG\n", + "Seq10\tVELSL\n", + "\n", + "Seq1\tDDPPQ\n", + "Seq2\tYFFQY\n", + "Seq3\tSLAAM\n", + "Seq4\tVFEKG\n", + "Seq5\tCHLAR\n", + "Seq6\tLETKQ\n", + "Seq7\tDSGV\n", + "Seq8\tHNLPK\n", + "Seq9\tACSEG\n", + "Seq10\tSELDL\n", + "\n", + "Seq1\tIYPPQ\n", + "Seq2\tYEFKY\n", + "Seq3\tSLASD\n", + "Seq4\tKEEKG\n", + "Seq5\tCALAR\n", + "Seq6\tLDTLQ\n", + "Seq7\tDSGV\n", + "Seq8\tHNMVK\n", + "Seq9\tACSHA\n", + "Seq10\tVELDK\n", + "\n", + "Seq1\tDYPEQ\n", + "Seq2\tYFHKY\n", + "Seq3\tSAAD\n", + "Seq4\tSFEKG\n", + "Seq5\tCKLIR\n", + "Seq6\tLETRQ\n", + "Seq7\tGWSGV\n", + "Seq8\tHNMK\n", + "Seq9\tACSNG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tDYCPQ\n", + "Seq2\tYFFYY\n", + "Seq3\tSLAAI\n", + "Seq4\tKDEKG\n", + "Seq5\tTKLAR\n", + "Seq6\tLTTLQ\n", + "Seq7\tGDSTV\n", + "Seq8\tHPMPK\n", + "Seq9\tACYHG\n", + "Seq10\tGELDL\n", + "\n", + "Seq1\tDYPPH\n", + "Seq2\tYPFKY\n", + "Seq3\tSLAAH\n", + "Seq4\tKVEKG\n", + "Seq5\tKKLAR\n", + "Seq6\tLETLG\n", + "Seq7\tGDSCV\n", + "Seq8\tHSMPK\n", + "Seq9\tACAHG\n", + "Seq10\tVELD\n", + "\n", + "Seq1\tDQPPQ\n", + "Seq2\tPFFKY\n", + "Seq3\tSLGAD\n", + "Seq4\tKFWKG\n", + "Seq5\tCNLAR\n", + "Seq6\tLTTLQ\n", + "Seq7\tGDKGV\n", + "Seq8\tHAMPK\n", + "Seq9\tACSCG\n", + "Seq10\tVELDP\n", + "\n", + "Seq1\tIYPPQ\n", + "Seq2\tYFSKY\n", + "Seq3\tSLAAQ\n", + "Seq4\tKFEWG\n", + "Seq5\tCKGAR\n", + "Seq6\tLETMQ\n", + "Seq7\tDSGV\n", + "Seq8\tVNMPK\n", + "Seq9\tICSHG\n", + "Seq10\tVELDH\n", + "\n", + "Seq1\tHYPPQ\n", + "Seq2\tEFFKY\n", + "Seq3\tSLGAD\n", + "Seq4\tKMEKG\n", + "Seq5\tCKLHR\n", + "Seq6\tLESLQ\n", + "Seq7\tGDSGC\n", + "Seq8\tHNMPM\n", + "Seq9\tACSHQ\n", + "Seq10\tVELNL\n", + "\n", + "Seq1\tDFPPQ\n", + "Seq2\tYFCKY\n", + "Seq3\tSLAAP\n", + "Seq4\tKFEKQ\n", + "Seq5\tCKLGR\n", + "Seq6\tLETWQ\n", + "Seq7\tGESGV\n", + "Seq8\tHMPK\n", + "Seq9\tLCSHG\n", + "Seq10\tVELYL\n", + "\n", + "Seq1\tDYPEQ\n", + "Seq2\tGFFKY\n", + "Seq3\tSMAAD\n", + "Seq4\tKFQKG\n", + "Seq5\tCKLKR\n", + "Seq6\tLELQ\n", + "Seq7\tGDSGK\n", + "Seq8\tFNMPK\n", + "Seq9\tACSTG\n", + "Seq10\tVELGL\n", + "\n", + "Seq1\tDYPPW\n", + "Seq2\tYFQKY\n", + "Seq3\tELAAD\n", + "Seq4\tKFNKG\n", + "Seq5\tQKLAR\n", + "Seq6\tLKTLQ\n", + "Seq7\tGDPGV\n", + "Seq8\tHNMPN\n", + "Seq9\tAFSHG\n", + "Seq10\tQELDL\n", + "\n", + "Seq1\tDYPPW\n", + "Seq2\tYFFKA\n", + "Seq3\tELAAD\n", + "Seq4\tKFAKG\n", + "Seq5\tAKLAR\n", + "Seq6\tLYTLQ\n", + "Seq7\tGDSGE\n", + "Seq8\tHNMPW\n", + "Seq9\tACSHI\n", + "Seq10\tCELDL\n", + "\n", + "Seq1\tVYPPQ\n", + "Seq2\tYFFTY\n", + "Seq3\tSLGAD\n", + "Seq4\tKFFKG\n", + "Seq5\tEKLAR\n", + "Seq6\tETLQ\n", + "Seq7\tGASGV\n", + "Seq8\tHNMPV\n", + "Seq9\tDCSHG\n", + "Seq10\tVELEL\n", + "\n", + "Seq1\tDYTPQ\n", + "Seq2\tYWFKY\n", + "Seq3\tMLAAD\n", + "Seq4\tKFPKG\n", + "Seq5\tCELAR\n", + "Seq6\tLERLQ\n", + "Seq7\tGDSGK\n", + "Seq8\tNMPK\n", + "Seq9\tACVHG\n", + "Seq10\tVTLDL\n", + "\n", + "Seq1\tDMPPQ\n", + "Seq2\tYFFAY\n", + "Seq3\tSLAAW\n", + "Seq4\tKFAKG\n", + "Seq5\tCKKAR\n", + "Seq6\tLETNQ\n", + "Seq7\tGDSHV\n", + "Seq8\tHNMK\n", + "Seq9\tAWSHG\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tDAPPQ\n", + "Seq2\tYLFKY\n", + "Seq3\tSLAGD\n", + "Seq4\tKFEFG\n", + "Seq5\tCCLAR\n", + "Seq6\tETLQ\n", + "Seq7\tADSGV\n", + "Seq8\tHNMMK\n", + "Seq9\tCSHG\n", + "Seq10\tMELDL\n", + "\n", + "Seq1\tDYFPQ\n", + "Seq2\tYYFKY\n", + "Seq3\tSYAAD\n", + "Seq4\tKFSKG\n", + "Seq5\tCKLR\n", + "Seq6\tLEVLQ\n", + "Seq7\tGDGV\n", + "Seq8\tINMPK\n", + "Seq9\tACMHG\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tYYFKY\n", + "Seq3\tSLAAW\n", + "Seq4\tKFEKE\n", + "Seq5\tCALAR\n", + "Seq6\tLETWQ\n", + "Seq7\tGDDGV\n", + "Seq8\tHNMPS\n", + "Seq9\tACSHH\n", + "Seq10\tVENDL\n", + "\n", + "Seq1\tWYPPQ\n", + "Seq2\tIFFKY\n", + "Seq3\tLAAD\n", + "Seq4\tVFEKG\n", + "Seq5\tWKLAR\n", + "Seq6\tLEELQ\n", + "Seq7\tGDSTV\n", + "Seq8\tNMPK\n", + "Seq9\tACSHN\n", + "Seq10\tVELKL\n", + "\n", + "Seq1\tDYPPC\n", + "Seq2\tYFMKY\n", + "Seq3\tSLAAV\n", + "Seq4\tRFEKG\n", + "Seq5\tPKLAR\n", + "Seq6\tLETQ\n", + "Seq7\tGDSPV\n", + "Seq8\tHNQPK\n", + "Seq9\tACSHQ\n", + "Seq10\tPELDL\n", + "\n", + "Seq1\tFYPPQ\n", + "Seq2\tYFSKY\n", + "Seq3\tLAAD\n", + "Seq4\tAFEKG\n", + "Seq5\tCKLLR\n", + "Seq6\tLTLQ\n", + "Seq7\tGDSV\n", + "Seq8\tHDMPK\n", + "Seq9\tACSHS\n", + "Seq10\tVEIDL\n", + "\n", + "Seq1\tDYPPV\n", + "Seq2\tYFFCY\n", + "Seq3\tSLAAN\n", + "Seq4\tKFEKR\n", + "Seq5\tSKLAR\n", + "Seq6\tLEILQ\n", + "Seq7\tSDSGV\n", + "Seq8\tHFMPK\n", + "Seq9\tYCSHG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tDMPPQ\n", + "Seq2\tKFFKY\n", + "Seq3\tSLAD\n", + "Seq4\tKFEKD\n", + "Seq5\tCKLAE\n", + "Seq6\tLETGQ\n", + "Seq7\tGDSNV\n", + "Seq8\tHNMPF\n", + "Seq9\tAVSHG\n", + "Seq10\tVERDL\n", + "\n", + "Seq1\tDYPCQ\n", + "Seq2\tKFFKY\n", + "Seq3\tSLHAD\n", + "Seq4\tAFEKG\n", + "Seq5\tCQLAR\n", + "Seq6\tLERLQ\n", + "Seq7\tGDSMV\n", + "Seq8\tHNMEK\n", + "Seq9\tADSHG\n", + "Seq10\tVELDE\n", + "\n", + "Seq1\tMYPPQ\n", + "Seq2\tLFFKY\n", + "Seq3\tSLAKD\n", + "Seq4\tKTEKG\n", + "Seq5\tCKLAF\n", + "Seq6\tLESLQ\n", + "Seq7\tRDSGV\n", + "Seq8\tHNPK\n", + "Seq9\tACDHG\n", + "Seq10\tVFLDL\n", + "\n", + "Seq1\tDIPPQ\n", + "Seq2\tYHFKY\n", + "Seq3\tSLASD\n", + "Seq4\tRFEKG\n", + "Seq5\tCKLAD\n", + "Seq6\tLEILQ\n", + "Seq7\tGDGV\n", + "Seq8\tHNMGK\n", + "Seq9\tCSHG\n", + "Seq10\tVELHL\n", + "\n", + "Seq1\tDYPPV\n", + "Seq2\tYFWKY\n", + "Seq3\tSLADD\n", + "Seq4\tKYEKG\n", + "Seq5\tCKLER\n", + "Seq6\tKETLQ\n", + "Seq7\tGDWGV\n", + "Seq8\tHHMPK\n", + "Seq9\tACSHN\n", + "Seq10\tVELPL\n", + "\n", + "Seq1\tDYPKQ\n", + "Seq2\tYFFPY\n", + "Seq3\tPLAAD\n", + "Seq4\tKFMKG\n", + "Seq5\tFKLAR\n", + "Seq6\tLETLE\n", + "Seq7\tGGSGV\n", + "Seq8\tHWMPK\n", + "Seq9\tVCSHG\n", + "Seq10\tVELDI\n", + "\n", + "Seq1\tDYPPS\n", + "Seq2\tFFKY\n", + "Seq3\tVLAAD\n", + "Seq4\tKFFKG\n", + "Seq5\tCKLAE\n", + "Seq6\tLETSQ\n", + "Seq7\tGDQGV\n", + "Seq8\tHNHPK\n", + "Seq9\tACSLG\n", + "Seq10\tVELDD\n", + "\n", + "Seq1\tDYPPM\n", + "Seq2\tYFFNY\n", + "Seq3\tDLAAD\n", + "Seq4\tKFAKG\n", + "Seq5\tCKGAR\n", + "Seq6\tLLTLQ\n", + "Seq7\tGDPGV\n", + "Seq8\tHMPK\n", + "Seq9\tAMSHG\n", + "Seq10\tVELVL\n", + "\n", + "Seq1\tDYNPQ\n", + "Seq2\tHFFKY\n", + "Seq3\tSLAHD\n", + "Seq4\tKFEIG\n", + "Seq5\tCKLAP\n", + "Seq6\tLKTLQ\n", + "Seq7\tGDSPV\n", + "Seq8\tHDMPK\n", + "Seq9\tACIHG\n", + "Seq10\tVEWDL\n", + "\n", + "Seq1\tDYPSQ\n", + "Seq2\tIFFKY\n", + "Seq3\tSLTAD\n", + "Seq4\tKFFKG\n", + "Seq5\tCKEAR\n", + "Seq6\tLELLQ\n", + "Seq7\tDSGV\n", + "Seq8\tHNQPK\n", + "Seq9\tAESHG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tDYPPH\n", + "Seq2\tKFFKY\n", + "Seq3\tSLAAP\n", + "Seq4\tKFNKG\n", + "Seq5\tCKLAL\n", + "Seq6\tLETLV\n", + "Seq7\tGDDGV\n", + "Seq8\tYNMPK\n", + "Seq9\tAVSHG\n", + "Seq10\tVELTL\n", + "\n", + "Seq1\tSYPPQ\n", + "Seq2\tYFTKY\n", + "Seq3\tSLARD\n", + "Seq4\tKFEKA\n", + "Seq5\tCKLIR\n", + "Seq6\tLETPQ\n", + "Seq7\tGESGV\n", + "Seq8\tLNMPK\n", + "Seq9\tACSH\n", + "Seq10\tVEVDL\n", + "\n", + "Seq1\tDYNPQ\n", + "Seq2\tYFFKI\n", + "Seq3\tSLQAD\n", + "Seq4\tKNEKG\n", + "Seq5\tCKLAH\n", + "Seq6\tTETLQ\n", + "Seq7\tGISGV\n", + "Seq8\tHGMPK\n", + "Seq9\tDCSHG\n", + "Seq10\tVELCL\n", + "\n", + "Seq1\tDKPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSLGAD\n", + "Seq4\tKFNKG\n", + "Seq5\tCLAR\n", + "Seq6\tLETLK\n", + "Seq7\tGDSTV\n", + "Seq8\tHNMLK\n", + "Seq9\tANSHG\n", + "Seq10\tVEWDL\n", + "\n", + "Seq1\tYYPPQ\n", + "Seq2\tYFFKN\n", + "Seq3\tSLAMD\n", + "Seq4\tKFEKD\n", + "Seq5\tCKLAL\n", + "Seq6\tLEKLQ\n", + "Seq7\tGDSGL\n", + "Seq8\tHNMVK\n", + "Seq9\tACSH\n", + "Seq10\tVEKDL\n", + "\n", + "Seq1\tDIPPQ\n", + "Seq2\tYFPKY\n", + "Seq3\tSLAED\n", + "Seq4\tKFEG\n", + "Seq5\tCKLGR\n", + "Seq6\tLEQLQ\n", + "Seq7\tGRSGV\n", + "Seq8\tHNMK\n", + "Seq9\tAVSHG\n", + "Seq10\tVELDQ\n", + "\n", + "Seq1\tDYPPF\n", + "Seq2\tYCFKY\n", + "Seq3\tSFAAD\n", + "Seq4\tKEKG\n", + "Seq5\tKLAR\n", + "Seq6\tNETLQ\n", + "Seq7\tGDMGV\n", + "Seq8\tHNPPK\n", + "Seq9\tACSHG\n", + "Seq10\tKELDL\n", + "\n", + "Seq1\tDYPIQ\n", + "Seq2\tYFKKY\n", + "Seq3\tSLAED\n", + "Seq4\tYFEKG\n", + "Seq5\tCKIAR\n", + "Seq6\tQETLQ\n", + "Seq7\tGESGV\n", + "Seq8\tHNMNK\n", + "Seq9\tAYSHG\n", + "Seq10\tVMLDL\n", + "\n", + "Seq1\tCYPPQ\n", + "Seq2\tYFKY\n", + "Seq3\tSTAAD\n", + "Seq4\tKHEKG\n", + "Seq5\tCKLAV\n", + "Seq6\tETLQ\n", + "Seq7\tGDIGV\n", + "Seq8\tHNMPR\n", + "Seq9\tALSHG\n", + "Seq10\tVEPDL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tSFFKY\n", + "Seq3\tSQAAD\n", + "Seq4\tQFEKG\n", + "Seq5\tCKLAD\n", + "Seq6\tLSTLQ\n", + "Seq7\tGDSGL\n", + "Seq8\tWNMPK\n", + "Seq9\tACSHD\n", + "Seq10\tVELDW\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYFFKC\n", + "Seq3\tSLAAH\n", + "Seq4\tKFKKG\n", + "Seq5\tMKLAR\n", + "Seq6\tLETLI\n", + "Seq7\tGHSGV\n", + "Seq8\tNMPK\n", + "Seq9\tACSKG\n", + "Seq10\tVEEDL\n", + "\n", + "Seq1\tDFPPQ\n", + "Seq2\tYFIKY\n", + "Seq3\tSLAHD\n", + "Seq4\tKFIKG\n", + "Seq5\tCVLAR\n", + "Seq6\tLETLK\n", + "Seq7\tGDSDV\n", + "Seq8\tNMPK\n", + "Seq9\tACSWG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tDYPPV\n", + "Seq2\tPFFKY\n", + "Seq3\tSLAND\n", + "Seq4\tKFEK\n", + "Seq5\tCKLAL\n", + "Seq6\tLETLA\n", + "Seq7\tPDSGV\n", + "Seq8\tHNMMK\n", + "Seq9\tYCSHG\n", + "Seq10\tVELCL\n", + "\n", + "Seq1\tDPPPQ\n", + "Seq2\tYFHKY\n", + "Seq3\tSNAAD\n", + "Seq4\tCFEKG\n", + "Seq5\tCNLAR\n", + "Seq6\tLITLQ\n", + "Seq7\tGDSGM\n", + "Seq8\tHNMPE\n", + "Seq9\tACSCG\n", + "Seq10\tVEVDL\n", + "\n", + "Seq1\tDYPPA\n", + "Seq2\tWFFKY\n", + "Seq3\tSLCAD\n", + "Seq4\tWFEKG\n", + "Seq5\tNKLAR\n", + "Seq6\tKETLQ\n", + "Seq7\tGDSNV\n", + "Seq8\tHNMDK\n", + "Seq9\tACMHG\n", + "Seq10\tVEDL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tYFFKK\n", + "Seq3\tSLEAD\n", + "Seq4\tKFRKG\n", + "Seq5\tCKRAR\n", + "Seq6\tLETAQ\n", + "Seq7\tGDSMV\n", + "Seq8\tHNMP\n", + "Seq9\tAHSHG\n", + "Seq10\tVELDQ\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYKFKY\n", + "Seq3\tSKAAD\n", + "Seq4\tKFKG\n", + "Seq5\tVKLAR\n", + "Seq6\tLEQLQ\n", + "Seq7\tGVSGV\n", + "Seq8\tTNMPK\n", + "Seq9\tACSHM\n", + "Seq10\tDELDL\n", + "\n", + "Seq1\tMYPPQ\n", + "Seq2\tYFWKY\n", + "Seq3\tSLFAD\n", + "Seq4\tKFDKG\n", + "Seq5\tCKLLR\n", + "Seq6\tLESLQ\n", + "Seq7\tFDSGV\n", + "Seq8\tHEMPK\n", + "Seq9\tACSHH\n", + "Seq10\tVALDL\n", + "\n", + "Seq1\tDYRPQ\n", + "Seq2\tYFFSY\n", + "Seq3\tSLAAG\n", + "Seq4\tKFEDG\n", + "Seq5\tCKLA\n", + "Seq6\tLWTLQ\n", + "Seq7\tGDDGV\n", + "Seq8\tWNMPK\n", + "Seq9\tACSTG\n", + "Seq10\tVETDL\n", + "\n", + "Seq1\tDYPPI\n", + "Seq2\tYDFKY\n", + "Seq3\tSLTAD\n", + "Seq4\tFFEKG\n", + "Seq5\tCKCAR\n", + "Seq6\tLPTLQ\n", + "Seq7\tADSGV\n", + "Seq8\tQNMPK\n", + "Seq9\tTCSHG\n", + "Seq10\tVELDW\n", + "\n", + "Seq1\tDYPTQ\n", + "Seq2\tYFFFY\n", + "Seq3\tSLAQD\n", + "Seq4\tCFEKG\n", + "Seq5\tLKLAR\n", + "Seq6\tLEYLQ\n", + "Seq7\tGDIGV\n", + "Seq8\tHNMPS\n", + "Seq9\tACNHG\n", + "Seq10\tVEHDL\n", + "\n", + "Seq1\tYPPQ\n", + "Seq2\tYFFKW\n", + "Seq3\tSLAAW\n", + "Seq4\tNFEKG\n", + "Seq5\tCPLAR\n", + "Seq6\tMETLQ\n", + "Seq7\tMDSGV\n", + "Seq8\tHMPK\n", + "Seq9\tCCSHG\n", + "Seq10\tVVLDL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFFKE\n", + "Seq3\tSLAD\n", + "Seq4\tKFRKG\n", + "Seq5\tNKLAR\n", + "Seq6\tLETKQ\n", + "Seq7\tYDSGV\n", + "Seq8\tNMPK\n", + "Seq9\tICSHG\n", + "Seq10\tVEQDL\n", + "\n", + "Seq1\tDYPMQ\n", + "Seq2\tYFFKP\n", + "Seq3\tSLAYD\n", + "Seq4\tKFEDG\n", + "Seq5\tCCLAR\n", + "Seq6\tLETQ\n", + "Seq7\tGDSGS\n", + "Seq8\tHYMPK\n", + "Seq9\tACSHA\n", + "Seq10\tVEIDL\n", + "\n", + "Seq1\tYYPPQ\n", + "Seq2\tEFFKY\n", + "Seq3\tSLAWD\n", + "Seq4\tKFESG\n", + "Seq5\tCFLAR\n", + "Seq6\tLETHQ\n", + "Seq7\tGFSGV\n", + "Seq8\tHNMPG\n", + "Seq9\tACMHG\n", + "Seq10\tVEPDL\n", + "\n", + "Seq1\tDYAPQ\n", + "Seq2\tYFMKY\n", + "Seq3\tSLAGD\n", + "Seq4\tKFEMG\n", + "Seq5\tCKLAW\n", + "Seq6\tLETL\n", + "Seq7\tCDSGV\n", + "Seq8\tHMPK\n", + "Seq9\tQCSHG\n", + "Seq10\tLELDL\n", + "\n", + "Seq1\tDYPEQ\n", + "Seq2\tFFKY\n", + "Seq3\tSWAAD\n", + "Seq4\tKFESG\n", + "Seq5\tCKLAN\n", + "Seq6\tLMTLQ\n", + "Seq7\tWDSGV\n", + "Seq8\tHNMPN\n", + "Seq9\tACSHI\n", + "Seq10\tRELDL\n", + "\n", + "Seq1\tIYPPQ\n", + "Seq2\tYIFKY\n", + "Seq3\tSLADD\n", + "Seq4\tKFELG\n", + "Seq5\tCKQAR\n", + "Seq6\tLEGLQ\n", + "Seq7\tGSSGV\n", + "Seq8\tHIMPK\n", + "Seq9\tACPHG\n", + "Seq10\tVELDC\n", + "\n", + "Seq1\tDYPAQ\n", + "Seq2\tYFFKF\n", + "Seq3\tCLAAD\n", + "Seq4\tKFEKL\n", + "Seq5\tCKHAR\n", + "Seq6\tLETRQ\n", + "Seq7\tGDIGV\n", + "Seq8\tHNMHK\n", + "Seq9\tACKHG\n", + "Seq10\tVELDD\n", + "\n", + "Seq1\tVYPPQ\n", + "Seq2\tYRFKY\n", + "Seq3\tSLAQD\n", + "Seq4\tKFEDG\n", + "Seq5\tCKLAT\n", + "Seq6\tLEALQ\n", + "Seq7\tGDKGV\n", + "Seq8\tHHMPK\n", + "Seq9\tACSHL\n", + "Seq10\tVELML\n", + "\n", + "Seq1\tDYPPS\n", + "Seq2\tLFFKY\n", + "Seq3\tYLAAD\n", + "Seq4\tRFEKG\n", + "Seq5\tCKFAR\n", + "Seq6\tLEDLQ\n", + "Seq7\tGDSGP\n", + "Seq8\tHNFPK\n", + "Seq9\tMCSHG\n", + "Seq10\tRELDL\n", + "\n", + "Seq1\tDYPTQ\n", + "Seq2\tYFFFY\n", + "Seq3\tSLMAD\n", + "Seq4\tKFEKI\n", + "Seq5\tCKLPR\n", + "Seq6\tCETLQ\n", + "Seq7\tGDVGV\n", + "Seq8\tHNMKK\n", + 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"Seq9\tACWHG\n", + "Seq10\tVECDL\n", + "\n", + "Seq1\tDYDPQ\n", + "Seq2\tYFFLY\n", + "Seq3\tPLAAD\n", + "Seq4\tPFEKG\n", + "Seq5\tCKRAR\n", + "Seq6\tLETLC\n", + "Seq7\tGNSGV\n", + "Seq8\tHNWPK\n", + "Seq9\tACSHY\n", + "Seq10\tVEFDL\n", + "\n", + "Seq1\tDNPPQ\n", + "Seq2\tYFCKY\n", + "Seq3\tSLAAV\n", + "Seq4\tKLEKG\n", + "Seq5\tNKLAR\n", + "Seq6\tLFTLQ\n", + "Seq7\tGSGV\n", + "Seq8\tFNMPK\n", + "Seq9\tACSMG\n", + "Seq10\tAELDL\n", + "\n", + "Seq1\tYYPPQ\n", + "Seq2\tYFFGY\n", + "Seq3\tSLQAD\n", + "Seq4\tKFEK\n", + "Seq5\tCKLAV\n", + "Seq6\tLELQ\n", + "Seq7\tQDSGV\n", + "Seq8\tHNMPF\n", + "Seq9\tACDHG\n", + "Seq10\tVEHDL\n", + "\n", + "Seq1\tQYPPQ\n", + "Seq2\tYQFKY\n", + "Seq3\tSLPAD\n", + "Seq4\tKFELG\n", + "Seq5\tCKLNR\n", + "Seq6\tLETLN\n", + "Seq7\tGDQGV\n", + "Seq8\tHIMPK\n", + "Seq9\tARSHG\n", + "Seq10\tCELDL\n", + "\n", + "Seq1\tDYPPI\n", + "Seq2\tYFEKY\n", + "Seq3\tSEAAD\n", + "Seq4\tKFEKC\n", + "Seq5\tCKPAR\n", + "Seq6\tLCTLQ\n", + "Seq7\tGDSWV\n", + "Seq8\tHNDPK\n", + "Seq9\tSCSHG\n", + "Seq10\tVPLDL\n", + "\n", + "Seq1\tDYPPD\n", + "Seq2\tYFGKY\n", + "Seq3\tSMAAD\n", + "Seq4\tKFERG\n", + "Seq5\tCLAR\n", + "Seq6\tLMTLQ\n", + "Seq7\tWDSGV\n", + "Seq8\tHMPK\n", + "Seq9\tACSHI\n", + "Seq10\tVEQDL\n", + "\n", + "Seq1\tDYPQ\n", + "Seq2\tYFFLY\n", + "Seq3\tSIAAD\n", + "Seq4\tKFLKG\n", + "Seq5\tCSLAR\n", + "Seq6\tLETKQ\n", + "Seq7\tGDTGV\n", + "Seq8\tHNMAK\n", + "Seq9\tACSIG\n", + "Seq10\tVHLDL\n", + "\n", + "Seq1\tMYPPQ\n", + "Seq2\tRFFKY\n", + "Seq3\tSLAED\n", + "Seq4\tIFEKG\n", + "Seq5\tCKLAV\n", + "Seq6\tLETLI\n", + "Seq7\tGTSGV\n", + "Seq8\tHNMTK\n", + "Seq9\tACSH\n", + "Seq10\tVELDG\n", + "\n", + "Seq1\tDYSPQ\n", + "Seq2\tYFFKH\n", + "Seq3\tSLAAL\n", + "Seq4\tFFEKG\n", + "Seq5\tCKHAR\n", + "Seq6\tLETLA\n", + "Seq7\tGQSGV\n", + "Seq8\tHNMPD\n", + "Seq9\tACSHE\n", + "Seq10\tCELDL\n", + "\n", + "Seq1\tDLPPQ\n", + "Seq2\tYFFKQ\n", + "Seq3\tPLAAD\n", + "Seq4\tKFEHG\n", + "Seq5\tCKLAH\n", + "Seq6\tLELQ\n", + "Seq7\tGDSRV\n", + "Seq8\tYNMPK\n", + "Seq9\tACSH\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tDYPHQ\n", + "Seq2\tYRFKY\n", + "Seq3\tSLAAG\n", + "Seq4\tFEKG\n", + "Seq5\tCKLIR\n", + "Seq6\tLETLC\n", + "Seq7\tGDSGI\n", + "Seq8\tHNMPC\n", + "Seq9\tACSCG\n", + "Seq10\tVELL\n", + "\n", + "Seq1\tDYPNQ\n", + "Seq2\tYFFK\n", + "Seq3\tSLAAH\n", + "Seq4\tKFEAG\n", + "Seq5\tCKKAR\n", + "Seq6\tLATLQ\n", + "Seq7\tGDIGV\n", + "Seq8\tHNMTK\n", + "Seq9\tACSG\n", + "Seq10\tVEMDL\n", + "\n", + "Seq1\tDGPPQ\n", + "Seq2\tVFFKY\n", + "Seq3\tSLMAD\n", + "Seq4\tKFEKE\n", + "Seq5\tYKLAR\n", + "Seq6\tLETL\n", + "Seq7\tGDSYV\n", + "Seq8\tHNMP\n", + "Seq9\tACSG\n" + ] + }, + { + "ename": "KeyboardInterrupt", + "evalue": "", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mKeyboardInterrupt\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m\u001b[0m in \u001b[0;36m\u001b[0;34m\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[0mmy_reader_aa\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mFastaReader\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'../data/sequences.faa'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'aa'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;36m0.80\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0.10\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0.10\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mseq_size\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mmy_reader_aa\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdisplay_changed_seq\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;32m\u001b[0m in \u001b[0;36mdisplay_changed_seq\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 85\u001b[0m \u001b[0;32mwhile\u001b[0m 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\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchange_seq\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mseq\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mseq\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m\u001b[0m in \u001b[0;36mfasta_reader\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m 45\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpath_to_file\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'r'\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mhandle\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 46\u001b[0m \u001b[0mtitle\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlines\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 47\u001b[0;31m \u001b[0;32mfor\u001b[0m \u001b[0mline\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mhandle\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 48\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m'>'\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mtitle\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 49\u001b[0m \u001b[0mtitle\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mline\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrstrip\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;32m~/anaconda3/lib/python3.7/codecs.py\u001b[0m in \u001b[0;36mdecode\u001b[0;34m(self, input, final)\u001b[0m\n\u001b[1;32m 317\u001b[0m \u001b[0;32mraise\u001b[0m \u001b[0mNotImplementedError\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 318\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 319\u001b[0;31m \u001b[0;32mdef\u001b[0m \u001b[0mdecode\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfinal\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 320\u001b[0m \u001b[0;31m# decode input (taking the buffer into account)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 321\u001b[0m \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbuffer\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mKeyboardInterrupt\u001b[0m: " + ] + } + ], + "source": [ + "my_reader_aa = FastaReader('../data/sequences.faa', 'aa', [0.80, 0.10, 0.10], seq_size=5)\n", + "my_reader_aa.display_changed_seq()" + ] + }, + { + "attachments": { + "image.png": { + "image/png": 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tXMOTD/6ZwSTBc2LeX/IGD9z/AnYcscfec8lkDYrFPJAQRREigmsNJ/6HZ0QYMyeTKm/4maTIvXggDuRa6WoETJNu/r7gNVauforrrr2WXjy+863v0mqDRD6JYepJOrZonTQVoyCYISgfLM+G/HjKyoF8DuVXCciQm1BiytSpvPrGEqqZgg68WrIYYUi5XiVW2oF5uRwYIY2gQdbMkZ0wmb322IaP3TqB4088lp9deimv/O02bpl/JyedfRFbT4eimKgwxvISrObyIs1LmOjExZgGk7HIB8HLJNRAdBJqoDnFdau1hkRxivAmoUhQlqt/+VPZa5edZPK4SdLaMk7mzNlBLvzPH8vKZV3DYHDNl1efeFxOOe7TssXM6QKm7LH/wXLKuf8hlUiJ1FeJ+GvlyZfelu0POFYy4zeTPefuLHde/GXZogM598+PyXMisjQRuezKi2V8DinYCJYjFCcLtMuuOx0oa1YNiCQiSZJIvVGWvr6etAHyQTQ/aYK40fB3PoIkMox1R4lIkoiI9IjIWpEoEglEou73ZOdZEyUD4mLL5tPnyInHnykP3v+CxInWe6IikTAUCeuyeuGrsv1WW8gBnzhIP5xIRCJfZMWbctXPfygz9zxarnjwZQlEiaheueOyn8p2nZNks4lz01vX5NTNdpDtpu0vfWWRMG72tS5JUhbfr+u2rVslr8+/QfbdZw8BZBzI144/VVZXRJZUROJEJKxFw9mPRL8MpCKRVIbVl8iYCPri+hhtjOkh2hirfiRVP5JYRKIokkp/jzZYVRdJQknCQESJNKrRkP7CgWBEYyMJurtEqlWJRaQhIqvKvj7td4nIoPgiMqhEknSE9D93m8xsQ87/wwJ5RkRWi0hD+iWorBBRVUlEpFwXSZRIZTBV1pCRheIHVQmCxrDVfCC1pGRjDFFEJBYlNYmkITJslU1jVJGIEoklkv7yGhE1qI0qFIl9/VVfdKIpERHp7hLpWSMioX5fSb8QhCL1fpGwIhJHsqwm0i0iocSS1Lv1577SD3FQRPpDkcFYpKITYFEiUq43RIWDIlIXlYj41ZqIXxEJBiWIKyKi5Kpv/0DaseWS390kvSLih6lRjDC2RJQE4ksk/pgbow3D4bv+PyXnDTluk1iBZduYVjPkMjFsB8QgqjdwMhn9XkEma1NNr5XLuRBBb1ijJZfFbW3TS3ISqr5PR5Oe5JUIEp9QNchZWYw6YEE9iLAzBltM7qQAlClj0mBCoQOUhxFD0YZqWfA8g9BPcDMm9VoFL2PjuS4jw2v5QKStl2obE4A3yUVDbwQgg0JhmRoBqGBjFjtJyl2YnqP9XEafa0QBnuOhADujMUmFgxINcjgmYMWoMMLCQ4lBZ05fIkkURqYlxRYTsDWobRrOMCQc64yYl8lgJjqWEAPsfA6SiEa5G6u1DVCcefZXKNdiypVuQC9aJQTDbdpFs6fOkLWMJbnxHywjjXRpaGJYmnUUKogSwDLJF0pgmDj5PNhGymvUNBIFrOmp6Ks7kM/lqUYB/sBAescEy0ywgEqtwtJ1a8DMk3U8lB/pvgK9dYWXb6Vv2UKyQIkcLkViHMJGiNQ1l7JQNHA8SESBkZDJeFiWhisavgbK11faB1OeG6NCc5QiBQ8hi2CigD7lk2Bj5tvAD8ED09DhnWObVGuapkW+QBLFVAdqWAY4eVBKIAqwcllwskRi4AJZYjzTREf5DioxNAycgcTVoapY4Dqa7ecYgOGAGl4VKNMizhWImkbW1sI3fnQhn//CaUMmsGGtDXV0TMVIRKR5eat5w+Ynhjmk0FoInju8yBEVQ+jjuBYqbmB5WRLfQNkZIlu3MyMalrCyacCrdGBfaVTIFYqYGChMAkwEwUYw6wGuldVRd04RRQ3qTgHDzhATE9GgRIZs4gwN1ChEc3FJcD0g5RGCRRCEeF4esId0t74BWnz0Ad5kUNuAFacf2ikMm7aiju5/awzUfCi4NOplnIyH5WRRQD0QXA8cBCs2qQ36qFKGjAP0r8MtFsDM0wiETFYhEmGSzrKWDUY6d5lCNayRcbNYGJqeJ+bwpJYmh+pRhOk6KCCkRhsu6r1urLZx1NocAqAFsKK0c4amQAsQpTRiW6W46sYocIT8Y4At5VEEMWTS7FAYQxgJjmXjZDIgguXqk6bnEKp46M8H6uBkIYyFRCPmSBhQLOQJGnVAiFSEADYGpijcrIfyByFng+XhZFtosQ2saBBDfIrkcXB055We8Zr3cDyTIAhQiSKONefO89xRXUo+5PVHFQtN+bckGSZMjHD92jlEZJuzs5sBFNm8hxlEGIm+RsYzUBhUQm01+dYMrgO+EtxSO+ASRQmmJZrtHiepa7aH2lJp+AhCznVQ+IQketCpCCQhCRia3HKuRU3FVCXGJgsYWOPaIaOnpBCIIjTeYkRoq3PSHje5rGMrH870ThWboHGq5ke2CZ6jXWBcr4Cl40rBohFGeJ6egaIECnnwfbAwsE3dH8PzRqBGQsby8NJuBrUqjUYFqyVPYkJgWMToe2UiRSsWWVJwFMDVXEkxwHY17yiMFZZpYdoOURSmX/xgqrMpG22QkkCsRs88NLAIMBO9D6gYRHgSICZEdqpISTDFBJXQqKdbJyLIug7KhmrUIA5iipah3WtiYHtgmbHGLyULhj0KP7XcjJ6opEIWRYKNnxg6fIojTAeq1fT7SuFZNlnDRjUDzKgKlX7CWO+rCUI/NcSU1ziUXYrQXHDG1FWbQ/9s+JR+NeILtgkSxxCH2K6lH4ZhkWDjehnKNR2BWCagIO81B29CMFhOE90mgoFpuEgCjoAVK4qFDNmcS4xNbxChEHyJSALBwsVIwJCIsBEhApI0wBG95HKgVhdy+QKCRRzHOE5mlLYM2bhcywZliEmiMzCxAU3nbTRXN0YC5QH9NQdIfBAFTgZCcCwbE1CBxu4EcDNZIsOn0QigARg2FRJiW6CvDr1hGlFpAoWEYDv6udmxHgyNRDBNY2jAdHdBtpC2WcVElXIacUJ3dz/kXJ0GEohEb+mIgwZDI21ogRYD4Wg2zRjI/+rZNEOCMEzDyTjQCjYT/IFe/uO7F7DlNh+npWU8O+48l8+e8SUefOI5PNEDS7dX8ApFvXEFAy9bQjUboEBVyiABKtGUdyuTRQjAiDCdnN6zEdb48Xf/nf332odxHROZPWtT9ttvDx578jU9w9kGCohEiJV2lL4fjuqLsZ7iNto4xdQWJqCM5mMzNVsnnbEe+dNv2XbmDH7x33/Q520DxIeeKrtvsysHHXAgjz70GHO2ms23z78IQhisVhDXws5a/PKcH7Jdxzbcv+xF3meQz+3+SfaePIG86+B2tJDNexRLRWZusSPLV6xi0UvPsd3Mqfz4op/p+xkuWA7PvfQqtrc5P/rO9/jj5Zex+w7bcd2VV2EC7W0dgEm0rptZW+3F3F0/TaMRY3sjktNDulOM6ZSYyv/4LEzAD/REnrKMsD0bogbUBvn+f36X31x9HQcfeRx/+sutfP4LZ9Db28+zzzyDSmMUh4QoaGhLDiN8P9SLosbwiLNcB5IYy7Sp+ukCHZ8MFoEJFR9efO5Zrr3mCj6+7Rwu+e+L+fq5X+b9xe9y7rnnsei9OtjgRxrayHo5wCSTyWosY8QIbhK8xmSWNEYcwFBWX6yh8/sevD+FYoYF9y7Ar4JfryCBz+NPP8+S5Ws5/QtfZO6uOzO1mOPJhx4kdsErFKnWV+Lis+D+R8i1TGTajE3Jk0MNlJlEOzf98Wau/9MN3PDnP7FgwQJ+eNGPmTFtCi2uR9+akNZSC+v6gFB4csHDfOVr53HsccfwjW99h1M+/0VaHJM7/vR7VJh6skB4+aXX8P2Qc875MtmsTW9Xz7CmjJGd/hfIh24xSMHgRETCNEsQRum5uCIS9Ui87AWZMzkvp57zZekTkbKIrAs0hX5tTaV/JJLUKxocL/frLEOisVxfRMpVEQmVBnVra0TimvgiUhORWm2dJOJLr4isVSKR3y/vv/mEBuMjX/zV78jTD90l0CE/ueIuKYtIb9AE8JUEYTVtQDScDUo7m6R47nqY7j8vzQspkUgiicXX94yVSCga5I7el4dvuVraMzNl/s1PikhV6pWVsuWUreWgvT4jdSUiQSQXnnCq7DR5K3lgeUXeFxFRK0WWvCizOj8h3/vhzbJSRFY3VsnZs3eTE7KzpH9Rt05UxCLl3oqURaRnsCHvPnS97DbdlZ//5vfSJyJPPfOmzNp8B9ll96NkoJbqIVby5G1/kBLItdfdKioUkRVl2X/LuTJ7p6OlWzcptYV6qsdmBmZQIhkcer5jBXqbzbE8Gu5IeTuSLlqMdFVoCRKkuJ3EWEaC36iz6aZbagAXcFwdgyQ1n7ofkgQ1DNtiYNESjjrsUEoZl45iBycedzpd/YKbB5IG2NC9eAV777AbGaOFfXc7mOt/fR1bztyKa25/jIapwfEZc7ZGxVUwA7y2VjpyRdomTGXx+yuJRcNPsUCtHmDbDtWBsnalzc6l/zfjx+Ys+VFFDF2kIDTBwMbSlBIwA30YEdgu+x5xBDOntXHRd89noKfObXc8wkAsfOVb56fTtM3uO8xG+YM8++oiVtaA2OetZx5ncc9awnyJLJALDOyMReQm9PcMYqU5iv7qAAAtpQwdbZ2sWB6y7L3FvL8qZt7JX0SV2rjjr7eSzcFgCI1ayG6HHMQ+22/G5Zf+kkoZ/nrrPSxctJwf/OD7mEClEoNq7uEcqSiHITB4DOV/5amCICIMAkAwmihqtUxtoJeOlhJ/ueFmbr//RUJ0aBv1w6S2HFbexbdi1jzzAvP23p91gz3cfNdf+dN1f2TJG4s49Iij9FZwTxhcsZSj5x2LqgtPPPYwZ51+Cn++4npWvL+WNdVeBoFBHSzgx2WI+0ESupauwrFcNtt8Fg0/Xf0bkMtlMQ2bQkvLh/ZrlHf9iBKhB6EP2jBiW39ilMEIwLCoxx7KyXDNlRdS7V7I5ZfcwDfOv5TDjjuGHfbYPt1Qn7D/Zw7GlxqvPvEam+aB7hU88fxDzNh0JmecdpDmQORa6e5bR2LHzNxsM5a9N8C61WvpmDCeIBkeiJtOz2NEPvOOPoqexOKORx7Ey6dVODKQuBkg4qILvsmit1/nj3+8mct//XuOO/pkPnXwNgzUoLXVTlf+TaJYE7+1AW9YiWMlG3ZXStbP29ZqNZFEiaoPiDT6RIJukWC13P+X30rnlM0EZ5wYm20nnzzpbHn6gZdF6iIrenskkUhO22VP+RiW9K9dLpEoGVxTlgfvfV4mzN5bbrj/UZGkX+79/a9ki+w4eeHup3VjIpGrzvuuTClOlq/dqXPTXSIyUOsTkR6RxjKRlUtknxmzZOLUXWVN3AwPtPuPRKRcLus+rOeixzI3HYjIgCgZFBl2W9IrIitFVK9IUpeaiDQkEAlWyX4f20y22HRvsYrby91PvilVEe2m41Ck5y351PazZYs9z5aVoYj4S+XjJWS3Q8+WRZFIbygiYShnbLWLzAYpUBQoSq6QF1xHTvvad6URinQ9e49slUEKrR2CN0WKW31KXlyu9dIQkRVKh0EyuFik/y05ao9dZWJ+mrQzR159rioDonVZq8ZDbjhpEi2kmoYjqeo2Os4ZlqGZcYN0P22uAAQNHzAxMy0kZIECWJ188rhTWbboDW669Tr22WZzFr/4DJ86cC9+8t0fMqW9g1p/wML3VjLvmJPI5TuoNCKyHUW2330n+v0ab7/5FoTC7dfdSKYwkelbbJvuEa+x397boIwyVbHwgVWVfkq5DHFsEVRcvnnej1ixpspt828gDvU035KDJBYsoFgsAiZiaO5obOhDGTpbMwzefnS00SGhQEKeRK9ZbNAlIPL6C4ZG5BQuWB6//cN1vNu9lgM+fQR77zaHOIoRM6LSWAO5Escc/mlWLH+LRe9UYZnC9CYw59BPUbOh5ACVALteZIa7NTfOv407/n43N91zBw898ThfP/fLZGywLUXZh9y4Ij+++nKMVeu48dQOaBgAACAASURBVCe/xlKwul/DcwEQigVZl/m/vgCvtoKdTjqe3M55qrrZ5DIhhH0p3tzM4yusFJkc6/0IQ/D9yKIIKT499FkUhLS1t+s3AspwMZ00O+OH5LI2h+2/B0cdcQj1gTonHHAEf/zj7znt6+fQXipSCSJunH8HNzz9OFUjwVAu3f0VME3WrFoJYYQVCq0t48i353Q4IhHZPLS0ZFCGLhQyo9hGVFmHW2zlxjvm8+f59/CHG25ix503JQCiWIijkJasOwThVKo1csX8KNh7mBDSzBZZH1mBBim5tAnrGGjmtyQ0eY1DV48V2A75zhaKHW0YQN6xCalSLOTBh5132h31q5tZ8c4bPNi3irVli222/7imOSYxdiMk6PfJ2SV22m0XrAlFJKpQcIpDBpNEDaZOhq2PP56TTplH/6Ov8KffXMLehxzAJw6dTV8AWQ8kUwSjgupeweQWaN9iE/rT9prEYDQ0fMJIm0s+WBBsjMTeEMRhrPdJpGIcw22exPFMBgbKlEolIGGwt5+Wjg4UBi0teQ6bdxhXXnk1K1atxLKn0trZxif2mst3L/8la8tlolpCpqUd1drCzJYcJP0kYUx31zrqMdTiBp0u1MOAFSt68EybPJDxFS4eV112Bd/+3kX810UXsd9Re+KTjmTbwLY9vR8lUWCaFAv50cyasZamc2nW2IEP0INCBTkLsF3a29uxLQO/UaVSETqLBh4JDT8gW7PYdu5ebFnK8e5Tj/HY0iWM33wrDtx2OkU0sYHWdvIZj2qlSj5fpA+fyY6LQUJvaOKaJsQRg4MghQ4E+OnPvsfjd97CyaefynNLn2VcLo36vBz092FtOQcxTSqDfWlqFmxs6l295Frb1lurNG1jY7drfFBMGA2VbSgezeU01aurqwsRPUZaW0uYJlSrVVraOwjrdbq71hEEimWrV5JYQrGtRKmlhcSBMFFkch7bbTOHXeduzexZk9l8Uh7P1uygz550IoZp8uQzzxI4BgEmz73wAlPHlZBEYQBZy+Ldx57kyquvYt4Jx3LW188kEjTdamT7JXW9KiKOddpqxEbbEX1sfrIRMrQTcD2FjtiUlbUgCBNUuUxXby9Bo0Jna5GWooFJgqiIbKYALRMgn2P2+DZefuQeHn/+FaZvtTUTXBgqSmdB3a8xEHRhmiYFcgz2d2OhyLv6lrVYyBShY/xkPTdn4YILvo7rJFx80SWUBwI8oLurDwrt+O8txw8S2ktFYqCWOozcuAlgD+f2ZUO6GnMKmXzIkUoQ6AfaMa4TDGPo9EuvvMyuc3fm9M+eyL1/vYuXXniR73znO1xx9VXM3WsPNtt8BpZnctvfbufeRxZw1lln8rvfXcNDDzzKb351DXvudQjPP/ss+DX2OuF4LMfk+z/4Hs+99CK/vuYKLvzer3ASi6hRxwVWvPEOJxx7LP3VKgfOO4xb7ryHx/7+HLfPv4sli98bKiAVBT5JHIBpYtvWh+hrxA6+jZURYProa2sHrZSmilktrXSMH4dFggprQ6GQbVlEjZCBmv6Tc087noFlC+kt1zj86GNot6CgGjRrFrWOa6fgFqjWfWKEjrYOqNWpD9SxTQiz4+mNXLpXLxtq0SFnnsaUTpd7b7mOntWrMID2tglQDchM34xAQVQv0wq02BBJpOluQzseR/YrBQPHGvveIB1/NAouIprdHalYEhGp1KppbR4lv7n8Utl59myZPW2amBiyzTbbyY9/8FPp69HM7UBEREXyzKMPySmnnihbbT1LSi0dst0Ou8t3fvxr6R6o6to9fkUWv7hc9t7nGCFjyh4H7iTPXHGJzLQs+e6Cp+UlEbntd9fLJBCvLSu0lQTDE8gKhidnn/d1WbZqpYhE6ZaJelrDxx8FckdDC0CVLn1D2dgVdXO1PqS2RDQwrzRYHIhIIxYRVZVnn3xQxm36MTn53Aukp6b/MPG7JKj3i5/S7vsfXiA7mMiMybvJ06/0S+zXRGRQIlHSs3iNnDFjXzkkP0def3uFDIiIqLokvauH+vnSU3+XLbbaXM752cXSJSLBYCziiyx65WXJZlzZdbd9pbuvlmY06iKvPia7TCzJIWd8U14TkXUiMqgCkWqProGUNBGXUBKpikiaTBjj1bQhicgQfxFGu53U8gXwA59MSseKwpAoDsjn8joox0LVGlilIhhQHmyQb8nqdHriUzQtJA6pRREZL4ttambzun6fzrYMLmXKfYOUStNQCYgLcd8qMsvXsvUe+3H4n29nr4P342A3htin33YJsJgols5r28O0urA+SBI2yGay4Lr6U9OmWTFr9Maz5gJmI2fIDa4o0zqGhonCIQx8sq4OSdYOKkotGWwgCQMyTgBGjkZs0+iB9lJvOlF0ULchlwmIVD+u1QGBA1V9z7ATVg8MsEnR07sRlUElEnLFPAEa+6yHDaY6Wapr+yiMd9NuFggDvR/bJIJoACKhv2U81VQ3HYCnGkilitEyDp3qjzGJ0AwAB5IRWOOY8hn/wRJdKSHj6cqUjUYV17XJ53I06jWNE4QBViEPAr19ZXItWSJgoFLGNV18FWHYNoVsFtOAMNSUqfFt+pohkGtvRyywLDCqAZlcO6rhE4QxWRFmuDAQ1sBOiBCypHsglCBKU/sQwcvlyJZahgoWrc+MGLVgG+vdbaNk2MAtErKeDuhqNZ9xLRksoFqOcFwPDAfBJIqgvRMIdFLfcCDjQIDoqrXEENQ13pxuF5/Y2pouokzwXHLFPEkaQ8dAi5ulVq1TGFdCwromuCQJRhxjWgAO+AK5IhLrQiHZpnqCEKPQOtSj0SXwxn5FPRwzGhu4eEpn0hR+SJQil80RBj6QYJspKzxVdBQltLaXhtC7UrGEkgTLsglVBCSYicJx01gqadqDRUCiq97GYLke1AMC1yX2bJyGjlkzaW1qC3t44RoFmOkOiVrdT/tiIiPZOpKMNsL1ur+xskF7NmCoWLZE1Mr9iOGQyReJ/BAjEkolBz9MiLGp+D6ZTLoQzxbAzemsogEhBjFpKemc9cEtKIYJodJFQAEn0WWr/UCIgbynwKijMgVicUEinJSP6McChXYwbPI2dDrDUJSRyes7pB1MMNNFzPD2gw/uK/roYmuS4AYMcbgNBEGE56Xre0lw0v0ljutAFKCUQyKCk3VRQG+1QS6XpWCCYdgIMWJp7TVqdSLTIldoQyRltGMSqBA/iWnx7JTLKeS2mc3S3nUMpkZYrfZQymXwTF3DgSTCyLmEomtRZfNZPYCiOkY2AwKJ72Nm8kPdGlpNN2dFg9GwzEeUkbis/mAEBCIx+WKBaqAIgoiOovYIUQK2a5Jg4mRMSHQBCsMtIVGIZen3Fo4uoiK+npssj+pgjUyzX4YDWW1ellYLUQwdBb3tANHhQh3wDBc78cEPCJ08TsZI88/pnhzW5ygMv9Lc+aYxbrzO1hd9t/UvOsIQNdPbTB+gIEphiJ7qdYWqBCuTxc65KM0Qo6WQxTEhbMSoMCSWGKV0belsoUixUCRBFxZKEsEIYkpWjrxjM9gIdO4774JroVwXR4HnQ6ebxTVTtjdQixooU2c+egdizbIzdC1qrSwTMawPV9pYuej1Y6bm4B6avhX4DVzPolDKgO/T6OsjSssgR0pwMLBMCCJFYkJkucQuBBKjkgQLj8RwNPvWiCh4Fna6vaFch7roqj9GqgMjhnwCdlDVO7vMHNVQ6ZnNcKBUIoxDHQumXt4iwKOB1dw2kW7Ia+pJj99/EX2MkaZvyNDiZYi8nJ6y7XSrVpJgWDZYNlKtpriEgxhQS8sMWM4w9VIiwbVdHMPVFPtIIFLEKiYixnZMHNPAtDM0+iuYQD7rEZFAxiPGpL9RwzUhbwOmTW1NFypIN3g5llYokC3Y6dZPcLIFwALDxMp4o/r0AdlIgxx93TSrk4Y9Q5eWBFyHWpDezrLJtpTIphCeZxlEQR0jHoC4oZc+NvQ3atgG5E0bC5MAg/56DSTUfrhcwVBgFSC2wEbvUmwE4OWAqIbtV8FwqGOT9YrUJSDxY+2W87q2ZTzkLvSvMwxFhiN1I81+NkH+ZKjHY+WqRxgjHxzhqcSxIkkSrKbqJcHI6P2W1Z5ufvzzn7PZ7K3x8uOZvsk2HHjoMTz59Cvksw5BXw0jSfBsF0wLTAfT0mXlDZodNPAcdygUCpOQxBDApJQtkhgwMOgTdXfxowu/z/4HHIRjt7Dtlltx3JFH8cSTb+K6zQcNluuiEkHFCkk2YG3/soVLc70+/KAAVPc6EOGuex7hE3scyZSONmZNnswuuxzA1VfdStQQsq5Dz7LF7LLdbD5z8n9QFyhm86g4IKz5EIFFnlKuA5IGatk7HPSJXRnfMoFLrlvAihokhFjoNCoJsHQh3z/rVAy7xBGnfoUYcAwPM5+lub8pSnRcGRtoj0Sg66uvr6+hl6mb3lBot5HyATe9PmFCgMQwMU0T07YhCPWnJlCp8ouf/Zwf/uSnHHXssdz5t7v4j29+m1yuwKOPPg4N8Ip5TMPWwycGVIIgKBIUeiFXr9Uws1mMdPtrPptDYiEOApJYEQG5jgxxEvHe0qVsv/NOXHnV1fznN86n6/0VfO1r5/Pmu3VNeUi9SiIWlu0SxcmGMwfNuV+ar8dADNH+cb0VvNXZzu8v/RVf/sp5TJo8lUt//gt+86vL2HnHuTz88GNkMwbU61iNKlYQUOoYBwY0fCFre2SzehemjtQskIBGzwrWLnmXsObz3KsLyebTn8vwqzpXroBSgdeeex4S4Y23l1An3UoVQK2seam2qfP+WgMKJMZMI8NRXeNfCDw0ZbhGhQZ/R4LDQ/XSh8DdSJJKv0ilWyTsl763n5UtJ7XKSV86RxdIF5HlfYmsE5G+UDRnqSIS1huaMdxfFilXJZRYyqKZ4atqVV0zRiKRwBep1ERiJfFAWSTUDO3VoguGiFonla6FUpMUTO/qktfuvl9ggvzw2gekV99O6qpJvk6GCuePosmlTGeJIl0MPtn4WjuxqLTD1fR/pSudJJFI92LZb7tZsv0+x0pZRFOoyzWpl0W6+kSzrKOq+K89Ih9r9eSzX/uFrJS0Tn3Kro8ipfsci4i/RO78/umyq40csuOBkplzpDw4qCl21aiib98vsmb+X2QbkCMOPlIYt6X89oV3ZXmz0UEkkUTSq2IZSFssaq1IskxEqrrtI4vmJ7pnNRER6RVJejUYnowZ5i0jBsA/dvxNbNDIZjUYKAJi4Nd9pk+eojcwJtBWMigAqrlz3RQcx+bNZ57n5JM+R1vHBCaO6+DL/3YWC5etppjLE9cqoIQl7yzjiCOOo8Ur8KkDDuTGSy5l08lTuWb+3fQAYmb0r0OFkf7pt1yO9lIbE6ZtwppVqwmC0Zi979fT1ifDeenmstfQCxz93Y2DePQaoBnsp9Vq0RUz9GypaWw5Oy0tFyfgumQzkMtAI9HtiRpV/ZNpTo5BNKyjf5EswrZNTd5VQF8/t995J6Xpm3D0yafh9/TxyiOv6yqRkgaiVsLdf3+Z3LjxfOmMk8kYAW+8tFTnqgWwA2KJ8ExrRL7eQRNph6Gzkcl8iybsY4OxPvt740XvrxxxbOjagsJ2TDDSbQeujv9a2zuYNH4SD995H4/d/wie2SBrxTRWQmcWlAPK6qfvlZc44aDDWFEXfnvHPVz968t45oGHOPX0cxGBXGzAuh4OPuxE3utT/O7GmznjjNP5/ZWXsG7tKvrdFs30VibEihx1qPUzsHgRZ33j3wmCgC+deQp5DwbLWmG1eg1EobfGJxiSjPaeBnoXkmFvlEKbFDJjaB+qQ3MDmIHePE+pg8R2WbP4Ff589R+0/kT/8F8mAw0P6paBU8xheFkGQm1QQQLEA/ricaSHTCxgWCxZ28eUAw9nm3lHUYpD1jz2d1oVZE0XVD94Adc/8hpxx2bsvft2bFI0ePhPC2gVwIwg7kZEBzDNfeuYRTBbAWd4jBrD/2szBQ2L67hzNPFkI2VD+ej1XXUiSgYGeySoD+qcb1zVvwcTDMj8a66W8bnxks+1ijcOOeGUI+XtR5aJVEWqEkskfXLC9nNk5+I4eWdpWXqUiPKr8soLz0rrlnvJ/LtfFhmsyCvX/F4mdWwnf7r9Re0igrpc8W9nyBaTJsmJNz0k94l26xL2yFXf+apMBNnUtmXzzhly70Nvy4CIrPNlyIWHaehRr/elv2GjRrG9m257TFKrzQsNEeTViLKCdZGoIk88eI/sOHsryWFIu1eUvXfcU+695V7p7g1kXdq32uv3ypYlWz55/k3yaqp7iXtEVFXCalV/UAnk5Zuvlk3zyAVXXidvlEV2nHWIHLT9sRJHOtUsXUtEVi6WTNu2csyp3xbxu+SsTx8hLa0Hy/NviIRBVURWSyS6YtxYudmNldQ/jQRyNmCwCC2lFtxsmijyfU1FMQ2OOvkU3nrlNa773bUcccKn+euCe9lt3534r6/+DAuLcuSzdO0adp67K1tNLVIwIXEtJmw6nYHubpYsWghJwq8uuxTXhnmH70A9AOU3OPigT1GrlOkY34EN1IM6DAzyuTO+wOOP3Mell/+GyZMn881vfpMnnnifbJoqjRN0oVCEbLPN/0r5h1ODxrv22G8/Hn38MR56+GFOP/10urq6OPrYoznrS2fTm0I+GTPCjGLiKEABlXqK5yYJTtaDJIaoxo13PUp24kzmHXoI04qwwxZTeOftl3mtF8IsYBd568FH8YnY8ZBPgpHjuEOPQoVrefHFZzHcPEIJA5s4/JcxPf9p+YfBUhPpSZIRhpoAmRx4GSjXiHp76Zg2gUMPPZSrfnUNi5ct5dA9D+HOW+ezums1fqxwCznufuA+2rLTaC9swsSpU5ixxWZQHmDdqpVgQa6QpSWfp2ut4HlgFbJMmjABE4Pe/h4Ail4OWtvxpkxji+134LDPncrtf72TV195iQcevJ+G/m0jTBNdZk4pVCzDnflXygavr9Ub1+sQRRTaO5gzZw4XX3wxb733Dt88/5vce+993LfgEQICTBsKHhSyOmbzciZYKdgtCcRVqAzw2Mvvkpu4JXnPIwkSjjp8X3IFixtuukODMiJcddlldE6YwM677EZQCZmxxRZsMt7ixafuIgQGQg9RkHM+jGL3/73Y//NXwDItojjAEME2jWHFF/I4RQ810CDXlmWAPlrcVvbdfx/efmshAwNlxuVyrOnu4fjjT+BzX/0BhUmd9FYWIY5L5+RtiLorUBmktaOdZMUaJAlReGDCypUrdeGK9IdZgyQi11+Gzg4olkAZJCJss+22vP3mmxSyOl5s1HzsrIFtpd0TGGtW8j+U5ihOx4Gdy2lPApQ6O2lmNebNm8f3L7mEdd1dhGEIcYChwE6iERshDAzL1cz1cJCoOsgri9fih6vZetZspLyGYqz5NGvfXooRAFGNt7pWMLiynwM2mQ3maqaMz1Fd20vjtlXUr/gvcG2CmmBnxjrw++iywSe0PqkgVgmO7WE7LqIEgijNOZmsXLQQq0XXvMuTRVC89s5b9FT7MU2T8YVx7Ljjzry7ZAkztpzJlOlFtpi5Gdtu9TFcGzbZpAitJfY+cH/6+rp5d9HbCBDU6yy4bwGFfB7H0bVosqYDGU8vOkwLwgjHc3l30TuoKMBv6CpphXwGy7QIo5BatTq6Y/+o42Mp66UlFr6zaOh1UKlR7hlg9eqVTJkymdmztqToFol1YgQ7rg790kQQS3P7E5hwy0034hXHceEVv+OWm27kyUcf4MlH5rPrDh/n0b8/Tu8gDKzsorernxM/ewJ3PfEYDz7zAtf8/jp+8O+fB9XDE88t0lts6yPq5fz/QP53M6NlEccaXgC0QUjCikXv8ZmTTmb6jNl86shDybfB4489w+9v/ev/Y+684+2qyvT/3f30c3sIaRAIhASChF5Db6ETeleajoigo9hAxfJjBFFB6TqADogU6dIcFOm9SgkESM9t59xTdt/v74+1z7k3FGVI4szic0m5N/vsvdbaa73reZ/3eTjqmGPYaP0NIKpx/rnfY+7cQznm5OM5/LijmdaT5YmnnuG2v77EN87+MnvMnszuh80j/8PL+cpZZ3Dexd8m6V/Mn+57gMHBwfRUDDff9geu/8H3mLTZVuy6974sff0tfnPtf9HT2cHXv3I2+azSA2q4LhlTCIOAQqEwhrSwhlprFfyIHD/oRK7HKaecgmGY7L/fgey43RxeeP4lzjvvuyT5LDOnTUEjoanlMLI2Kxa8ygN3vEiPvoyiGTJc81g7Y7LHLltw08234Dh9HHTgnmzQB5mkBmGd3ffYiT//+n7uffp5xt13J52ew97HzWPjHSYwXiZg1yYx2RzgJ1dfw5133cO2W29AqeD8n5mIAG1XVUniD52oW6fqRERqtZq0pU+SQBpDy0RiT35+wY9kt512lQ2nbiAZC9l45oby3e/8TJb1J9KIReLEE/E8efNvj8t+hx0tpfGTpC+Xkx0+M1u+8LUfyEBdRNyqiFuVlx57QfbYZ55kxnfLzE2myu3nny/TOrvl9LsfkP8Wkb8+8Tc5bd7+suHMjcUolmXt3vGy9y77yN33PCVeIrJkQJ2hvSiWJD1N12tDKz9b8uFnW+X2kUz5lkxMIJFbl0cffkgO3X9/mdjXJ2uVe2TaxHXl8P3myaLFK2RIFMy89NW/yHpFBEpCfopgZAXLEKNclrW6O6T+wt9k53UnywGHnCEDcQuoHhEZWSALXn5cmL6FfP78K+WE9beRAzrXlWEReS0WCX0R8UNxlz4iG88syI4HnSSDkmqnu6urE1a9aSIio6dpvU2n+iAkp1rKX9SEUXa4jnJ0j0GLECzcUEdPpYJtIggENI0gNdJ2IvVZfgrx2UENmk1w+oiyGg1CyiQM/PUpZu2xN0fecReH7rULWxFgeR5BpkQzhA4TCBXOHKdxWrMRYTuCY2qEoY9tOaPP1XoBV1rBkg9VQ376N3tsp41NNeqqfxQ5VP25zUIBlxgvatBpOJDoJKFGIxT0otW+bIEIhobAKUEmQz0BywKTECMeIPF1otw4jAQMDwgiopJJrIM0IJOLQFtEgkHEJCRRSrtJorxJP7iqJ0mCrv8L42xW6pW0aS3qwke0tgWUNprBgDahFd1CM3ScdCJGwNBIQ/1hLGiaBqVt+r+uQz5PKCGeHxOmFLBsoUBHdxd2FKb/VlLFdWXQpW5UCAJo1tU7UsybOKZBIkm7kOx/t7XiPR10ndgPaVSr7T6IQh+LiLyZxYtt6o0I3RCKuRS8T2S0UjRTUJqOySgbO8IAI4uezWFHYAQoFLtoKrZZEzJKmBZwaPgRYUMgVPGplVYsuK5LrVbDdd30dv+1ExH+GbQjafqs9ca3c22t41f6FSkF60jTqIUxEoLmq8UzXyqr0gQDRXdKFeNiPU0vJRBVG6AZWDmbjGPQmS0ibsArb8/Hi2Lyoq1Us6KjsmSQgCE4tqoyaKX7kjjG0DRyuRxRHPFBImiLLaexak4HH+6wMV9jqg9DLwBNqVxqhk6+XFa7TxiqF0ZidDQ0U8Oys4oi5tepuz4ZXUMVWoiC1HQgCIjrNTSg4fmo2WeQ6An9IxU1XqG6DysHDS9ARAPyFJ1eMnkNw2mvEegGZLNZisXiSrhsGIbtyfmvaJpI3CaVj87NMSveSj899g8tzluiktKGSWAo3qCjSpapkWA7Oibpdp12UGzqxOjYLXYJiulSixIMyyGnoWoSohjRdN53VP50InW0MCS2Omm6UMxEqIIPiySFgPwgJIqb5NNa7yAMsa3cxzxLKzz5ROe4/3lLPzPy/VHRTRFIhMDzsCwLzTGISdT2GWhkDSBugA6emVf1QYSYQKOh42gGpqUoXJGpygwSv07WzgAmSay8HSWBKIlpNpuUS0UgRjRlRhwHOrpuYhgQxJKyyjVM00TTNDTtfwfn+VRr8Vh6mbqKDiKEQUyYOk4aFmQdvf3z6XoGMobQ1bpAGKuV0XGUZHMMVBsQBmi2QS792cHhFWCq1bTokA5sSHMkaK/gjm2RyWTUSgLY1mgR+ppqQmqA/jHNdByl250koGkkSYydz6HZBk3Px8ckTDSyRustdiEySYCq22SkPgwk5PIGmkW65Qu1+hBCgOUUABNCCKojRFpIYPiYlka5WIQYAjegjkWAjWOYWCSIFqGZMZmshW3bRFGE53kEQUCSJIjIygmPNdzGpAM/QZMP1kekcaOmDih5yyBjQD0QKr5yYE7iMfivnoCeoIk+Gge1GLaasvhoRpEiA+SLkG4ZGaBDg57OLtAUK9SrAYEPukauaKMZ0Gz6IIKhG8RxTBiFq9o/q6W5TY9sLgOaRr1aRbfU0/vNJrEYBECt7oNXVatisQscBwE6sjmKeYeWRnjYMu7TLYo5C4uYKFZdgUCmVKYpFeoyhOInqnsQzWiPXdzwELdBTJMRr5+G31Aei7ZNNpvFtm00TVNEin9h7PjRn/QxQOjYU2hrg2uxq5vVIQiVU0OTGC2rZDMz+hh/GSNRn6gO3qN3YCuDmZg0cNZbx3kNLxa0SInQCwlus06jFqug3LRASxhaOqD4vqLkVkAwDb293QiMKimvwR3oQ92Wxo/ZXIYwiEiiqK0XKVGEZVlks7byXCk5oAWw7F3QdHwN3BiCyMfUDNzaCIjyuVleiQkAU9fQYxfHAN8XgtSaLIpGKLQSZYKSl04ScoAjYBQyaMUMFgldGYe8k0HTNHzfV5kgQNM0dF1v//lf0hTCM9bQMf5I3OxDUstt57tAvvuDH8qMWZtJOdchU6fNkD2P/6z8/q+PKzljX8ZI8TZTCWT1z1tkF4lEEr+lqxir7zcCaTRqqcmjSBSJJFKXRCqKdeoGcsmPvitly5AvnHy2DPVHIrGI50YSx6EEYUNSHeNRIOtD7KQWHvnpm8Ir4/RrDHk3kfTzPQn6l8mmU6bKEQefIH5DlM+fG8nLT74ik9bZVLaae7wMNUKRtx6R42atu4HTkAAAIABJREFULQYFQZsoGB2C7Qg6cuTh+4jvrpCFi9+X2dsdKNAlBoipIcocpiRHzD1JmssrIvKeiLwrl176C5m18dZSLpZkh623l+uvukNqlRaryZckHJBl778ip57+Odn4M5tKNp+R2VtsLr+8/BoZGK5/JJsraY//qMz26mqmennUljsqddbSUVm5kEkHJIkUTy90wRA+/7nPc/mtj/DZM85kzo4zWLJsKTfe8meee+bv7DFrGzrzQFJTV3EN5cNhKmxwOIGsrqrYNMCJXBCfyCrgmUIcxzgkaLGOFkCcz2PQAH0RcWWQn/30YvLlSSwbETJdBp4GZsYgCoU4khT+aW1VrdMtKY6akIwpMVqVBXOs9r8Nox64Vg1wsYaXMMWy8epZpS0Q6DBc4agDT0M3itx23dXktRHocVgw1M8mW+zLWef+FGm+j6M1sZyEiRPz+PogXeO7WLxogE0324P/+P6JVOtLCYvd6InDRL1MtlCAcJAH7vwjX/z6dznk0OP4yXlf4d5b7+Wsz3+DQtc6bD13A7oc0KIy+2yxGUNFh2NPO4nZ0zfkmadf4vwLf8l2O+9HVzm/Egc01lr8TdWnoutpHftqSm3/M4H5D/L+Yr/FZ1wmycLnZLP11pJTz/mRLBKRpSKyUELpT0TcVorD90XCfpHqApGmJ1IPpTI0LJ6oUoK6iFq8miLi1qWx6E3xJZDBpC6R1CROfGk0Ffs+EJFFS14XCV6W0w+fLd845XiZOXlTmXfUNxQfUEZVa6MkVtmX1PVVZY5GFXkjiSVM/0tWQWtHGcDG4qafLUn6LF4sSsF2ocjw67JrR1nmHXC2hIGIvO3Kjp3TZaNxc2TBO+nu4C8VWfSQbLdOVg455puyPBTx08RYrRlLKE0JZb68P/yyTN1wLznisB+IO6y0ggbjIOV6ikgzEFnwmOywfkEmbbWjvDoiIp4r8n6/zO6eI3N3OVWGRGRJOCDfOfFs2Si7jlx69W+kKolEqSLt4rpyt3WbIkEtbA9+yy235abbsodeA2UH/2zSpr+2cDTTojJSY8F7y8jmzTa0lcekJ4JkkYAXqzpf3ebFV9/m9NNOpWtCL73rjuPfzvoCQ4ur6EGKGcY+A2+9x+mnfJm85rDX5ttwy6WXsHa5i5/f+heW6Io5PWF8B4+/8A6PvbyQU448kg5pEjbq+GnOf6Sm9BDRdPKF4koyQsCH8tSr+kar9VYVHbSZNoaCXoQiUIDBfsyyhm9VWVGDo479IouGE2646ya610klRe0M9PYRS0KzWW8bQdVrQjarEyNoaNiGSWVoGN2ATMGiOjREXrewSD0qvREINZYtqbPFrvthF0GcDHSX2XLqeP7+yJ9YsPw1hsMGdz36JBtusSMnfe5ENDRc36U6UqOYV0VbjgOW9VGw1+iOsjqPN3rr0h93nm59WJTCkablKEgF6OjoYJutNuGOW2/g6WdeQiFdkPiQ69UgJyAei1+Zz/HzTuDl1+Zz6eW/4pY//I5777mTEz93GroNmpkQuxVmbz2H9xYO8afb7ubM4z/LVRdcSCmXh3Fr0w+4jQGSygCnfulb7HHgsay7wVRoDtHVUUBPPYDyRXB9IRJB0HH9gFEekj7muVYf4N3KJLWvp8VptsACHCgVCayEweZyzvjad7nn8b9x38NPsu6sPvVyA+L7hAsXU6/5oAmer7iZAMPDTeIkBkzKxU4syyBJlEOWJjDUv4Jao8nSkSHoKLB0/kKIDbJ9E6iijDRJAvbYeha9ZsBLrzzJYNBgSc2nZ8p0VaUZNck6GQqFAlGUZi0h1eP818A7n3hii4wJHqIENB2tdxz/dtqpNBct5pCd5jChazKnnHw2j7++gGV+wHJvBX7Y4MyjT0VbEXDHLXdw9JFHsf/uu3PtZb/isVdf5g8PPElz4H2ef+IRnNI4zvvxpey27z4ce+rJHLrvgQxVGrw+2I8HFPMOD91+N9WazgmnnA1dOfLZmOHKIGEMDVetjvmcxuDwCAk62VyBtjLCGmhjp7nxgWxVewhtk4rX4LlXXuLWa6/BdHIsHVnRLh11JUJzsliTptLb282fbr2ZSeO3pJzvo7e3h5nTN+K2m/+IF/l4XoBhwu9v+i2dHV309qzF5L612Gja+lxw6U9xQ4/hgTqOUUIyJVyUaBmWzvrjOjG8QdygRmBqLB+q4XT0KvEEM8fgYD8DK5Zhm0o+yfVAs0Zf2TU9LVcaoZUwRFl5vbSsMQpUIoo4qOnsd8ABLHvnbW789TXsvedu3HTDjczZdjt+9fOfU8iW0ByLgRUDHDT3ILrHK1lfr1Jhzpw5lLq6eerJJ8h15LnuV5dScYUZW26u8uN6yP4HH4qRKZDtzKEDwwsW8aNv/oDTT/oS4/rWhtil4lYIkxDLUjnY4Zq662KprO5XMz74mKjDmk5LxmjVV8gxQyQAVvq5qpxP6g1Ed4hCgy9+/3zGTSxx9EkHk7GhGiTYmkkcRtBfYXioxqbbbcnNt9/CPQ/cz0MPPcRvfvMbDjnkUHJmicCPKJUKzNl5R2688Uae+NtfefShh7nkpz/j2M+dRGSZuM2IJIRSsahWPQBNJ4lClUL0PephiNFRpqOrE4DFy95j3iGH8plZm1LQe/jOuZeqUOGjqHEffObV1P5pHmwsVS8RMDRd0TzC9D0plIhGAg455GD2PvIQgkbCydvuz20/uYxjT96fbM5kJPa47vYbuah4C3ZPnjjux4s0/GoJp9aAwKW+eCGd3VOVXrAeQhKQ6Z1A4hTwm8OEwFWX/CdJzeSUo06gnNNxFy/D6M6gOSbL+2Ht3jTxjyJSpMkgtYV+BOdwFIX89K11KlfTXR+TntLRqQMNtJ5eNCmw5aa78P1vnMjO6xY488zT+dIXv8HPLv0xbpiQt7LQ2YdoJn3jutllzmRKMhnx1TM1/RqxCY7pMFzpZ8vZW7LX3D1JGiPo2GxVzDCQklEKxS6iMMT0auSBIkAsLBqq4HT0YWe7INboLmV5940XaTYOZfJak7jy8it4e/777HfYyWi6Kv8I3UiJUmlj08WjZJrVCdt+zN618qyP0jqSJEEJOGmG4i+FEYiBWezAsjSGaivozOscsf9+FPUMjYpLxiliWDrHn3gMT7/2AjffcydPP/syf/nzozw//y3O/9Y3wfPpLZcxDIPhEXBDH2yLRf0D+GFAxogpAw/c9zeGak0mT+jDMWzWmzGHF9/yuOvWW9huu7255bYnydoqu6jue4weTOth1gCZVNIp2W7pKGnKogkaLo6Vp2B0YARw6Lx92W7z6dx9y628+NxCspZOEEYw1CCbKZIvODRTJTHLUhuRoZmYZHHsHJYBrqsIEXoup8D/BJYPK5esadM3IW/lqL7zdzpQGSwi4ZGX32SRm7DpZjuxUfdMcuLy3uvP4ugqfl5n4gTWWWcdJk2dSjabpb+/iZUxWRNSJh/VdNWZ/3iMHFNDQ01E3TBw6w3cygjYOQYWLVHHV4F1i3lMcXn6tRdJymUKuV6ykmHyWj089/yjdE4dz5SZGzFt/PpsPWMzpkwpYpWAjMOee+3D8kXvsGLpEM1EA83hzw89iJEo/RgBrr7+Dzz04FM8/de/8ezjf+OOu/6TvrVhm5134p47/shOO25NAjgtD8l/mvBf9XdbBTOKgLDSJdvMHQ3CiHwmi+FFapVKhCt++lN6bIfvffWrNP0Iw3SUc6xmMlwZIGcpJlISpRis4+C6Po6Vp+mOoNJYKHQgLRKa1NlBtRqhr78BEyaO49l7b6EQxeQkojZQ5aklK+ieuQ0T+zYgj8ax++3K0Hsv8dqLTxNFAZlCAYlDBlf0k7Ed8vmsUu/nI/gIa6D9g206JdBqOiMjdQqlAk4q8pktlkCyvP78Mxx/9Ilsvtkc9tpvL8zOJvfddT933v8Ie+x7ML1rT8TQAq7+9RUcfvRR7LvbLpz19fMYzvbw4IN/5uanH+P73zyTfbZYn91OPJHJ1zzAiUccxC+u+AGL33iBP974W+zII2Mqtawps6aABz2RoBcT/EqW3q616CqXmLpOhkJ2dGppgGVoBFGEY64hVk7aEkUAa3+wtFZGcUBCJIypVgaYMjFKi/0dOrsmcczBB/CL667nil/9km+cdQZg4bohk/q6EMD1Egp2i0Glk8124Pk+hUKeRYsXcM+dd+EkMXgxsZOlXu5i7u5bQx3mHX4o5179c75w6FyO3e9Annn6TR558y3+48pfk0HxIb/3tX/jwRuu5qC5e/P5L3+JLWdM56GHH8drukBCplWs9VHtg17Jq6UjU+ByFLwcLS1ogd8t/LraDMRv4cNJIOKPyG8uukj222SOTOsYL7lxyHqbj5cff/MnsvRtTyqSgtqNZbLgz3fLZw89XKZNmSkGedlp1wPkqLO/Lv0Si3gDIvVBeePR52T37feTQs+6ssPWO8pdPzxPNizn5Yt/vE8eEJFBV91oEopIEsvIghdkq6nj5cwvnSsDNcWgH/JEhv2wDdAGY1OZH2nXNgrwf5oWSSyuhOKOsYVr6xOFolxkg0Wy3bQeOXzf4yVYLiLLRKQqIo1QZk2fLt1TJsn899+X6mtvycZ94+XoL3xBBtNrNIebowIBUShvvfWWbLzZ1gKOFJ285EA60SSDKeOnbi5PvbhQge71UC797r/LnptPk2m2IUUs+fzXLpd3E5F30tSrNIdEBhfImaeeJDNmbiCdNrL95pvJRZf+Vv7+fl2SRCSJVB8lEo4C+1ITiWttMYTVBXpriYi0uC3KrjAtLWhF+5o6czb9CEEj6xhIFOHVqxTKqTBgaAIJfm6YugR0x+MhgaUCJQfycQXihLCiY+Y70LIqI7asEdKZt7DCOhnDgMiCyCTIgZ1A84n7+cze+7L3r+/l8Hl7sClQFJ96YuAkgpUEUPNYWBHGrdfT3kbMFnYnCZqm0aoM/pC8yUqJzk/XYhLCtHTBSdR1Al1d0QzTG5L3iOsNjNwM9Q0fGAmgT3DDCpIfhw2YLhD4NMoOlcQjXwvpKBTVohEJuqXycXU/RNd1coauTpWSQKzjZdXnawMxjh1CtglJANWEXXY7hFfjInc+/ADr90GuCdnKfOjKg91BnGgYgQdYBLk8fsIo2UILidEIUw0eR+rp9CioItFP3Xsrt48ZhRaipB40jgXTNMk4RjrgOpqpNGV8v0FsQ5zTsbHo1jraY7yWDXYcEDRcsG2Svg68vPrUeKTJhJyFA+hWAT/WlHi6GaGYXzHVqImRdZhU7qEM+LFL3RtEN3RCTQPJgl1i0pQeLIHYTbBECbqT+GgSYoyJcj4c86we7LFdPjHmpLRSyG/bGN2dipDd4mt222BGGFkTj5BmECvQ0XHwxSen25TLRdxqTd17nJCEUK02yWYsFTLFadyoxUBAgprjdqehRHwMU7lRZB3++9E/s80W03n20UcwI2XXRm8fGDZerY5hmCrl4ji4bmqGDgwPDa2WPvok7RONhmFo6IY63cWJonnlCwXQNJxCjtiEgIgoMQCHRINl/V47brNLHbhewnC9nr5FPoYRYiTQrMKixYMYVgYKJYLIxbEi0D2WBB56sZOhd94jA5QMi0I2B4TopqHgJcuCAPx6hG1qREETjRgkwfwXcPHUEUVGSSYyZtJrgJ7QqFQAGzeGahMFX9khA5UBEj2HQTq50ktYmkHLYDObyyJ+iGEZ6Abks7n0kxOazWZbyppMaohhq5IOTIjEUCmpjAMmXP6z8znh4B0ptPKWSkCcTLkDCQOiSlU9whh0u+0ZyZgXbCWW/OprH7NNt5xG067WTBp+hOOY7YOiRBESeliORRBGWI6DGyWIYdM6xJqEhOEIeausdIFjdcmmv5BcvkwsJQVPoBghEeBFDQqWR0gdgzLNIItlO5gCjvg0msvRC11o5MjEOnEDjFbBkY4iSmoxcRxgGDaeH5JxCisRg0fTdox5zk/XhISYEBMdgpQ0m6roZiQBrQk0aMQOmt6BDlSH3qGn2yGki2oCup6lCGSWJ1DWqWUiAkL0aoPOfM/oDQuM1Dycsk4QeBTtgsLbvCoUMgxgE2ORDVWoEpoJGUKM6ghmPgemAqD0RG1PcQqLVgf76e7qgDgCLOqhiWaDEYJlRBiWEAM+FgYJDvWUEF1AtI9Wrvs07R+MQotupROGMZl0IgahEAURpqljZSxIYmwjgyYmlmkTRqNXqHsjOFYGNwpGtzDXJ5fPU4nqRFrKXI5UKi3QwLBsqnEDgwKCQ852yMcQDAQQBeQLXehkCEUjMpSeNTpUBqvq+qmfhyEACRnTXDlFl552VyfJ1hibmdZGjYPV9qmsNSyjpN4VDfq6u1DZcRNbz45CGmUVbNbdKjYmnaUe9ffRKMG12JHB1G0KmTEiXNkcvh9gpUW3pqWIxll0JAaz1JkOZ0wSNlt3p+rogM7O7nQ5TwgbdfKOMiyKLBDLTPuzVRSXJj919fvVeajWx1x+TBsLkOijWXOU46tj6yAh1KuAAYkBISRNocOErIAVQFemTBgExGZCaIVpesCiiUWoKzsJy6a9kjbDZdTpRzcmEtGNE9rYQQRJQLE7JkYF2J5vYmlqY4x1BbVlC+U01DXUMttiTugaaBGijb4PK7HUV7Fp6GhiQmK2g8f2ZEQDsgRhBgOdjAamH6BJHoMuzETHSsaQLAwgiejLdpLFggiCagLigVEnNqF/RGGu0tpLbRN0C9MpEIiLQ4QkMRkd7GGfTGCBZuLpeTwyuEmqDRmqENaMQE/ZGnHoY5UKaKEiHrkGVAhUf4Y6jqj7jEej5NXaPn5l1Ea/3Qq9NBS+SqhEirBTdaz0m05Go173IVFzIYoNMnaGPDEWHo3aEGgJNhpGog5CvqaoT3ECPVaGTjLo6EoODkPplWgxIysWY+gqGrOcVMC1WiEhYrgaYeZSmpuhXA4II/xKVRU4pVNwzLEsveXVFPOM3f/bfZVu/4mBaeUZHO6HIMDQwG+GCA62ZpDV1bklSlD0mkAnQnm2BE2w8zoYWRqVJhFQKFtIlKBjp/7V7QLy9upl6ppSA9YMGG4QJTGDQYOEDI7TSZhIqpAVq9goJcEYac2R76puVzMgLWhL32CVrlb3+KHnX8X2iYKl1jrpB8r1II6VlzOGQVwd4vvfOpdZG29KuSvDJttszsEnfY8//mUhDUMjIkGLPQg98qU8SIQpDbpMS9nJAk0d6q6HGVtkfIM8kMvoBFZCmFGrS6l7CojNZtM3Im93UnB6mDhuHBO6epkzZ2cGBqWd+RgZGAIzg9PRqcoU0fiwZPpqamMHwlBjq4hjero8xkS4dHWWwLO596qbmbPPnmTHdzNp8hSOOuZ4hvExdfjy5vuyb8cMBsOEZcTY5ZDhd+Yzc61ZbLLRzrz41qt41Jm+3lSOmnswaA5+tY64DXQJyekFPDEI0DGLRYI353P9xReywYaTmDihm80335L/d8HPCSyD5UND7DRzY9bOanTYFo5hs83Gs/jp+T+iGQnYrRV7dLH5YF5/ddcTfaLUhJceXmw7jY4cB4I6+B7fOu9crr7hLk46/TS23WVzXn5tAQ898AbPPP4Ic+YcjeiiDi9NH4oGSRSgRzFkDGXNlpYT5zOGMmlEQxvxcEoZanjYZg5dQK9paF6DoFJh+wP34YRTTqGzPoBXrWKX1qGjR1O10xrkS50QxwSeS2JoZPKl9rO0WDqjU3PVDjDKYUz9tlWEq4xFWi0gqC/Bsbo44+gvccPdt7LPsfvy9W9/jVeeeoXb77+X+x64k6O23odcYNGll6hV69g9BRKvysmfO5HE6eDa3/8XG0+bRCI11u2ZQP/7/TQG6uR7O0BLiOMI3QQj8ggbQwzXQw4/9njeWbqIY77+WXbce3duuuImrv7VJcw7ei4zJk1lxbJBdp69O6d858sM1Pp54oEHOO+883h1qcsPf/Zjsg5k0GkviaNhcbvHPpbU82laS60/lA9kYCRouwAESVp+FbUyGaFIXJf6wjdkvYk9cvy/nSX9oqxhl8bK+jUYrLdSECL1ukrx1OL2B8VpJqTe8CUUTySoqzqEYVEZBAlkSTQsK0RkcZCKFA0PyrYTe+SoL50py9WdicQq21IJRYbrqjxhNNMSptmDeCVZ6NGsQSsDsyotlES89EtGFaXi1vWHRYL58twdv5VJ5dnyzTOvEBlJREJP6kEgy0JXlktdJBb5/IT9ZT99c5k/f5GMSCD/fvJx0qtn5Ld3PCvLRTkZBJWlst34WXLUVvNEfJFmI5YoEVk+2JRIAhEZEKm/I7de8F3pmzhbLrv9KRkMRRphWnaRNEVkmcjIYtlp0jZy/M6fTTskEFm+QnbdaBMZv+EW8ny/K8tcZeksYSgSxpIkrd5SxXWJiCQfYQf9adsnWhL0dOobBvjBqH6Npmm4rsu6601VsAxg6yrw1hp13GYT1/PAzFOZv5C5cw/EcTopl9biyCNOZHCgST5rY8ZV0IX+d5eyz1Z70pvT2HPrLbn2V79kvZkb8evbH6NfA5KEns4SOS3BCz0gRqIQL1DaUpm82iabrjpRJ4nguT4fXPnaL3kbEPz0saOKQ0NiInUVoX2CUTt4CPV+7vnDjZhWB0cec6rCXWojWJaFY2aIXA9i0G2HOAlZpyPPuV/9EtffeCdf++FF7LX/bMViNy0su4Q3nJB4qmhf11XRXFdXVj1l4EK1nwt/+D2s8Wuz6W5bEumQMdSBLq5WaFYWq8qxxGCk4hKGMNzfD7kCO2yzLcsqQyxYvBAzGUPY+Zjlr4VOrI72iSajH8T4gaIZObbaV8N6nWq1Sle5xK2/+0/uu/9ejJRIFQ2D2TOOMFfC14XKY49yxPY7sKIywO/vuY2br7mcd19+iV0OOZpmGnx4b89n98OOYpkY/OX+v3DGCcdz2yVXUnvjPRqZEhUdGo0a1coAv7/6Stbv6WPqOhPZe7+5LB3wSXRoBOrs4uT0NMYxyHyspvfqAW21NJwHZZ4UpbsacWsgIyhp/Pkv92ONGGwyDTAgVD6bBIFPOdtJOFynoFmsnS1xy9WXctUVl3PMmedy6jlfwAKCoSESIuJGQm/vehTzfSgFDQjrql5dEwt8Fek1I2G3XXanN6+0sqojA+DrGIVenI5xNEIfM/BZK5/HsqCztxdqTRa88RYd43romzKRcs4gHnHb8WLygUm3uhCJVvtEk9GxlUIDKBN0CUOsfJ7xG2zABT/6EYNLl3Lifvuy7oY9HHfikTz7wtuQwIpqk4Kd49tf/SrDlcXcc9+f2Huvndlhx2246OILWVip8cf7noAw4tmH/8KCyjDnX3E5M3bagf1PPJFT9j+EnlI3S+ouw4DR081Ou87hpuuu5a6bbuC0z57MS6+8zK67787CRRG63bJJ8RBNrRrxByqyVnPMnTY1sVupglH8KGXM14dxsjYbrzcD6ijCbDaLIBRslSO0LAe3WmO5u4CvnfMdilmT4dDARx2IJnQV0dGJE40oNuhfUVHBqSRksxCl9TJkiwSLlxBpEAQBOipR2FEupkkdk+HYI1MoYOsGfrVOdaiBW6vx9J13Mv/Nt9j/4IPo7sgqAKf1Mmtrlj4G/4PI3UurgzJORmFc6eTcd9483nnzDW7+w23M2Xg2bz7zInP23o1zz7uMdco5/EqFV99/m33mHUY5V8BvRmR6Opg5ZxsqXoO/v/oaBDE3X3c9ZkeRvplTlAwKwn5b70ChmZDJlRgEyOY4/6rL2OfAuey55558/evncN0117Lk/fe55ZZbFBsd6GyZqgdB+yUa21baotd0DwOEIZqmUalUVEWCDQ230aadRUSQs3Bdlzp1jtp/T7bffnt+fdllvPOeukS9qZQy7I48jUZjlKuZYjBhi1EcxximjR+AaVsIYKNTbzbV1qyBYzgEElFvNvnvVx6mu6+bnp4ezjjjDI444gi+9a1vYAOuy5oqHfrI9ok+KggTujoVe6QlqNTGtzwPJ1Ng79334q5b7uHZx55gzuyNuek/L2dw6QAZy6YSBPzu1tuZNmMGUzecQc/U9enu64Pli1m2+B2IlQVwR0cHxU5UzYCmUbYdevMFCtkMDiomjQNf4eyRD37Idltuy8TJk3niycfwA/VASaKyC7ZtY5ttVZ81tCpCK23QrrZpHTd1xQels4/Qj/C0oH38zGeVV/Rwo65SiQnkO8tMsTbiOz++gMuu+jXrTuzh8ycdS381wcl10vRcklqDQt6iUHTSrVOB7dliamUcNjEmrA0J1Go1BBVH53JKhi9qjJDFQI8SIt1kh81258nHnuTaa69l6vrr89v/+h0vPfeikqbJomqd1MCvwf4b7cV/2qJoNMenoaHbNm6lokZdNBr9I+RyWQJsiqUyn9trB9ZOhlm0+C36vQbFnonsuvdBPPDEY9z0wH3ccPt9/O3513j8rRe54AfngG3iJQnVpYvRPBj2XDB1mqHHoqH5SLNGHdAwMfJFRsQntIBsgXy2TMYwSKKInJ3muSPwPWXU2Gw2V3qWscWqq0PrW1EkFJhjoWK3VhG1urwJNVh/3em8U32XF94FYkj6lb5iMV9AiPFGKsQZE9cyWFiP6O5Zi++dcTxvP/kQV15/MwMJqq4mpwEjRElNkcjFJNKgHoEXu2DFYJtsNnMqL738Kis8BTON1DwwwSwZmMQ4mgVOhoEgZPOtN2XekUfyX3fcRqZU4Pxvn8eS5TVqnkDWbO8g+gd2kdVTzLby9f5py6XGyCv6h9orY7ajA3Qdv14n31UiqAsDQ/2EgcuCJUuIDItyZyeljhJiJgQEZHMOm01fl21mz2TG+pOZOq4Lw86CaTHv+OPJScKLjzyvMgeaxePPPs1axV7Er9KbPrgXhoSaIBjgR9x1wx+Y/8orbLXFZ9CBSjUgY0MhnyMMPHK5TBvybj/sB7fmVZiUahG0MNT6Nsona3uuW5Dv4YxzvkUSj3Dz769SA9vZhQ54sc9I0iTT24HfqJMvFunbYCZjzYtJAAAgAElEQVQNLI47+SimdGS48Hs/ojIAdrbA0iXvUPFX0LVWgbAW4aQa8Uqf0gGnAP01dt3nAJa+9govPvgSJpArKqHRocFh4sjArQVotkbvuBKhK0pNd/w4Dj/6KF568mlGBoawMxrNlvrvx4QzuqxG0vcnwRkbfrQSa7qFM7711MOy6eQ+OW3ekXLnb2+QB+/6vXz1K2cK5rpy+LHfbmNSA28+IxOyyGEHzZMrr7pG7n/wVvl/v/yJrLPLQXLL469JOLJcZHCxzBg3U7bedC958JEn5cpLLpIZIJt2dsu373pUnhaR/7jyMtlxp1ny7UvPlSv/cJWcdfyJsv202bLFtvvJ8wuGxRWRFcPK91OSULxGRca6xa7E+G45q8bhKuJko5IpH+rLKBaJ6zI08oaI1OSLc0+VXvrkuONOkN/fdbNceNHFMmOLzeU3j94jkYiclt9B9mJdebfmy7PRgIjU5Jk77pa1stPl8MPPlsWNfvGlLlusN1N2m7m93PKbm+X2m26X++++T377uxvkultuk0qiZEoGFy2WfTbZTTYev7F86Rv/Lr++8yY5+2vnyQ47z5WHXnhOmlEkc9aZLcdvf2DaRYHEyxZLsKJfJq+/hcze7dBRt9UwFAkUk13htE1J1gDO+IkmYyQibpRqv4iIV6uIxHWRsCrX/fwC2XqjjWSjSZMkC7LJrI3kKz++Tt6otCjqdRFZIc/85TY59djj5DMbTpfuDmTWVhvJWT+5Wt6qi4QSikRNWfLkW3LQNgcIZGW3OTvJo5f/QiZZmpx67e/lWRG559G/ym5ztpDe6T2id2gyrW+CHLXXYfL4U2+1jXUjEQl8VyK3JmGzImGzIi2odqXSg9ZkjOJV68zWtVKwPRRV/qDseGOROJCGNKURj4gMRHLPpb+TLbffVujIia6bcuRxJ8oLjUFZUhmR72x2hBxW3FxeWT4g74qoMXBj+eqxZ8uErvXk8t9fL8vDYdlo2gaSQ5fxhW6xQUwQzdalY8pUueDa62Uova3mk2/LBSecIRvO2lA6Z06V8RvMknO+/1Opisg7iwdlywnT5aSd50o4MKzk4qKmSBDI6aecI6W+jeSu556XYUnUZPTidklFKM10Qo7pz9XQtEREWufNdi6y7WigSAcx4Pox2VTOWPwmSVDHzGYUXGCVaDR9MgUDQadSE0pFA4OEKKrhmAYSxwRNEyeTAysgxmBgMKKzO0NCgjvUT6czTkXbRahVRigseYtpO23PIf91K4fsvS+zgFziUo8aJBiUjE4QCFKCThhAwQYtDlJeYyt/pWI6GUt5SilTaq/RVy34Scb8qkJEIEkrASHQdYaHVjCu2An1OsNRTEdvD5ooQkwDxaBxGkDTJejNKvXyQcjpEIQrsHvL+JqDD+Ri5VTmV4ZwSh1EmhDrCgYS0rNTpUleU0TcFVoDKeXJAmEYIc2QnkJWMTTCREnBRQ1wdPxGgOOUqYfg5hR61BlFCkC1dCIDQOl8mzIGw10NwePHB0tjihvihHbJQd0N0J0MZqGs9C8sgyB0cQoOESYD1RF6CgZWBJWRIUwzQxjpaHoeJ59HdMGPPCCkrzujWFP4o4xiHaXX3Vmi4VcJAx/drY/me/2Egl1UxFId6q6yvo1DyNmojIuhga4pzz70NEXwEdy7DyT/P00TUmY1qBczHGW2qM9IiMI6PV2d6gGKJTp7eghcBZVFXkI21ceSfAK9JokXkIshlwcKYPeZJNoIkOa9DQ2SAKejCBJi6hoj1Sqj/J2AfIeNP7wEbOgt5CkAFgllS6eUyaTkWNRsjyNVcoCGYarzQT7TArXTE1naV1o6SG27ktWYnG7H3B83LoJaOGJUys3J2ni+UuUTwwJNsJ0AjQZB4tFV7lCpsBiKpR6SWLCSLDTVk4SGh23W0BmhnjIUbVwkbqgPjMHIQzOogOWR1WHtwKKHVPvQdohCSLCoNBpkihaaQM6EwIvJZFoa3hqBpiloBfPDAXgbflm1zmzJh8Q6aqXxFUhttL4pHo7VIKQKYoEYeHFIYKp0pmPqWKFiVfv4NAhxLBsShZlHOgRxnQRdGVDW0gODFivs19TBr9JbKJIMQSEBi5CKLMFYp4w4kFQh70I2iNFrw1iORmCA2KI+2NFVP2k2ppNV3uYadAIldFUQY6kJqYACCx3rg4yTVW6f6FLuGCVdAVWMpelomSwEEbEfEfkeBd3EAAZHUn0XUGaSutYm6Hp1n4ZbByKEkJb9RRRFSABk1U7tElOYOZ3Xly/gjMMOpuxCveKCDp6vVsNiIc9ItYlXV8bm2bR63/VcQCOXK5LIxwBk7b9btZRgAmkykHZOukWYVS9AhFDH9UfwXfADSExdmSVpGgStUAFiYhJERQ9+ungZYBlWO3lZLtLOw2m6mUr7WOB7FHKqpkgjJqNZBMT4kjKjRtRD67mcuk0dNC2mWm0VXKVv5piVyWZl357WyqiNXRlXY1uJQvZxK67ZCqkU/wBTIkXIDD1ITAyzQ3V+6KIRYHflVDgSNIgMSMwE0SyKiUYp2wmGDfjYoYduJfiJQc4pqonWCPEdC90pgkRgWmgBdJog2SwRAfmC8l42xKQrm2tzcC0bNF0jk1nZy8Sx15zjwUoLq9qfRxcMXdHLTAw6nTxiKQKwG0Q4ttByI2tdYHllgL6OHpIwQLdsTF0x77KOzYhXI7G6sQzATcDQcTIOkJC4EXomrScyVRlEreFiRgnlQomgAXYRsEx8NATw3RhHiygXu1YzD+zTt080vc3U8IdEsAwwTZ2wUVVvtmWRVuuo0ghL7YeCYnobhkNCTGQ0aUnPRJGFLw6OkcMmh6GXGaw1waiTKQfKShgbtDxhI4ImeENQrYygKvEiIq/ZKqAjdFONek1NviiKiOKIOInbxI412doE1FYKRj4Q/0hM7PkM1yDUIWc7bao/FowsHwYdujq6MTEwjVGLCCUoYVHKdBBHakfA0sE3CJo+nueh2yr9KRpYlo+BTrfTQ7nQhzdUxy4DjoqUXM0gBHJZA13TP8x++F9sOvzjFK0GxJEgku62ABJjZWzQhaB/Gb/8ycVMm7EBdleOcetP48Ddj+OFhxeRz2YYavjojFCiAtYImCGaaSNaHg0bSZnvhpMDvQZUMHxXAcLk0Dv6IAeZMnSUChhE3HrzjRx84P4UnDwz19+cz33235g/fxmgxJ5M08Q0TERkNH25xlqCQaKYO2MmowFI68QkBj+/4EK6O3vJFtbHsTJkjByG7tBZ7OHV11/hsksuYVzXeLJWjlImR4ejYdk9WHYPulGm3NXJnXfcRLXiseUGW3HkfkdgZxwymRyYGdxmHc1oYmciaEaQ5Lj/xjvZZ/e9mDJ5HT6z9Y787PLrSFB6jT6oHarhr5ZM1Opon0BrB3QRTM3AMDTCwMMy072oVuXCC3/CxVfezLGnn8rOB27OW2+8z1/++BqPPvRXttniaNYq5IERlCi9MraLTBVTapoq46h60JW3lMpREFKyM3gxNLQAU3Mo2Rr+EGTKMbdefz1f/vpX2Xa7XfnFL35FPtfFH++9m5GqUjkwDTvdiGJ83yeT0VVBerrSfLit2kCoLVlWvlSalYi0tINjiOsuFHIcd/oXmLvddEoWuLUIHYNZs2ex/ibT6F1/XXJmQrLkTS768SUE9gzO+Po5xOZCsh06m22zA8WcRc7I4ddiwnqEVTaRFCJSr7U6/d5/3Y2c/OVzmDn7M3z3yydz/8MP85Pv/5h8oZsDj52rlMlAFfr/X2mfRGtntMUSNKoijQGRaFiG/v6obDC+U449/WsyJCIjEsr7I0tlJBLx66Lw7hFXpPG+SLxCZKAmMpyIKyL96deChvox5VQxIFJbLOLFElY88SSUioi87SrxeFnWL7ttsI4cMnc3WbR8sSSJSNBCulN2dRSKRFEgrleTMGrKSlo6H1bT/8Dz/c9bIrH44kkkngK5lea7sgERT0QGRZrvya/+/YvSs+E2csV9L0g9BcmDurRp53EcylDNVR4kAy/LQZ9ZT3beZH+pD6nb9aUuTalIrT4s2/RtK4dtemSKrLcuEYtIVfzlb4osfV8O3Hi2TJu6pTRECeDXGxWZte6WstNOR8p8EXlXRJp1XyQIReJV64PV1T7BsqBOLUHggYCVdVSJYKKg8obn0jN5Mj4QYNBR7MQxIAxClOinC5Jn0V9f5eRjPkdP9zgmdE/gzC9+hVcWVcjlQBouWhwy//WlHHzASYzP5Nh/1x259pKLWGfq2tz454dZ4MLIwCCL33yXnffZj1Lf2lTDEN1RsdKIguEwDIhjIeNkMA0zPVmvyaa2aUhGTZdg5VU4TDATCJKY2Dba1ZYtL3k0dTIuFTLqYTI6YbOK1/DJZxXOq+qsPWw9wdEMMkYmHRclaxJKTBIIdmcvuA1eeeU5dj38UJYA/c0KeSfHzGIPC59+kcXDsEzAyNuqyvP/SNj4yfYoUVo7AJHnqUOLptHZ2cm4cX386Z7b+dPDz6OjYeNQW9ogX7Qg64LhwlPzOX63ebwTuFxy901c+7Of8tK993HSyafhAQXNg4F+9trvs7w9aHLd727gi587jpt/fjH1hUtZEYdUs/D666/RUS6SlLrZaLed6ewtMX2jGVx11R8oFaFRhyhU1LH2A+r/rKdXxzbdDhU/+nJhgvghmXyBEc9joOIRehFDgw2IwYtiYtKi+gSFz4QuHcUO1f1ArJA94tglYzvYmgWeelaNBIlCdKMMscO7j/+VJjBlmy1YARRyXdB0OXKbHVg7sXj5tflomjIaJbuK2afV2D7BSOiga9RqDTzPxczk0lNNAp2dfOPr/86C157npEP2p6tnCscc90WWvL0EEoUVUjA54/TTMQyLX117FbvuvTP7HbIvN//uOpa/v4JHHnwOkoAX776LYdfirO/9jD0OP5i5JxzJcXvswfSeTjxRQPLf57/J8EiNb194EbsccCD3P3Qfu+ywNV89+ytcc81d5PPq5B8EEUGowNGPPU2vgXNNAitBNe0xNkw6CkVWvPYa53z2JCZPWJt8qciUKVPo6pnEohX9NJNEWWlLBLpBzjQxNIPAV4ulnlbp2SboSUToq7qZIIjQiBXZVgBXx9Aj8ha8sWwxBlBPQjAdZq09idAfZMmSJanEtM7ISJVVxVpXV9Nb//tHszIRKJXLONk8aAbiBUrRVLeYd+zRvPvcY/zuil8w77BDueveP7Ptjrvy7S//gIgcg1HIs9VFbLDLbKZN6qVICNmAvvUm4i5uMPT8+9Dwuebii8EssetB06hKBEGVw3bdHaO/qkB1wNUjjM4MW+25J+eceRabz5rFlb+8jLV7x3P/fQ8Sx6lcCqNuqspves12dmvStWqxWuCjgsMAL1Ds+N4uTvneudx6373ccfddPPjgg9x33wPkyl0Yup7qjidQq0EoOFamTfeP0YgIkCQkihoYegQ5sG0TkRDLdGg2AdMh0QUzixLHAnK6BYlB3PQxicnlnDaIXiqV12jf/E/aPzhKtVJpOpGodC+oIiM9W1CFHNVhIj9grbUmc9heE9n7sEO4+KKfcs7eJ/P/mTvvOLuqqu9/T7/9TsukBwKhE0joNYRqKAZQQWmKKAjyFLsiqFixoKgIPvggCkpQwNCkI1UB6SAYCTUhfTLl9lP3ev/Y596ZhMDrK8PzvPvzOZ+Z5M495+x91ll7ld/6rVuuu57jLziFbMEg7i5y49138+t8mdgTSjlFs2lAdRIjy5cBu1HM5SkEeVYOQnevDaU8mf6pOMol6+ggtuFZ1EOf7bbbjgQouXlohHSXu3n00ceII/CypMCImJbfIpvZKJn/rkZ6zFH2MdLFVYDj6CbnScLcuXM5YLdZOK2QouGCDVU7zeIosEkgipFQe8WOAzWlbWETA8sQUAEq8bWgCtiGLgtLXMCCwLWoNaDHbb+QgGHyt9deJ8Kmv6+I5tlIkR3/k7UFbzM62Z63Gu3cdBt9bltmWrpqQaGMnXNgAJzeLBUCyjmPo+bP4dV/3M9AfS1d5QmsXjfEh47/KKd89ssUJncxXH0Ny7KYMmk25pq10BoiP6Efe2AEN04XybJZv3qQgAwZy8UGdtplNs0WTM8V6GnfvG2DYW0iPbXxv99hsf5bjjfvK0k7HgtpijChUCziZTM06lVagGmOFsanuQDsOMQ2FBS7sQybRisglk47bhwcDCfCdcAw9RYQR4IlMbigMjpkVp45k3wRRv72IjMBO4jBsnl2eBhV6mPq5DzdQA5TpyOd/z/sxn+u7CDR4ag292QQRBpeZpqseukV6PK0bGq6Sp598W8MVmt4KstUJrHn3F155eUXmTlrM6ZMK7Pl5tuxwzazIQMTtpkIEyay54IFNAdfZ82SZ7CJCPyI6+59COnqw/d9EmC33XZh8yl51j23hG5gzeo1YLlUG0322Wc/TdUYQBDobTmbyaIkfrupjdNo52rNdpWq1pBtzrkwpFarYVkWuVwOB13YBugMEloWXNfW37ZdDKXb6xqWTnPq9uqC32iQzRiUCh744NgGpuXh+wEtYHUIE7fZlh1nb8s9VyxCVkB31mb1ilXc+Nyz9Oy4LdOmlOkiSmONmwCR/C+NDbbpt3o5DEvD3mxdN4Tr6ZzosqVLOfGUk5g2czuOXHg4he6Ehx54mCsX38IJJ3yMvafNBj/mB+edwxELj+CkTxzH+0/5CFt39/Pw409x7SMP8YXPfZpj5+7AwSeeRP83f8C3zz4J86KvUxke4er7H+alepN5lkEOsBFOfd8HuPhnl5FvCgcctTdfuvobrBsYZMGCBZgmuBb4oRAEIZ5n65TX/8joUMx37DHNZmtCPoOY0Fw/yAP33ocx8jIFv0V2yCBTmED3bnPYcvOythnjEMIEy3A36HsYk5DBIghDhJBVq9/gd4t+T6a/SNEMGBGLlcXpzJ6zDTMmlHn/+07gtSd+w48/9QUOOGF/fn3jjbyUxHzgwyfg2QFFIK5msRzv3SAU+9dGm40j7oQekzGHdKD06xux+DLaWXNouCIiiVz4g+/J/gfOly232lwKDrLzDpvLOV//kawcSJk0GiLSqsvSh++W9x23ULomT5KefK/suuv+8pHzzpeXklh3BE0SeeWhh+XEg+ZLb78j2++0uVzx/Yult38r+eztD8r9IiLSFBl4Qy749y/J3Jk7Sl9Xt2y9zQ5y1RW3alB0VTf81NwputdzFNVk49KDN/XTfsdjdK1iGUWc677YNZGVr8hlX/68YBeErklC1hYKGckYWck6vfLNS38rr/m6y6vUV4kMvSYnbbODzN/mWIlCkaqIrJO6tGRQWs1lcsisraQfpNfrFgNbciD5fF7o2UKuePApUeKLhDW54Ue/kT0nzJYJpi0Gtnz47B/IgIislKrUZVAkjPUDTR++aneY7axL1Fm7DeeayDtNFmxqGCIypivg2OaOnSTXBswBY/3SdpbNAlQSYRqK0DQYwMbFpAewEjR6RamUiD79gq3JQdvnllZALnbBExpuhRwGA39+lp0OWcAHf/9bTjz6/WyVQA8paQLgtVVQm/orjMc0fI7AtFBxgulkkTSD3LnvDWhN3pnNJO3ztVPRpj6vIWo08W9CSEJimCkesEPHiGmDH4U4jomNQN0Ho6hZzUyomAGOrTBQWEAWS3NCGiaRX8M2QgyvQJMsYQu6DL3mQ3FEKedhD61hwf6HsnTY4bo772Tr2RMwCcihUKHCsvJgQmy0UAhWI6ezhF4d0UR8pC1KU1CIhvlIurGOl7mZ7mGjVB967cwNzIi20G2MpWyTYgpgGjYYHiYuXlpDTAz1aoPAMEnaOdAxfoSrIJOCCrysp8MaYUgz1MDTQsGlvztP0VJ4aI8yTgksazT0DYUJSlJnwBMggiQkaTb0TBync9k3AUI2EMhxGOnJjfZDM0BMm0E/JsDCNRS6oFdhqJRV2obYr5GxdJ+tGEfzcGvgNbYFWbvdr8EmxKCComXo1XcyLobn4DdrZIGikFYFmFg5lypN8BzuuPdejpy/L6tf/gce0GgGmpLe1S9i7Cf4SQ0TabMIAoqB4TVjJvjumjz2211kbCSk/RdtW2jsQw0AxzSwEjCChFzGwlSCFRoUinlNfAkUPf3FNkzfSt+BVr1BuZyHnAWWQdEo0lQNnnz9FWqS0JOArRIsLCwDcljYhqHrXDwdW7RiUFGIm3HBVli2psGTWGHYbwFJbk9ivF7tTcLlFeV8RucJEkUSRsSinQ7b04lEM5NFIdgYNNJwlGEAPpgFLbQxBnm9AhrlBGlfOhMsh0wur9FCNm1ydpyoSd6xIV+CrMWPL/0hVkajyLtyJYb8IRzTIhNa5HMulgFREmIbecIauD0m/d2T6Dg5Buk6dly0cR0bbdMbffhW35K0RCb9GacZEsZUdiUxWM0I8g7NlFs+pz8iSM/ttrH16QhbAUZGUJZ+6z1MohhGxCXnuORSNIx2UiMsoNFsksmV9b0mgmUoLaRxqJkpMBEckjHCaJFuqyql2TL/b2H/f3IIjNJ2jWrcSCeXsQwTM71We80ToBHVcB0HFzfNtLTvT99WYLR3+hgVRogILiaWWFp1Wiat0EdMwTUcbJUCUO2ApvIJkgx5x8ONEsQPMbwsyoS1yifvZsiTtithBMHBSIoakmC3wIgxpDgqjAak7drpFLm985UDxjyBTW9WasND0gOV2kN6u3HSQiR8hcTaFkxS/m5SGJXHqCY0gBiFj7aJVDo3J+9gWHrG1cBnCEViZ5hgu+QjiCoBcStJNbBmpndzGdZVGow0BbEMxNRUDomYJGngeCxrbWfhDMX4NWhsT0xtQl8IjmXgWGZaJmCiBOJQSCJdBJ918kQqJk6/HY80Ub4itKCaJFgtRUahbTTXI2vlsIwMmI7GIgrUW7F++WxBhhvQCLW9Z7rYjoefQOIojIKpNW4EeTfDQBQRA0PDA4BgYLB+KCEWUGIQBvHYqWy8iuManvzn1UG7/7QkGrEjqZOg4lGt7ZkYHtTjhGoY6XYaSYILuEKnWMRJRT9Ea8kojWEoFM1Y948ped0YFLRGq9YhVrgFDztr6e3IMIkTHxNFVzlPJqf7oIQKxLCxXA/DstkE79M4j/YLmoyxocdqWgVhg7DRoFqPaPhtgLyBbbYBFgIKXCyMBJxsDtMxiYhRdoxtmRC3bV5DN+TxE2gF+BWNpip1FagREhFiFLNgmdQlpppKUBTq8FCrUe0YZ34ERcehFsd0d2tQhgpDuvoskpQy3PMKG3qwMtb2HvU1xmOYb/plkyO9YKdbTawT+irWwgmEIxEYWisGkmC7DrEJlmNtWLWkFIaYtFuPx6CN6BRz7hjg4mBjYWKiJNFNdVLLac2K5RreYlg4loUNNEPwU4egESgqDR+wMS0P03LYeBj6Urw9xv3/Zej6hwQ1xhxo/4zBVrgZl3zewcloEyb2k85LbGGRt3MYtZB4dSU9XUxANfW7gSYEcRrNtG3dOjbnkenOEARpbF2LKiQt8Jtg5InJpVWpMTYW2UIhdeMhk1aM2LatLayWj2m7RAasHQLbyeC3wg2Wqd01oiOC47WE/LOasf3gjFEtoIVQP4TvX/A9djv4ALLdk5i13c58/LTTeeCB+ztG+6gXpHS+W/TL2cmKmhAksQ5bWDlILCQUVBCSNRywDKQ5wi8uu4TtdtyGYt6ly3MpGWU8I8eEXJnTz/oyK9a1yGVNCoUsgmbhaqN33rUxxnRpZ1/aa9apBlIhkPDiS0Oc97VfMHPWNpRKBRYctIDvf+uHKGD18tV87sTTmTV9ApPyJWZttTnHL1zAddf9GkwdFcvb2jZ/5eWX+MLnPsOWW25FJtvL7nsfwokf/jeCSEvGCXvMYcGc7Xjx9TfwgRZCPmsT13ymdU3mY6efxNU3/oHNJ+7O4l/fgwlUWg1wstAKmT33IHbbf75+ZKkZsIFA0s5rw3hqxjHxFnizbJobXkzQ2tAQ7SBYJmd9/OP89w13cdq/fZrP77MP61et5JbrrufFR5/ioDl7UCzkaBfQJHGE5ehcsi2QBAl2xiJGsKx26iwG08RWUI61WaRsg6i7yNEnHI9XzOoaEdeDWoOVQzU+8Z2f0t3fx6T+LDUfCjoER7FYJFajHVnG7DQYxtj3+x2mIFIzI8HsEIZaHe9TQdQAw+S4409l2boK5/znmew1exuefvQ5Lr3kEg4/6X3MnjGTxnPL2J5pnPmbi1g6/BKvPnk3Z59wBn//uvDlL59Boaa7gR14zJG0koivnPNlJvZP5+VXVvLN73+bM144gwlbT+dTnz+L007/LI89+DQLN59JTIBCeO6ev6Kqwk6H7sV2B++C0QpY88LrxAKFbBf4NYZXrqEWBOyy734I4HpjCv7ZUFrG3aFuR9XVRuRIGyYn0lKExBdpDYtEFZHWgIQrlsjsWVPljC+fI2tFZFBE1kciYTuqn4hmfA+VRCN1SZJE/CCS6mBNJE4zNEoklkjD9iOR6vJBnRWoJJrH3BcZULEMiMj6uKr/TuoiUV2k0pDrf/pLmb7d3rLo/mdlRHTCJ5INEytjs0yj5PKRTtfolM2/njZQkb4XVZeKJDKUXl8nMhK9KuFS+dJHjxWYIRdd+Yj4iYjEvkglEmnqDIs0RT5V2l8+Zs2Vda8NSkNCWf/SfXLmhxZIdou95L4lkYgvcvuixWJ2F+TixVfLsuGRTslIU0QGEpEoikS98JBsA/Lpc34sSwORQWnKSLBKvnbyZ2T77q3lvmV/lVdkSHaasa+8f5+Py0CUlnU06/KnX18t9G0rX/3NrXoeQTxaSpE2GPAlkkDSspR3ylU0ZnRUoTHGEhjrQ2vhT5PSbcPcMMG2qVQqvL5sJcWsptyN0A6d6cLg0BB+HGg2AjFY+tzzfOKjpzO5fzKbTdmMT539eVasGyKMBZIGBC1WvricM0//D3Jenvl77c0ff3YZM7p7+e8bFjMErB6pa2xfWNdE6nLUonQAACAASURBVLHFj394KbM235L5B+xENAqESStEtYlgyFvYI5uMC/5LrzQwqhnbW1onjbB+FU899giHHXM8J394L43Mkwg8m8iPaAQQN2FSuZ8er0yt0kCA3lnT+cjHTqFVqfO73y+GGDK5LJmcx4yZM+jqKiNAHCjde8YEy7Yx+iex9RZTeeyRp+h2IU+EF/jcee+DzNx+Z7aZsT0FLBbsszsvPfME6wdCzcUYezxwz1/AcZl/2CEpWDgZXSdjdLbacjMZz8pCc6w5uqnn0hbIOBHtBropISAmpe4u9tpjF265bjGPPfYk7V6grSSma0IPhuuQqIg1zy/hIx84kaV/+weX/eznXHftH7jl9js46RMfRxwDyxSMWpW9d92XN94Y5KYbbuNjp3+cn1z0A/KFLEOhogH0907W6UdLgQXVV1awZNky9ttvns4G+p1JIYnaYD5vKZDjMQQQHTtUjC1FTs0cI+LFF9ZgOVmisZaBKJyCQ9YDOw/1WkCrGeA5mU68Yfq2m4NyiKoxOOBmXZprB/n5RRexct0qGn6LnAuJr78RJ4CZZeF738+zTzzDmtcSvNAnqTRYVa+z8wH7YyJkiTnp/UcQtkZ4/MmniBMDmopnHn+GHXbfjen9Ln4U0ml1scE2vXEqZHzGW55trM2aRhbpaMZYOyLuhImcfcaZ1Feu4+h5hzBh4gRO++QZPPO35xioDTPgV2hGAad/9DT8kRq3Xn8jx33wAxx8xHwu/uUveejvz7P4T3eh1qzkHw89TLHQx/kXXMSh7z2AU84+naMWLmCwMoTKlWigQ0FxrNu3EYVccvmV9PXP4qijj8EEirkxL7G0C+HfysA2xxzvYAi0e090XusNPExFa+UyJnTBdtvOppHWhyWNCvgNonrEgK/jstU4oULAlJ4JADQIyE7uouwWqS4foOXDPofM5wff/Q53XL2YXXfckb1334Vz/v1M/v7ko4DueozbxfwDDycrsOQvD0No8cxfHqOaNdn5sPlYJBSSkJ322JFMLuHWO+6hmAfW1Xn1xdfYf958DWuzFBBstIO09f3GavKdD7Nzwo7YjY6xW7Xppr6vkd5ZGAEmCxcew8rXXmPRr37FkQcfyo1XL2L+Xntz2Y9/Qk+miONYDAwMcNTC91KYNgEsGK4q9jpoD7J9fTzy2GOYpS5++7NLaTZiZu+6rW5fYcMRH3gvVk43vYS0N7jt6tiIRNx4x93stOd+bLfDBFrRmIaQooEb7cpGYJy247cYYzRjZynHrKJnGTTqUKnVyOd1z8ODD5lPb3eJvv4JXHTZ5fgW5HomEGFSbQT4hATEJBbk3AIE4NlAovjc2f/J4w89yPe/+U222WJzfnflFZxy3Pu4546/6nRgYjJrt32ZWezihT/dC8rhhhv/iOrOs9Uus+kij5HYkIPNNp/Enx99DAH+8eQL+ITM2WVX7byYNiQhHblInT4ZO+9xHGNyT6OLt/FohytUuj3jeDrDb5gYxQLNJOTY9x/D4kWLqKxYyyGzd2PRRT9n/bJl1AaHaYYBv1r8e+zubnIzZzFpu63p7d+C1tJXNaNBlFBfsZrenn6svEYrxyTk+0uorE0Y69vMgLZRkpgn/vhHVo2McMCRR+iFs0ftRVAYSmkvPh6Nk72rW/Vbrh6YljBlEgysGyQBespdXPWry/nlxT+l3FNmTbVCADSCUDOD5zzAxcbk5VeXUmv5BGGCGet5YFvstuce/NsZn+APV1/N048/Slivcv1VV2pwlJeFniI7903mkUXXwdAI9z/1JDvsMZcJRbDF0HD0pMHhCw9iYHCIZ58Nuf3Wu5nVvzXb77h9+swljZ6MDeNopfXmHeCdjzTanJJQj4VYjfkfFZMWBCpUosM0OLbWjiLkSgUcB4YGRygV8nzwqPdRsDLUK3UymRyObfLRj36EJ//+NItvvYknn3qc++67jwdfeoWvnfcViAOKvd0YlsNQDZoRGKZi/drlxEEdO5OhQvpSKBNEuOySS0g8l6OOP5AwgvzYuhMUhuvqm3bsd1crjtnCXHTacwN4k9jQOw3LzbBq+YtIAM0wYMZ2O3LYYYeQqJBcOUsLaCRNnEyeukoYiX0ylGkNBNRHVnHYsQfpyVUb+uRKqFcqOPk8XZOnste8+dxx29206mB4EAwHHHboHErlhNdfWc7ahsn++8/DBoIRTddP1uHwo4+iKDHPPPwQtz/yIDN3m8PMCW0cgdmeURojFlQKY7M2mvt4DFNn6XTLVknh84bEWOlho8jaYzCLtoFfb9AaqYLrsP6NN6ClUwBdvV0kBjz93As4+RJOuYQ4FtMnTuTvj/+VmVP6mb315uwwpZv9dtyMrSfnNZ9i2WO3Y9/DsjXLGVhdI1IxJg0eu/Mm8lFIK/Ix0TZjreLDSIUXXljC7gceQK5bp8BzojWnhm5JShgKY1lp5U22+Diksww60fsCUEr/LzZjTCIQD3q34YDD3sfKJY/xxD0vkHU9lHIIJQQjQCWaWyguJqyNB6mGAb12ETeYzLfO/gFMNNln4Wy9ADg0RpqEdgayGTBMfC/L31YMsP0u+1LIQTQEXsFl4cf3YknzH1zyhz+yuprhsH0ORQLw8jkN2y8UmbjNlkyOajxz9w28aleYddR+xDH0AbZvgVFGY+z15RPAwdRdY03GZC7e+bDH2oVtbbiB/ShCrValWOrC8/RbkikUgCz/ePoJPnzSh5mzy34cctTRmKUCd956G3fcdQdHHLGAiVOm4qH471/9khM/9CGOPPggPvWlc5jaNYW77nmIWx55mK+c+ykW7rcNR592Kl+/9HZOPeFwLvjld1iz9K/ceO11ensNfdz0rordeZ665inELXLkMUcQt9eiYxuO3VJGZ9OJer8bWrINiYt1JCs0AxQRdps21Mhzxic/zR2PnsN/nPVhlnz2VGZMKvPM7bfi14cpGVr/+HZIVRq8svTv3HT3Uv5y5dW8sOQNzvrGl5g22YIWPHrjrZz1rfPZZf6+HPf+91Jv1rniqt+ybGCQD75nN5QB2RyQGIRejd6tPS695hqmbD6Xudv2kzfRW48lJI6B19XFnjtsxV1/vJZ1BYddD92fbhucdoVvClwelRETq10/a4zzksZp0LQDlRdJeXb8MXw7Oq5Zb7QkilNGdRWKBFX5xUXfk3l77CZTJkyWrvIE2X77XeTrX71AVixbN0q+3vDl2YcelA8f/37ZauYMAVP2O/hw+fB/flGGEpEwaoqEw7L0kftlwf77Sn7CDNl9n/my6AffkOl9eTn/rnvlYRFZLSJNvyELdtxXti/NkhffWC8d+vh2N1VJpF1y0OHZ2WQkP0n/5h0GvSUSHXIOO5cLJJRA6qIkFEmaIgOviPg1WfXioJx44mdk0tbbSc/kbpm/0yz5rwvOl7WNhtQaIifPOVKmk5ey0yW902bKe475oFx3159krYislJbU6k2Rqi/nn/5JOWjbHWTuZpuJB7LnrrvI1dffLIMisqYpmsSoLiLJP+T4Y3cQcn2y8JQvy9phkcBvr0FTgmhQROpy5fd/LLO6psmOc/aW5bVQ6iIy3EgFIs0gxBJJJGHauVV3iBhHbnkRSQnmR9Fpbcq7aFRaDb0PNVIoUcazkTjGr1colAs6dGLYSCwYlovfijHzuieKVEKcfLuLdky4fhg3myPJ54mAoVpAT9FDhQk5NwZVhdgidnuwFLzx9KPs8Z6DOePni/jQcUfTRZNJmJiDGciAn4cAIY+hVbxBqhnbLldqvG0cmG2n6Tq4PId/fa9JzyMWxNqeCU0Nb3OwMVQMSRNGQihPJrahboBr+OSaTV365+S0LVxLbyOpEeVdIsejBbhEWCj8MKHHyUGjqR2zXDZNKiia4lJzdOFasQYMrIfN62CaNJmh8aQp1BMHDCMmimu6g1iUAWz8tA94rZFQLuje4kPrK0zoK6NV5NjQhN1Z5VHH8Z2NNk5hTMRtbCJSP0xdqmrjeHbqQJmaSlkMomYLkkijqRVksjYh2r5wci5EMNhqEGPidnXrxUdR95v0Fj1sIOsahFFIKwLl5FEtMCJIWjVyjkPGyqLQdcMmCQQJKAhECBC9KBsEmjdamnfTgdl4pDaBdC5s6kh0qUgUQKVBSlfialJ3lVBvVQlVpEmYAh/yNo4KySnIt2LikdXkCMi7OU1klfgpD3eUduIycB0DL509DjC5DyRLFGhygFZLl/GaHX/OxrE94jAAO0GFTTJARkFf3iKMYNnaQYp95Q0jfxuAJcY3uvM26sCgzShhWGBYECa6ZBXLJF8ogWHi5PO6f7KKdUzK0Hpp9fqaPrsD+VyeehTgj4ykV1RYpvbK6vUay1atwHQyuF4Xga/5ZDBgqBng5Us4QUAXUG+tp1qvQsmCGDzD6ECsxsSe/3fGm9Jio694Uq2DaeFkIV9oA/dTQTUMEhvEtqDsQSkDhsIfHIZI94nuLvbgN+oMV9brlsUZDyyT2DQIMFCmRlsnkW4cVxkc1gas4WGbRTwTSlmwPf1eDK0PiHwwcLDcDJGEmFld8kEMflUTBfRO7KVOnAZyRCPjU5N8fJGMehhKpJOjsNqXaf+PoT3sBN3L2XNHnRxJYgh9HNciiVtYXhblGyR2higtmciITtFZ2dTxSvS2WGvVyBWKmBhEmPhoIH4hEWhEuoNiHEPWphbEOBkdsEmkTt7wIHBQPqhyzGBzhO5cXwclM6rd2+nAN2/T0tmm24ie0bDW//tIz6MsXQ9hQmgphAQbC0slOvceGtTDMnYXVBQYcZ1+2wJD0TQ9KlGTrtAm67ga8qOAyIJKBfoy4ECCo8MtQyPgufj5HD4KMwnIiI1rexvdk0a6R7GN4RokKBADL049D1cx6K+jkCkjQUgmdDsPq2YpAkevSRcxtpKUm88ExyLG7Ahjp37rHY63fwLpQwxiaHe0CGMII8GxbJxMBkSwUk4X03MIk1GY+khTQ+TCWFBKxyclDCgW8gStJiCEEqFj/BYkFrhZaIyAaxMYYGVsPMAO6uTTJkONtFBpZHgdfbm8tk+NsanL/41hbuL31GQIQzAdCroxLRkLCh0EtUmCQd4pkc1nwDLxKxFa+prQl0MCA8gSIzTCBhR6wC0QJAkmNhnL1WU8CqKWT0JAPazRqAUgDo5tpNmpiHp9RN+EgnojoJjpphLV8TxXV3MpnRmwbS1sAdEmA9zvxhq/NdI7DWgq6JBbGujwlOcYgCJu1lJGKBPBohVGeKldGSko5MH3wUJD7BEwPG9M1EgXELW5GIJmE5p1bZiruGOiNJshtilohyPGsrXwFXMeFglx3OGaH0UZgUaJv82yqfGO2r7VcF1dZyujYI6ISJtBrQQPi7iVQtWVScbTHRyCosGgVaNVyNAEmigM1x5tftTUISEHUInOTDiZDI3mCHnXw3BziKk5Kw0UZtyit6jthBDIZbJYOOQc3UmLRgMMg6jSGCX6+h80uDsOzFt8pH8b8we2CRLr6jvbtVJv2kJh43oZqo2IBO3kkUDea7emVgSVaproNhEMTENrVCcNAnrlPBQ0A4yqN3DQNo6Tc8HJ6JZikY+ZaKfZcxyi2Me0IYhguKIFuBX6RHGEaZiIakt+OgFjQ/EbY5O/s7FBcZdKVzA9e5JAFBC3tLlnArEfQKMGmQz1GDJZE6otnQu1YV0VqrQQM0MAvLY6SbkPlJakCDKugw0YSYTruDQSzSNedG0MEqysTSUGw4Xq+hFsbEhiXly1noajE2lmaJLBZe3adVAsQODjdOXT+28nJXlTtuXdSKv+U+dsAxDCMDUn40AvvqnwRwb54nlfYevZcyiX+9l197048fRPcs9Dj+GJdvi0hhe8QlHXtWLgZUu6iB2TDBA164iR8nGJg2nnsGPdxqwFvLBmAEwfgiG+ePb5dDlbMW3aNHbdc1d+eeW1WA6Uy1orZ9wMju0QhGl72nd94974/LqIv1NrU29w+D77ccZp/06c9n8uZwo88ehf6crl+d6vr2alD2ee9FG2LJU46/TvUShDBpdV61+jb/oe/PQnlxEPDXDAznPJdPVzwYVXYbjQbPn4Q8NsMWUahdIE7vrr0yx//gUmuWUmbLYdyyqCb0Cpq4f//sJ57DJpEs18wiqlmDljDicvPAk7MZg0cQqYJrXKCF3lPuYf+B4qtQomCgNzVBjN9vz0GE+h/L+eywT8QJcZZV1dO2V7tm6+0qhw/lfP49Jf/IrDjzme315zPR/7+OkMDg7z10cfJQkApasBo6ClJTmM8P1QO0WtpOMQFd0MBr7OCTWbmqo5VDg2jAhMnjQFFVU5ZL99WHzDnVxy6W+49cabmTVzOueccw433/Y4Chiu+J17V0owxtoYY+yecRdPQ220mmMgyiph9co3GBkexDWh2YgxJMZWimyxwDoSVAYaays4xNx92z3pLUdM75tEMV9gaNVaehKXvtiiJ9fHldddy+qRhFw2w02/v5Y4jGHSDN5YX8VsRUws2tSGhvivRdcwHAA+zCz2kVOKVwdeo+kIGSdLn9sDiQ2JxcrXl7PNbruy9Y478vvfX8eEXJkcunhOe4dmZ47jAL570/inzue5ml5DYoWuCozAhmRkPbfcsJgPHH8C3/zmeRx8xDzO+LczuWPxNXz67H/DyqAlrdUk49gQtCDjapsI8LIW1ZaWD0sMaNW051nwwIZGYmpcnQEGAUueeYynn13Hx/7zCxx32l7sPHdnFv3i52QzLlcv+h2xQFc5QygKPw43JArd5NTfhc2mow7bPxWUS8RBSFe+iG2CY2hTO+95DFaHCLuzBECvW+bA3t1w44hf/vxW/MEq2djEikJKAgQWpVrM/vvtReQqXl+1HAFuueEGdp49B8vrxnTLlLN5HIT81Glcvfgm3NSw7LIzSLOBFBIMTKrDDfyhEEKIhhvMP+IIKJX47R+up7enRN6C5nBdT6mtFcfk98fb4k6V7sa2U+qaSeq0pCETxxIkaKafxViGwm812WKLrdN+f2lCAVANn6YfooIGhm0xsvQVjj3qSEoZl95iLycdfxrrhgUvm7JPWLDupdUctss8Sp7LQfvvyeX/9XO2nDWHS397NU0UUydtxsyJJjFBeosWGSuPgU13dzdG6nBZhomVlqgmcfQmT/AtluFfHBut3kYgVAQYWE9XUQti0IBSVnut69esJpfL4kuCAvyBGoODy5k3ZxceuPtOir2TWB80KeZMSrZAPSAaaWAETZRf5ZbrrsOvV3ntlZc45cRTSEILgxxKKeI44fCFR1EbHOLOe5bqHUqZSCK0wjo16hSL3XQXesGHo484moGRGn+4/TamTu8DNGlXT7GgzV7G9EhM59V+ncdLIP+ppxAEEWGguxkbrqO1Y71KY2SQ3nKJaxZdyw13PqmR2EA0DJO7c1h5F9+KWf3oExx9wMGsrazn2j/ezG9/dRWvPL+UIxceiwCeXWdw2VKOWHg2Fb+X+x+4hU+cfgzXXHYha19ZitUzgQZZEnqZOXUWN/3+h/z9meXUB6p898JfIrgsOOJIIgW1piKMEixDR00t+3+i6c7GAaVR3J/WjEUG16/Dc1xUBGvXDNIaHqErXyRn2OSShAywee9ktjSmcN6ZZ/Hk43/htpefopYv0mgOYYY1cC28fIGZ5TI/+cIXWf7ks9y1+EYa1QozZ84E38SIHBpBgLJh6rRpZLt6uef2e7VAiSAmlIoeLmAaDsteX8U3zvoCDz/+MLfdcw9bbTuTmDQL3EA7VCmOtV2c3J7jePvZmxDGNuTK7HiIGc8hSbS7oYJQu2z5bvLb7My3LriQgTWr+MR7D2fGrDmcfMonWfLkMxDBwNAg2Wyecz93LoPrBrntzns45PAj2Xf/eVz4ox+zbnCEW+94AOKAp+57kFUDEd+7+Cp22X8fPnjaB/nI+xbS193NiLKoA73TtuS6O+6gZ1KJuXvsQN/06Vx++SJ+cuHPOObwuVgRdOVMVNQupRcajSodKpP26nVAtuO1VWutKKbGrJopQRMARgJBhcl9XVxx/SK6Jm3B5CmT6evr573HvJ9WrU7GytNIwCXDelnNtB2nki/D7/9wEzEeCpswDMHz8Ao5Vg412GPv+fz1T/fxpxtu5MOnnkggETQb5MtdeJkSiYLITPjclz7DzTfeRGO10FQxOAZRE0LRSPiXXnmRy6//JUWvzMqVKzHQPqbVhjK67RlqHSid+WrZGPdteuzp37yj6YsGLZ0nMTNlFFmgAFYfhx1/KsuWPs/vr/8V82fP4uUnH2XBofP47nnfYmpPL43hgBdfXcHRHziZXL6XWisi21tk7r67Mew3WPL3v0MLbr7iWtxiL1O33TKFLpkctvc8jNjEN/M0APwqXzrtJF4ZqfKTxTdz8913ceihB/OFsz/HvYuXULLACqDo6d4oYeSTy3taIIxkA4E0OtvMOyUuStNkKAJD07XYYmPhEGOBGUM4hBVW2GnPQ7nlkWe45777uOvmRfzyR9+mr9RFtemQtWDlqhG66IZJEQuO3Y9Hb7wfY9iiVJjGcF0TWTWaPquyvURTi+y+81weuPkG9pq3G0MyDLmAuviYZp6Wb5DpznHAgj3IZSxuvOEPxFmHwPQwwzK5pIxnWdTiQT5/7rkUp/by6U9+kuaAT6GN/7RhzWCLxGwjFszRCnNDI2HH0xXsCGP7gbRPPVYgoyCku6en80FipHE/0yEIFLmszVEH78edN1zHUw8/xN677s5VV/2adauG8RyPWhDxu8U3ss22O7L11tswdbOt6e2fTLh2FatXrIRQMEKh3N1FsRvdYFFMil6WnkKJIK30e+bBB7j7zkc47iOncvSxB3LQIYfyve9dgBErfnP5lYQ1TcplGhAGAY5jYWAgad3Gxi+akZYijMsQc9RyFEBsvZaGQNHDDxS9k6Yzd88S++y3D/seciBzdtqRgZFhCgXNczNx+nQCMyEYfp1TTz0ea6jO43f8mfXVkPzkqbB2BaYhTJy6BdkuOPOTZ3PU0QvYa97uJLaC6ZMJ4gBJEvr6+nh19RpKFszZdga333wtA/WA4cAkbxfIGBZR3GLnXXbi37/2Gb72ra9SHxnmou9cgK1gaEB0T8fJ2THoHDNdz7akjG/Oy2w7SWOP0ebW+ojS6H7bo3I8k5FKNa2JUVQGB8nl8pgYlMt5jjr6KCzX4Y2VK6g0a3T1dXPI4Yfy4F8e5LbbbuPGxYt58qkneezlpXz7W98E18VXMevXrSQKodHywdLtKlasfgXPNQmA11espRXBEYcdjAX4oU+pfwIzZk7j4ccewo/pvFWm5WBgkYhgYGNgpPMaM8bDHZR2cMpsE/JuNAwYapLvLuM6BirSpPBYJjU/oqfUxeCKN7CAgcYQr6uVeNM2Y8dZ25IJ6rzwzKNEXXlWqgim9KPqVZqvLyMXw54HzuO7116N2VVii81nwouv0xwcIfYHWbVmgP4ZukXJ5846iVef+zNDTRO7exoGTVyp4/tNJk+fAQIf/OBxHDBvX353zW95/dUhJvQZFHLQqo+Vi7FCN56uy+gZN3DTN3X6XE6HYtatW6eb6wBdXSVME+r1OuWeXsJmk4F1awmChGWrVqAsodhdolQuoxzdNy+T89h59vbsudeObLftFGZNzuM4BpgWx59yCo4Z8dgjTxNZDpgejz3xJFN7JpJzTUKgq7efQtHgwfvuY9VAnYybIQ581o+sYeq0fkplnfrygzhtL2cSBm1I3EZisrHX+68OwwRTN7tu8wdtWD5nglekJTZBs6J3NhTYNrUopuEHzJ61GY0IGviU85M0grrV4EffOI/fXXU5weuvkuTz0KyBEVNyFJ6C/KRCigmzeOO15VDIM7Gvi4l9Jfp7HNasqwBw4P5zyToR11xzE2sHmoRRgy7bQUlEs9kkhfxw2aWXMDI8yCknf4jqiP7vbO4tJ57+HL8Q2Rj81SaOdASBzmT0TugDw+h8/NQzT7PnXrtz2okncfvNf+SpJ57k3HPP5ee/uIy95u3HlrM2w/JM/nDLDdx+312ceeYZXHHF5fzp7vu59KeXs/+8I3js0SehFXDIh47DdSK+8Y1zePTp57j055fz5e98E9NQxLVh+oBtZ++CmS1w2aU/5a8P/Im/PPIXTjjpRNatX8XCY9+DYYNhg52iTaI4JpvRfRI2mGdHENs2zzsRSE1GCjaWKCylxnySolx6p7FqpIFnKcpZaPhVJIronjwVP4xY/9pL9Djg9GSpOoqoMkgrqPOe44+mZCoolbFsB2yL8pReciULP9D4WiID8Mg5HmQtmo0RBleuwPAjcm5Ob7FezKkfO5nVa9cwuWc61aDCMOspFHIYKgGBoFVnUl833/zaV1i5YhkX//RHmGkp0YZKSi/gKAZg/GK1Jv+EzeR5HnEcd7Rio9kAFHPn7MxnP/tpnn/ub5zzxS/x3iOP4q677+Dc87/KhT/5UScUMHHWZtx0x80USnl+fNEPOe64D/Cbq37NMUccwZzZO0GxBKUit952PV1ll8PnHcQ1i2/hF5ddTrU6RK9n4QGTZm3DFYuuZZ/dduUzZ5/JEQsOZ+mrr/D5L32WM846VQOnEoWdtiut15p6sTYZZ2xDyN4ZgaMwhlRYIpBgg5CjYDK0apD+GVvieQZ+DfKZLIbnsXpoGMtxmJh1sSNYUxum7pk4/SVyXSWoDnHYAfvB6jVIowW2wau19Sxd+w+cQprzN7OgMjSrDQjrbNaXR7I5ajFMyjh0A81GhZNP/5hWyqYwvX8SSEhshoRmDEkLr5AFUzjtY6cysa+Xi370A15+adVG5b0bbtMy3kkDXaeSjB4qeVNxgxKRpt9KyaESCYKW1Btp9Unki0SRxCPVzncqI81OC4pq0hKRUFRUl1pzWKLEF0nLK1YOtXTdTSgSrl6rezQnIhURWVupSWXJ32Wz7i75wm8WyYui6zCkVRmtPIlaEqqkQ+jUCGLxw6Bzn61WQ5RSo50i0nnpH5EoQpoxVAAAIABJREFUaYqSdk/qf23EItJqnyGuaVKslAwplqYoqYuoUIKRhgQVff1KPCTrhl4RadZEIj3floj+ZTiRSNZIJX5OJFglUm1JHIk0AxGJmiKyXiqSyIiIdJiumsMiSV1iEam3RFRjSER8GRCRdSK6nin09flDkWXDr0tFBnV/7oqIJL6sfX2JSBKKxCLVAU3MlYSbWrMwJepKxpBojc8YFe230ZDt/s0ArVYd17XJ53K0mg0N4wkDrIImOB8cqpIrZ4mAkVoV13TxkwjDtilks9rTTXFU/d0ZXSsr4PT1gRlgmTFhBOVSgZEooJn4TMxq3ukIk8TRUCxJa3IkRZbXGgGua2E7NrWW1tyZTE53G93kHMcPMK/G/tZut0E7j2UiysIt5nBz+rKelaG7ux8sG2m1KAKtaqS/kDeJiRFLtD1oOlh1yALYNg0Udar6WgZpy4QSUbWFJTH5jMJ3s8R4FIG8gig2CcIEcuC3FDO6ppJXegu3SoCR0D9jur7pJKRYKuj7NyH02/HETeObxjPHP2ozborfWtK8cQpuU0lCLpsjDHxAYZvp4nsuYBJFiq6eUmfzKxVLJKKwLJswpRsxVYLj6mhVotBkuGlDFCHClwZFR5OMha5N4lg4jSYF4I3hNSSWZuuPa3Vc2yYmQYBs3qMZhQRxSD6bJ05ibeu+jcyN50J2zrWJdYzjuHMfiYJG7KMwSKIII5vFCGK6Cw6ShZEwwiChQBZCAdPS+VWBapQQksEgwKY16pPFJk6+C99o0KRF1srgD/l4KLKmomXaGPmcrlEiAmXTqMdgKhKiNMYFYauZ8oJD0NJMxG6mra82ntf45/UNkUToGN1jsy+jzzEIIjzPQSURlilIEmHYJqgEYkWSOCixcLIuiQFr6y1yuSwFs203xShCXAxa1QaRaZErdGusoqVzoEHUJLIrZOwihhSo16FUVIQqwDazNBMBS3BQZGIbFCRuTIsYkwxRDJnUlbWQtMpRkARM0xp1XNJD31OUztrBeLsGs28zEtJAN+Am9RRjVwDLRAwNWzKUB76BmAbKg8CICOIRuo1eXRVowKqVa3C6J1EsgcMK3WBDTYW6nit5A9+BkBaKEZzYIq/6dbpOAVkh8Bq6RYfk9Y1ZijCJULZHoiCPgGojpiG2Iwbra8nbLoVMkcBP8LwCcSTYtlZAIqQEUB3CkzQROLpe4xXk0eK98ZnGCKJGeqfxOREkSXSnA6Ug0ottZbLYOZdEI8QoF7I4JoStmCQMiSXW6UQF2UKRYqGoSzyUIkl0KYOXyZC1PRrBCBJB1tZ8h7bpYAm0hoawSGiEdeqVRlrvIjjpojR8rSFjMUanZRhI20F502ptHF3910engsa0wEjLXsfiJhIfbAPD1plUwcI2HUDRWLsOImHKjEnkS9CKAoJ6AJEL4kDBQJUNYgcq9SGMoEmXuOSNHIkDSYGUSsOg2fKpt3T4BwtWrRnEsj2MpmAFCYFpILr7MTQhIaJYKOFmiiTYuJkcUaJ0/DiVgSR5661l/AwdPUafQqqq2w722ICHnTbRVkphpO1VpV5Pw3cOYug6KkywnFHvUiLBtV0cw9Xc0JFAlBAnMRExtmPqXciFSqWCiVDyCigR3LS/YqPeAKB/Qi82IWU3S6aQ17D8qEWY+AhQLGg4WieTJIo4CbFsc5OvrW7H0akUf0cLaNPuiOWA4W30qdKE7yqi0oBmktqRsUaA5/v7wTJYN+jTbAXkHYdcYSJY3WBo4vxGmmbsL+QpOh6EDuFAlVjH0/UWW2vhZXsoZrtpjayDqEXX5AmsqcV4GYOMa+EJBA0tqLEBLoIfjlD3mwzV60SYNMMYZRoEoS6HsZ0NF2/0VR//go0xwjjm2GjEcYJSCqstpqIwMh6YBvX1A1xw4YVsud2OePl+Zmw+m0OP/AB/eeQZ8lmHYKiBoZSmsjMtMB1My0ZXxtCpefZcN82SQJREenuIoZQrU20FtGIfl4RVr77Myad9kmzvDLbYYnNOOeFD3HPvU1r4RaeUFBCLIo51i2+IN5xX55VuE8X865pR9/OLMEmIsUnaYF5pL6qA8rnyO1+nq2tLespzKXX1MWuLLVk4fz5P33s/WNDVl6E3a2JJk4cffp5DDzsOy8qyw067cMj7TuCJJS8QVAegWSNaV+Hc879H94SpzJ27E/N2mcfpnziblypD+Fiseu5ZFuy+K5+74Ieoos3ywRFQiu9/7N/ZotDHXUtXs64IhiQUGhHf/sa32W3veXiFEocsOJLfXHM9lke6a423/nvr8aZtemPAhAAq7exk2jYEIR3YS63Oj35wId/67vc49rjjuOmWP/LFL32ZXK7A/fc/CC3winndV1CMTrt5QdI2FVpZVmo+mUxKZB6GZHIusQIaCbTAzXn62s0mxxx8KH9+8il+cMmlXHzxxbz4/N/5ylfOZ/kb4GVTQVRgmzYZz2WUCSF+i1f5nRriCogwiNulKWOuY2pzJqgRjgySKU7g7HO/zX//+jecd8551AYH+eAHjuMvj71OswWGtLjikh9z6MKTqKgCv77ySs495/M06iH3/+kvZPIeNEfY69DDuf7Oe/niZz/Lz77/PY4//niefv55/vzok4BNzjJ55rklNBHqQHlCFyiTbTJlpnpFnh4aYC2w+vXlHDNvPhf/6Cd86atf4be/u46dd92Nb11wAU898zKmo/vVyCaswrGrNm4aMmWBl7FtcNsUK+1jlIMnElUbFqkNiITDMrTkr7L15C45+ZNny0gaK1s+pGStiAy16W5qImGzpTl7hqsi1bqEotv6VkVkVb2lY3QqEQnWizRXSyCJVOqB5otp6vDYQFKRp2+5WqaAnP+TK2WViCipy58fuEMwp8pXfniTVNKwWy1SOiYpTUmSij6JCjeIob6ZcP5fHaGIDItIXSrpnNpLGouIJBWRkeflui/8h+R6DpTL7hiSofR7/7jrLtnMKsspp50vvoiEK5+TeTtPkzlHfFSerujvDw+OSEVEXn6jIRK8IX+7+1dSnLaZfPdXf9DXaeqFr44oWSciK1oVWffYn2T36d1y9mWXyXOiOYpkOJYHTvuCHJrbXD7z5+fkdhH57nmfkp0sZNE1V8nyMJb16f0veWNYfBFphiLRmBhjm2lexxs3bg39zscYAX97+W7HBo1sNi27FBADv+kzY8pUTHR5anfJoIAu+dU7oOA4Ni88+jinnPyR/8PeeYZZUlV7/7crntxpeqYnA8MwDDhEyTnnnBkJIorhipjlXvWawzVcMSGKICZUQCUKAkqQJFGQnIfJHU+sXOv9sOuc7iYoMu17+TDreWb69Dmnq2rvWrX3Cv/1X/T0zWCgv4/3/8e7efLFlVSKOcJmFdKAFx9fziFHLMUt59hv/z35zXe+z2ZzN+QbP/sZYlR4+rGnmVbMs9d+++MBngS8dYe3svGmi3n0/odwRBdw5UyFpDovnETRK4enpjgwIXqrb1ufiQGYsSYWiIEkYXhsmJZEFKf1EEa6LHfRLruT7+lhTb1G4MMDV91C65k17LHvXpQq4KVCd08XlsAGswpgwBPPPk0Y+SzYYG4n9Q1QqmhoS09ON/AcGa5RX1UlTxajdE0GB0dpeQG9syvUgO9deiUbbbkNRx19PN22znJZwKxZ3dSbugwp7rAoG1mcQuN2lOi+PeYU7uJGh7E++/dqKikkOt+rsrIDR9t/3b19zJw+kz9deT233vBnXMMjb8Z4y2FaXvNUJ+YoIw89wIkHHMpLLeFHv7+OH37nu9x9482cfsYHiICC8mBkJfsfdjovDFpc8ovLOetdp/ODC7/JsuGXqOW7qAIjowE9hW5qtQYmECtFLaxiBi0euuU2chE4CVgxJJ72qGy33St5PMkqmXtmZMyUk9Eo/6qYgAtik0OHBFsEhCrQT2dggjLIT++CQkLLaJB6Pq5bYHD5GhpOjtysbiwTXrjm78xpFjnmkD10rNZQui2OgqFqQhKkbLPDLnQ1xrj4c//J8KpVuoDNhrFGo2NWVccalFSJ6UEX5RBkZBRag8TdM6jmcqT+MoYY4aWgQPfOR6MclxIpJYkJh8ZwDV18lwa6i5aeHiPr/qXLXUmCCZ7qOkzfBHnVWq+XWwgmSneb8jxUXmdiiFNUTx8f//i5PPfoE5x49NFUphd422nHMfjMMojAJ0Fcxfve9XbymFxw0U/Z68DdOeqoo/j1L3/BiuVruemGv4KR8Nfrr6XqCR//zNc49vDDOeOUpRx98EHMmjmA2dPL80DvwCzqY3VeeurZDICsGK2OsHblSoqWDqdEmXfp5gt0eot1fMCJ6+GrQ4nfmJggFmaWFEmJtEXcNsCVydqRYShatJIWfZUcy594nKWnn8HyoUG223krXBPCoQiHAo5pUAdiYhxbO3J9PSZmsZeNttqR97/r3Tx8913MmTuLBfMH+NRHz+b5p5/CAEZrdab392Oi+PqX/4cBdxP6+3qZPW06n/vZ12hKjEgdLxoDtwerMpdaI0GR4A2upKunghKo1vXKWB1pdkY5TomQTPptqiS7O/8YuSIIXZUunHxWbef72tUyFEedciqPPfQwF1/0Yw4/8Riu+uMf2Hmvt/L5c76GiUkt8nl+9Sq223EHFs0pUzIgdUxmbDSPscFBlj3+NITwg/O+h7gGBx+xBXEgUPM4dq8DiUfrDNVGKQHHnXEq+WKRX37/Ata+WGX1muWc+4n/ore/F9Mx9fbbjsUqQIQkfeW4/hlk7l+WdnYlm00dQjfoRI/EoK+rF1at4JzDDyVf6GbJki3581238anPfJJ3H38YxLCqVUe50zAKPbhkQeqkDpHeEpt+QpLm+PgXvs69jz7Bz3/0XXbbagnn/+93OPOkU7j5+ruZXikT+nUacY3j3/9eLnvwPm64/XZ+dsmPedsBx7DhBgP4sWBgQ9NH1qymp2Ty4vJl7LbXntiWiWv28a3v/oBEQde0Ihjj6pfA+GqleOXKtQ7yD02n9vnSiTc0BXIFcHNQaxIND9M3dwaHHHIIF3z7Qp558XkO2e1grrz8t6xcuxI/TnBKBa698Xp68nPpLW3AwJzZzF+4AGpjrFq5ApRFsVCmp1BieBVUbAW5IgPT+zFQ5DNOb1ybb1/wfVa9tIytNlrIdptuiT9cZ+ONN6bYXSZJwXTReVgAQ6HMdSF1eh0i0OYkau9aFhm7azuMGaV0VXqgv5eTvvR5rrvuOp5++klavs9/nXuOZuWNQwYWbUTLMhkaHiUB/GgMzAg3BxILxVwRjAKqYNE9fYBjli7lJ7++lBf+/jdqa0b40bd/jJ2CaaS0JMWd1cuirSpst+uu7H3iCcyZ289zzz5Ky4vos/vodly6w5CgmTB7zjyuuv56rvj9b6nMmkmuXKTa0OyDyYSxvXyjmcqmta8rB2YaJlEcoESwDDX+JJSK2GWXZMyj0JNnjBG6nG722mdPHn/sScbGavQXCqwaHOKEE07ktHM+R2nmNIbrTyG2w7RZS4gGx6A1TFffdJwXRih5oquagBdWLScyEip2jm4gVcI2hx/ErbsfwnB1jL5kJbPnb8CWWx/Kjrvv32m/bOdNRKXESYxltof4b1TITNobvtOxflLtUfkBg4PDkMTstc+e7DrbpdgYRVyDNY0GET6VfC+b77gVX738Qp7828Ns9pY5GIaOU7b8JoV8FwiMDg5S6O/HLVoQmqAsShtsxPwZcxh+aQhvDOIkoHdmjjCvGd5GBMqGge1Aucuhr6efInnmuXmevecuJNbkW7PmzmVxCLXaGCO1KnZec0G1jZlJiqcmh/+mLh34MlEv+yBOUmzLxbIdJBFNbCMKlMHyp57E7NI0akXyCAkPP/EYQ41RDMNgeqmfbbfdjqeffZb5m2zI7HllFm64gC0WbY5jwdyNuqGnh93235fm4BDLH3tMP36tFtfcdAN2ucjomkFcQNk23thaugdcNlk0g9kzN+TWy6/lxeeeZd+D9iExYLQedUzFsXqtoySTLcOpVExjfNI6oldjaX/cXdFOHylDq1dpEqyibr1bKZXoLvWCkbLt7tswf2AmF33n66xcsQLHzFEPI8x8F6P1BtJsMa27TGOsnh3bARyoesRBRE+5QqEEMUKQhnixTxNwFaR+pBnF0oS03mQeihMOOoC/P3UPzzz1JEa2LvlRSLG7m3K5jGPBmrXDr6Fouqn8VFqNr29lNE3iOOqAVsm5ICkvPfUcJ73tFObNX8yBRx5CsQduu/VufnL5VZy0dCmLN94E4jqf//RnOeSQY1h65qkcf8rJLJyW5+6/3sfvbnuYj37kHA7afh4HHH8ilU/+mI9/4D/40tc/Qa26gqtu/gNrxoaoFAuYwGjY5Ke//AkjuX5mdc3Au+duLv7+jzjuuFPYbc9dSRUY9jheuFQptzEBk0XQ5QJTuslMtEENOo+ASiGKaQHGtGmYcUgzTnBNGK2N4FZ6CTFo+j7FRbP59KfP5rhPfYrPf+QDHHn8wYzVW1x00e9590knc86Jh/PwzTdxxn9+mm122o39dtkdJ064+YpreWHZSs444T2gIDVt1o6k7Oy49JJZCggtU+HFIb0YVIAzTzuJZ267jaOOOorj33Ui2yxayP0PPkZzZJRGbQwFDEzv65i+4+PLMktTLTrc+EpQbftlOyhcr9el0101DaU5slok8eW8r35J9tl9b1m00SaSs5G3bL5IPvOpb8nqwVSaiUiS+iK+L0/95S459LiTpTJzrkwvFGTXrbaR937sC5oQPamJRA158ra/ywl7nCAblvpl54UbyaVf/awMzOiVD15xrdwjIlXx5YeXnCddm24sbu902XP+ZnLeuz8hQy+1NJA30GT5tciXEX9MIglltDXa6Rg7mWS+TUQfyrp1VZXO3LWTBZ05lVAHvYPl8t8feo8wfxu5+MEVsjbUGYFIImmKjHdiHVktUhuSay/5ieyx165izioI83pk56VnyLW3/VXEr4ose1TOOetU2XX3XcQyczKt0Cf7LNlZrr7oSpFIZHTIkxce+KPMm2HJWV/+rjwlGoMrqcg3zzlbNuwtym8eulWeSloiTZHgkdXy3ne/X2ZsMFtmD/TIFks2l0988Xs6KdEan6tYEmlKBgIW3UU2lVd2sF0XUSIi4950Fm9Uk/V+fJnO8ItKGO/JZ6CJLRNQMYKNFxkYOnWNQ6xxeUoR2polzI31uYI2w20aknotMLsxbDT0x4xZfe/dLD7gIE752WUcd9RhLMAjl1QpmNMhEHK+AtsANwvnTbzOLCpWbzXoLvQQBBGkilzGgotKSeIQ08w4oqdi684mLc58FyUBiAdJA+weVmr/GDeFbiMiTEJMM0+AQYEUyx/VMTyrAq7FCCEBDgqbIlAOGuBVEacAhS7A0P3oW6By0IihmAMlI4BDoEo0Ak3WVbbRcU8JaTm6AjoXaq5HyUNKiikRpA6BqbL7AkkrwCyYYBiEaAooK83CPapIota5W3dHrFeEdJRWlFddiKWNgEmzbY4JFqwBho1SBq6hfZAYaNSa9BY0318nfpqt951l37AwCiWaYQyRQkUtCrZDrlykt7eXopvLGg4ZKFOhSHBdDQ9KmhHKsbP4Hnh+E9IQ13VwTIdKQdPFuq6tnyGBOIpRRoJlrzv1yaSHNrPk2/WIZpK9sG1a6KZFCRp4EjgxOdMBEgQDz29QtmyN/ImEIA5wi/o2x4AkaKBJvoyyCwgGaSIYpiItahPetiAiAD8k8QLydknjnk3Nc5kmguNaFAhAQpI0j+laWWtkgTBB0hCxXR0iS8HMuVltT4qh2lBCOtmfTnnpFMg/vBvq5ctjG3gLTFLiOAbTIlbgRQl5MfWNt6FY6aKD9Ekyolszw35mfz5Sa9JVKXeINMmViYMaf3v+KbwkwA3SzsWaGHg0EUrkbAuzyyaR8ZB2OZdHtTk5AIWi2fSwLAfLMDFNsJ2sjJAYz/fI54pvcPq0tHXOlGx36dycVK/A2ICDCsBMNfuaiUUS+VgIlhGSy7lZOUWCHznkuy0UNYJklJI5Cw2O1xC1KDJo+RFFNyROLULDZcyL6C0ZmMQ4+YJuxaybMHbinZ4SJI5xlYbYGzmLoH3tmGDbKLHbwPvJbrIIqp1GbeuF3vCmTDTSuz1xHUWbCIOa+O2Jv2TKKKle/k2L0DQ621ASQZ0Ux9V+mkOsIS0KEkunlpzs+EG2SqYtD9sxEcsAIiw8wsRh0CxhAgVamDSIcREcSn4eK9HtV2ISUglRSrAdA1PpmECSooGs7VGmurZDjyUmlVSjit7gNi3oYZmQlakaGd8OqLQJRkBLCdCDFRqaMysNsXMBxTTF7PQ2tPC9GNcuopTehFrJWnKWCXRhYOE1moBFvuBm60KEH7RI3S5aCZTMCEWDNPTJWxUYzUNiEJgQF/VW7pBixbrPcGLaDLUCTdUHmIkmak0MXR7hRICKdMrRMEgM3VtCJU19gUZeB1VeoRtvTN7QPvUKe9IwQIQoTBDT1B3hbcgbxngZJ5n3Kp1XnSfPTyFnaFpglO7tMhrWKdoJBTPPjFRvU7ZtkmBS0xhwTAeIdMmmZZgZsHUcIo8IShRJxopnWXQooYMgwrJTTGNqLB4dakkhNTDbm4YClGBiESQRrriYNsShScHKoSTUNqJhgWGSy7ltPlWCRB8vUglp5JHPlXFLmkwfLzPR8wmxEmLAMbVxZWAgRgxGoEnVU3AzAHoEJCQoL8E0LcyCoq+YJwYCSSmkMZhaGTt2Wlvb1HjQu833Lcb4DjeFccbXGS2SiYqYbYxKAyhQiqJtkjOhEQpjgeYcTJPxcWGkYKQoMbAnHjdpD0bAb+j2vk6ZvHJ1Nm0M7GzLMUkxiFCkNHx940IPzY6WZHtLnGjecaUwTRPT0hM4oREDrmtjGAbxxDfXQSbVzrWJDA39jolJwXRpNCD2oZjXZkxreASiBIw89YZuRayAuAWlPBTyXXihwsmV8WMN8FCkKKWBU0GcYjmlDq1KFMREfkDOUkCgVzSl05TVBsSEJIRQKBPHFiQJVprVASlDG50IsehSmQ4sJ1PGSenACSnCqZJX35teAz8wselP2/8W9EW3qiN6lUqhRYLKa1K4nDGhv4yZdpZFNUEH8gpsnUcjdEHprsu6l6cXYet+s/qEfkhX5n0qB6QITgEM28pgbSmYGjMeez6R5xP4McrIbmAAXpBkw1PjNMvrIO0jJG1tyiZH0FzwBiBRQldXljlMgSih0NMDee1Nu6WCNtTiiIKZ0hzzNU1efoB6Ao0AFBFENY0NAELDwcNipFHTKKZWTN4tAwGj1RX4Roifg8iAXBEsIiCilghWydFeZrNJrVHPdjBdNKZX0OxaJe0se5OgEeplKcIpEOP1wu4ntsfVUPsYkwBFwme/+DW222t/unt6WLDp5pzyrrO44fa79fcjMCXWE9k+ZSaJkdViKFChfs+2ClhoPGLSTHRfvQy5BAl3/OlPnHnSyUzvm07XzM057b1fJBFIwgDdHTyFesxNv/8DR59wEuWeXg7ffT+uuOT3+AbEObCViUqEFItQtZHMb0wUbccKQkzC9oqitPPkoLjke+ez1cLF/OSXN+K1HcE4hZbHNos2Y8ud92XZaIuH7voTi2b1oLpL9G68CV2lEqWcTW9uBud99WuYSY2Lzz+PDebMp1DoprtU5sAD9uXyn/6MJEgplkuAzcO3/5mdt92OfKFCvmcBCzfbnS9/7lusXFkHurEcgziIuPHii9l8zgbc/8jfeb5Ww8vU1ZSs0ZCMD1IyjdQLkGYVmoiVmArJnCMjO0FbtBeI0kqYqHHtlzTWQLegBnGD95y2lM985TvseMjxfPvyS3jnuWezZrjBA/c9TrOakU6mdY22bQS6sggQC0bTrIUyERgRJCYqNHFSCyfJEZrdxJZFbGvPHFv41vnn88ijT3DI4ceQBoLR1U8tBiNv05IWkPDcLQ/xnuPOIi2X+MWVV7JpZTafOOOD/PovTzAISCuCSBEDIfa6bTWZA2emum93ExAnAtvTT1vkcvoBh5BUq9xy/yMEBRjyRBt5q1ZiNltss+tuuD0FnFLEimqTg977IT7366v47nVXcfFVv+JXP7uYs088FsI6riG8mBR411d+wA/P/yF7bboJF3zxfzjy4COppiDKYp5bwByGnU58L9/43XW87YQ9+PHXP8c+O72TlS9BnhQrfIm5OQfqMStHW+QrFRpoC6PQdl4i9PKYakOgbV1HuCTY2Gg+0alyqK1X5mwnBMB55RIscaTraCVCVq/knjtu513/cTaf/tIn9FZBzJmnn0UJHTQlCcFIdLMheyYkiqo3Rq6nW4cmAQi1RZ5WqK5t0TWrRJIk5HMOvkBL6Uq1aQou+93vwVIMNix+dceJ1Joa89dsNigWgajJBz7yCWbO2ZjvnvddZvX2ccxGe/D4Hvvzg4t+yeJdPscGRRuSGMFad7pLMbSLnnnAWsFjXCOB2NalN+US0yolHn/8SRKgWFKQptx+y+00xjwWbb5E79zNUfqmwWY77co++21FP1tRokZvVMEII4ieplDI4SzanI1324fTdujHSY9io95ZnHfRpVzyk2s46+RDsWOLnAmbb7Mz++25iEV7fpqle+/PKW/7Hl/62Lf56sWn0d+VpzlWwxaTWNkEaJLaPJ0Vig47hmF1FG5CojNbOV8eznrj8rpX2LQdGmmvzZbNWK3O8y+uJl+0OiGOIhbTYkiXC/iJVnfD4W+PPsu7z3oXvbP76d9wBu/74HsZWVHFDNBtPMKA4cfW8J4zP4hyXLbbdVt+/r1vMaenhwuvuokVvk5mgCINhxiuryAeq1HJ9+ICJdNFERIETf4yuIzZu+3ABr3TcEKBnhzF3m4euutv2CE61O8PkTJFjeSVvhk6nJeiWcmyVg9GCpU8O+6yPSueeoY1L+otECPhd3+8DVWYxqH7H0wFyMcKNwavVsWHbOWxdUjUMcGx8cKAcHgtz6/kk1QGAAAgAElEQVRdzlgUgUp51/vOwGzWuOPqmyk6EBhF1ja1zW0Co4niLTvvwkK3xt2/+xGDpskQvYzECelk1ysrwGM8rqzG35+ob1MYXuyIAf8YWtu+UXEWjrRsVzsKQHd3Nztuv4Srfnsp9973MLprsd7FC/0KCgLis+Lvz3DqsafxyGPP8N0ffJ8rLvsFf7juak5/x1koB91Oodlkp233YPmyYX5z3bW8/axT+ME3vkh33mK1H2HnQdlFSFOiZIxKl02xdxqGOHgBYLvgtRhcuxJm9DFz8abUnl0Ba4ahWWfrXXfA9wJWrYXEiDAKOjRuJVMwsdkBbAIsIlIskg5bowFGynEnHIvRqHPfzTej8ElJ+fODT7Fgy12Y25/DjKC+ahDTByvV235KyFh1mNWjrUzhzU5P6JkbzcXO2ZpIwQE79FnxhEbYx8omscGyHAIgNXWpwG4b99MtwzyycjlrcTFKFXLueHuSDiRskiJOXvUm6OeUy+teFEQmbOixTgeq/hm876x30Vq+gqN334PZvfN455kf4q4nnmd1ELLGX0sQNfnAye9CrQ256oqrOPnEkzhs33255Pzvc+ejj/Crm+8kHF7Lo/fcTbk4nS988X858IB9efc7z+ToQ/emPjZEVCxTB+oNHTB08xZJMEKr0WBstEFsZrasazKydg1j1QalfBd/v+kvHLTxIu69/iqMviK4Js/Xh6gTgGtixVCMGY8LvhFR4z8tIhyidmHs+Awbwg47bUcpCfjrDdfiELN8eC2PrqqzxS4HYQEVC7ZdtDmNJnz7ox9ml5lvYV7OZd7AXDbedBO++/3vQSyUuvsg9nlpZA0+QN6GpMnMcgFvJKS5FqIwwXJAmc44gWmzxqbT85SNBs+vXcsoENoO9aA1aRgpGZy0HWucQiT3P5NJyjgphiiT10vbnoBdE9GcJMrg0MMPZ/Vzz/Kri37Mgfvvw28u/RV77LQz3z/vPEr5Csq1GVo7xJGHHEnfzD4E8MfG2GOPPaj09nHPPffi9PXyo/MvoNny2Wrb+QBYxBxzxKE4OYvI0GmrfHdGHUJMY3SQnGUxa8YAeUtPPBikpoI4Joh8EgWj8Rj1ao3G2CgYuluoSVbd2E6VTdEsWqRY2cbXJicAS2cASnkWTO9i2cP3oYi57a57iYwCi7ffnTgGWgHDK1czUIDj3v8+fnTdVVx53Q1cf+WVXHXdtRx78slgOrQaLSjkqHSXs/uhwLUpFvJgOfiRLqaSGIaGqzqYI4DEJKlHEHgUCgUsIEgTUmWgMn6Ndjw4VXRiwi8fZls//x1Q5X96zPYFKtp2o6HznkYW0ChViMOQo48+ip/96mLWrF3OIYu34XdfO58VK5ezplqllvj89MpfUS73MW32PAYWL6Y8Y4DaY09h1QOIDQZXD1KZ3oNVakdGEnr6ejEcmzDWBfI6iaUz9BtNn4VjCoMrlxGsIVMsl9KsOWDGjDSH2O3tx3J33WPvM85imjjgtahEKQUsEBfJQV14Zd/yf0EkCypLtqVlbR/HH2xlg2GDZXDE/jvRXPsczzz2BL+76mZ6Fm3JxtvMIZ8DXBM76xc9d+5M9tp2Iw7ce38O2P8Atn/rlvRO6wGxMVMLJCZuNbITWDBWY+XIKG5/P04XlB2hywLHzaOAbgWUcjw7UqNh5phd7KIEOMqga1oPStJJWZSOFfkqcZtJC+WrMdetg7zGbZh8kjijuEhTNIGT0kl1ohjExCp3Y9uKkfpaeooGJxx2KGUjR3PMI+eWMW2DU09fyr2PPcTl113Nvfc/wq1/uoMHn3maz/7XxyBM6enpQ9kpY3WIQg8TmzWrRwnChFzeyZr7onN6jZCw5uM1hunpcenKGjEEoWLO7I3oNkzsZpV62NKG/1iNB++/j/7ePAvnTdMh9azFoOuwzpKobDVJbTSUI52ETopjnR897KBdIRjlvrse5M47H2Thkq2YPtAObyX4aUojHAdERZFH5IfjW35qkAYJBAGupNoREguMAkmuwMzFc8n1Qqs+ghFCV06HYyTUPXxufORpzL7ZbDFjLv2ApRJWD67CzCzciYo28frbb06MK05SyClSynEv/h98ybU0B06SJBimiddo4o3VwCkwtHwlhDrnvGG5iCUe9z72N9KuLkqFfvKSY97ANB548A56NprJ/M0Xs3Dmxuyw2dbMn1/GKQN2iX0POJSXVj/D6sEXSGMfMPnTjXciqUOcNHGA4ZYHWJAfIAltTTyfjhC6EJkxOL3kKLNL33T+cuGPKecL+sHpqXDfs4+z/Z5bUyxnSm1XUM0IJ30ZOulflEm+aOJCYmfcO+MdIkyrBJjMeMs8yhXF1b/7I6tfGGPv/fcZtxTSgEaaElugMk5y23axbXuc5cyLGeibDkGLSprouFzq8utfX8uyhse2+25LaEOKQAhuVKUCFB2TJ+77G38dbLD1/kcxz8gxPY3ochSGKRAHHWVsBOP7j2DgBzpZoURnNyevXlO7Mv4DoESWWlMGtVqDUqWEm5F85ssVkDxPPHgfp558OttuvQcHHHoAVk+LG675I1f/8Xb2O/go+mfNwVQhF150AceffBIH77MXH/z4fzOan8ZNN/2Jy++9k//+z49x6PbbcOSpp/P5H/6ck08+nG/88EusfOJxLrv0GlRs6zQO0FPI03hpObf98XKqiUnOTnnhuUe48qo/ImmLw488kiQI+e5XvszSpUs56JBDeOcHPsiPv3Ae+Z4yR+y3B31oxJsFmnWX+B9Pw+sUaf+XWlhmAMSIslCi7UcrFugrsnjJJvz2jofo7p3Lkrdsgk+WB3BszHKF2Ha47fZb6J07m0WGjxslVOM8u269FfO68wytXgMonnvwPi57/gkeueVWfvWLSznylNM44rh9dWTEKeDk4Mn7b+X6a+ax7C838PMLL6F38Tb811e+jAvw0nLiwMPJ29x9221ETg5HCanfxE4i5s6ayZ477qI5kDJRnYHCv8WpSUVD9YMOfHy8tEDSSCby71RboQRthH4aigQ1ufgb35BDl+whC7tnSmEGsmDbmfLl//yarHrWlzENUBdprpbn/3StnHHM8bJw/uZiUpTd9z5cTvrQx2UwFZFmLFIP5Mk7/yr77rGrFGfmZOedt5JrPvttWVCZL6dcdZncJCJrQ09++c2vyywHKRoIRlGM0oCY2LLL9jvLcCuR0XpLxG/Iz/73K7L5W7cUZ9oMOfzA4+WXF/xGklaieawDXSkQp4nE4su6lB1o7vJElw20J1LqEsloh/e62hTN8x08I5d+4WzpZkC23v5UuXdU5AXJygKkIXdd+XOZP60i5CtC/4CQNwSFoIryvnd+QGT5crnx4gslPzBfcLplg/mL5K2bbSef/fR5sqYuMigidfHkqTuukiW9SkwDsbu6ZfFmW8rp7/iQ3Pm0L81URFY0RKp1ufun50svCIYlOEXBdgXHFIq2nPz2k2X5mhXZvZZxXvQ2N7qIjLMxrUPZxgRRqYi0s8Y2Ou+sPenMbVGa1b4VxAiKvGsicYzfqFLqKkFsQqRhwUFhlIaE9CUzIYVVAhUXiskYJCnRmIFV7EblITRgdTOir2hje+BY6DVCfALHxMWmfttzbHngQexx6Vc4+YgT2R1wgwDxxlBd3cTKxfM0pH5s7QilWb0aKFpfC8UcYpSoh8LomhrzZ/Vo8EIQkhY1w64pMYYkKKPtpf/rIhl/hImFGeopw24CAQl5hDxK2uGj5ZDapLUZpBUYs2F1Y5RZBYtew0CjhF0GlU0IlEgxQ5+iXcAf8siXdISjKi6t1GBmVkIRG3o+19RXM6tcwBWD1ppBCgP9gI3gEgB1wAyhNwKSGowuhzlzSMxKBzmggEarimMZFJwioRfoVskTd+TMaJTMmlVT5F+/xhHaWAy9VSeJYFkWOdfs2BLKskEUQdAkcSApGDjY9KnuzoUPOOAkIWHTA8chnd6NX9RnTWotZhdsXMDMQ5TGuv+tKaSpD6nQCAOsvMsmM+ZQAZpeC/wAVa5kQATI5dH8hjN78eqRNthNk6TaQI01qKQGs+f24JvQkoS45OAraPqCmRiodmO8qZjEDvNTO7oXkBKQhO0vFsEs6R+xDm5vWHLoyvCg9cER2nxHSRa5sJ0cSsh6ZyuwDLoKDv2l8d42UaSzrvPKPTgYtAKhMDAXMGnWasRR0gF0KIU+uQ3MngOmTRoKRBA0fZCE7kKRgpPXOqfUhGj4q+nJOhjcrzWP/0hMU2GY2nlOUjAMg2KpBErhlgokls7HxqkmQUoVrB709SJhKpxKN56fMtrIGmkTYJoRZgqNKrywchTlWlDKkwYBecMBEYb9Ok6pwOhzKykAxXxBA/1USthqEPgepOB5OodaLtvUmzWkUMTs7tGEjSJIKDT9kNAy8dHeq2ml2phrgwHWYQpVexrbbqZmvEJbgx6OBVEIiSqTGrrllEqh2wiwqSJBE8Sk3D8TlEkBKGfglHrU0hdskzX+FnyvrnEAaaL9OUfvDmZqELYiWqlBC4sRL6FQ6cM2Ev3Qo2PkWAlpcwwsm5afYluKnAFdhRyuMjvBKT/wJ9mM2duT9G9yMnHd5DW26TZyTc+uKItmEOO647AhiWMk8rFdmzCKsV0XL04R0+nURVhERFGNot2lVwsdYaAVvESh2EUiujNClH0/hwdeA9OxwRewe2jFMJzX3esrgOnXcU2NSMYodRhuq2tH6ZpdpklATB4XyI3UQVlQzINtUFfjJQJ5UhwfaAXQlV+nErdJyPcUrYNmQOIMkmDjJDMIPM2/HQtUguyP8sN4tRXk3RloUvo8gZ8QKBuzqHXQAYoR4EGj8RKlmd2gnCzrrDGcShId7Ky3oFzCt/UlrBxpsWFvAbc5iMq7xEaFaiuir+ARJS0SczpgYDR0eQgG+GET27VQhkIShdku2ZhguY2Da9sE/eb4A7kOYrT/m3yoCdEkZRBFCflMEaMoJQ51bz47p9s5OFl1nm05RLF0Hp56UMO1C4RhOo7E9AIKxTLNoKXBFVlXCo34MTDzJQ01c3JgaeBsr9I7S5QkOLmc7rqKIo5j/WD40DW9BxCSNMEjIkZBqQA5R1sbUdopd9DdEFLdaLCUn0LPMJ0QlzMxsDHQZoDjjs9sVlUPSUq+0gdWXtcZKD2X5ULbv0+IifRFu1AaGABlEYYBLa9FSopSQtxo6KegVMrMF8FPYgZ6NWuFyuehoVdTx9Y+QGLYJOismlMwOiWNuXwe09DKpZTC97xxTXlZkNGY4ky1EpFO1nn8sC+3Vl/29LdfCJMCnoIxadlWGQGGwpq8vBtR9n170tmMDFY/fjKr03SofV6z42ChV71JB0gzKHy7vjc7VoaqidX4em+iyx86T/tUzWlnnCkYUQa10pqYUQiN58KNLJQvFog5Hu3Ovtu+NLN9TGMyvE9ol45mB2zXvKtxVLauHMjKMZSdHTNGU1nb2Zwy8aYx8Y4w8TMmfkd/Tx9vapKDaoIurpf18n8q/45893pZL29I1ivjennTyHplXC9vGlmvjOvlTSPrlXG9vGlkvTKulzeNrFfG9fKmkfXKuF7eNLJeGdfLm0bWK+N6edPIemVcL28aWa+M6+VNI+uVcb28acSCf17w9WqwHv3diZShqkOr1y797PA9T0AkafbVADDQ+OMMIqXGKUGsNoysjcA22tcQozr0uQqUNYGQ6GWwp/+P0pk/mfCGAXEGiTPbqGKxO3zfE6FgKptHyWan3a0qRRfXk+rvtRtlmun4OXTvDUBBmB3PybCJodIUug5ZHztp0xwa2dmz+m6yXtkZm1qcfT6Jo5EUVEalL9b4vZ3EBb9uYrRBvOOoxHTSO8I4Ot9P9U8vaxQZe83skwaCjxf7GnuYQBpqWo04DrM/0qOK8IFRhDFamtQXUghaCQ2gBdTquoCLajPrOwEJKYHUgTqEYxoYKxqoLa+47sljeFV5zbqOf030/KT6trYnKwMS6woYHxiD1MPz9HC8FOpxi6h9hZIyuGoZCR4xAWE2qzEJTb+uId9jccY7m0KYEVumCV6rocmwQp8mKWMAsW517OHTYpRYfPAyIvBEYz6bCUQkNNOGvrdBlNVGJARANbs2CSOtpBLpuccHGWelm8pWv6+u0tIGsOqTeCEddipBt2+DFMu1IQhIgpQwCMhbGg0+XMsIGxSYlpEhPPUf+42AhldDd7iLUEDQEmzbzCg2Ysr5vD5RQROkj6+/GcFv4BENDpGK7qI6/tjw+iZmShGcLyOVm6DgWidjaA6BRORczXeQKMGxdG2JSsAfrdI/YwYGAc2wSpjqqgsvrlPMOVrxXIuElKY0NQOrAqKYfCFP0mqCoRl4lUA8BnbcBisnuvOD6+JVRzsA3jTOyi8Mh1YcY7s2ECNjwx1K8kTQhXekaBBwor/zbyKCmlS9Pr7lvexLxvh2K4AlMYhA5ENqYVrdepmPPBQhTm9BP8Vhk9iE1EoRZVNOFZV8T1Y2EOBEPpZpYpZsUgV5Evx6DWW6es1OBckrWqJrYOJmqOtZchXsfJHQgKoHfXle48r//2zZnfKZNmw6GX/fAsgXoemTuGA4kKCot2oUKGFikSv3QRpgxDG9ToV6driyZUHgQZjXHY0ISVVEYmt9bNRblHIFzHIOA13I5QqaZlBBGZPROCKKPJycjdHXR6gM0hC6bSBIMB2TkpUxBHk1Jg4lSciQ/O1HrTOif4u8rrtlWW0KDsE2NZNX1Kzqukdbd6rKzEAMW1+4AHFiYpouKQmx2dJ7VARxbBOIi2sWsAwbT/RTaHkRpVxZK6tp0pQUT+m6YMGgXOpGxppQ9yARAoF8/jUv+/XJOj7lbf0zyHYOg452muiCKloB2C6WmXWiA7oKFYqug2kZBCMNTVWc2ODHeu4As22j5PUPkwQXg6FI8E1wiwUiv0XgRzTqAbZAWkOvpMN1SAx6rGk4uQpJbIEyM7MAfc88D5KYsdE69XoTii6q6HZWetOC0G+Ms5GJk5VHTJy3V2GHeoPyT7l2FJDEgggYql0vkWDnHDCEcHA13/va/7Jws01wegvM2HghR+x7Cg/dspxiPsdIM8CgRoUxsGtgRSjLQVQRhUO7qVSHPi4CmpqVKbIUNfRbq+tVSE3uuPUuPvzhD7Nkyy2p2NP46Ce/MWFjfp3F5FNbR6TLSxi3rROD8cZEAJbLNv0DKKuP+RtuT8m1OeXUpSx/7FlIwO0tkdR8ztz3MDbIT+djnzhP23VBA+KQ+TN35OwPfAMIGAvXsnj77cg70+ju72PDuRuw3y778amPfJ7qEJg5QK3mnJN2pNsqYKsyFbuPhfO24LTjzuGe217EMsnMIMXzD/2Fd575DpYsWcJuSzbhc//1McYygjM/AqeYp+OkSJtcfeLYp26l/Ad3Tjp2oyEplgLHVEShD5KRGjWqfP3rX+Mz//NVDj3hRC679vd89NxzKeZL3HHzbdCAgWKRIikmbQM5JUbblIGCVqZJoe+RDtf16mA7kITks+5aIVApd0FscvllV3Dv/few9fbbQKWPajOcWhPwjUi2lGiLarwQ0mx/tmotc6YPsOO2O3DhRT/m2xdfzJOPP8Eu22zHXdf+mSQFs6uE5RtAxG8vvYLVI+C4BWLLpHf2LBqej5HElGwbP0zZZPc9ueCHF3LB97/DWzdbwBU//xnvOftzDK6MwfIZXv40G89byE03P8RvLruSD73/Pdx9/dV88uz38/gT+oF57r6/s/ce+zO4aoiPfOQjHHb4wfz0F5fwiXO/QAy4djaAzsNrZ8oXM4EOdQrnUf451864JBI2qyLNIZF4VEYev0M2mdkjb3v3x2RERGoSybLaKqnFIkFDNNFOzRNpLhNJ1ooM1UVGU/FE88IMisiLzVR8iURiT6QpInURqXsSj66RVHx5vl6TF0TkiVgkikWkNiiSrJWnn/6bmLO3lVPPPV/89nX/X0iaaB6dJBFPRGqi2+DqVr+RSDgq8vz9cuLiBXLQvifLi3WRqog8+fRjsv8m28l+m+4qI76IH4l8ePsDZS9jrkyrbCXf/fUfpSlVeWHwaVmw8BA5+cRPSRKukUb4gnQt3EZOPPvzmtYnGRYZfVKO2HYbqQwcJPc/kIoMr5ZTBnpkdnErGa2LhC0RCVvy2y99WpZU+uTL37pSXqqKfOGDX5CNiv3y+GMrJRWR1kt3yImHbi/TN99frn3EE09E0jS7kamvBxWLpBJqjqIJLaGnQl7Hnqa9ljDULr2dd8EwIdVWetP3mDZvHgG6D0p3uQfXhCjM2mmkHkiR5bc9yplL38G0vhnM7pvNB/7jw/x9+Ri5gsLCgyTkhSdWs/sOB7DhvLkcfNgB/OCbX2LnLZdw0eW3E5gZSUPeBaNJX3+BUrGX0eGsrvf/Mn4vk1+mE38RwHGpj1bpLlfoKkErDtlk44Xsv8fevPDCC9z5xKMMBgl5t5dp+T7233En/njt1YxIiD1tBoOtMSxXYVgObmggYy3Smk+r0dQncBN22O4txJbJM8tWwqphFmy0OfnSXIYbYOSB5hq233wjgtowa2srcCvwgx/9jC232JUFG83E90Pys2Zw/PHHsnb5Sh568BFAR9i0TJzfl4XNpmhren13UDTXDkDs+9ppUYqenh5mzJjO9dddyfW3PIiBwsGlvqpJsWxD3gPTg78+w6n7HMtzocd3rv0Nl3zrmzz8hxt4+5ln4QFm2IJqjf2POJYxM8/Xf/QDTj9jKZdd8B2qz79IraE5dJqgXftohDSqoVLIuV0AhGHYuVzP84iiaNJ7/1b5Z/HKegMDKBQKNJpQtjRD6RZveQtiGtx0311YRZPRWoQVOnzoHadz8zW/44XBUdaEKWbJIggbmm4vdZllFumKobtYRPwQYhisjpKYAU5RoLefkeE6tYZPpTdz7gs5hsY8xFSU+2yaCeQLJbq7ZmCakMvpa5o9ezYqX2RwZJhqSzAzeuqOka2mmpVxXF6HMhpgKOr1Jr7vYeUKmbWeQk8P5378ozz/2IO8/ejD6J02n6Wn/Acrn12pOXBIoGTx/ne/G9O0+f4lP2LvA/fk0KMP5vJf/JQ1y9Zyy58eAGVx5w1/YMyP+MjnPs+hxxzDSact5YQD92Pj/l66uqfTAqohgEDcJPaqRGGISk3iWMdlw1DbMfl8HtvWvQFfW15HYPz1yqswu076bGAGo6OjrFqxklJOvxX7AcVikVqrQSPxGUoEwcFSNttusZiNZk3nhxf+lJLTRa4rj1uyod4gHW7QrXIkYx61sRaJkeP6397EZdfczIIF/eyw7RxwU6LIY/GCuYys0THyu//6N97xka8Ql2Zx8GH74jXGaNWH6J/WhVIwuHYIvICZM2cjI4OsXL2KUkGRtimjJg1sgqM4hQb7a9CbTJZUoNLVhZsvgjL105gIGDbHvu1kXnjgTn5xwbc59rhjuOYPf2Kn3fbmk+d8gZgCw3HE/dXlbLLXNiyc20+ZCPIh0xfMwVvRZPChleCnnH/et1G2xYFHLqGR+iR+kyP2OwC/WiNIY+pogiPQL0p5B1spLMvCsvSTnaaTFevlv0+pArZFjf9TZPxMZM5L+7ORYXKFAjNnzMA1IE0Fy7ZZsGgTrLzNSHWEnKlwcyW8MICSyynHHc1vL/011dBn1dpVpHYK5RLGjBnQivndNb9h04WbYuencfjp/8XAJjvxw+98jpk9EbTWYDshjzx8DZvOm0/ZyrHfke/gxXQDPv7NX7HJ3A3ossbor0RIOIICpk+fBk4BSU3oLqNUO5lkZLw+xvh4dRaDdhe1qZJ/oIMqi9Ybussm2b8UVL6kuejqLeKhUQYG5nHcAQdxwfnf5Jllj3Hkbgdw9WWX83x1NSMqIe4p8/sbb6RS7KKnt4f+eXOZs2hDqA0ztuwFwKBcKNJVzDO4GnKGg1koM9A/CxODulejvVmQRhArTDGJIw+lIsIQ7fxn5BhJ8nof1ylcGdV4SNhKdU5XyC66t4uYlLGRUawUbFGQpDz8+KN4QcDcaf2UgCiKNNFSbYylJx5HPDjKg7f8hWKpQi0MCVujUB2l2NXLfjsdxtVX/4H7H/47w0GNq2+8ibdutgCSJhQKjI7VeevGi3nojrt49PEn+Ms99/Pgsls45oxdaYVrcKM64rdoVMdoNrMofTNg5Yo15EoFeqd1UW3qAaTt5arjVRuMB7+nzqu22nP5WiKAYehOGwCWaWC0n45SF1bBhkGw+/JUCegquBy651Y898QtDDbW0N3Vz6q1I5x4/Ns55cP/SWlmN6O15zFNk1kDS4gHB6FRo7u3D+vFYdw40gwwYvPCimF8ZWMU9BWagD9SJddbJA7rRHELZfhaGW2QVKccDX2B2Lb9KiOCKbd62gCGtu2YheUSlTE1t+rYpQJ5N4cp6Difsrj7gfvo6ulm/x12xkkg8loUegqQs5k1ay4HLNmSP/3yNxjKxjcM7LKLxC1eqtaY/ZbpbPPWzWkR0YwTuntM3XwuUpD2UsjNpzUKm8yfhdGT4DlClFEelZ2IitNLQVVo1RKKRZM4DrGKvaxZM4xfHWZgZh9dxfEhCqDUOJSlM49qwoCnZhr/scSJjsabln4dBJGOxBsGK59+FrpdrZukQI2/PfkIw7U6bppnNgPssPW2PPvMk2y48XxmzeliwQaL2XzREsjBzI37oaeHvfbbD29oBSseexAHIW3GXPXHv2BVelF5TTBkAbmubkhyhB709RRBPMolCMOUQsEhSSCKMkZVpV5lq341eePKOQlvMRF1IhOOWi7ihQGNWo2wpT9bvWwZN99+K93dFbaYt4BCAH3dRaqtOhRyYFp86OSTuf+qa6kP1mjGEBFByaBuKlS5B2VAwTbpzmtOxVbTB6MA1QZhLBhmHtsC1zIpWxY5IEdMGRsikwMOOIh77v4rD973qHZQxeaK316JWXLZerstEfQiNL7P6AhqZ6zrOHcvl0nh89daIZUJUaqf8hRwXN3x/sWnnoJ9DeEAACAASURBVOLkU5YyZ8PFHHL4QZR6Em6/9U4u+e3VnHTSO9hpzhLwY772yXM5+PCDWXrWcRxzymls0jOdO+99gN/cdTuf+Mj7OWaLzdjvuBPp++9v8Kn3v5PPfPOzVEfHuOrGW1k+VsNLNcloEWDFGu6+4wYeXraKMGry2BP3c9XVN6OCJsccc7hexaMEEQulmODEvNqkvVY2/l+TDFilV8YJRGFp9pnZatAMffpEeOj+F3ngb9dx4QXnMbqmwQUXXkgfru7LnQY0wwYtoGCY7LH33sxWn+FpT1D5EjERw60RxhCGwkjDuKIAJ0nBKWAUSzoFZEfkug3coES1Dn1dYLYS7HSQXMkm8CNcu4f3vv+9XHPjjXzmC5/isCMOpPXsU9x04y287ZxPsWTjbiDrh06b0azdm2HijjOZGW2dpE0eH3dCjxOZxHVMMxKRoaamYg+y30dGqyKSyNe/9lXZba89ZcHCDaRkI1tuvoGc+9lvyopBkbQlOpDtNeSpO2+Uo487XLpnDkhvsU+23XY3Oe2Tn5Hn41DSxBcJWvLiLXfJ0j0PkBm9XbL14kVy6Ze+IbP6Z8uZV18hd4qIJ5H85ryvSz9It42gioLbL+DK4kWbSXV0LAvEJpKGgUiSTgrKjsdok2wUoawrQXoqiQQSSSSJnsRQdNQ71MHhVOoi3irZbqPZAnmBiszfYKG88+1nyAN/vlM6k9oUOXrOtnLYBttJbSgLMI/W5b+PPUUwZ8uBZ58rnqyU1bXHZf4Wh8jRp31Vag3RyYnEF0kSaQbZUBrDcuhGG8umM3aR5pDoSHwgOkCerBWRlkjoi7REbrviGtlx5+2kp7sos1Fy+I77ykP1pjwjIv+Pt/OOs6sq1/9399PPtHSSEAiB0KV3kA6hI6FXAQWFK1fUH/eCem2gXlFEBBUMIoIIROkgUhUuSFWRKpCQSTKZTDl1n93f3x9rnzOTELxeM7j4HGYyZ+bsvdZe5S3P87zvubFE7QkQiSRSF18anVuWOBaJg/Uav/ENNaDt1/snYnuytnXt/XGv9B5FRCSO1KD44ku/xDLYfi+SNEsRqoeUPihJxj4nFl/ielWkGoh4IvVYXXf1E0/KNMeS036xSP4gIiMikkhLPAlU1sUX9TADUdmiOFCZnKAhEjbUv5Ow05f2ohubkEH6Wt/JGIif5lzS8gcifigSuiJRIBKrWx2UmgxIXSrtsfECkaYv4orKVoWuSOxKoxmI30r7F8QSSiieBBLFLWn5nrQkXeOhejKJhOInwdiGEoYigbp0FIskXiQSuSLSkkg8idIKFhKJuM26DPr9IuLKNad/SWYyRb56zy/kBanLyrCmhqemLhhJQ6pSlYqobJMEnQc4IW0ttc22KbDmlquP+43x37ePJx3QNRM0JRvptD8hgka9idWdxzR0jDaaNN3lFSI5QTQdrVCAagRBTDMWMjkTu+zQ1VdkVt8kHMAnxBcINEvZF+0kcNvY0NKDsS1gmgSgm6CZa2IO1+zsep/U74sr6unVBNDU4abKRSosdivKktUNDCMNjSiIDs2ogpVxcHI9aKKwj7apY1LBlBhkkrLbgYQIw9SJ0Tp1CgUhigRDM8FQDpQGGLZCcsTYxOnd1psehmjkCjlKCqnL+V/5MiOaznvvvIVBQN7MQzOCxEw/v62EHY8JhE5gnNFcx3CuMa7ta423vAzWvAcfsHQNIwbNj8llDPREMAKNQjGPiwI7FB31h2vD52uNOuVyGXKqTlO3Ba0w5o9L32FUizC9ABMoopPR0joCAaSsBYU6Fh0dUWq2HcgTSCzjBWHXau1ltR6C3gBoY6CIFPKProGuiqsHKQpM9wNKTh4MQ/Xbb5IxHcJqTL4vR97KUg2a6EmEZZjEkfJgdS1B4kR55gKRHxKKT86xcV2PbL5AEEV49RY93WUQaDRCDMdC0yDwXUQiskUHHfDDkFw2g62pcJJt2ax6bzlTeudx6bVfZCSjFn4zcsk7pU4wWkNXZZEZF4YZX3RwfUdRRD5QuvYDryEKu6elXyNJN7u23rEBcQSGG0Lewk215XPpvfvpZ9sk6faacjxadXTbIbRsEsCkiUfMSJCjbJvkEx9TV1CmtpNcqVUpdpeRBAyJFd9E1+gY1ZqBoHduLb29VK45ldbX1qcOzDiuStyWZU5Ah0BLSNDxw4iSZaMFLmgG/nATs5ynbvjk7BJ2BHgJQWYVhpklRjkPJGDpoFED0QhrNobuoOcZJ6lMWvkvHdtWhC4aViZdYGlsUFD3EsURUZSQc+w0KpOAptKmtUGPYl8XgQkV3yXn5HAAO1Q3I1ZICNgYarcc9/kT0TpPYN0O+lp8knF0BC39XkvAGkeSkQgCTSHBKFiQ7mQO6U7YOZkSPEAMHbxYXSJv07I0PGDEC6gRk8FhlmZSDsDQEgL8TvBd1xN6uosd7lZiGMSanW7b7SWrr9G3Dwcx385OjINWtfGZQN7SCLw6kIPYwclZGA4U7EKHW5YYYJs2OgluK6blqY+tu02azRZoOlbeUcVsY8CNaFQUJjyJI7yWMgQcx1S0EIGwoUAkfpAQo+P5AUEQkE8nol9XiOiw6oNmkpmaJzQTrIbQG6sSIZXYBytUOFRUrR8iFSqIdfWsJ+qk/se3gzYnRmKF2BFFDyKJxmw3R0dzoBHF1IKQWIMojrEBuw1fjsFKp0e7bG/b5omJ8BIXA+jK2BhklY3jCbQETVOVRHUBPUpAAuIkaDM0lF2oQyw6cZzwr1Qrb08qRXFTN2KLWoQmPk7GRHwIawHkTdBCokYLM1R/rNnKGtdIMAwDJ5MOaTZDLl8eA7G2CV+GTSFfBHQsw8Qy7M6s0A0gEixLFPbU1BU+0bEpZHPUq4pe4OQdgloLK18mdENW1vpphqPopoapQ6WRYBoOAQFoYXoM6p0ToI3fnKhIo/6+b9bZ2jZYO5AWqU4mbZIOBJUQRY8EX2JM20JVtjU6f6KIZKrKgLLwdHzAyxnEhoLod0Wq7kkuUaU4qoSQ1cCMwQsIhkYhTOOHekyiQy1UE7v9nBLdIBGNOFn3qtWAToWACWjKsNeJNRkbyAgI0hNQAqLAJS5Aq2QjRgLikzHzGO2N1ADxXYJmUxUvFxitt9A0Aw2TwPXVL5oo+FIMaCZxFDE6OoptmzTqrbEOagKG4A2tRnTlQDV9xV0qlgqdIKhdyJK0wMpmmVYq02VZigQokM/pHZaiEECir5FBXSPgPwHtH4SQpf/T2sd0nE5CRVP81uXfZIf99ibbPZW587fh7LPO4YknHk9JPeNmhJ4o+1DGjOC26+CLeiq6aasN2AcJW+SxiKMEHJMg8Ljmums5cLddKWU05k2bwckLF1KtujS8sQ1a0wDNSFmM/5rWDnDHbTtk3Enws6uvYost5nPt9YvBgQBR21ctYNe5O7PbzgdQrVZpViscuv/+WFqZnD2DaX29OAUbTbc486xz8StNqPucc8SxTMtnyFoapuUwZcoUDN1hqy23ZnDlEK26x3677sLGxQKTp0wna3bTO2NLunIFzj33XBC49ntXstnsWfzihpvQ84p8ZRNTHRxgx112Z9+9T6LVUr5AnE7HjjsNH4q9s3YhlbXeHh/ISQc4idSqiwIwdM47+2x+8uvfctanL+Jzu+3G0Irl3HP7HbzxzIvsu+1OFAs52gSaOAoxLEUMMgXi1PMWAS0FZcSJSjtqAfT5KbnE1GkFIU/99WW+teg69t/9IG686NOYo6v5/KVfYdvNtuKt1W8renYLerJt0MTYiI2PDKgJqzNR53g7vNUJH2npoksvf/pZZ/G962/kxkWLOP6kY8jk1V/cf9e9DI6M8p3vX06pXEZr5li9fDm77Lovn/zsJWQKDXx3lCw5pndPwinnoRriVZpM1Sdx7U+/iZ8VSsU+atUGvb2TyRVKZAs2V191JfX+v/Dg08/y5Z8/ycJTzuLw3bZg6zlTgITTTz2Fm35yIzf+7Gd87OOn4ZhArHP/rxYz3HL5t4suxDHHh/oStTO2+RRrweYmpKlwYyxJGghd+9V+XwWVPZHWqEhYFWmtlqD/Ndlq7gw59z8ukVUiMiwiQ6FI4KdR3VhEwlgkSCSsNCSOY/H8UGrDdRXRd8cCpnHii0ggQytWqGh6TURcV8R1pR6oMrjLvFVSkxGJxJNgdFikf7k8f+d9Upg0Tz7/3Z/LSBoMDtN7931foihaI+C9RtA7CdRrPaO2Y58fpiWDQ/WRvqjgdzwkd916g5TsmfLb+1+QMGpIozog82dsKQv2Pl5WV0Vcrym1t5+UHWcV5NyzL5FqrOgJLQml7o5ld5J3R+W8rY6Ug3u2k5Wvvy2JhIr1EInEoUjS7mTgibjvymO/vE6YtKn86Ml3ZEREfL8lEvoiYSBP3HWvdNslufYnt8rwUEPEq8qOG0yV/Q48UVY0ROqJylE0pCqhjKr+uLJG0sKT8dm79WudrVAbZwyM96E7KyNprxBdrXrTpFqtsmTpcorZrOKUo3KZug3DIyN4ka8IvqLx5p9f4RNnnsO0ydOYPX02n/nU5+gfHMGLwZMWYeix4q9LuPj0C+myiuy3007cfd0PmDGlzDd+eRsDQNGZRBEbIwmxcg7kCsyYuxkJGm+//XYHdReGChJqmTqGof0dMuXErOvUPMNAx1DRTmI9IW57bmJw2P6HsuucOfzo0i/jL69y6813siJyOe0/LsIpQdaxKc6cSd4wGF49TBRCKwoIiMhk07uPQZvURX24StDw6O2dhC8RSZKgGandqYHnBii73md0eBWEgosCU1i2rUJfnsdeBx3MZvM24Ze33oxlmDx2292sGqpz+ic/TiYPtgZxkKBhAVYnZEV6nTYrd6IIH2tYpOt6LO0JGcWijDHb6QD1St1d7LLTdtxz+2L++McXOvz1VhzRNakHzbaIk5CBV17j9I+dxJt/eZ0f/eBabv/VndzzwIOc/ImzSSzIaCCNOrtuvyfvLRvm7tvv5eyzz+LqK79FPp+Dru7UZtfw3KbCNEoMmRx/fOkvuPUGhxx6kAoZCWQsHbdZV7ZjOxQ1gYO2RhtvxSfq8ahIV4JPhA9gOOjFXr7zlS/y0ouPc9OPbubrX/8ux551Ktt+dGciwPc8GFiJW6niNzx8H2zTJEwi+lc0CMOxByRBQilbpNlqUXebVOoNli4bxI9UNCGTtyHwgZByKQ9dPawcadACGs2Uh2pZkER89zvf5tnHHuVH1/yA8z53GYcffxqHH7kfLQ+sBGx0dBwS7HQyRqAnneTHBMa8YQw0oAADa+ei2/ln3w9VjjkORFpVkaguEo7Kb372Y5neO10Mp0uY3CdHnXeO/P6lF2RlbUSWtUak1qrLYVvvIlvak6T+9mAHm3Dfw88KMzeRWx7+ncT9b8uff32nbDp5vjx034uSxCISRHL1eSfKdBu5ZPGj8kcReSOMJRJXJBoQaa4UWV6V+dO3kU23P0TebihioZdu+ZHXFEkCSfymjM+1jx3TovrzPgbk/7Gto0p9KKE0JZCGuOKJAjFIS0SqgVx08ELZJDtb+rrnygOvvClLRLEkRQKRoZfl8I16xGSK6MWtBFsXHGTj+bvKnbc/Lt6IK9IQ+cIWJ8rm9EjJyAoOgmZKrtgnF/77ZbKkf1Tdkzsk0nheHv35FcKc3eWrfxiUQRFZXRlKmX6eSMsT8WI59eAjpccqS9+UefLoH9/ssBsbI55IPIblUMluBQaIJP6Q2IFrgPHG2vijWrdVqi51VZU0AjpHHHEUy999l1sWLWLBfgfwm1/cwj677MqPvncVPZkilmWwevVqDjvicAobTAIDRmsJu+y7E9m+Pp599ln0che3fv9aGs2ILXb4CL4OWAmHH7sAK6sKlSdA0WwTJJSbeuHFF9NI4BvfvILu/BhtyHNbqkxwHKrkzjjdoDWaRgfNPmGLW2unTBPMdm7ES/cO3eWUT5/JaBSz/yFHsv0Wm3TqQCPQeutt4pbHYfsexo2LbuKexx/l3sd+y9e/cQUHHLA3TjELw6N4rsdmxc24+uqr+e3vH+exp5/irnvu5vwLPs2MGV1KC0ciSEI0LYFKlVA3iYGucje1kRF1P4YB9RrfuewyJPTZa+FJbLLjJhCBGUG+6IzVyAQVDdEVwODDOGXW1LAD1oVNi9MBSwR0TQfLUfNB09CKBdx6wNHHHsVRJx6FV2+ycN8DueW713LmaaeSzWZxA59Fi2/j292Lsft6iT0I4gQ8l7gVQhhTW76cST2TyWTTMIn45KaUCXMm+UmTGQHmAEaQwOgIv/jJjfz817/h6l/cxX77bQ3pXUsCEquFkkLS20P54R3V6WVibSzyYacBbFUtPjWw8jGTt9+I3OxZ9EybTQ5Flmq4Id15yM7dGC1O6O7q4uCDtyWTB50QE4uklV6nq4tGvY6BxsITjifuzhD5gqVZiKHMFE1LxbmikCjwIF+g0fI7BIFSqaRiOboOls2kQpFJhW7q+TxVYHIEVCvQ04Xnx+gFYyxKQARpNdbO0E7QOW2u6/G0wxRtQEQYKb2dOFH7pG5oylPxPbB0ciVV53hguMLUni6OP+wYfvCD79OoNuju7sUydc4883ROuOxzrKw32aB7OkMjNYy+PjbrzkJzgEJvN/Zyi3oFJAOOpbFqYAQv0FhdrVIkxUUkCQ8++Dhf/M4P+PwXr+DoY3al2oJiqrmTxAnZYgFCH0wdCWM0W5nZ60bttHPYEzOg7Y9NSDCSZCzgn4GG18DXQoZqDdwgxkigqEOmoHZxmiGVisfUjI2TBy9yKZgmdqLmjrQCtEinu7fIkjf6idAI0ck4uspMJRD5SpkNMwMUMYplyNpYYYsM4LlNClkHRKdVaZLNF4niCCfnIFETE7BtIKdQLdm80cESqJLC6QnZbhNJyFKxWZ0ozYho6GgSYaQvk4Ssme6McYhuaniNJq1KDWyLoWXLoKVEErt6u4g1eOnPf8XKl7DKJcQymDllCq8+9yxzpk9mq3kbssX0bvbYcjbzpuXJZHQoOex85AIGly2l1r8SjzoRMU/d/xzZVhm7kKEG5El4+pH7OfrzX2PBv3+Jiy+5CGlFlJyxI9q2dJJEJ0wMJLHQ7Bwx+lgCqD1+kqY2RRhfM/v/3DQ6f28kKkic6lt1gg+uBmJAIZOnWyyCWhNTNPR0DWQB6g0oTCWycgx7FSIgZ2bJImi+4s1olnJMfKkTOQGh6RChK0cpbKFHY2lXvx6D3cfy0AS3wuSoTgko2DmVudFNgkKZRpIwXLBomT7TWkNMRzlBgQFiaUTaWMwhwUHIpGxB1m/c1tHM8XZhGxG0hv0oQr1eo1jqwnEUZitTKABZXn/peU47+TS23W4P9j/sSPRSgYfuu58Hf/sghx56MFOmz8Ah4SeLbuCkE05gwX778pn/dwkzuqbz29/9nnv+52ku+89/54jdN+foM07jW1ffy8knHseXbv4P+t/4Cw/dchdWaOK2auSBF59/gnPOPoONPvJRctM35Mmnn6K6cgWhVWL2hhuz0eyZ9JQcDB10R/FaW16ElTHXHdYX1HbSVtZa35bGutd4RBqYeSWilA19TD+mlMtiGeqClZEKvd0lZb81E4xyL5Ix0pMpNSx0oBpC2YK8QyWqETkagQi1MKDHgoJlKTiUG0LO4sXn/0Q9WsWLry2BsM5TD97B9Oq7bDd/LvO22UIJ2Rpg2ia+Y9EIm5TEp0hElAha1iEGhqt1usvFznDFmOmJmZohmsJXTUiLZB3ByyRQHleyJlK60WxJGKXuYxKI+DX58Xe/KXvttINMnzRNusqTZPPNt5P/+uLl0r90cMzTbHryp98/KactPFY2mTNLQJc99jtETvu3L0gtFJHWiEizJq/+4W+yz57HiDW9W3bacyu596vfkE2L0+X8ex+TR0Rk8V23SAmEbEHIdAl2RjTdFPSsXPiFL8vqiqucu0SkUatLHKoetaMDbXR6m5qgUNiB+n592zhXvSGxNMUVkapI7ErNTcc2HpZ3Xn5KNp6zqxx7wuel2kqD5aGvvNslb8luc+fJwcedI282UlB86HZoCRLGEqwYkKPn7Sx7Tt9a3lgyIMPqKor20GiJNGORii8n7bdADBAMXSh3CVZWdLssnzj732RkRVUkUoGNZhDLyy+/KHPnbCDnn3eOKOR4LKP12vvQ/e1/j7EC2j+ZmKYlIm1UXydu1MH5Qeo9myrJDmQcE4kivEaVQrmgjjvNRCJBM2y8VoSeV+KTUg2w8nYajIoIhkaxsznifJ4QGKn7TC46mG4FrDzoFq4ogEqeJs2nXmTbgw7nmMV3c/CBe7EPPlrk45olfBRBK2hFJLqJ46hNLg4CMqamdhrAD2Jsx1oDz2h28oJpP/UJCN22DxMdmppSXcvgQ+IQJA6WAVo0ArqNUCBIAxODAyuZMbWPxK1j2A7N0SbJpMnKP4w8yoaFFhmID7HjYpoGeEquN87DyrqLY+j05DIYrRY0GpArQK1J0NVHkgUvrJOzsuiYmG1IQQT1xCNXyGAQ0ajXKRSLCDqClr6g3miRLyiDvG0Kqa/j9/+JcQvbIN7Oa5xV1bm0oqqaWI6Zxnd1Ja8rGqHbUiEUU8U0MlmTAIWisXI2hDDcahKhY3d1K7k7EhqeS2/RUZPfyUMUUw0VZjNOEkgMmkETKwtGq0YP0HBdaHkEvkdHXCJrknFSAr0OGUd9vngtkBjHttBkzR51ZIA1LV1s69nGQVeU8LqewvJT2yrFTpBAUKmukfeZOnUasYQYuSyYJkEm04le5MwMIhphBGQhsBKqcVPF1jWF6ppRzJETR2FFHSv18lrQXcZwlPOZI8DGJQnAbdDxTnNZAyVNDYVCifYs0NCI4gTPjygWsp258eFgQcfa35nSWicG1041BbGirGLo5AulFPCZB1NLcY1BikuElUP1Dqsxn8vTCH28SiW9YoKhK3R0o15nsH8lZDI4GWVb5XRl0Iy0amSKFvkkIA8Uc0VwMuQdiyhKCNyxDJXbimk2XOWU6Dqa3Z6uaib8KwazjcZQWYl0DxEd24IkiMG0sbt6SAQFnk3vz9AMGkGLWhSQLZawAL8pJH6IrulYNviiMlC6aVPXY2IrjXpUfPK2hlsLiOIQSlmFxfOrRCpri22qbIttQC5VwSWBJJXGjyVRDxgdQRit1TENnYxjUq01O12D8eM48UEyLRHpIPuMdHA6kU5N70D2mwE49piTI3EEgYdlG8RRC8PJkngasZnpKBdkBAIPjKy6dTNWq7DeqpMrFNHTB6aJQmN7mkIld5s6eB7Yo0gYMpydRQxMkQRij8C0aMVQ1pSEc2yqETIExoTQgTgmjgXDyXeC0WsMaDsYvr6B7/HAJk2JOugkmIRpitAibNSx8iosEgQWnug4OQjjAPEq5PJFfEx8DPB1io7yLt16CzuTZSQIoFjHwsKgRB4wfMCP1URyQGyAJhI20a08Lnl8T+g2auBHkPSm9TTUvXqZJqBj4lAbrWMYBoVSAYAgTDBNHREFLxg/OmOL+oPQXv9c+/ufkiZo/AhSxTSCCIJQFLo4kwERjHQX0h2LIB7TXqm4YGUhiIRERcyRwKdYyOO3lLRCGCleRZL2sGjr+PVEBbtM0LIOFm199QR0g4QEy1CgXWmpTRlQu7Lvg++riWYYnXv7u0Pwj8hUfuAYrfVVG297p8e0RFi5LMQ6YaOF7ejkc+qUsQ2bYr4MEhITY6JjGyoFjEAun0XXoKtoY2JSiasARBFQqynb2FFKwM0oIcRGrBwRCb5fpZQRtVqdbsik95gANliYaGi0fJ9yd5lsoYDbUnwY29LxvOB9E/HDbB+M9E4NmwQVqG//yNRVQBoSIreuSmqglKpaQYiT2pVhAoW82uAMtA6zTXM6tTIQEQzT6mQuorpHXI9xcgo3JwipuUQ2phMTDEkY9StqU7PUPbWBtVEs4GRB04ldN+3MBwElJnCYtbFUoNp5U3QT2lg8M9Gx8l34LVdZMOnlEz/A0AxsBIMEojR5FAGBIpcGLXAw6TXKGAiJ60EuB2FIZEFVU8L/rSDBixMMhG7Tw6CBOHk8dMRUCYU4B0HSIqjVcTCwNUtFuXRwMmOLt5C1O/b2+Nea4zdxY9hxYD7gLfXduF8wdZAogijAtI3Um1aZWNvJUGuGygDXgRjyjrJbIMGv1mj3WtDQNZtE2gFVoZTP4GTVbtJy68QYeAhBmN6NoRG3mgy3huhyih3bR4BqU/AicPIFiGOawxWMXC6tH/F32gQaku3dXesgedqZnQh35QrQFWHc0JQ3mgBeEKNbWQgjTELiuKVOIbWyUG445Cy1OG10MkRkcyYEATgWTQ0SC1oxZC2HrJFPM7wtcGsEGrQsqOvQ0GAwrKGbJtlMkXjlCI5ldnAIYZjgeWrMPC+YEP/uH23/0LRuw4SCIDWzIj/1HBK8yjBfuPQy5m21LeXyZLbfcRdOOud8fvf7P6qaJGHb2RScQlElT9FwsqXUa9QxiAgbtXQ01DWdrGLoChamBStXqwVw4QXnc/RhR9HdW2K7DWdzzEcP4C+vLVfoaVOZFJgZ8uUyoOP7/sSP2gc0WfsfndR4TG7KZO697R52/MgedJUKzN14DkcccRw3LrpZeYaGyRuvvMAOW87n7HMuZWgUyBgQNhFPPSiHDA4Ghvg0lr3DgTt8hGzO4oqf3UYTNfdtAT0ywA1gpMJ/ffp8MkYfJ11wOTWgAQy6NYI4gADefuZltpm/Ld19M+numc5JJ53C4sWLARROst2Xdb0muP2vk1EHlSxHiXXaOpiOCWELmlW+/MVL+eGPF3HIUQu5+dY7+PjZ5zA8PMqzzzxD7KO4vySEfkvN5CDE8wLlFLViNA1MYoq2pTpoQuCF6LZJEsfYFKgnYHWbRJHLO2+/wZ477saPrrqG/7jkYgYG+/nYCSfy0muDKijVJtGlZBgnk/lHuvnPt3Exow40eW2QkNvksV/dxrmf/BRzNpzL1B7FwQAAIABJREFUfffdx8UXf5ZSqYsnf/80sSizZFp3Hrc6TKHcR65PmZyREaNlAIHE1RhZPgRRQNIcpeI2sPNdPPzE04SkUSoBXE8NRDPkgcX3g2HxyCOPUENxuaaVNyBr2Dx41dUsPOYINt1oHotu/Bk/vv4Gwli4+ZZb8dyQfDaD63r8y9oHUgzGYQCDJEWyh+l7UV0kHJJo6fOy+fS8nPGpC9JqByKrfEURGGiOg8q7dZHYFamNigSBSKIyPp6I1JqRSNQQaVUkcNOKBomIJJ5EtVWSiEi/iKwQkWp1eSpclIrILHtX/vbMs0J2upz/tZ/IQJhq0AQioR+l+Muo07n34xnb/V3P1EGKY/RF6eJIFI9LVYQizQE5avtt5ICdDpegJiJRIM3aamkkIqNe+ve1QVn91m9lcgk597PXyIpAZCgIJJKG+PVmqrsjIm4i4q6QG//zk9KnIdvtup9M2utj8kdPpD9MMz2+L9Iclfpj98rOpYIcvv/xQmEjefBvA/LXMJF36g0JqjU5e5sd5azNdxTxRaqhyIoRX2VbUr2saqXZ6ZvCfrZfsv5jto6WRv3GUwygg9tp86HSOJ1lCOK76XsRhpbgtVw22mieKtCIimlbQNL0cL2AxG+imQaVN9/m6MMWUMrY9BZ7OXnhWQyOCtmcoaxzXeOtpSvZetcD0QyNfXfblZ9ffQPzZs/ne7c+Sg1wSjm1uzZCFdKYVGKkvppcTzddfVOIRDncmgWGbRCFadhDW/NU6dh0bYNzgpq0R1HU53aC64bOyy/+iWlTN8A0oDE8TK5YxNDUDu55QK5AX28ZE3DjRIkgWBa1pIFdsAncMN1tNQgCHrh3MTM2mc2pZ5/D6mdf46VH3sZKazphxKDDbfc8RqUWcNmnPsGcYoE/3PUQ00yNHiOP5RRZ8t5Suqb1gSi7vtSlnJdmI6LR8Imi6F8QnB1r/9D55fshge8DgmZbCrjZqNGsDNNbLnHrLb/i1w+9QMq8IByFad05jLyNZ0SsfOZ5jtx7P1ZVh/jVvXdz86KbePuVN1lwxNHp+Gp4S97hsKOPoRYFPPaHJzj3rDP5xbWLWPbeClwzk1J5daiPgpYBL8FbtoT/uuIreFHM9jvvimONORFhDA239UFdmvjWMa7WXNYAJBE7bLc1z/3xJW6//XGyWVV1amg4IptR4S/xPRpDqygVINJNfKBJjKk7CIJlWcTN9ONHBxnoH2THfXZjlz32puD0sfLFNzGBShJSD0bBEO5+6kU223wntp42mY114Q+/uJuuEMox0IiYNX8uDz37OD+/7VdU6+qYF6BYNCkUHHp6SnitdAw/BBvxfe39UnHtc2dMGk9EpNlsiiSxxG5FARv81SL+Cnno1p9I34yNBWuSaBtvIweecp78z8Mvibgiy4aHJJFQztxpT9kCQ0YH3pNQYqmurMnvHnhOpszfWxbf+7hIfVCeuu77Uu7ZRO588q/iSywS1eWGf7tEZubnyAW/eUF+LyINaYjEK+TbF35GJoFMA9lkWl4efWmZrBKRgUiZCL6IVJspASEZ4651Tpdk3A8mQs8t/Qi/XawnChQrUkQd0+6ADL7wrMybsrXY9Mqm06bKYfvtJTfduFhqnjItmq2GDL92t2w1JyvHffYaeUtEBkWkLlWptapjQpnVRPoX3yGbgnzvh/8to7HI/Kn7yzEHXCTvNNsUhlFpDC6RrN4nnzv3MpGGJxcecrTMm7q7vPuaKIZfU+StJ56Uj8yeIRq6TJ+9iey0+0flZ7/8jaz2RAYbiYJBtCUNO6bb2Pfvnzfr1zo74/g1veYiUJa4n4q/6JkyCVmgAEYfBy48g6VvvsJtdyxin63m8rcXnuHgA/biiku/xoyeXpqjPm+808+RHzuFXL6Xeisk21vkI7vvwKjX5NXX/gqh8JtFtzDZLrL5nM06RMS99tkRkRZapIAXbmJBIpx16Sd44Ilfc9OibzGzaxpnHHk8y14VypqqKhq0Eoo5B7c1ipJ08FGF08c5uJCWLJ4g50aUIJKBoYKEHWEhAbtA75wNeePdl3jwzptZeNSxVJYN8ukzFvKpM89jdQReJk/odDNa98jlTCRB4Q8pkMmUaEQNxKyA0+D6nz+LxlyOOOx4rKTJ3h/p4/Xn72NgaJU6piOdpx98nKR7EhsddABuJuLgz5zJm0P9PPz8U2BC1Gowd7c9efHNfn7/8L2ccOju6O4Ap598LKec91kquqZIcO1QSocNkJAqLBCmIzthqMa1OcVqpsdrCIcGnj+2rcQigTdmxHquL5KE0mxUJJBEKqMNOXj7fWV+38YysHxEgnooWxU3kI30smw4Y470bTBbJk3bRMhMFXLT5ZMX/YfI6gG5ePudZbdN9pehShvmVZWlD98t86fPkYt+/Yo8I8pBUuzsQUnipSJ+vyx/9mmZ0be9nHrGN2X1kEiYpAKZEoqIK0lSkzGyb3u3WlM8dL3bODLW2D/ayriBDCx7W3HOw0A5cF4o8Xsr5eZvXClFq0uuvOsP8lokMrD0JZk7tSAnXfxtWS4ifiDiVT2pub744okbvyVhfYXsNfUQOW678+XNt5aISF3+54afyhw9I99bfL8sFxGpDcplJ54oWLPkvrcqslx8eeK152TOdvvLYcde0LnFFf1VkVgkHFku4q4QqS+Xf//854QpW8jVD/5ZBkRkJGzDxYLOV4mrIokrzfSZTBSIzFxXZkJb6ydhHGFpdvtNLEenUqkpLgUJ1eFRyr29xGiUy3kOO/Iwrrvuxyxb3o9hbkBXXze77rULl17zXQZqNcJmQqbcQ9xVZqNyDpJR6iQMDg4iHgRGCzMHzbDFWyveZauhFQhbYADBSA3JpBxgx2b6FlsweUYfy/rfoatb3aKug6Cp/7R2QQxtXBD6X9umzJiptmLfA9MGzUCfNJkdd92NWBJWjwygAzkyxI2QsF5TLqQFGdPB1qBWG6RcyvPsc8/TX1vOXweW8JFtbiF2K0xHaen8+r6HOf7oQ8B1+cMD92DYk1mw/U4gy8FvogUOG9oO7/bXmTmzyLSpJeJ6HbNUAvHAsTnu2GO58mcPsGJZP2G4FWVrfPSq7djqHfDJ/5JS+D81XV3kg9I9quVySh5tcHCwU2ulq6uErkOj0aDc00vguqweXIXvxyxd0U9iCMXuEqVymcSCIInJ5By22Wpzdt5lS+ZvNp250/KYlgamzbGnn4ZmwHNPPYetzk+eeeFZ+qZPYvaG0xUnOgTbzuFky1hWFq/h8k5/P399/RVmzZ4GQP/y0XTgNFquTwcZ8IGlaCcWOr+u5jbqLFvyLmQyKpecCOjw2t/epGtSNzM26CNrQF7Pk9ez9OSzGCjPeMRzQYRysQyhzluvv0VV6nz8Mx/noQce5K0/vcQjt9/JnjvuzhN/+D0u0Hj1dSqVBmeedAK/+t3D/ObJp3nuT3/hso9/nGV/fp7X31tKU4OBpSswMhmkWlNxSdF56403MW2LObNnUrTAba01PuNy8WPYxolp5hoXWLulV/F9H8dx6J3UB5rW+fWXXn6Jhccew1477sSRRx6JVe7i0Uee5Ec//hELTzyBjefORgPuvOfXbLPNNtQ+eS4HLFjARjPn8pdX/8aiOxdz5Te+yoFbzeaAE0/G/PpP+fqXvsTkrv/kr395kku+dCWyQTcjlRVobMEvb7mVxd+/nG132ZG9Dz6It5ct5crv/4Tps6dx6GH7gg6WPTY0Wic3PG4irsFmG19Q58MLjGfzeT5+1FG4DZcTjlvItltuy1NPPsU111xL74Yz2W237cgDrYpHVAvpf/N1fnnb/fT1ZjETj1wQojXqHHrkQVz/4+spzyxxyTc/SzERjFoFpm/E0W8v4Y7vfZ/7n3ia8s23MxODM044jo13nIXHLKYDUw5dwE03/JA/vv4nNtljS4746J7ssskcDj3uSAo9ZV568UV+cutdzJyxOZvP2xgdsJ2xMJ8aN70zjmsrGK93W6fAzjqCmmEYShgr3Zp6s9GxK394zVWy4/z5Mn/mTNHRZKuttpHLv/JNGRmqjlPFD+WZxx+R0844WTbdcjMplXtlm+12l/+8/GoZqHrKOwtieeuFfjlk949JBl0W7LmD3HvTtyTTjXz2nkfkeRF57Onn5cJTTpLtNt1EMqYmk2dPl90OPFDu+d1THeJ5O9Ycp2I/zUZtTaJ9JwAep2Lr7ajzerT/xWYUCeSO22+RU044TuZtuKH0FEqy0bRZct4Z58grr78lq0RRBwb+8LLskp8tXbmpgpkXHEuwdMkXHJleyMrK556ReX1dcuI5Z8pK35fULBYZrMjfnn5WmLupnHPFt+SCnfaQU/pmy8h7FRkSkZWS2sbLVsuCDebKFvsdJCtE5NF775NzDjlYNpvcI3OndMtWs6bIx445Vp5+QxH+h9tB9I43nX4f1UWiRkdLf6K0djRJRNbQKhw/+7XOIsDzvRRFDWEQEEY++ZxCaINB3GxhlIqgQa3aIl/OKtBJ4lHUDSQKaIYhGSeLqSuyz6pRj77uDLZAbXiEUldaAtQCr7Ict7KETff4KKd+5zbOOfFoNgKcUInGN1ousZPBsszOURF4IZmMiURKobWQyyv7Zo2IN2kQPCJJE+FGp+LfP9naw9eGc2vjfzi+tXcVHd8LsCybxIQ3K8vZqGsamYausGBlaKZAcQ3QIpesbkArAV2oOgmanqMkOslICz3vgAmjBmQ1nczKEcgVIWsRiICjYcag1+pgmQzEPqVyFzlCknoD3cmm6KuElhsTFguq4ksAZRu0ZC3iVdIA0RBT0UfGQSTXq42dTX9nv41jIeMoMFyr1cC2TfK5HC23qWA8gY9RyIPA8EiNXDlLCFTqNWzdxotDNNOkkFXYvCBQ+c7J3RllEidQ6u1RgkI2uL5PpqeHVquFtEL6TCVsHgN1r5UizQtkx01EAWzHBBIs08I0dZLo7x0iE3jAvM/Yfv9ErFbr6Xc6QRhhZ+1OHn1m12RMYhitKZR2K8KWpFP6RzdtFXzW1aLJ6gYGMcPDVfRyVmHRDChqCQ4JTOppXwrbEPQ2vq6Qh4zJpHJBlXYD9HweLBMJlFBPtlAgiFLagw31agrDE30so5R+o8n6S/OPb2oyCqyTAyvqLSOlVSZxTC6bI/A9IMHUU1S4o8pMhmFCV0+poyBbKpaIJcEwTII4lcVIYixbdSFOA5u6pgTpYw2aSYSedXB9H103yWpQCiIKKAvPLJZoERMDjaqLOR5vl+KdBMGxHXTDIAwi/qVtnVuEjm3bKdlJ9Xs8lsImIfTrUM6r1FHWxBINW9TcjADJ2qm3oGEDnt+gp69Mo+XT9JrEGjRijw6VzjLBSBATvChSnDNBweskwEdotNK0CyZaJk+SciGypqLC60CplGPdu7ykPZs4B0YTiaVTOqCjrKCvkc/1/RDHsUjiEEMXJA7RTB2SGKKEOLZIxMDK2sQarGq0yOWyFPT2rhWREGCj0ao1CXWDXKG7A9czYgj9CN/wMR2HEJO4VaHL9iGCwJyCb6iH4kYuBc2gYDidwpFuBLo9dtAaJHi+R9bJ/GuO6Q7Kuz2Oaz68luuRzRWoVuvkC0UMQ+WkgwA0Q7DMAJMEfIt2FYEgCtB1HS1r0tSVbk8uBCo16CnSigJsp5AmK6L0qwkIThyhGxrNMCbWTPKmQW24QnfOgozJqICtO2Slha6ZNJoJhZxD0qqjZ4tUEyUakAGMOM1PayZxGs7RoqbqtJFTNXz++ZFbo6mdce1PGzcRFdI7vaAIEseq0kGSKAkREoxMFjNnEyuEGOVCFktXNNI4CIgkIo5VRYNsoUixUFTQxSQhjhWPy3JM8o5O0x8lBAy7oJDShokdQ9RS95Q1cziGQa0yCKFPa6SGk8bCPL9913pHcOCDayLra73Wo619TK+F+8tYSvy9XCwiaflhETWE9rhIbzy6ChKFv7TzNqZtYmjgExGjKVJMuQCJTdYs4IUhtbBBkxrVVhUjgYxoJIaLT4PQcjBNAz2G7u4uyAquuOR0BysBt9ECEjJ5h0gDPZsljoMxdLcoFZF239qKHJ3+ysTtijD+KXT4nHonNdhe36aZUrWSBC0tryqNRgrpsRANmqnWkmGNUQAkFGzTxtJsdNEhFAhjojgiJMK0dHQDDBuatToaIV1OVpXzMJTcMvUG6FDKQEsSPDzi2FUqB3pCNmezYplS709iTflTkLLzEqRNkHmfXZd6CBNq9ayr6WgYRJ7ahaMgojLiYmrK1ItjcEN100Z3HowIHIg08JoxtZpLBhs3dhVSWQdvtQsxOJaFY+nk0OnKFvBb6pm1WsO04lEiYCRU8dm2kxrHqipqFEAhV4JEp9aMGakHoCkwsqYpvK8I6O0yydr4VHHbwZ3YGO24ycg6HphqURSTJIpX0WYPahkHdI3G0Gou/+//ZuP5W+LkJzNrw604YMHHeOp/XiaftfBHmmhJgmPaoBugW+iGkpZX0yVFKNsmSIhBgOGlO5xmQneZ2PPRgYKmo0UxecOAxOeqr17KrOlT+P5VP8RtqMq4pqHISokog1TTNdDG2Y1tbwegI2K0fjujkKTwsbXfSE0E3cB0LF556RW+d+WV7LLTzhRyfey9535ce91P0S0FAG689jL7bDwLzShjGVMpTuqjp6+PkmVx1smnMlIdJA6a7LXXwWScyeRyeQp2nqzZjWNkOP6s84k0WPXq6+y55VZceuVViAWmAyQJv7zhF2y58db855e/SagBkcno3/r56le+wY677k42m+XAgw7illvuIGOoXTGJgrSPY9Uk1DxJWFO9bv1bKok3fmDfD4JKNF0VFDfbymOp8VBvcOW3/5srFt3Gaed8msP3P4Q333qbux95iMcff5KDttgWp5hPJ0CUyugliKWrqgAYRKLwc905G8IRiKCU6cGLoCkhtgFWzmHVYJ3clCJF04IoYOjVv/Dow/cyWqvx+utvjUWnRFVYME0dCBGJ0DRbTch1ZmE+RBR4Oohhs4lhWJy48HhGqw3OOvscdttjL954402+8pWvscMBe7PLvFkUNtkIw2/xkZ334vSLLmHDLoPK6uWUu3vo7snQXS4ThRojVY+dt/ko/++Kj6PbFaTeIJQsDXMmGhC7HsMrmliFEsNAoVLFW7aEz15wCfssOJJ/v/BCshoQwnELFvLIe+9x7U3XMyUT89gjv+Mbl3+Nbbbdip23nNfhwKwBolljQbcpaBMxXmsEaD9YuVYFPENJ6qMi9dUiwaiMvPaszJvWJaec/ympiNKGeW8kkVUiMhKkEdG6SOC2VNB0tCZSa0ggkdREJdmXN1qqQmcSijSXiIwuEfFF6jURTzzxpK6QU41YmpIm7Yf65UsnHSoXnLiPbD1vhpx66hfEC0Warojri3h+0gFKxHFVPmygxNrAEknCFBEfq5cfy5Vf/ab0ZbvlrlvvFglFwqaIXxMZGAlkSSyqKuvqV2VvBzn8Y5+QflGBcE+UcLwkkUQyIJXGcpk5aQ9ZuODz4rquql+bDIvErgRpF9974XfSnUcuuP5meVdEhpa+LX0gxx12poxWJIXvx/Lts78g0+mRRbc8JMtbIq1QgSHe6B9UOj+BJ5KoMrhtzf+miNJhits6wRNUUlVkPGH475ui7digls2mhRgVlNlzPWZNn4GOoqd2lzQKQOymC0YXLMvkr888x6mnnE537xSmTurlgk9/kjeWrqCYzxA3mxCHDL6xnJOPPJkep5tD9j+A66/5PhvMmc23f34LQV7HSCAarbPibyt47PfPc/55nyAJmtRqNSUrYimb1bCUUxDFCbo+ziZsL+0JBku05Uzi9NX5/DaOvr6Km6+/jjlbbM/+Rx6ukNW2ooZ3d1tkdaj5LgR1il0WNhoOsHrERUiriGlCGNbRw5BipkjGKWBnHHQM8BIINcSCuusicURP3sJsVBkaCdh+5/3Yfqd9uOr668mVAXyoreY3Dz3ONjt8lGOOOZByBizDQNCYMmMSVS9GtxyCQGjb1WsaNGqM12me/JNNV3bN2Gtdz0mIMS0dtJR2YCv7r6unl2mTp/HoXQ/yxEOP4egtskZEqx/6sqp+YGyMMvLyi5xw0GEsc4Wf/OZ+fnz1D3jm4Uc446x/QwTy4sLQKvY54pO8Nprlp7f9nE+fvZDF3/0htfdGGejt4z3AScCKDE6/4MvsefRZbLbJZuRMsPMOngaRqdQcYg0SdHw/ZMwuZIxq0GlrM6f+idY2phJol1CMgFiLiTRADyEaojLwLhvtdBDD7ZqZ0oRkTDpEcwpQsqlbIX1AsBSmZkxWji5n2AwYJSBjZShmutAaHlqcsHp0iOHKMO7yUQg1lifgFzKYuos5EtLnrmbBrnviFzbnilseozBFx41qoFUYbI4woFmU525BxgGHBAOd0ZG6mmYZg1YMhpPtzIuOPJboKObmmLM6IW1d+ei1j+pEYqlUh8R3FY5NEahGRfyKLL7+xzI5N1nyuS5xJiEnnHaUvPbYUpGGSEMiCWVETvjI5rJjcZK8/m5NhmKR2GvIy88/K13z9pI7HnhOpDEgLy66Vjbo3kZ+ecdL6ga8mlx3/vkyd9pMOfXeR+QBEZFA5IlrbpKp5S2lMiriv/OsHLLtBnL0wvNldVo3ZbUnMlD1VE5cQknicdJ+cUookliStGh4JBMgMJ+K5nvSrkMTSCieeBKLSF1qT/1SNgQ54eLr5T11W9J69y8icUMqvifvJAqhLiMvyHwLKVOQ2d3biaYZQlETNp4k195/s0jtNZGRVbJlYS9x2FTKk7oFE5kEksORM6+4XF7zB6T+5t2ypYX0FouCNUsmzVkgLy8ReaXqi0IMLJV3XntKuifvJJ/4zLWyuu5KIp5UBgclEVVk/o1GKE0RWTXsd8war0M4U5XVIwnFaxdSn4DW1jTg7+0QglAulbGzqVax56Wa0BpHn3oar778Zxb99AaOOOFY7v7tA+z20R346me+jYFBLfR4d2AlO+6yM5tuUKSgQ2IbTNloFpXVq3nnjbdA4OqrryavmRy3YFvCVgReiwMOPZh6vc6UYokyEA5VuPzyy/nM5y7CsMHum8LKJcvJWDZNtcmQdaCr5JAk4/ujjfvyITksoqT22mXozHSnIdGIwoT5c2dgSYLbhMbqCqeecAoFo0BXtsBVP7qZ0Qiwutlu3kz22Hl/vn3dD7nz3gf5zb0P8vMbbuHkQ46HYjeEEaEkHLr3odx5+2Iee+xennj6ZX5x8+1cfNbZzLKz9K/4Gy0TzElb8LUrfwoDr3L7td8gX7JppqXpW6NDaJFHLmvTVcjyXv977LPPPui6Q49T4Jqrrwagp0fhEcYruX1Y7e+mHdoXT5JEedOg5mwmZenVaoR+g96Z01kwbQH7H78v3n+3+Pz+l3DXHYs5+esnkykm2IUc9z38ILdkZxI4BtlynbrvQa3MquX9oJnk80UKBZtVAzBtpglWnmmTp2CiMbxiABO49NJLMXX41CfOouBAvGSY7r5J1KrVTuD7nXdHmTenG1PXabp18rkcY+oOY0AFRT6aANX+cTwNYy171Eiv1T11BsuWLafPc+nNQ8Hq4tZbbuH/83becXZVVfv/nn5unTstnYQAARJ6RwgdBAEVEKkWBAQUxPqiPwtSLIiVV2mvDVSsIE0QGwhIkwACQugJIW0y7fbTz/r9sc+9Mwngi2R89+czuXNv7uxz9j5rt2c961l3PfQPTvn8Bayt1lXe96EWjaEWxXkDHH7cHuvLKqUBcRCimS6JBrNmzeLAffcnSpuk9SILd98B30hxGaLoOBguHHrMaZxxzkFEzxzJt7/2ORYdfgy77bM1IQkLFm2BnvisXfYinhcyb86m3H77HTz0jyc5+aMfpVAo0GhBxVZw2XrjuVumzvvSbef/VgzdIIoj4qiTLDz7KRawBvpJGh5518HDo2xXOOCg/cGAarVOkqSsGR7h+ONP4L5772HpU0/ypz/8kQfue5CXx1dz9plnQrVFX+8gvhbi6QkdAHL45RWYcUJ/fz8ATzy7lMdXLGXWYC8Fs8imW+zCP15Yx223385m8/fk1lv+zoL5vWhArVZVrKL/4zy/xqQ9pNYZBL2DzJw5g0fvv5t2VX3PnDmHTTfdDK8dUOztVfhdPYHAIECnidp/hqQ4QEF3MHMlyOdxS3mCwKNZb2MZedyiGg81bwUwRtnppVkDt28OPnDBheew/SYu3/rMV/CHoYqg9ZSYXiow8twzaFFCkibM3GQTtl20De1qlVqtRq4rTcP/CUP+NY1R2+A/4iTFMh1My1burCDLPazprHzuWYwepXlXIIeQ8MQzTzPSHEfXdaYVB9lll914/sUXmbflfGbPLbFg/uZsv9U22CbMnV+GSoV9DzmEsbERXnz2aXVRr81tf/oD+WIBv9ogBq75ybUsXfJPljz4MH+75z5u/d2v2GRWLwcdeADXXvMjjjh8d+pNaPsRlZ4sm/1ksZgNos0mwis2Yn58LVfgevHYBhQrvO3t72Dl8md5+bk13c97eiqgGwwNDamPZmxCvtiD6Mp/lAA6Ol49JPYiIgE/jak1xzAtoVTKo6HjhypEtz9XQVErdPr7lLyLnwC9vVx80fk8/sAd/PyqHxNr/dTIcdp7j+epR+9h2TNPY+hKxzAMQ/KVCqVSAduEoXX11263dHpv6rY9b4gdYBgGcRxlQDLgOiAprzz3Eie+573MnbeQw446gkIv3HP3g1xz/S2cePLJLNxiS4gbXHz+hRxxxLs4+fT3cdx7T2LBQI4H/76EG+95gk9/8hMcuus8Djr+ePou+j6f+8i5yLfOozm+il/d/QdeaQzTq1tMB6YPDMLMQXraCdNzJj36phiRxrT+AQ4/dJHyTubAMSwgpdFs4No2luVsANROlCkZ8P/Ce4VuQivg4xddxDX3nMg7334wX/zwiey49ebcfue9tNs+MwcH1XdNi+G2hxN76z3iUkkloG6nCaYOwIFsAAAgAElEQVTtInrA8uXP8Kff/54Va1dS6d2aMIqYPdtg9+1n8tKqVwj1Bj12QskAkkH2P+JY3rn3zVz5jU+w1zGLecu2Czj7Q6fyp+uv5Zijj+TE0z/AjlvuyEOPP0F7bLybIH369HIX8da1jkjBetjV1BV1jnm1bEXn105cbKPRkAlAN5TW2FqRxJfLvvYVOWjfA2WrzbYU10K23WYrueAL35G1w6m0EpEk9UV8X5772wNy5LtPkvLMTWRaPi+Ld9xZPnzel2SoJSoDaODLU397Wt5+8Lulv79Xtt92nvz4mxfKrGn9cv6v/iwvSnYz48NdaZR46BXZc7Mt5K2HHC8tEVlbk05OU6m2atL2OrFryavZ3l1W9kbGtk2qN+12WlskaWcsaVFZaMOGrFgxIuec+1nZZs48md/TIztvtZ1ceOl35elUxUgHy1fK4ulz5X0nnys1EVkVBVIXkWqtISKRjLdXStMbkV23XiwuFTFBHNcQ3Zom0Cebzp0vQfVlWfvUbTK3X5OPfO4KGe5kWIvasubxe2X2QF7e8q5TZFlTRLxI4ueekY+dearM3WSmzB2cJdttu7P81yXfkjERGfOzNk1KQ5dKKBJFIpE6RQcTJrPRRRMRmThNZ3ijtv4kMjHgM/6iJkz433TAUqdrLUaw8CIdXbmusYkhFNA0QkthU06srhV0FG6jBPHb+G4JsUDEo6AlvPLgw+x40OF8/Nd/4l1HLGZmu0nFFjALCDre+BD5nkFiTcePFek873Y4djEGguf75NyM8b1h0Trt3vjUEYLa4xmAkXqgQagp9MGOVPLNSC9gWhZaGmfgu0lTwDPUHfRGHmnDQ5w+yEOgkVHvwEJI8dAw0KNMDtDwEMMkEgtJwDE9SFqkgaDneglSU+GDaSZRqHugCQF5lXg+jFUyJAOVoDRW+b5rmUJxHqVqpgmgp8QofoIWZ4C3qXf1x6eI6b0BpJMxMV6z8u6JVO0XJ06nqN91C83QVeYBTYG/Y/WWeqMxwRrMNqXdvalhoBVLhCT4cUw7UJIadjlHpb+PdStXYwFuvohoKc2gSUpMvrcfMj6dbSpDTGLwfY8kVoetnJubdP9MKcG7U2UH7J6oXtHWOgp/iZUDJ4dlpWjiEwZtPD8kSsA2oF0PMYHYMtH7ShgOGD5oqUdH0j8kUpwLNEW5SSLQhSgKSROo1gKiJALDRXf7QUy0tIVpiHKYaSBaDsHCSiKSak1BdKalMqwmKYQpInQZ5okoBbrXa/hUn2n+NbTzGqTUiX3CJCOOYzBMYg28KCEnhpo8LSiUe+gyfZIs1MKYyEcowLp2m75inh5DBX0EZom61Fny8nM005BFM+eheaDnUlLDIDF0WqQUAnV6bfuADYaZkc5NB52EsfEx+nr76Vr+f+hg3aXMTf5QdFJN/d94GOOkPi5tLNPCzvUgWN2/m1G2SYHRdo2BfA9GGEEa4+o6taiJFqcUcyrTV0iC7WjKupIE27KV7GC/QxuHiJR8kkAaEMQNdMshiJRCRWql5EwNQxPsYgfyytx9ug62iiIhuy9NIOcY2fdStPUMQp9y16piegPrsy8mu88mf3vym8wYJVVOacMkNBQX0knVwG2QYju6ykdHrKYJDRJT+XBtUZcItGyWbHlYlkZoa6REOIQEiYun5zE0cEnRadLKuIjlMKcOy7qq2uz0jxYjpPieRz5XAMxXW0uHBjW5vW+idJbnTk0WYKQtwKStO50m4xJhM5bdYIUEhzCCKIJCHoI4xDRNbNJsOk3AhTjjbwOMRQ10zaRiFiDRkSSg3Q5w9QJ62WUECEKPOR5KSDMX4WOgkes+urAV4uh1LMeFNA+aThwFmKai9aFBQ8mlkyNL/yaAFpNoWaK2WFMMKFP9OoXL9L9fJhOZVS06iBCFCVGi7sywIOdMhNhkDlmQSeo22X5Esm2LVXDA1tBICNsNtMDH1Q2VUS2ro91uELdHKSDdgCavrUjnGgrJqdaqaAi5XF6lleiUV8EwU3ca7Gw5DOhuwTsUje7GRyJIfIgTRNTWopAD30+wRMMKhHYHSrF0hsbGlBcn1gnGWjhWH7pZpt5oQhyjGXkK+X4M00UTaBNi2LqSNYsV071Bg3XeMBFgR1C0bcjppLoS+CcE03YU1xRIJ+WjAmg2/7VY6H8A9H6DZAGZPLlkHA5Nz3xFGgXLwDWgGQrVQDEW02TSCqmnoKdoonf3JQCSdADilChooklKOV9SrNBEiTkRqodbyLv054uYCGlb8BqQy4OuCbVaCw2o9PSQSEeX+g0or27k8t0JSpowROkaY8f+Y0nBb6oYC8NQW5QQWnVwXANDM9FSg3yxT+G4BlT6BvH9EAIdJ99HgkmASaHUqyIF02z7ofJDkcfEJXNFtaoAFMhTzFVI6TC+ISVHhIKLMCFoeUisRrxurm8NxaLLBILfWQ159UozBeW1p4bXuZBMGgadc6gAGNCujUGU5S4hQcupDnf1SflljJSOQEuHfN2hfgEQC1aiYXaBaoEowk2gnHk3/Gare2Xd0sjlIfXBdTR0XSeOQzTo4mT5XP5Nd84bLR1DNDrPK+sYI53YF9uamYnFpxBFpLFys5VKMFxtKXfrSKxEcxyXdhIRo6NhQWjCmEeCyjxW83wkyh5QAkHSpuk3KaY6JXRaMkbSm0Cq4Y018dEIAcOFJBXCNIdQySSIPJyioyIrs1VNz5rQ9hKiznXkP0pDBkB/o7T7jiGqkZ5iEGMQoJFw4Ze/zm4HvJVKby+bb70N7z3jTP5w74Pq+xEYojIjdy+ZlURXlC/LUCsYmgF2QXVKEJAEIbiumjk1WPnSUg4//DA0exqaUSLn5inlymy9zfZUax6lUo7QV7u0crEHDY3ADycGVue1O6jiDKraGBqZOjPrxJNGp6NO+dnJVI9CTAIY0vjdlbew31sOoFjsY+HC3Tn+pNNpx00QOH7H/Tlq092o1sZIDIuo1cDFZY9td2anvfbluRXLEAk5ZMd9OP5tJ0AEsQ62myfvFrGydknexnAc4pVjXHTOp5ll5fnSpV9hPKyCK2i6skMZG+fFJUvYd+996J82yLabzeKrF17IS2vqKkV2zsDqVIpGioV0lQVeL9DtzRcTQDKDnEhO2LnQRHCWegeSZoYVeWAIHzrtQ1z123s59SMfZb99FrF67Rp+ecOdPLpkKYdsvye9BSBtqFo8Qzk7TbX/HU8hp0MhFTA1Ql1HixX0QJIQGw6xZhKbKvWEk/cI0oDtDjqaj539aQbaI5iJR37GbEq9ORBwTAcSE0PTSVshrpvvGuFEzkCFQ05oaG3MmE9IaAAORmpmMIHVXbttCbCtVRDlOOXdF3PnA0/w3vPezen/tYBmtc43LvsG9z96N5sfcBxb2fN4eux51oUtKjhM0x2O2H1/nsqV+PHNv2DrudNw6+NMGzEpWA7YSjC+EKnVpaVBPQkZNIoQpJi1cV748wM4ccwN113LZz55Nm0SdFKiZgN9xTpOPvBoehfvwze/cxbx8of57Jcv4K7hlCuvvBA9AreLt6iwfwMwtVTNMjhTGjdtrr8adyboiZP1hnOGxBGakYJEyNrVPHTfvZxxzrmc/5XPYAAxMaefciZFwE1ReyQ9URkUrZmQaNS8Km5vRW03VaWQpojuMDLaZFaPDnGCky/RAMYVE4tywaE1OsrCPXbh8CP3YCAUTCOm7msqqL8e0VPM1nzR0U2nCz+IRldiecL0Jsc5vzmDVNlcEoRk/Zm3W50H7bUsf3AZy16q8453fojzPnMGbi8QhZx0yrF4VgApNOse0+wB+vMOOjEnHflunl6+kktvuJkdtpmNjodjOfSZvVhBBrloKWaGYgiQSkSa+adZ0yAebrDfrjvxRHOIOx96jAP32p8CNXI5i0suvpS2l/LfF36VXd6yNca6Rdy/ZAm/XfIkj6+Ag+dCFIRYttl1hCSA2dk/alMY//Lv1JR2AKDOjty0qNYbLHt5LbmC2YU4CpgMxJCuFPATZe66zeNPvchZZ55B3+xBBudP5+yPf5ixVTX0EAXihgGrlg5x7qkfpjdX4qC938LPLr+a6QOD/Pi2P1EDHLuHZF0NK1XRgrXGGKCRL6ikOtKZkTr4l6khr5uUSLGVpyRuesOSGX/39JLL84MfXUO9XuXDZ59Buay+Zls2RbdAxegBgaDPYXW4jvK6Eb5z/mf5xUOP8sFLL+X4A7dhNhBKSN2LGU8jxFFwVdHUSdOEoNmgh4jZpo1OTNhs8vOf/5YaDc4778OkRsJdS55XEFgYQxLzh/uWsM0eB7HltlurG6r0ctRRR1Fb8TL3/vXv6mw0Kd1dF4xYD2+eutKJ0njd83TnknEGR5qWA12Nxgp77r4dt/z2Fzy85Alc1ONNA8gPapAXEJ9V/3yB9x37fp58+gW+d9UV3PCb6/j97bdyymlnYlqAriOtFnvtsicrX1nHb26+kVPOOIOrL/0mg3YBT7epAqQG/eU+rv/NT5mx6dZsOmcmRx16GH/88xISVJplAdotr7uvEUlem8QgeuaW2Li4adU/GSH/9darBB566GHyeZdFuylnR0xMEAaMj42r3PZhQpQTEiL+dsvv+PmVP+KMz3yBk886hooOBYkpaC66U8TTNDTXzqCxEN1MEUK0NMRMAlx8bDPljsceYcGivTjogH1wvDYPPbYMDyAS0rVrGG0nWH2zyBch8D0IAnbddXfQNdateUXd+6S+m5jwtfU+m6ryhs1bJvMC41Rt0Aenc/aZZ9BeuYpj9t2P2X1z+eDpn+CBZ5axNggZ8tcRRC0+etIZaOtCbrnhFk464UTefvDBXHvlFdz/1JP85k8Pka4b4p/3P0CxVOH8S7/Ovu94B+8952xOOOxI4qEaoZ8thprJ/kccynlf/BjXXPs9vvLF83n2H09x/hcu5tEnR7PvgOk62QY7RXf01z+gSLZ53Si8sbPffvXT6WCj6cg4+UIR27UhVLCsiYlt2/T3DQImGAaxtPGoc9Z/fYax0YCB0qA6AGlA4mGSYmIguk2YXUDXEmJ8ckVb+e9WrYFWAK02Ny9/BmOnrSCJOGzzRTzx8HO8HIJVKJDoQq4yA9OtIGRuUztHFEXQqGFmZOooitZrKa/zbirKejWuhyHK+vOlZekT70RUelVN58h3vIO1L73IL3/0Qw5760H8+he/ZL+37MUVl11GMVdGcyxG1o1w1BFH0T+zHwH8apX99tuPcl8/Dzz0MHp/Hz+88kq8ls/OO+2QXd/kmHcehePY+GIyAhi5ChdfdhnnffAMjthvLz5yzln86KfX8sjfH+XOO++j1soU9Rw1SwWBB1qCkJKSvhqtmhKcTGO9oK/XqFs3C0ShKNwrp1LKaaRoaBMyR2GKYyaMsIZFO23P4e86mu987ossf2QdCeAZwrg/ThoH5A2LsO1ltEnVPj/2la+1tx+CmPtuvoV64LH/ScdBKcc5Z30InlvBbb/6J+0wItRgaLyGGDbtdjaGwhQviMA0kDhQQlsdRQnSScv0pGPLFGKN/6t5dwBrjc6+UVcMDz1zHxXLxGHIMccczU9/+WOG1q3kiIU7c+PXr2TV6pUM1WrUE5+f3PxLSqV+BmbPZcbChZSmz6D+9HPo7TZoMWvXrWF6bz+9JtgBEGjkplfwShbFWTNwABETvIRce5we8aFos/2+e+P0D/DMCy9hOROb7BTBckzS7ql5g9mxu+Ofim6ctExnP6k2qepckbYf4wctRRixOwcflTgyAQK/jRV6TGeQ65f8nS//4H+YEbT41ZcuZvW4T0sr47h58nno0w0cPwEDAlKVqNe0qOk65AvgRfz1+luZPXc+0+fOox21yG06m2kzZ7H23odwDZfC9FmYOQvdSCnlsn5wHGzbQS8VsQyINvAXdHbXgk7X/TWFEievY4zrXyDOdA7TFCXgpBmK6RHFIAZmqYJlaYw11tFb0Dn+7UdS0l1aVQ/XKWFYOu875WQefvofXH/7rTz8yJPcfed9PPbC81z4ufMgDOmr9GAYBtU6KuegabF23RqCyGfNqrWKGaNp4FgKHdKEuN0kjCPKPb2MjIxhZt6Daq1FEAfoGqRdQ/wPsSS6B6Fs7zlpwui6QZ0SC7baitHxEV56qqm0bGKfMEyxHEXDckpFtCih3FPhn6uHKPYM8I3zP82dN/2Ua3/4UxqAh1BvjRO1RslniHqErnS/yZGQA82Bapuljz/Bqhef5fB996Ywe3v23Odgmiue5Jk/3UYjSqjrJoYeseLZxzFSMg+MyXPPv0g6tJqZ0/opuND02l0mkkZMJxts91g4hZ4Y/Y3U55gZDT5J0A0Dr9nCq9bBzjOycnWmEgTzSwVM8Xj46cdJe3oo5gfJicvcGQM8+th99G42k3nbLGTBzC3YY9FOzJtXIlcEdIsjDzmU5UMreHFsHWOGwh3v+eNfKPkJs90iOZSoqxgJYisQyXTyPHbPQwy/8Dz77ruYTD+JSk8B27TxQ3/9ve6GZUo6UUfHQH+NA0zXJ53onHHm2UDM//zoyqxPHRxLp9UK8YgVmU9ziFMTq5CnicfRH/0gm8+cxU+u+AEvPbeCGBe7UkYzWoT+OgASHDS3jyaOGg4tCJa+gG/AIWedxJX33cVf7v0bd936Z845aH/sxgoeeG4pY7rNe951JENLH2H5M6uUxCE6N954M9ZgH4cdfAANL53kwergJckG9rKxToPJHSbra2FPZnN3dJyrtcYG2ZASkdSXpY/8TXbbags564TT5Maf/Vpuve0aOedDJ8m8/CZy+rHnyngg0g4DGXvkfjl4q3my8wGL5ad3/EmW3P2YXPKFb8quh71Lbr/7PpH2qMgry2SHTXeTeQv2kevvul8uv/IKOWTmNNnUKcm5P79bHhSRb177E3n7EYvloq9/TH72y2/L5889TXrNguy873Fy64OrpC4i44HIeNNTjGRpi0hTUmlLnEl0dNuQvKrhb6p0+i8V6Qabp6liQKu46aZIPCLiN+VTJ31aBsz5cuwJJ8q1v/mp/PdlV8iWC7eX6/54s0gicsYmh8liNpcREVklLZHhdfLKrXdJgUF537mfk1USyXCwTha7g3LqVnvLH2+6Q358y01y+U2/kF/87R656tb7pTEmcus5n5ftQb5/733yhIisCiORIJHR2+6ROSCfuPQbsk5Elv7lftlrYL7sue2ecv9f7pFvf+pDUgI5+ZzPy5BkmbuiQGJJpKtVk/pZ2ybZyhRJnNChjk/Qxzc0xgn9nVo7lKBz3TQUCery429+U47cbj9ZUJkp+enI5rvMlK9+9uuy5kVfqupRiLTWyrI7b5NT33WcLJi3jRgUZN8D3yEnfuLTMiyJiD8i0hyXF+95Sg59yzFSGJwnu++1t9zw1S/Jpn198r5f3ib3i8id9z4kh+2yvQz0IraL7LLDFnLiiSfLw88Md6/V7CZJDcXzRsXzRiUVX2IVfr6+MU5BvrH1jVFlkp1sjKm0RcZWini+JK/E8v1v/UT2WLynGCVTZs2cJx886yOyOh6XZrslp25+lBzZv1ieXfuyjElThWOM+vKBd39ALLdXfnTDTRKIyFt33kYGQFx0AUcwTSFXEmZuI1f94k55/8K3yOHT58rLQSDPiUrjJImIvLxU9preK+8//gxp1kQk9OXB226Uty4+WBx06QP5yHveLaubIs+3lDE2Ak+irjGOi6RN8UXpKilbmaRhtJHlDRtj04+k4cdq8EeRNMZHlABQmOXVbSXiy4iMpKvV0wlEVvuZMcbjIsGohEPjkjbVJQIRebkZSl1EgmBUJGpmrVcvgYisfehvMrtSlM/f/aA8ICp1r7SbItKQIBkXkVCiUH2/JirfXTvqBG34Evnj0omKeVWOxNfIgPBmynrGmEQiSSRplsLYk0RiaYuEbREv6ubsCyWQQEIJA3U/y9tDKl5mWERGVQ7CdTKijLs9cdNplv1rZPwF9cWsn/1EKVI81syUKeqpyHBVPFGZDlbFIrV2LBKtFmm8ItG6WHVw3BZJapL6sUgkcsUXzpMSyGU//JWMiUgtG1TKGNsiyaiINMST7LmmIpJMnTG+DtO7c8xUEE+SapimqejrqNOUZireUhC0MN0eMHVsLPq1fPf8M8OGOAkJWx52uUQ6rYiPIm0m9TazS2o/YlhlCDyIG5AvUUfFX7SDkJJlEa94GYc9lL66YRBggO5ComNqUG8JTkGjp6BBHCFxjGaCaSudmG54xIZFY6KdG1EmCNDZVj/bO2bcIrVtHKsSJS7ujCI6GkFGNs5ZFoO5aV32ExokcUjZLECk/jY1QlI02qsDytOLuJXpjKR1BrJ713XwvJAFBRtHIInaGJU8DjF2qqEZBnbOgJE6lCuYOYOGD2a7Qa6cRzPVg/3Q2ecw5oc061V1LNMgIsbq9k8Ckq6PFGgpUyW4+oaegmFo6IY6PCcp6LrKNoCm4RTzJCaExMSpATikGqwd9pU7ydCwyxU8P2W82cz2+AGGEWGk0K4JK1eOgJuDkokXN8ipZ8Kw38Iu5pnpGswki6nxWiRYBLGGN66U+It5rStKZJsamqFDECJBQBpG/wLUzrDUKYMnJupa72zkhRh9A7iDRdAgTHzSNCaft9AEkii7fg+Qj8mZORxxu7EZXuKTklIeLEIYk2Dh6L00x9aBlmIJDORsTBRB3Ogp4NfraGlCUTeIksx4yhUIQuVAMSBX6c2wsIyoWunjc1+5hNNPO3WDs1jWf1kA238GrwUtFZEOxq7yeaSK7dqdMTREM2kFMY5jdqE0iWMk8rEcizCKsRwHL04Rw+7GzZtERFGdgtUDidmJSqcdvEK+0EMiKjNCqoFGgk2LyIvRc334EeQsj3bUwk9LuI5DmLYxJCVvFLEEgmaIW7SJNai2qtiklAsFOsnHSQ2Fh+kZ+2gSUaJL0NCESfpa/3ZR5ISsTglAS4k1lQMnJcUmwqzHihoXA0ZMkotU2EXqZPES0E4FsdpoQD4tKOKiAOIT5g1GW6PMLPQAJlVfyLs2tgQZxT1Hq1WnWcmRx6UU6lAdh2lFqqEHWgnX0jDxFE0ryVGvhzi9NjEhrm9iGDrB6mU4A/2EhTKdRHcpCSYGNh6kddAsWlqfymYhQOebr7f6/BvlX9TQGQ06UZTgZoYYRkIcxpimjuVakCbYhosmJpZpE01SLG76dRzLxYvDCajPC8gXClTjJrGWQZWACjYAK5ej1Y6xLAhIsC2XQdvBaqUUdBfXcDu6H7h5mziEKEmoFMqUCmWSJKZVr2WMVyGNM11JQBf1o03GJmQDPOZNlMnUNDSzu4TZJIp4lctiP20I0RE1h9GsNVQ3R5CzNBJCGonKfUgbCAJwTAKBcmGaSl+SRPQ4NhKgOsEEophCqZccNo2wpuqs9BCEHq5l0WNpxK0g04+0qFcblCs2SmvIQHfVdsAZHAQ7Rwr4okKbbBX4wASor29AmJj0upFF7/yzvlVOvoquxEE7HayDY+uKDdusAYaagSJI20LFhJyAFUKf20MUhiRmSmRFaqgVLdpYRLpFSkreglwq2JLSaMeMRoKWN/EAIcAhhhq46ATjdUwE24ppt2vdWFBL1MwWi4luOBR6eoklVkQJU7pLpzbZEAXll0bfSN+0KomGIhViKbVowJRAxbykbTBTAhvqmg5Y2NgUczoStonDCC2FMgaWrxHrQC8ZZ1BHNEuxvkMTxCaOVUSGxAnECWnW/hIm0+xeQhPaVozYNramobUCiqaD41sYsUapv0SsxTTqK7HxVbKnel2FMgQRIWoVsXQVKWIKilCiqf5SAXbZeJ5CpsTrP4VJNCFdn/hIN4AohDgA26IbzK+B42o0m4qbp5sQJwau7VIgwcKn1RgDLcVGU6g/OgEoX3eUUMr3kbPyCNAKGxikxJ0g8xR6ShXqw0MgMYUelRrOdFhPVyCIRc0AGoRJhGGorFlvpgv+/aJ3PRPqbJRCGqtEN3rKiKeo/ylZ+ISlo+UMTBt187FBX76PdfUqgYYKzZOYeuaWs6w8wWgVy4RGtY6mW2DaSMEmNNTuKm6l2MQ4mqBhkGIp922K2pYghEA9aDFYrmBkzvFSn0rXTJrSTqGR7d26OzbUICKbKSds8P+Yz9i5cBCqrAdJkigLNQyS2hgXfe58tt92B3r6XLbbcxeO/sCF3HT3K7QMjZgULfEh8imUCyAxprToM9UM4gPoOmG7hSnqublA2VajMDJ09YEGtJv09fbywL0PsPc++1Hs6Wfu/IWceOIHefbpVVg6aKmBjoat2egYxMlrpN7QXuP9RpQNE3hM7ECzk7wIP7jiu+y062J+eN0fEMAtFIjDmLHhEbAN4kYdIpPqi6s5/vgTKU3rZ/78OZz2/vcRNiJM4PGH/8GOO+6IY9gM9vYw0yxSNIqYroXjljDsaXz9km9CbYRPH3cMswfnsGrYV9t1LQUnAjMgALxQh9DgrutuYM9d9mTWzLlsPb2Xi7/4OdIEiha0PBWLPtE/ndzd/5nyhmr2s8OLbasgK81xIGxC4PO5L57PD37xOz5w1pm85YBdePLpZfzlT8+y5IF72W+/kxBd1OGlHUDJII1D9DgB1yCIlYYUWortuhCrAK522yef1wkIMSjTtsDVQI8slt75Fw484igW7bYXV17zfYbXjPL4w0vJuSWVRCcVfC/CdjRMo0MMnTTmJhugsNGGOPnPO9vQrnFqRsaXjCi4FtWmR9/02UoOPQox3Rx9uRyB38YpFGH5MCccegzD01y+8p1L2DQJ+PQnP8/jx53IL355PTvstCM/+/G1vDS+ht5CkRsvv5rf33Mvp13+DcqbbI7dcDlq+0WAx0Di45olXhn2GBwsYNk6hi7EmTuvnCux+u8P87ULLqU8cw6f+95nefnBO/jWVVey3JnDly/5Lwo5GB9r0Ntbyhpos56qW7cHpmh2fF13oISZ5LBImKr/9+MOYByJJE1pvvKsbD5nQN539sdlWESGRGFtRHwAACAASURBVGRNEookIuFoU7pZFJpNhZ42ku6FkkwkyW8EIklbxGsqOX1PFLIrDWl6K6QlvqwWBWqHzyyVxYMVecfbj5GabJANIBKJ2tIFsdvt5qSWZSWdALwncO6NBWwnSzNPzp6QeSfihkjwitzys6uFngVy9Z+fURLPkSciifihJ5H4IkEgL3znetmZilzww6vlaRkTidfJL7/9daG0pVz9q78rV0orEUmaIv64nHfQkbJzcbo81RyXF7L+F19E1vxTvnTAjjJn5vby2NqJfoqlKYHUpCUicSRywUkfks0oykN/fVx1yNqlcuyBu0vvgn3lxiUjMtzaoI1dAahJTpKpUn0SeWM7945orWFAEAYTY0LT8DyP+Ztv1l1ybd2CGLRWE6/dxvN9MAtUX3iFI454J47TS095BiccfwqjI22cvK3gCd1k9QvD7LfLWymYBgfttRvXXHE1W2y1gO/+5g/UgTQJaYxWOeakk/GBsUYtuw8Ut2/S4STnFgCd8XH1HWHi1Nt9ZaogsgwM7ryVSG22NEPdnNdWp3q3TGq62XcUzmVYruLBNJr84Te3MY1+DthnX4oUwYg5/J1HYqUWj/ztkQwTDNQGWdeZ0zONHreXp555iRhwAJoNMIVZs2bgpTpePBHPHWKi45AnIK6Nc9df7mfXnQ5ml123J2iF0FfkhBPfzfjaUVauGiKfh5bXZCJAb6LoGb9xKssbMsYgTAhCdXHHVkoFUbNJrVajr6fMb6+7hj/88fcYGb0oHgdzYDpRvkygC9X77+P4vRezrjrCr26/ket/eBXLn3yCA445iYYOGA7t5cs56qij8YOQu//6Z8449VR+duWPWPP8K0SWRQDcfOtv6RsssK7ZYqcD38bChVuxcKtFXH359bRqmX5RAM3qBBGvVCqt15b0NX423iBVLROOmBgknuD9uaaKBbcsWn6UUaUUeNz2sxS6uTwvLV/J7N45zM33E9NiVWMt9vQe5hcH8ZYNqzzUSRt8D4IYw08YGhlm2212JiAzxqJAa5yhIMDq66fhKxEEJwVJHDQciFpYrXHGWj6bLNwJw+nceMwOO2wHbY/HHn0CANftJFdOu6N3/cjKqStvyBgd21CHFlQSdIkirEKBmVtuyde+8hVG16zhlCMPZ/5WA7z3lBN45B8vQgrram2Kdp7Pf+pTjFdXcfsf7uCwQ/dn8T578s1vf4NXqg1++8dHQeDBe+5haHiUb33ve+y6714cf+opvOfo45leGcTOF6gCVtHF11I+8+ULeNvRR3HrTTezeLfd+H/nfZo7//yw0gmwodjjkgQxURBnGjKqvCrScUq6MH2Niiaz5BUd1W83lR5RJ7lh1p+umyfJYspHR6rUxusM5iuUyFEp9dNKfHrNAi8/s4zQALfSq6L/E9BDYU7PbF5ZsQa3c+lWFSo96Pk8a1evpdijooohS2UXCkQBup5gOHmGG22CELVCVavKMzR7E4JY7S1jSV6zn7RJxjmlfMY3UjoyIa7jKo5g1pmHH3ssLz33LNf/5kb223ZnnlvyOPsddhDnf/FKNu3JE1SrPLXiRd527LvpyRcJ2jHuQIVt9tuTqt/iqaVPQyz8+ifXkSsX2WTrLdTJT4dD99oXJ4BmvYUFDDWqvLjW4/gPvI+PfuRM9tl1D350+RXMmjada6+9ttspSQiGZWLZNu12e2p6aiOLYaglW+/gZNkgibMZEt+jUqng41EoWRhALapSLpZo+x49vRVEg0BipfoWRZSKRdI0JZfLdZxbUChAGOJ5Hnohh+eB60LiKVRBQ1MZkXSL1aNrmDZtBo4FQTOASgXDMAjDkDhW309eN7py6ssbMsYwSunLTlTdxagz4/g+jlvksIMP5Xc33M4j9z/Ifjtvy6+vuYrRNSO4lk01DLnutzezYNEiNttqEQObbUH/tGkwtIqhlS8pKa44oae3RKHPJc6Y0yWnQH+hDGlMDOSmDRI7sPnWW5AHWs0qEsUMDAzwzHPPUFPbQwwb4iRRp/RJoZYbNnZq9jyvFRU42Y2QolyqBtRrxGGgwjeyh6xpojwypSJh6DOQ72d0rEVLPPr0AmkjIMnbSNkh9iCn2WC74OYYb9RptxroqKVfmY8BlklvziGn61g6jNXByGfGTwJeCIUym/TNZGTlcmrj4BQc8DyazTapJDiOin2xLXcSKWKDNk4xef4NQTtxHGNZWT4QNDTbxhsfIlcsgGi0huvkp5dpAqWyzWmHLuaqq65g5arnEXtTSgNz2G3x9nzq6u/ySrNO0m5TKJcwSkW2KBcg9YjjiKHhYdqJkEQ+0yyT2AtYNbyMUjFPCCzcbTfcPpPq2DpMoCdXwLAtbNsklhjdUocYTYckiTBSc71lOuvCV5WNN0o965lOhZ38oGkGNJvkikUolZg9YxAVEK++b2AQY0EYMjhtgH88u5Rlo2vZdNo8XIlY+9xLvNAcYtsFM9Aj0EzJgEzBT2MKRZtCQaGcLYF8EwhDopFhaDTRE3ArylCjNMKxNbAHITSZM9jLiicfpeSgDMvKs3r1WtJ6lfmbz1N6O75PwXUVU6vbwP/NkfDme/F/LfmcMsR1w2PdmTFXqYCuEzSbFPrKhE1hZGyYKPRYtno1sWHR09tLuVJGzJSQkFzeYaet57PnztuwaIu5bDa9D8tSTvYT3nMyupHwwAP3Iplb7aElDzOjPB0/9NThqdJPqX+A2po1OEAUhvjjVZ55/ll22nV7SmVFQEmSFCdnZ777Lvm/S/XqvjJVs6MBmj7RmZqVYYxZ0uY4wQ9TqA0zPrSKRjNEy0TwdVJ8QnBynP7xs2jQ5ve//z1hEkBLeH7pi8SOsOM+O5PLAwm0Yg0cF6uSJ0x91q1ZrtYSDShVwM5TKpUYLLtocUIkqhdcPSVMPRqYDI+32W67RcT+GCuWr0aCBMZb3HXnPRRm9LPLrjsA4LpF5DXMRJ8qbHFSeUMzYxAm2LbBwEDfeg/vhcce49hjj2PP3Q/kyKPeSa6ic8Vd9/ON637HcSeczKabb42Jx02/+yk77LAr7dM0DjnibWw6v5dHn32Rq66/j+986RLeudUgB5/wbqxLL+PLF3yent6vseyRv/Ptr16M1TeDVIcasOUmCznxhPdywUVfZ7pV4IRDDuU7l34XwzU55tijlBvdJMNu1KLl+R45t0g3/HySISrQe2M79dXLtNKk0RWLR0Kw82qfFoc8vuRB7mQdvVaEH4SsGR1l1sItOWKv/ZlzyB7kZvVy00+uY8t5c9Befp7PX3QJW253ILvvtjOBCY6hkYY2hDrVyKMeNelxbRyy823mr29oOr4/xl133MiTZZcZPTZl12fV8BB7v/29zJ6e59iTjuLeu3/P2eecwbkf/zDLlvyR//nhr3jHxy5i4aIiXgyOqdqYkmJoHelTc9ISrWb+KSlvBPSORcSLRYKM0u83qgp4jWryk8u+JnssXCgLN9lEciDbbb9QPvnVn8iz1U6cRFNE1smSu2+UM97zXtlxq62lv4Jsv/tC+fjXfyAv10UkiES8hrzwjyfkwAMOFTRHDtr3QLnnqqtluuPImb+9Re4WlREgThvy1Usuki02nyeObcp22+woV17xc0kTEd/PUvnFnqTiSxQ3JU5a0gW+Jyn3b5gv8c2WDauJZSLjgsQNkWidiDck11/3Y6E8TyjNFzRHDEXTENvR5f1nf0iWr1wj0k5EXhqSI/Y7QlxsmYMhmxT75KYHnpXVIjIcioy2vAw0F7nk/WfKbn3T5MU1y2Qk62lJRGT0Jbn4jGMFDbF6ZkixPFsMxZAUA+T/feO/ZVU9FPESeeLWO2TxzntLj1mUaSCnH/VOeXo0kZdEgeXVIFWk8E48j/gSp12cf0qZ3m/YGDshB6mIJH5LovqQSinh10QSkWajE2eSyHA97jbAj6oi0pA0ropfbyp3ThaTsnbEywKjfInXviwShiJBKmkq0hhpiv/UkzJzoCxn3nab/FVElkkstbEhEb8hEqlcx92c2KlIy1f3WveqEkpTorSTEzlaP8xg8s9GGuTk/uv0VSdsQuKaSLhWJBoVSSNZF6skkYGIeohhU0RCWdNoqM8adTUw2yLiiTz229/LrFyvnHTel2SpTHhSvOwxyZoRlWQ7TaQehVKrt7O2tMVPqzIWjomfeOqPOt6tMHsbJ+oe2vWuB+trZ54ls0xHvnf9HfKyiKyJROrR5NCDmog0/2PG+Oo1SrKToEy4+5MUXMdAgKbnozs2ZrEHPKWWL35EoaAWipH6EJWSorFXa01ss0CYgGbkcQoF0DSCSACd6f1ud4kzBqZnNCWNqB1TrBRoBg3CyMfVUzwgj0G5Mk1JzrVakGqKnwiMjbdwbbWg5BwHExNDs0jRutT/V+vtpGqZ2Uimdzrpt/Vourqu6EuZno9rQNsXuud73SQMQvqKRQWd5UpEzUDxs0zY8ZCD+fbll6OnIWaiQO0kVEoPsQ5UyooZhI6FTrnoACn1SCPU8jiWS5j4WWoNun0Q1j2KhuKHpTmL1IQgaHPety7jnI98nBf+uZQcUDKV1HOnbdLlYmZFm0qW/KRMGJNfu/w+LfNApeqjdhBSyLnZbQH5XkgFTRdIPAyzyfRyjjEBW4NKqYwWgm05E1QzHRzdJCFRMIOmeGBxS6n7o4HtJqC3Wbv6Zab3ltEbY0xH7YliDSW/UXAxGgF63lXnh9RD13KkYaCkQ2wbMGh6PrnsAIamLmcIKKHQKCO0Tw1TGSIQA0dMEg0SzcUwFJEgajaRUoleVyBoAgbYJXTHQcMjZwokYOQKtA1oxlX6ixXeefIJHGmr1GhOGoMZM06MSQ5TV5LJgQa+keCKQGpQ9hXVy7cMAktoiULiYiDwA/ryOYhTEtMgQqjHVfoKBQg0/t9Xv0qsKRuPIjAc0AhQnO88oCuyjMaUGiKgwg46XlWjgx1Nwo9En8hxEsQJrmmQxhGuaUAsQKLEoi0BwyMINcQcAB2SNhRcED1VMEeSjSrDIyFBsFBpGiFuQz4LSPLjdbh5A4KUqOnxUu8Alp6nGEHF6mQASLBjSxlTlyaTgqREXhvDtNDtXDe9RQe67ZKgJFJyaZoGmtOFY/7d0qlbwTSB6rBYSfMFhvrMHxqjODBAYChXml0fA7cMZol2IuSsFkQpWlgGG8atBCHGxUDHVGTwZkAhCaBo0TJUcEwhyKmZzoZqUGeak1MWl11/vF0nV1GhHR3o3wZ62hlZMW9QI8h8RDFOw8Qh10k/iJiQajE6PikaCQV01GDWANFUngeNTkb3jSv6xIv+agxzg5gR1zRIkgCDWMEWoafY1K5OLWwBRRxjALcBbhvyeWjrUEWnhTnJS+YhBJhY2CnYaWZLJmCBmS/hBzHoFlZ5kPl6nkGU+KgO1L06XuKTpC0k9lT/A+PVJmg6VlcFIe3e+2vCONqbj33pViFKz0knM/gONa3j9QOK0/oApTOeJkCpR7kGgxTX0Ah9QTOdLIQAHAx0HOqtcSW/DOSLjjJgyeFRw6OqCLop2AkMOkVCNDXbBSFx1ac3X8ZVkjzEIkroE5QTX1cDuYCBRaooFMVclzua5XQiDHw6NLHJPSXaVEJjqryh6WAimDPFMFQqDMUK7iQoU6zuhByGljGvTfAiDywTG2viQhpAlM3CEyi+46qLhHGAbuq4TpmOoroNWFlEGyn054poJOhGTGrrhNn9peYEOKvbJkhKHIWYtvLcrj/YtImleWOX6IzUEus6goaZZtVnfSdRhGa4DJT7afsBvuZhaiaGkVNh+HYBaTXRwghSAyenZjynUMDHI2kH2K7qjzCOyGfMH7dSgMzvrMUxkWPSJKGvrKT3iIBGhN5nkde07gyOFyhZw0TDLBi0gyZ5RymYBgGkCUp2BuX+VRVN5JZOtanlx3eKIpDw+p4dNSaEMPLQSDBIFGsjDsBRo0trQkXvBWBEYG0vrLWhrUXkYp9CmOIEdNayrGEGsaaWsnqsxOYhJg089CgBLBIjh+RyhH6oticRJKuqWJGOSUpIxDhtImCkDbmiTQSMjo7jNZuAYFkm2gYzpIrd6Ig1bWTM7ySyQKyGCJ2w884D02yD0dWrIYG84yB2Ds3Jq9CiAEh1NDevlpJCDqMFepASKdOmxy2rLa4LFCxMDGrVMUWZs4BQxXmsrI8RYCAajC9boQzVsdRABvw4wAsCyDmQyyk5tATKTg4DaPhg5MHNDLGTyiR9jSip/0T511fIOtlA0EV5CyBVjvpE0YrGXlrGNy75Dm/Z6wAGZs1nwXbbc9AxJ/Hnh/+BY5YJgkDNoGk8yRoc9ZMVVwMj07ZyCw66ZRMlUGsHtALBztnQjvjJZZez9dZb0mMbuFoe1+1lMN9HpdDHSR84m+GGmon6+vvJFUpAStSqg6Rdg5zcNDSTTpDRRpXuaNYnTu4y0dzEa9I/cxZrX2nywQ9+hjnzFpDrKbPnbvty9ZXfJ2q3IBaO3nlfZuZtCiWXrbfajGPfdTg33XI9oHIiBr660+eXr+D8C77K7nsuZqA0yO6bb8aFn/wUY602aqCn9M6bS3vlGk475j1sNncBPfk8Hz79DB64734IE6TR4Nff/xFF0yan9dBTLlEu9mCZM5i/YA9GRn16egqEUYiygPUX5Kl3BmbLdKfiV80R2sSLbZlIGqHpmor3zNisV/7P9/n2T27nsGPfxTnv3Jvq2Dg3XHMbD/7iDo7abUcoVIBm9rCKkJogakkwtEkK91GMlzZIHRdwMAyd3pyJFkPUiLBKFm876RgGtt6EJPJIkzbTey3+/vQLfPQz32PXt+yDlUWxSpSSy/YFVj4Hmfi7lrnsOtuOKYg6UKU7aCdtwVEwk0mK4Vg01w5x5NFn8Pizz/O1b13ADtsu4K+/+yvf+d5l7HfE3my92SKKDZNtC1vxyV9ewlCwjhsu/y4fP/GDLDlvjE984hNskoPaqlV84IPnMlxtcNLhR7HbRz+GDA/x8QsvYIsTj2PTmXPBC1j20GMsPvx4+mbN4aILLiBfKfCb393Kly66mCP/cieaXWKHXXbmoXv+ytNLH+KTX7iY+Tvtz4Vf/hZF8an0ud3chEm2ydKznusu91MZcgC8WmvnVRo0nTeh8rpIQySpiYQjkqx6VjatVP4/becdZklVrf1f5Tqpc/fkHBlGQHLOUSSISBBUkGQCE+aIiuFTzIpIFAlKFAkjQRGQIQ0CkoMMTOzpfGLlWt8fu87pHsCr1+m7n6enp9M5tXet2mvtd73rXfK+M74ow6KkYtbUR9WLVTIEXwJJZUBE+jMafoYQxxlwGotI2VdlB1KTSHwZlVBlE6JMpkYU9t+IY0niUCQORRqjIo2N8tsff0+6Fu0sK16syECG7ao+z5Gk9RF1zYmfCRSN99BuAvhbzJpPssULZVydK8sZSDNrEQ3K+Z/+pBjmArn4tw+LLyIDQ4MiscimdQNSTyOprx+TTy48Ro52tpdNg/1SlmGR8ho565ijRJ+9XB7r90X8SO6/6UbRO3vk/Et/o4D2SEQqdZFI5LkgkQERkQ39ctTy7WTqnG3lpcFIEl9EwlRSEXn6hZfVGoTqb5PBjTLyzIOyeFqnfODc78hGEVk3lrbKS2K/3rplTVsYB/mbE/2/Ar3/xWh4jfGaVSAtl6nX64RhyIwZM1qM6Y58hwqeTfA8dQZL4oANr77K3rvvTl/PVHo6pnH6KWezaUjwQxSmo8PLD6zilMOOYeu+eeyw+O387IcXM23ZMj57w294DfB1QRcN/CaEYnDRzy/mbVtvw5LFJXVqzE6xaRShuS7yn7Rrm6ShFDkUJKK6/qRZn9w6d9z6R+YuWc67T94FLYbezh7iRoO+6b2IZpLvbac6NIYexGiSaYQ7Jqd94H2kw2V+d9MtICkbN25kWu9Uli/dWr2pEUPOYKwySret4wLe2nW89OKz7HLiUUiPSZDEkAhaKGy1ZCEBEFqQ6il6RwlbSzGSlES3qQPFdrXvpWGAYZqbazFmflT9qzMZIgjN8e+NUXTCMGyJRqZhBGmK3tlFsVhk7uyZ3HHzTdx7z9/RAI+EqsJ+KeaUqsLrT7zIwbseSL7QxsW/uZzLLr+IRx5dyeHvehdiA7Ua1Oqc8O738sJz/+SXP/sV533lq/zukksYXrOGuLedjUBd0xXIZQBBxKa/PcFYf5V999gLhyyFn8UaaZqCpqNZTuZTNl+01uFiS1dwAvjbJGGEQKxl1Pw0Jlz7GgP969lhtz2JyVhlUaSuVYOxUEgSmDJtCq5jkdYSVSJjpCx7+1LaZs1k1UOrwLLZbuedGdqwjl/84Ps8/sQTCoYJarR3deLFMLoporxhA5rE9C5fyihg5zNYLVH16uVUnW1CHfDqWGlC5DWoJ9oEw4vR9bRVAJVCFmrJ/0m8CP9SUSIbTYaLoSALQUe3HYVRYaJ19XL+N76Jv2kNxx20H9NnzOX0j36Kv7z4HBUbEmLi6jDfP+cbdAbtXHzZ1ex3+KEc+e6D+da3v8SaoUEefOh5sB0evukWPGy+d8kVHHr8Ozn+xHfx/kMPZV53D80cQBmdugZoPtgWf7x+BW6c55jDD29luzaDX+NYNffOKF5ZpDt5hghsVmIgaslCMhJrBsInfo0k8Jm7cBHlqgIhIEX8Mo16FcfWqKewrrKRWlihz55Km95JHFUweh1ycUxj4xihAQu334mPnfo+Xv/HYxxwwH7MmD+HL3zlyzz73LO0mdCdt1j94vOkIkxfuIBBMshzcAD8iNhLqCLUQZ3883nsJMbRDCJM6pDpBEWkYQDyxsNKOtE0JnX8zztjdhzUDZsYqAcBrUbZ2Z/ve/QRPPLY/Vx/3VUccsBBrFr5KEfvvhff+PL5+PEYpmOy6rGn2GfvQ5g5a6rqLqonHHzYAVS8On/6011QqXDLjTcQW3nmL99evXSUst/O2yONMmPlKhEKBUlAge2+zy1/fpBlu+zN0qXdWLQSB2qHtE2SRBg3RH2zRVUUsjjbprbgWW/eFU1JnCjNhonlXgm6FhEEEPkRrguvvTbCYXvvTnf3dKb19fKdn16DLzB3wVwcx6FaUf0OzZyDF9VIEKZOm64eJA1+8KMLuPF3V3HO2R9l91134+rLL2fX7Xdkxe3PkM+Bk7doJBDWI3LAxqExDjnsYGZ2uWyzaBn/eOUlasDG0UEFKpoGnaU23GI7DTJhBVL0nNuan7T+jd9ChWxyDjF6to7/cpdoohYaJobpEKQCmC0EHw1KM7s57D1HcOElP+XRO1bwvm334enLb2HDq2tJ7ALO/Flcecet9PYsYEpXH109XcxcOI9wYz+WrkHBYXB0hNgqILqNkwBxzLyZ3ehmhIhiRbso3UYMm6f+9CdWbtjEHqecQqyBnrQSOEgag65jmNZmhjg+FzIjTJicKjd1ewJN7YpqTbO+xXqMYaXMnllkcM1GHANmze/i2huuZcVNlyNxwECjjge89PSLJH5IWrDxMwS4MTTMcOijd3dgpdAYUK17t95he84/7+tcf83VPPvgQyyeMpPf/uZqhmtgdeRV2nO4QTfQ09PBhVdcyvc+/S0GN25g4+gIETCls1ch2LUGXrVCPYzHa2lafkR7wzYoE/6d3PEfmXSc6fsZhoOhK4fo1xpg5xQrBdCIaLdNZk7t4NA990arxRiJw6vr1jE0Msg7jzqcBx98gOeff5E/3n43t6+4i1dr/Zx51qkQB+i6jm/nKUyBxANEiP1RCD16nDZMmqwVD5KYSy+9FJk5k+2P3pcgI2Yo7xejISqwNq2WIb65+YaoA0bzY0tG9udB9qFlkI7KCKSYc2egE/PQfQ9gp4rsERsxy5ctZFpfN/muLpwC5Kw2Ogu9eDqMhBEkQmVgFBkaZuqCeWgp5EsFFZCnGpXqMEQ+ndNnMbujl0cefIRQ4G177kypBC/dt4qObO7zt9uaty/dmumlPgpdHfQT0vDrqre1aRL7IWE6XjqREhLVym8x0YmVj0zarggtY1Rv8KbdMTP/NHM/6obqJJh4kUrWP//4kxj1BLNew6JMOehndTTCc5VBoshh+cwlbNsznXSwn46edqbM6GHH7fZkm+U74jowZUYJJOKs005nYxhwya3PoOcBLeG2m6+nTRO6fJ02MpKDbcFrr/Dg3x9j20MOwcnqOxwdZYgyXnAuom22I77ZvbxFf5j/7ZjwwgEK51R5naYxCiQBxx9/HNKIuOMPQzRi6Jk+BT2Nibw6q9epIvyc3cdI3SNI6hRsg7HVq/nMp79Abum2HHzIYUp0K66QViKIbYoFF/QYyjUcT1i0aAmFTqCnxNz5M3jkpjtJ+rPLsw1qI2NYsRDECe3YdLgFCCOIIgpuDk03qGXz0AGrVGjFwW+5FU5I507GaKWM3zIv2OQaTjDZkeooPaV2Ors6qAwPcfLJJ7PTdjtz5HGHM2YM85f7V3LrjQ9xxEnHs/3WC6ASc+mvf8nB7zic0048gfeccSYz+3p4+uUX+P5vf8M1v/wp+8yZxg4HHUj+//2aX/7kW2zLh9Ffe44bb72ZckPwKwkFxgvuH/zbQ6DZ7Lnb7hhAPst4JH6I6WRVcHEEhqBpVtPZvHlomlrQLTnJaCj0Xh/vk6UIa1lnKd0Bu4ezP/1FLr3lXD577qn8c8OhLJ7h8Nydd9LwQraePRUJIbYjElJWPnAPG+5dx3O338jKJ1/h2M99gp0X2ZBGPHDHbXzyC99mt/0O4OgTDmNozes8fuNd3P/y43z+s99Uj5Zl8+vfXslOu32I9x72Hk759Al0WhoP3HEnvu3g1hq0ARvXr6b//gcolod4rVKn+/Un+ftDe9MwR5nx9kUYZozENTSzIzMACzSVzdKa+9ikUO+yITIB+H0LFnQqCnT2RaQhsQwFYxJIKKn4sn7Ny3L9NVfK3rvuKtOm9wp5ZNo2c+ST3/2hvDLgKRR4uC5Sb8j6hx6Rs999ikwt9ErP7D5ZsveOcua3viUvDZeVWE5Ut4rYpwAAIABJREFUl1VPrJT9DzlAOvNdctTu+8itP/iKLJzSLufe8KDcLyKviEh/Y7Ucs/Vi2W/aQlk7pID2dGIbjSQD6CWUSEIJJW79qNntoIV2J+EkqfUnkmZgcKsFRypSk0R8CUWCuogXymsvr5HPfuk86Z42RdCQQ/fcW3743f8nY1EiUSjy3sV7yjJsyaPLlJlzZJe9D5Rr77hb+kWB+RL4IoMb5Pvnfkx2WrJQOnM94hhdsssO+8uFF10jdRHZUK6Lkpkfko0vPSNHHXCETG1fLh0dO8q2u54of/zTk9IoeyJ+WS679PvSWUCm4UoeU8gj5EyZP3938QZFRMrS8NdILMnm6ya+pOJvXsYxCUMTmdC1p+mxmlG+pkKvehJiGU3wM8ZEMFBPSK1cx2nrUaRVIkJ0KmJR0CAfonLShqcKkjyF+YU5j1FCahWTvrYCNuAQADXwI9B6icpVhl55nO2OeDdH/vxmTjlxP3posJgQzTdhOIG+dkZq0OmOs8HSNEL0GN3USdGzktBxcpIOEwThm/GP+V/vjgJEWZWfKaKO1Klq8F7ONt22CGiEBK6H4dgYWOqaIhgdLVPscLAMA0aqatE7isS6Rd2AsQi6LDCjYXJSVOsZDEKxB9IisYGKMWshU4s2JjEGwmD/BnqndkPqQmASC6zR1Vp1hkBYhqIg2ODl0WyIjRHAxKy3gQG+NojjAHQAVivfjuZlc89N+N5/t34TR8s7bzbe8MK2YSNZqlzPWABxpM6NxfZ2fE0JdGohOLWU3gjyERBDooUMWAljmih5PEkwgDYcprUVsICGF1ALMlqPDpgxVnsRx2ynkO/GLqo4rKOekAxWwdaQHpWI7ipkF5mRcHTTRLSJ/Dtp4agtCeWJ85wEUp6Ck5qg0uZuSwO8oTI4No6Tp9Ko4QehqhYwoLOnHcu21Xp2dEB7CfSQJA0JgbwFRWKsIFSIvmNCWw6IaGT0MQPoLZoY1CmPDCBVnd6eOYQU8VITDAW3TnFDNAlVoiHfDlIgqscKAtPAjyI0DLCVJIquWSRioKGE8MeNzqIVhkwiqbG1ctJ6o7f+pZSUOFXKBQYaWipIw4dU0KMUR1CnPMMZp1RJQuLYCDYhGqmrgWu0XsNGMVFyOQfbyTNeAqmE3/uH6oSxRi6tkwBTCiXM9h6FczpWc1tCTDKaP4iuZWq1IJJCkqj1kjdMbzJZoa1FzMw+u0FN08x1KgYRouE6BWzHRddBQiGoKa1tzc0pSpipQxKR6sL6YckSPCam20aUhsQaiGaCYbXC3SiKSdM6kvp0dXWiuQZpAqNBRkqiAYxQoEEaVYiAegxoFrabx8xroKcUrQI6BkEIVhvYdg6vEb8BE2uWpppMyM1MysjKDtR7Gc33a75+5qYjUhISDDSMzEUjqSqUCHXQcpkRJapPiw1eop4d04ipZ2TaQmITBz51GaVY6MAk36LES1yn0xDFlUoTRXR0O/BTqGZssx5iNEmoVuuUSl3q6BpBXIB6pK7dtVBMdBL0FDS9WRQ6PidQ80ozN623FvZ/PxQal/ElRR8/ZRlQ1cAixQ1TGKtCTwexrhFFIVqS4pou6DASerhuDi2KcU0NTYsJcBhF9cxpbwBmTC0ZQ8+5VMIx2u0+bLHRU7UMthGrMoooAruNWNNVqUGc0pbWoDwEvT0E5DCxqFQiSm0WzXxLEvo4tqrcErEIQ0Cr49g5RTbVUCd3knH6nxZPsJxJKjtowpvNdXyj+4qCECtr1qiD4jK2nhZTIb3VBNKExIYaEBkqjkuISZMaEtcxdQ03l6O90E4T0fLqaiqW6ZBGEYSBEoLMKf8bB2AGEUUialGFKIkomW1qR6xXQAneKhEHaxykSpIETdPejBBI0xCbkPcWlh1k8eKbdl1tAiW1WoZSEdBohAmWZeO6NlF1lKBex3BzVFE0PQ0hEovBsTEcMmdoAGKiRR4mATl7CiE2SQpJBHaQQj2BJEeUGJD6QIgBuKauTrz5EmAQhwFGCh0lixAY8OokaNi2RVxvEDU8JZbvQP+mwXH4ZmJdlNbkR6iMzGTtjjqMG+G/gowsy5pgm6JQ8CiGVMYb2lgG5BXrY0iy3Q7Qk5QeI0+HkaNZHaWiTkEEinlIvAQLk9i2iFydtOpBrGTfii60ORY6MamVYJqa2ulC0BxIjID+akDzGU2BMI0xDSuDbsh28TcsKCqabP7NlgytuZRNV6Y3H4lUeZG8S7M3jWMbWd9usEp5nGKOkewajKABjQAdna6ODvJE6Im68Y0KFAomSXkNjUSUiJ4BqR9l5EyT0NJJ8iXQNdLKIA4xoe+pTlt2ByQ5CnpewWAxrO4fxc21Mxr7JKSYtonlOGwYVunXmbPmbr5gmK0kwkTuzmQN/Q33aOLqtv5r6QZxGhNHodrRLFvpiMQJxCE/+eGP2GHP3dFLJWYtWsCH3v9hnnjoWdWkIAyUwaZAlEAiChQWWl3o210DSUN8QjTdQS/2ADpUsikLRBJSImVg7Wuc9f6PMX/KIhbMncnWW8/j4UcfYsNY1Hqg0hR1nQISBOMTnDDRt5z3fz1k8xfTQLI910CgNspu82Zx7Ls/0PI8vlfnkbvuoFTK8ZMrf8tAAicdeQxbd07lo6d+Jqti9KhWB+iZcTCf/fwPYXCAo/bai+nds/j6+RczNORjFywY7md+bxdO1zJ+f+dTMJJy6uEnYGk5Sh3dGO1tLJ43lw+/+z1sev4FMFJ+fMnF7LfPO7n00lvImSUistNdvcK+BxzKHgcdw8b+TZuvmwIxEWLU45COx8mTMDY7wLwh0bPZApu6iW3ZSNOC4hgMkw+d/WE+8bPzWXbswVx+/bWc95kvYK4f4Z9/eYio3CCfy42zF+I4KwTSMcUibXWBAlc3KWAry8NSu6ijCkkiDVytgL6xn+MPOJCbnnqcT/7651xz5RXstdUyPn7WR7j//gdb1xpF4/nmNP13uedJWMgJZIKkFXQ3yzRiCOvoaYxjF5qtuXFdB10iTAvqmlAwoF3yENV46t4HaQwGpMSYeZdiz1Rq1RCsPPpwnXntM7jpqpvp61HFUvffdDWmJeDmSDtnQlIgfjFg1rTt+M0tf+ai667mS187l7/dchNH7L4Ta71hdjj8MEbX1hl5tZqVWzmQhoxu2kg9hGlzljB16hSQcHyJmhk5ItJWnmZy+gbCG6oD/6fb0rSnNEnQso6W0eAA9z+8kuM/8RG+8tWv0wE4UcwnTjx9XMUg8UBEKUDYPRDHpNUKelcvGMoFaQLEMYZpMDQ4Rk93u5p4HtBCYmzqNY9eL2RgXT9HfeU8jjzpEObEY2y/eD6XLNyTxx9exbHv2BfLBNd1SdIIU9cxLKsZF2y24zfLDiZnpK2HSrSJh5os/13K4dgmjXpErQZ2O6AJrql6HfqpurXxWMxCZrFxcJA/3/YHjjz1MHzdoBH4WQ2RS5ddYnqhl9XlgCcefYGdls3kksuuYO/9D+DlNQFj5SpUu1nQOYuXTJMd9tiNmcXdKNTXsnPs8t6PfISfX3UNp5/xcZbPX8TDd9xF+o2TSQzVmPSJhx9lYKDMLvscmE0tpJlTGp9jgkYIOApTbRrHFg79jXXF/6pcMH0jmcA0KZfLvP7aa7S5eXQykoBlgguNkRgJs+LbWGP135/hEx88jdlTpjFt1hw+cc4nWLepjh8DQQpeyPrnX+Mjp30CzSqx/V678duLf0pvdwdXX38HjlMiDj0GPdAcV3FtvABr+gyWbrUcV7OJvSwd10xRiYBlqmBk4kTfas7/7ZiQ+M74q1lziwQtqxOiPIKeJpSKneRz6s/C0KNeGSXwA9xiDh8wkxILeuex+9L53HrtFQTkaJBDxFPdtshhG23M6epj2aw5PHjvfdQrHutrMTvveyiseQ3TG4U8xGGdl14boKOodpxy/yBT+maD3s7G0ZgU2GHpdMbWPsvwYEzVF0gs7vvz/WDl2fegA5SXzFSEN59yikx88ibpqW6Ra7UJnzeLsbIDR1NOV7eaipzQ1tnB7jvtzF2/u4En//54yyBrAvlpJlrOgjih9o/nOfXYE3jh2Rf4yYUXce0NN/PHFXfyvjPOzLRcUqhU2XGnfXh54xA33n4bp5/xAS78/g/ocnMM1GoEFpjTpvCOw3fnkh/9jFdeqBGlKd/5wudZv2Y9+++2N90ldbqs1TwMXen2+H6zsJhxQ5RxB7PlTqbJ/Nl8V5Smm5YUOtsY3DRC5KdoBqzdWCUKPGbN7FO9b1yXIAHX6iBtCGeddjLPPfd3nnjlBXx0bEfH0FV443lCMV/iuGPexWMPrOTRR/7OukrI2/bYG3f+PLptgWgYX0bo6eygVlPG2D17Cf/sHyOyO+lsn06QwolH7knBrPLYqlXEiQZ1jScffYatd9qRWVPBjxqbM5FbbjpbvYmQ2WSMN6povUmtK8s7+qEnrcIsv6qargQ1ufXyK2R25wwxnTZhekkOPedUuefJF2VdOZShyohIZUDeu9Vy2dkoSvWfA6oQS0Ru/cv9YkzbRv5468MiL74mr117k0yfsa1cde8/VAPvJJRfnXG6LNB0+dofbpdHRCSQYWkMvCq773icOPZSQUdmzmmTP9/9pEShyPCwylOrFGoiY+VBdb0qaT0+v0mpxGquV9aAJhKJYqVA5osvkQyJSEMkGhV58T45btFsMZgvsI2gt4mhIfNBekvIadddI4+LyNnbfVROYhuRF1+XfbdbIGee92V5PhGZvtXRcuYJXxIZGpMj+qbJqYd9VDa8JLJN33I54cCj5YufP1+uuu1vQtsSufPeJ0RGV8sH582QXbY5Uf7xqohXF3nojr/IMneBzGvbRu55YURGRESG/inL88jxH/uKlEVEnt4ky5kiH/r+tfKciFQSTySujFewZfeuLg3xpNEyh0mqx5I3k2v/haVbljXhK1H9AzV45zuP5PVXXuemiy/n8P0O5E9XXcOBu+3GL3/yMwqldtKcxZqxQQ561xEUZ/cSGjBYqbHXPnvR3tnDqocegc52rvzFr/CrsO32b1OwhR5y/DuPJm/lGDNjIiDB4sOnnc3rG9Zy9fXX8Kd7bmP/fQ7m/Se9j7+seJ6uUsbYilRY0dbWTpQxk9/Sm0yii2m6afWSzZAm2xlzFrVqmQP2OJAV963krpUPcu+9t/Ld73wUYmhUGxSAMEhI0KAtx56HHcDdK+7AryR4UUqkGaBraLaJZ+pMnQMd+SJPPPQQO+y+HXpBh+4+atUG1Idx7Yin//EA28zfkVyhm73ecRi5aVP58UU/Z6clnbhJAEmNJYtnsfLhRxDghVX/xAe22347BLB1W6l+NYcOiultAbnJ3RV5KwrZWyyyIGiaRiKpkuq1LIX0gwJzxwKOeNcxHHHSkQSVOu/a7zh+96NfcvJp78Itwjoj4Ke3/Z7zu1aQ7+jG8OuEoU5QM1WRvx4x2L+RefnZ9KEO0h4+hd4eUtclKSoJk/uvWcETf32ck39+IfOOfDuLq3M5ZLdDWDB1e6694koO3O876K5K4QZxjGkZaG8oN9CbB6Y3zndLAvA3QEZvSpOZOo1GjZm9U9l51wKWvZwSs3gtHqS9SEacAFMXTNNB9JRDTzieS25ewWP33UuQ6gSmC2EVwxaCXI6ywLnnfIJnnvkLB+y3NX984nnQDKTQA3GDbjPHbrOW8JWLr8bsqdHVbbHVzBkA1NIGblKGfIED9j2U2/7wFE89FfP4rfezsGdrlm2zdJz/njVgVztWFvKQGy/QmkSDnKC+l2lCT7xR2ZYZZzc2TTO1Q11TGmuBr7IlHXnQoDo4QqmzjxPfeRQX/OqnVCoVin1T0SyL9592Kh/87JcZHaszt6OTkeE6etccFnXZEGwg39uO4afUx8Bpq2OjsWHTCF6oM1rxsIE1r66maFnMXDgHAYqlEgxWWbhwIQ888ICSaWudmhUTIZEYMzvQbBaHT+ZT3UwxZm9gYGI0o1ENsEs0Io0gDTBMJdiGmGiiMzwGtqnU0mwjJhWf2Gxj2212Z0q7xd9W/B7bAHQD/DqBLpRsm0YNjjjzeI7w9oNiRIclkKSEMZCaiGFRqVbZccce4kIPrqtQGk1SCma2UKbF0ccdx9dvfoS/P/RXbnvoEZbsuBNLe5p1MBoYuQkPqnrAWr0tNztobPlQ2T1ayZHMAGNUr2NFvbEsQ8E6cYJuWPi1Bl55DByb4fWvZ0J+kJvSBxasevZJ3IJLW6GNfOqyVecsVj/4dxZM72OrJXNZMHM6O227iDlzbOwSUHDY9aiDeHH0KdaPvErO8zBim/vuXIkkObrcqSTAwh0WsW5kLeufeIYiqgIvsHw21YbpmN4NTrPvM9iWRZIE2JmKRDNlp03y00xzzYw4wxjBxkIjp95I04FuyPdRjUaU8GoCNDTSxMAwwNUcTIGc3cBPxrDyOUxcPvuxk3jorivwNr2MqSXQ00tNNJKBEaYXUIhLsQCx0O0nMDpGTlLo6WSd79HIuTQE2m1wJFYPq66TklMdDyyHaTtuzdS0nyf//HtetHwWvmM/CjWPWXhoiUZo20oHSQPIoWHjSIwtKkkWm0xa6bQ+kcKYNhcWYVyVVFRjbHQcJwfouMUSuc4uXnjqSQ47/B2cedbpXHfdTfzh9rs446Of4Ka7b2PbXbZnxtQZFDWHKy6+grAe8M799+ehP9/Dww8/xje+9UMOO+xY7r1/JRgGR59yMl1z2jnh5CN5/MGV/P5nv+aG39+EpAbeaAMbmLFgJnPnT+G6iy7ltqvu4O777+b9Hz6DNZvWsNf+e7by9UEUkkgCkkyAcP4FRX6LF7KZgRhv16YJkKhuBmiKSKLbbZhuJtieAhFEiU6+6BJW6xQ1SCXAtWyGN0SkwHvfewJ9HXmKBNSHNoJmku+eiugpokG5lmTiTSYdhks+71AbG4EUAifHUKOK0exS3kzbZl9GWKr5tQ67bD2fe267hvW1QbY/eB/yrg6NKqAIKAlNg9NRquCqV2ImEjdpScF/A7GpR6LU1oEA9YZPnDSfdp2ly7fhjLPO4sVXnuOTH/8YZ5x0Mivve4AzPnUOX/3+92gzbRzDpXfpYi647FfMnzaTL3zsHHbbY1fuvv8eli1ZyF677Q6RQKmDq6++munTp3HCie/jiquv5qxzPoTjaszo6SAC5i5eyi0rVrBw9hzO/cApvPfYk3juuRc477yv8Z3vfkZdsQGGoWFoBpJqJGkrYTx+JyaRgzdxbIZZNm8e4A9swnIdXNfBb8od5vLEaAyP+kyf0s1oGfqHRnE7O3DblJ5NraGzZPEOeJV+Fk7txi+HNHSbUb1O4EB7m0EwMASJzguvvEJ3X4nOniLUQ5x8O6WuYstTKChGXdp4KlQH0TnggINw8jlmzpvNzOmZNmEUYxjNGu+JY3PTm8SiA0Uhy44i47hb6zsosgEm9UC1snAdE4lj/FqZYnuRphijxIJm2PhejF5QaqtSDrEKdhYAx4RDo9i5PEmhQASMVAOmlByMagVci9DK4ZHSRooWCdWHn2G7Q9/BMZdfyCnHHc3CZAQntUj1ErEOlpaSJAFRmMN2YXS4QVu7g2VpQEIcR1hmJpA9cR0nGqKW5Vf/aw5ZqihvuoavqZrAvAASgx4oTNa3AIfIgUoI3QaKaKKPgOuymjY6gM7R7Bo7YSSp0WWlGWGkQOqBXlTQXiXDfgteimGlQA10h01hjoIFxdoAOAUSu4CvQWEiE0ZXrjUFbBqq82ecgt7GRiwsC9pGh7FLDrFZZMOoz9RON5NuaVZSqlNNmM3XYnKSgi3QezzdPbF8ST3rcQKGaWI5ZovtopkqfRQ1PEgiNFPxstycSYjavq28DREMe3VidOyOTuVWSKn5DbpLjtLXdvMQp3hhHQNVeQA61biOnQMzaqgyVU0jDXx0gaQGXtnDNBwcR93bQtHGsgxSiYmSiCiK2GxHfNPI6E+TpE3d2hkn7ryiKXhEUyf5gpNVatsmWC5+pcY0wEqAAnhxA9FjuiyLysujEBRUqr4dBiqBUsLVIJ8KhquDloDhMDYyhi2xUl/LlcBwSDUwNcZJB9luY6B4li3GtqZB4OPo6jt2ezvEERs2DtLT6U6YYcrmVPnJdTD/wy6rtdyxlnETwwSiFDB0CsU20HSsQkHNOI1VB0lNLfbGoWpW7wiFfIFaFOCPjbVIa4auOgNUa3UG16snOWc7BLGHZZmgG4x6Y+SKBj0FW5F7dRe9UIQUcjbkiwVqFQ9Nh1QSXFcFZFEUYRkWrptTpIm3jBWbC7uFpxmNzHvob+H9My6hpYStdJRBGk0uapLitrXjAF7FJ7bBnpKn7o1BFNI2c44yIj0m1iLauxy1uScJphHjRTXEtBDdoqO3l3Zbw0gFbAssk3IjE9PPnjUxVM22ltHblNqGk22TJq66TLx6DZw8U6f1EiYTN6kJn7XNM3eTMVpMb2hutc2tGJpqDAlQD8Gxs4MjIEkMoY9lGySxh+HkSH2NxHSJsiyRKxD6Ch3QATNR7r/qVckXSyitLbPFMwj0AC8OKZglDD/F0GoQeazLtaEbOboIcIFkMMWwclBQFyM61LwGrm2SpjFRHFLIFdWhpXlweSOm2JTCBd6g0PO/G0IWqkCS6fk0W0Y2dSGJdcKxOna36oxaqQToRkKxaJMQ0whC8k4bXiOilLNA8/DLNRy3V3GXEx90DcNwiGPA8DF1Ud1tNZtGLORNCzMJ8MpjWF29hOgEAbTZYPhqekG2K+fJSgm07EYldQhC6k4nhglmmhDHIdi5zJ0r9ry2GfvTmKDbODk75P98BzLgLIjBzYgbYQxhJFiGieW6IIKRdS7VHYswiVt/PtYAKwdhLKSpgK4hYUCpWCDwFP02jCNFd9TVeTRv5qg3UgxHV1aft2g3cijnrhbCyITQk0bSWpt8Lk+SiVs2FdOCIJiEJfo3Q6PlQZo3ZTwDkz0MYYjd2QYp1EZrtLc55Ip5aok61SqUIqKUt0iDEAINt9hN5MBQDLrtYpkOsSc4Bti6ydDoEGgaIQmGaSlRhcQn11FonXJthxaRF2mCDbEicjQxWYG47kPOJWcqrmmqG6SZISbpW52W9YmzmzRXrb/pP82R+ZwUWjpPKksAjqUCkbhRzZByHcHACyOcLK6MUgWB+b4qvjIzzpbmOONuQwTLtFrM9qDuEQQNCnldEW8zQoYOVLwyBjqe72Xah2Dk1V4eBClJCo6dww9CNHTiJMZxHOJ43K38n41srZolCIooMeEHtgV+A4hxDXU99SBGM0wiDBKgXB+EsIZu6CAucS1Scil2rOTr0mzd4wQtga5SNwEacaZdYVsGYRqBniKJjwvUIiHQ1YOODqYXY5FQI6aKTq0sEINZ7FSxeOxhZo98PVZ+w8ru/bhBjjtn7Y3lFls4WgeYf/Ej9b8Jv2DqIHEMcYhpG5mLMkgxsR2XSj1SZy0dSFTAbmbMnKBcyU50qp5Z12xldFmM315op+QU0YFG3csCVcGLA7pz7fhBlZxrjwurZyvh2jqGrkpzdF3pOqRpiohgmv+OpbnlEc/EKECbSMgXBZ1gmOA4kCZY+RxpFBCnCQkw3IgRNEqFgtq66jWSgSpmXhU92ZpqvlGLAT1SaZRIx4pMUgwq+IxVMg/gFhipjOIaKZpfI2dpRCgWlcQAJkaSspEyZXQKeQ1i8Mp1dDcPeoxEDRqiLvlfr8zEn0xe6cF/dCeaqckwzMLJOMh4bin+2DCf+/JXWPy27Whv72OHnXblvWd8hHseeBRHVCJH3SzBKZayRkYaTk41y9E09dpB3UMTnTRSB5u802y7aKliLaDdybHutdWcdvZHKXRPpbe7k6PecTj3/fVxtVPqoGtKGM8wVPpSnQDfYlKSAbhobIl40cQoiladZdM0lTHWKmW10rUq1//8J5RyLtu/fUcGKlDKm3iRj42hgGY3x5PPvsyR7ziBNldj1qJu9jv6GJ597VXQPQjGSFZv4OOnn03H1D4WLtmaww88lA996FOsrZdx29rZ8PST7LJoAZ/7yrcZTiBxFeb9g9POZOdZc7n7H4/zTNLP7jsfznv2Oo5cWym7/ogVt93M/CVv5/PnX0gjnjjTcUJoqxL9XzJQ/rvxb++CDviBqufI2WDrKD2byIN6ma9/9cv88teXc9jRx3HVtTdw2ulnMDw8yiMPP0yiunxhkRIFnrpZYYTvh+pQ5CWtVFLONVWlq27i1UN0SwMvBaPYAmkTr8GBe+/FvY88zAWXXMilV17C6OggX//at3jhudEWmpumYOgWhqERJ1mOYDwVMz5EV8DdFo6WfFTzMJP9t3mjiu2d2QRi7rvrTiRVpRH9Q1X6y2BZWa8Lw+Gvl1/FiaeexqagwWXXXcb3/9/5OIbB9VdfDUSgC/sfeiirnniW73/3R3znvG9z4rvfw6qHHuXev60ixSSqbGL9ugHmzV2MYyh3a7owt6sPf6zKSNggMQp4XsD07pkgUBkrQ+LT29VOeXCU7qkzcU0YHB2dYAnjn2XifCerbdub6X3NrqqKpJaKaoQai0gYZT+LqyLRkMSvr5Jl0wtyykfPlhFRejCbAqX00l9Psj8SSRtVkaQhUhlVnVNTpd3ji8iIp7iHaegpFfkge+s4ERmoiAQiG0TkhXogLzx8t3TpyMcvuEBeSlNJpSEr//wngV751S/vljgQCQPFK0wlEcna/LZIdxMnO0ldVTdr6ZtEIklDIvElkqg1/ygIReoVkYGNsm93h+y5bKk4bX3y3Svvlg0iMiwiktZEnnlF9qNdDjr4vbJaRAakKv2ySXwRqY02RKIB+dstV0i72y4XXXxd1u1UJKgoHueIiAz4g9J46XZZmEdO+dS3ZY2IvJL94k0f+Zws1TX56dr75a8iMqNzBzll59PHVfGjtfLAHVcL+Zly2gXXyIgonaXm+zRtoinOL3EiEket7rtbOjLU743VcjpNvEVDwYg6YBmCBI3sZzGGluJ7DebPX0ykLytJAAAgAElEQVSM0om2bBXOpXWfhh+SBnU002DspX/yrnceTptr013q5qTjPsjAqOC4ECchmmnw+qtr2HPHfbAMjQN2342rLryUt83dhj/86TEKeZuVf/0rc2d1cNSJJ6BpGhEB2yzfmundc3h81TOUxzIcr4VzJ5nGdzNrQPMH458nwcW0XPUbqGTNr03LIqzXGVj1GHGjzumnfpBpfdO4+aZbW9nJYLhMfdXTtNkF9jnyMNQqC+3YOAKFQg7CkLWbNlKY0s3sRYvQI4jLYLtQryrgvMfpYNPoWnKdsHTxcgRFlKhX6hiuiVvK8corrzCGT8+UKdj5EpgoiZN6hbxtYc+cQ1v3VACqjYkC/RMc6WSTTfgPY8YgiAiDABA021LRcK1CfWyY7vY2rr3mOm6+8/FMyxqiUZjWmcco2PhGzMaHV3HUPgewqTzEdbf9kasuv5J/PvMShx/5LmLAMjQ2vf4axxx1DJEfsvKv93HmBz/I5b++nNUb1/PK6+sVQD48gp5GvD7QTz8xQkKhp4POjh6e+cfLWcyorjlJE7QWfjG5mZY3jvEHuWmWE94nu2l2qcgfbrgeK03ZdacdWb58OY8+8jgDw6rmySn28rvf38DacIQ93pkVQ0U+LjrloUHQY8jZzF64EIBf/PRnPP/0OlzV6JRiAewKaLFOYPhsbMCGtZtoDIJXAdKQDdVBfF1YvnApvbhs7B9gpFajXIORkRGIE+IoIPQDRsaqCJDPT8zAqPm07HCS9RlbknibuenWhxqpiNTrdZE0kqQxItIYEgk3iQRr5a5rL5Ip0xcIZq/oC5bLoSefJQ/d/ZSIJ7JmZEhSCeWUXfaQrTBkqH+9aluyoSL33vGITF26j1y74m8iSVXuuPwimVVYJH9b8WzWXiSUn5/7BZneNlPO+8Oj8pqIrLj4x/L2HlO+cd118rKIxDIszz58r3QVt5GpfYdKHGZVAIFIHIci4ovvK/p/qhqzvLWr3oLRbHbui4gKB2oSSUNiCdWXvojUVJP4g+bPlf1mzRLxqvKby64W3GXy6xv/Lp6IJP2j8oM93yNHdm8ld65eI8+KyKA3rMIbSSROPEn89SLhgHzxi18WKMicviUyr2+xnHXSGTL6ekWFOUOxbHz+KuntQWhfKpjbC7npkgdZDLKsuyTnPbpC7hGR5QsPl14WCHRJIW/LNJASCPlFcs41j8mwqFvRDKnecu0mURIvS6U200Obg7UTvZjv+6Dp6LkiaDaIA0YbB73nJNa98A9uvu4yDt56NqtXPcBBB+3HN77yPaZ1dlMt13j+tdc58riTcYtTKHtQ6iyx0+47U2t4vPLMM+BXuO2yy3ALU5m+aJk6A+gpux20hIa9kdE0oQHsvs+BdOaLXH/BhcRDdaqbBvnWN7+JZiZ09OXxfKiUFZRkaBaxF+HY7QgOKZbqvqqpj0RjspCdjEA23juwpVwrKaQB6B6VNS/zRKTTc/BR4FgcfcA+TNUNnv7L/YRAzbARq0SaGIS1MUwg53YRxyYNdMrEhJIHo43zv/k11rz4BF/60tnsucsS7rzmYvbfdhH33fokuAaFxhSkATueeDi/fHIFN664gcfuuZePHX0s4kNi91IFwobHIdvuwv13reDmm67h4b9dyS8u/i6UehjwIhzAREF1rYN1mqIamMYkupJamjQ+43jN7+YubOLuG4YxnV1drW051QywXJXX9GNM1+aIA/ZkxS2/Z9XD97Hn9jtxzeVXsal/GMu2qfo+v7vxD2y1eFuWLNqK6fPm0dbXRa2/n01r14MfYkQR+a4enO7xu1vMxxQ7DSqS4AFt8+dy6cWX0Vi3ia16p7Pt0reRpClbbbOUKdO6MUxo78guPhFMuwixqtObWMq/OQCz5a67eS+aUtNNSKf13TTg9ttvZQiLZfsfyPq16xCvxsIp3Txw1woGyzGF7jyhoTM6VqGnraP1nBi2xajfwNKLuG5RvW6cMGv2DM44431c+fsrWf3C49hpxKXXXA0C4ajQnbdZvsvbWbR1H/vtsxvLdtuJeX0z0UODxHCVYoWp091RYq99d+aA/fdh9uIFTJk2FTp6sJw8fhBA5KnlbBqFpCAByLiRTlbw8x/hGnEcY9vZr2oaum1TGxumWGoDgWhoGKuvi5CAXHuJY955BL/61cWsW78W3ZpGW183e+z5Nr7544vor5SpJKO47Z047nQWtDugrSdIYtaO9FNNob0OhRxotYiNr4YEccAmoOZVmbv3njz96OPUk5h8boSa57HnoWew/4G7tuRSEgFNSxV1QTdahtfcDMeZZFu+jG9Oh01IkmkZUSISrrnuBhgd5ryPn8NF2hjBYAWHKUixmw0bNjCjbTZHnnAU9zzyV2697lZOP/cjaMTUA48Ot0SSgO9XcHOOSvYbjqKoBXWYMYt8Rwf3PPowG4egu1DEFZ2xjSO0kxmSV8HSbPTEoFEdVQJuSUgYB5CC7rjQ0U1v96g6EyQ+EkeQM96a/vl/kNH6j5xUM4gdHBhQKTqg2NEBuk6tXsPq7iZtNBgc2UQQB7y+YR2prtHR0UFHewnd0IjShFzOZdvt5rHbTtuz1eJ5zJ3tKCayoXPsB96HbsCqlauz7popjz32BNOmmcyaPo0OIFcsQRqS63Ppnlok7+Z55aV/svr1V9n3gH3Iu1Cri+oMYhoktSpMSM81wfvNJi1vOHD8F8OY8KG3ChwyNVzNgjBl7fpNbL37Hvz6qqu45ZZbWHn/vfzi5z/G98rcc9fdaBos3mEZRtHl4b+sxEgAIrBThocauAa4BYfa0Caqw2VlYZquqGjVKlahyLIdd6B7FpQbNQLPZ2qpc1ysLm8TGwa5XIFp7W10A2LEjHnlFoOI0TL9/ZtgcCPdBZeOgsI/3xTNtGqMJnf8RztjEEQ4jkVPT09GRlXff+6JJzj22GPZdZc9OPLoIym2Wdzz5wf42WW/5T0nnsTiBXPRJOb2m29m+bY78v5zzuTgdxzG0ll9PP3cS1x845/4wXe/zqHLuznoxBMofPtmLvjSl1h8wRd48ek7+cx5v0ZmuoyuXYPFVvhRyLWXXcK6sIP5sxfyz7/eyiUXX8a7jz+T/fbfCTQwTS3rZRJjiECSIIa+eTWbnpEusuL7LXnKWyym7Ou0ae7N7UQ3eenFV3l94xAf+fQ7ePche5GrDJFzcyzdvsAnvvwl7v/Ln/nCx0/DWTKTT3/1s5xw7jd435En8dFzDuO5Z55l5V/Wc8i++/PpTx3NCy8+wwfe/zmWbbM9H/v0B1n9wlM8ctsKXlq3lv0PXUCsQ+paiG5gBQntACSkUcBI6BNJSjI8ipem5Eo2XbN6M66sAZ09zJoxE7SUsDqKQUraqKMXCxMmLOMTZ3KZ3v+RMTqORZzEGFlzoKBexym4LHv72/nUuZ/mVxdezMqHV/L66+vYevlivvj1r/KhD3+sBdN3zJ/DbSv+yAVX/p4f/egCRte8wvwFSzjihNN427bbQLEKickdt9/C2Wd/hv0O2o0Dd1/OZZd/j3d//HNM6WgnD5iWS76ni1+c9wtqox4LjZhPfvxTHHPO5ykW1XPiutAgIolDcoUcxOk4i+atoIiJPvy/HVlYAM0wQB3+tMwgr7n5j5S6e9l+m7epTFapBNUqJLD8bYv4+3NPMzRaZmbJ5dBTTuJiewo/vuyXvP/972Pu3HlMb9uZPXfbAzSdvu4eTjnlVG689U8cceTR5F1hybSZnH/BjzjijA8AMJLEuJ0d1DZsoAQ4GOildtZ5VXwjYZtpsynUAwZGNjDY6AUbUi9ANzQGB4ehaJPURknTCCOXbx3Q3jxSJtUcVWZiYtZlPPMy8aPhe9kRPpLEr4tfHVatc8O6SByJXx0VhS34UhsJRSL160FYUW12/Zr45UCSUEEgkSSyZiTMIIOqVIfWqI4KTThkwwapv7BSpvY58snrbpenRGRMGuJJv2yo1SUQEQkTkSgRT0SGI5FGTV1sQwKp+COqO0DgiSeR1CRptReORCSQKGs5HG5ZBiGVN61fs41wOhEGEQUBeSISe1WRqCZSrYnUA/FEZDRJJPLLIlGifikUeXHDM1KVskSp+lrqQyK1fjUHT2Ttxg0SZ8CL78XipSJeIiJhTdQqiGwqq2upjg2KhL5InMhLG8ekLFlWJbvGpDEmEm0QScry6GAs60Tdp2Bo7XiL30TUeiXNdsyh+M1OCJMw/iOzThLBdVTc6DUa6LaNUyiQNBpqew8inEKRBBgoj1FoUxKyY+UxLMsmTSOwTZycjS7gxSEJKb2dVlZzo1Hs7msp0BIE0NFGWI9I/ISCqVjUyv06dBXy1Mph64AQoarucjlI4hgdDcPQmlQVALQJT3ArbpwMwFabEHMKTNwpUq2pMw5elCoN80oNw3YBQxVQu+oYZes6hpPDb9TUywUwd9p80ozSGkaAUwSnjagaYFowdeo0Rj0fL4HEyEpyBWLLRTBJagl9BSUEV2zrISQEI2FRbzttKXieT6ylqt2d6UCq+izO6zGwgVp5FLujA0MmOA6tWQHQXMum9N+Wj//IGNPsmOo1GuTy+dYhxsjn1YqbDs0wt6u9iyBrE9XR3kEiCbo5ocRMA9ucwBAWQHdo+OG4bWT89zUbB+nunoKbKMxLxWY6Dd+jvd1uWVVLPF4Hw4IwqpM3nYz7JtmhIla/FMWozg26EhKd7CHjYVUTEhn1UixLJ6n5tBfyqn5DtKwcQbV2CyKPFA0n56qJOurKBZN6mGLlACxopFgFB78aEUYpxVw7GA6mpUIo3YB6kJLy/9k77zjLqirff/eJ99xUt0J3daATTWpybgQEFAkKgiICTzFhRkefg74J+sbBNAZ8jiIiIoqOYRCQIGJERRABAUFRSU3oHCrduuHkvd4f+9xb1YAzSLcOf/Tqz/1Udd2qc+7ee5291l7rt37LJQgUFFUIrbaA65CSGGXPoBp4JJg5iLUCuwzK7rMZVgcG+sOyZjBy9NZa9R2S7SNKJC8KfvUsjX/6W6RRjFeykSRFuVYBI7YgdwwKU8V0khTLrWIr07EqKPXScQ6kRe9nJybrFcgU4+vGHTy/YhSuPYFb8kGEdjsiGhwxCxttYbBUQqihMFyicQr4ECYpbppQqfhASpaEOFYAqSYPAnIsvMI/7GXkVZ6RRxF2pcqz931mlWn0XHA1o4i9l5VDSTIQIY4y/GoAKqbVaWKVa9jKxcci6US4OVjlMrlpFYMGWs0Wo9WauViUQ2CTuzDRjaiXS08BJVkarHga7IAodXHKoFVMsznGnPJCAySop2TkaEokcU7VNVWO3WJdyhIVbZILVJFQWIIclO7HVC3srSzPs5W/6Aqe75Ols8pYE1OAJZ5Fux1BblNxq3SVGWvgewXMuJBePzPpNXo0c5sCYrn4BgCFW/WJ8i64NpXBIUohDGuYV6rhYBGRsm5qilyBZ8P0dETZcymVffKiR7KjbbMz+j6S5KTtmDiVfiw6iVOwHOwg2Jb5M9IvPShEelmtrJ8d77RMFSV5hucHZMrQB/qVAfI8M1hhAT8oYdVK4GhsgShKSIHyQA0syKZjQyaUQxpBuWQY9tNE00q65OTQTQw7g2uBp7AqxoDZYjNnYC5YEEkMOsMp9iLbt0mVR14Qsxg6Pyn6dc8apwnF0yuzeAq5/jbIMzTTM987rmuYa6EoCDKXyHRxslKmZkZjygF6YMze5ju7ElZhqtcsoOJ6QE6WtxFSXD8gxyFLhaoL+VRId3zKMPijGG00SBUkDgzWSygxNS+25xVbkUMSRmBZOJZLJfBJUPQMs84K225tW9sIU7BWZHj6q2J2D5sUi6xoUumbNJrOUbZRxMkoI8Oi5JSwEFobN4EWQp3STEIQqJU8UqBFTqbAqft9M1vyjL45QMW1qHhlIMOR1FRrOj5hntNJiohW7pC2Daa4VC+qswo8Z4ppUZwV5len3QJ18nRIHRPUf9pg+DbIM1oFpSBOnuRf5TmqZJpjpyGU/DKZbTGdaQYc078kz4VUNGGxYCRAQZcRAbYGJwNn2nwfkzGh2rSJzdMqNq6yIcxw6wHlgUFIBLfVoQxMZLC5cIF0EuMXpp3JFoiFVymToplcvdEAdz1oFW0RgqBELqbHzbZ6PXkxvpnrFNpCiipq6MqBBd0O5Bm6qC/xSxU2taeIshglUBseAtFo28fyKiAJadRlXdwkL7rbkOg+mjfrFntUkd/0AE8r8IR8ehN57mDZPo5nDKoSsCy3eHBiknUbIbXYMpGQMdNc3urfTRXxKZ7msLedEvtPuuJ/K+rJ6q91n2h+3WOP8YlPfIrDDz+KuQt2YsWee3PCi8/mF7/4E+XAJo7TYrFUP6bXx/9hvrFU7weakmVOgl0y2p0ICXOTZYgiiFNu//HPefPrX8dOC5awsDqXCy76CmkGvueTSobkOVQGuOv7P+Lg5x3GwPAI73jL27nyq1f0azt0oZC695Bsg8zOc8+UHwimfXCGRcp0t+i44Dr84MLPUS4vYL+DTmZTJ2agOgffKYOGu2/4HruNzqUaeNSH6lQ9n2pQYf+9D+DvP/FRJtNput0JTtr7ebzxRa/Eccytoqhr3LgUlLZ47Pe3sfvey3GcCkF1LkccuT//+7x38MQTGbYL7XAKCLn/rntY3pjL/X98iC70IYAKjVPsirPJ+s3YmOHd2c7yjK/oui66oFLGslBFldbFl1zKhV+4mAMPPoTLL/oS5//zB4ksxXd+8H3T5yWozFBfFP39HCz83q0tKOpQ0XEXhxRBk+GgqmVUxYYtE5Db0Mm5+orvcN+f/sCxp7wEqjUeX/U4WVR0wlYWynG4+9rrefPrz8Gvlrnqu1cTtUI+/fELuP7GnxjLVGiPFhPy2dbAxFYsbsDMoSZFkTFQFFfRaXPrz29GWR6bJ9v87oGHmJaEODPzOjpYQychR5x2Jp/5+je47rpvcMP3vs0/fuyTnH3O2yi7AeWBAN/yyUINFsRhQlAvGXs5mUMMdpAzFsac9eo3c8W3ruG4Yw/nyu98jZNOfxVPbIRGEDC17jHak01KbomNmzb3Paj+iUBJ8YCpp08U/DWkX2bwpFKDJ79ERHRe/J6ORLKOtDY9LvNHGvK6t7xLwiIwummqaxrMpiY+KmkuWhJTBpAUwdvevQpYvkwX0eDU4AGnZFImpGNaC8fa/E43FwlTkckJkawpq8c3CfP2kjd+4HOitQkkh9KWKG3LSw86RvYaXibj0xOSJl2RzYnsN7CbnPauD8gjveBtIhJGicSybXC8XtlB3PuBTsUE/5siMikiXQmlmJwHV8nJjXmyct9jxZq3n7z7wq/KhmLo0u3Kqu99W5YFyHmXXiqrRESkJZI15TEReVhENiWbRaYm5BWLT5ZXLD5NJC4+e9I1CYCmiDS7su5P10rgIR/79HdkSyISyrjcfveNsrB2gLz7nP9n7idNuf3yy2VnPPnKtT+Tx0VkrYhs0CKJxJJFk+ZD57qvBFrPMCo/Ndi/7fJnd0Y96wXQ7XYLc52DZKRTYyTtKbKkzdwlo7SASaA0EFCOzOk3jGLDoNGJ2fzgoxxz+HHMnbOY4YF5nPO6cxnbAhJhIMpM8Ngv/8hrjjuXPeccxOG7H8rXP/lpdtl1Cef/4Br+FFi0SxZUHLAzSEIa1SHSTk6egV0SoEOoNHdORuzxopczVBnEyTIIp9l355254Sd3sG4as4tIQslzcWTbnHBbTIjJyyiqJrvEpHSwyWkgBOjMMDhsvm8j41MZ//jO1zJYCvnVrff0YWc6EoYGHBwHxsMuHaCtA8SqUMJ0IRkSIHOQvEFtZBloSPO2OUQKZCJQtokmJplfg8muR8eFaVxWHrg/h1Xhvmuv4OEInqAOeZcRPyWzYwyOHwIFjnjYdsMwRKVGC0RpUlPZatwSBf2Ctm2orpwts0Lp8pTtt+cLJYmmXDYsDSQJ5Dluo069ErB00SJuuPa7/PiXPyNH0yUl7ZoZLtV8UJp19/6Rlxz6fCqVCpde/nW+9uWv8Zvb7+bEl59JXgK6G6E1zlmnvZY/3b+BL3zuMj76T+dz9SVfYuPqNYyXfLYAXSzTSoMYJCILU0hNoBtySigeX7OaTZmiumS5sTndGMou+688EB3bbFofkynAzkHrP9Mi7C+Uvo3OoDg9ZzgGWKOh7ADtFj/8yW1Mo9lj18Ws2HkBqx54hLUbi4XwAqabU/hlSCRnbQrNbsZkKyLOzYHQcQ0CaHxsmigScE3JBu0uiGDXFTiKiuvjaEjtUv+wCJoTD9mPfHKMh9ZM0wVa7Ul0LChXZkJsQFpUdZrUsyr+2vzL0bN8Y7YreOcZqbQ1u4rfdelV9TuDQ3zsQx8m2jDO2cecyNKd5vCut7+NO+7/PUkAHWCyPc2H3/sP1HObL3/1Kxz3kmM4+ZST+Pj5H+Gh5iZ+8NvfQbXEb66/ngibz3zpy5x05jGcdvYrOOOlx7PLnEG6zbgfRG5nXYSUWDroJMXH1FQ3JyZBLMbXboC0xfDS+fzsy//BQSNzuP6yixi3UgZxGEjE9N2M2+g0e+pgn+0sFggdcLBxcAvEt5GUNOpw4y9uYueFe7PHysN48xteT3PdGv549x/M4nsKsW02bIJv/dvHecni5ew0NMRwo8HSJYv49Oc+Q97pQK1GrV4m1zGGMkcbEiRL9f29MAyJIkjzmF5wjVwzMDzEFplg7eNP4AP1WsPQ7WR5PwVh0SNdoNDMpD+Kp8DvtrP8l9fuxZEcx6QEkzAscpOqjzV/0UtP5b5f3cE1376SE190LL/59e0cd/RR/Os/fJLpPMEqedzzm7s45ujnM3/JEAmADS88+XhaUZsbfnwjtJtc893vIk7Asn0WE1qQk3DMoQdjtTpUHBOY1kBuQU6KF9hUvBIVv0zc1VQDw062cM4o+BaWBY6G+W6N4QUL8Bs1utOTJO1p0wmuXMXyvVl4+u0wk5ZZUgcXD2UYwERDGhFHbR7YsJo9j1gJacILjz4KO2px249vNIuQQ5QpdlrkctKb38ZHr7iCH996K7f++tdcf911nPu2t2OXK9CaYro1gV9yDG6zby1M1EcAzy1TLlvYvlmjOmWkm2CXfeZU51PzfTxAOTZxBo5l9/GYClCzgZ+Ot50m6L+XZ1zBblkWlusZYknbMp9YJ6CE2ty5vOwVp3LIaUeRTEW8/8R38OtvXscpb345jV2W0Vg8n/+88Vr+fXQxU3lMxRKUX4KJjDIWBBUmxifJ3VESz5iVkpWzfP5cqlqjxO5bUks55CQIKTrNaE82De0vZWiNI5JDN2TDo6s46rx3ctSrTwMr5frbP0qkI+oj1eIJNPYlzTPcZz4NTy/FU5sXS+oU1RzGz0khmuIHP7yeppWx7OD9wPOZNzLCfjsv4tYfXIf/7+8DAbdcp9VOWTx/IaccdTBLATsTmo6iApBFIEK55mM7OWTQ6k5Ts6tgO6SWLlg6HEQrMm3IEhQZyivz0OrVpEpYOm8uCpiYmMLyQAp2uERMszIVQtUutMPqgeKsmVTjk8e+nWTmuqL6CN4nb8c98iTHdft7eNbpgOsb01R8oLpbY9Gc+Zx4xDFYnRgvh8fXPsrGyXFOeNkp/Pz2X3H3Q3/guz/6Hjf88Ps80lzPO9/0Jkg1ynbQjsXgqGkPbFmguyEkGWkakxSfyVceNhaOsgjKHirPIIOs1YVqlT32WMHQ8BATa9dAvWQOFXbAvbffwcBIlXlLythAt9lGFDhlZ9smVAGWcfCzXtzSOI0FaiiGksuVV3yDx6c3884P/BN+pUK1XOfh391Fc/1qfvHz+0lz8Cp1wsjs6EFxaddRMwtlWVAukeVdmp0xsIRarQ5+CVwbpwARh1FGFOVYtkkzlvDA8rnl7t8wEbZYNLdBlaI9ScnGc1x8oKIgsKFSYYbLKJsxHT1vpJ952c4pmGfsAuR5PtNRVVnESQbK5k/33Qc6I4wjAjS62Wa83eSJqQ3YccaKnXZm4eJFbGpPUZrXYHRkhJX7788he+3DkAc7zRsC2+V1b34Lre4kV159Dz4m2XTdNd/DsT2qA+W+GfGwaHXbhNMRQeDiFUxkNjbYDlOdaRaWq9z7y5vpdDtQ8mHLJOHYFAcdeRCpb1DgjXqjX9q/becXcxVtcEG92D0zAc0Mtqzn/j/cy/GnnsK3b/wed/z2bn7x4xv4zpcvwdcxqx9fhXJhsh3RDKHseP32FpoZxSTOIE0p1zzqA+ZwmOcZZBl5ntHJEjTgliqUyiUEk1lxsbjnp7cQiuaMs1/FvIbRtVK1RjPMidodoKBBwhBo9ZXM3fph/Wv6jE4fIv/kRpXMFC/ZtmUOVZIzPTlJfbBBZXiEzvgYr3rNa9n/wOfx8tNOI87b3PazW7nhyp/ykjPOYN99VxDHbS659Esce9LJnPO/zubsc17P7kMDPPSnh/jMV6/i8ksu5PDdhzjsuONxg69w4Wf/DX/4HegnHuRn1/2QqTxBnIxuMT+bV2/gd3+8l/FWzCOPPcAuu+zG9VfdwJJFA6w4ZA8Cz+fyL17EMUcfy1ve8XbectYZXP+Fy1m9bh0fec1ZDABxEuK5xhfq9dzZFhF0Pz/dJ7Don9KFh/5wP6kW9jxof445dj/8sEttz11g9ThDtYArrvgmrznnVPxqg6Bksebhh/nPK25gYckmcGAyjThgxW4ctHQhVCtMR1Osf3Ajt9z0EzZObyBQFTLHI2nUOGTvXRGxSLKchx/+PT+76V6uvO0GvvapjzNYmc+7/uG9eEDUgdrgEClw9x13UB5dRDg+ga+h4bks22khy5YsoTxQNqEb1QNEWH89hTThxvxJryfVa/fa7uWpdKcni8B3IuufWCXf/dY35AWHHik7jy6Uso/stc+e8qFPXiwPrmtJJCJZGookkTx2x13yxjPfICO1ObJ03lw59NCD5e8++AlZNdYUyZoi8ZTce+cf5ejjXiEMDclxRx8tN3/o03JQfa686wffldzsOEEAACAASURBVF+IyOp2JNde9jVZECjxQKyBUcFqiI0vh+65tyTNjZInTYlSkWuu+ZGs3PtgWVoZkpMPfL5c9dUrZFoMH01bdySXUDIRibNtC3prySWTSCJJpClFsXtXCtB7IpKOyb+f90pZscCVK35+p2wSkVRyScbWiLTb8tL9Vsrue62U369aL7f88EZZPDIsOFVhcKFg+4LtCJ4jr3z92ZJObRZZt1H+1yGnyhBVqdhKlDJcbSjEnjcsN97yI7nnJ1fJksGSUB0V6gtlyYLF8q/n/p20Vm0SiU18PIlFvv+VL8qojeB4glcRnIqgAgFfXvOqN0hror1Vkf5TeJm2Zw9GEVEiIk8NFlnFE28kS9Oid6DJSSvL6u+k0VSbUrXRxym2tNBRJXxlzItELQLLAuVBXMCRgpQwi9nStZk7GFCSuPCvKiSpkPvAWJP0vlUcdMqLOfabF/C6l72WA4BSBMnYBrz5c+jaDhlQF0gm2ngNmzwOyctD5iDYTE3viDSHik1iQZinKOlSdkooDHLF3oatUYroW4YiwzEE7RFmSp0MrDbocdAek6VFTKWwyM1w8g7EDqiAjmWhfCjnQJ4zkdv4wczpMgN0FlOzgNSCacucMPyMKO3guxW05bCmNc782gB+3iWcbJOMLEADgznGxBf+/kQ7YWjQM/TJYYekZlD2PVeoMx3iWBaVis+WzWPMmTvy9L7hVoDbbZdZCeLZr5l7KExeWsQAaZXloDWkaQbKotSo056aIpOYBI1lOZQV+Bi/JCgFdC1D5UYsBuVsayzfY2E9oKSh200MvpAMR2ICUQQDDbJKGWugZkCzzBykvJH5IA7TYRuD2wZvoArdGNtzEVLz05JBRlO1SRTYuTBgK0qOh8Yycf7tELSVAk7lFGOecewdU0chFpRMjr6sQJNAEkKzDZaF68OmsWmyJAXLpmZR+M0GNJzoFN/xDfYrTY0iFqeJkl8uIHrCvNowSR5DkhEMD2/1eaQHmbOhMeAZMtYsh6CCyjR5AnFomjhV6wHlqgFCDw8P9wb51Nf/1AFGa02SmACoZVloUcRxCsqiOqeB7bpFXUmKK+CJgYUl3RDb8UzeLFCmpACNUwRC8jaUKzW8oAqqAHVqDQrWTo0RSsbCiqkOLH5hZiEcRQllzgnKFO9jW2gJEUnM71Utg6/UYFsmz2CjSbMYrQ1OddtOMDMPsUOGQs/gTxWgfPDrdGIDeB1wQElqyC6HhyEz4ZjRkTpO0QHItc2JWgGu5xB3w2KhLAN2tQDJabc7ZBqUZZFGKQ6asu1DUAFlocMuPeiwqrr9ebMsKFc8c7hzHFzHoupB2bNJUk2c5DTbId0w7mdg/hZSmOn/WkSkXwdj2/ZWa5fqnHYWU/UcPJ2DuOSWYdG3c0BliJOSYiHikccREk+a1h3aKGCuUuI0ouzXCrx+Sp5E2H5AKsIGEcqeZ8ou+yUSOSkC4pF1xNR7kICdorMEyymTRh6uNwvJq0KEGIWDKTJx0boIpT3LORdMGs0CDOGxBl3sSRqwIVLTWLhYaUDU0ZRq4+gswXMWgFKMZSllzyWfjijlCrfigwXTSYhXNurkAHkrxNEaOyiDLYht0Tv4GgB9RhR3yRACz8e1HMgt2mFKpeqjBNM/yTHrkkmCEos0EkoF4l3UjNOWpJqSW8QXe7thby5nf91O8ox2xjiOsW3bUBMjM6TtgG3ZBLaLhzWDV0wMwr63lSfdLkkSIkphlwIqA/X+DHajGMsGt+STJEISa3AUdsUBJyZJOyzwPLzYnHxjBaGKyElwxcIKc4JAoTXEeUqWpaRhG0STKiGzoNOBJNLkeYJ6Ek9jHLFNspWV15lBc1uZQbyqIoWJRYaDA1R9C8e2EUfRTnISCwLP7Ii1Wgm36vdzvpVCEQVNkmX4lQC7UiGPO8TdjmH/jVN6kEMLi3KpjB/UULZjNC8OCWo+qYIoKXgYVcGyoRywHKOImZClOZ1OiO5hTvV28GH+Avkzyqi3enlFaw2T3VLkuZDkRVhEQ5C7Jnyfx2SS4NgmhR17kNjgl8tUHeMf+sXTJZYQ22BXfdpxGweF5Su0bdHqtIAcIaZS9nFi8E0ojC7QpkNECNrCdmwkNu6P5/k4joNfq9ArMO9GUKqC5xuebxB0GiFJWiC+t89Emt2jt0+mZJhmk5kCiyqtLJ2VesxRtoMTOIQautpwTRaRIGRsAuIIC0h0hoVl8AHF3Nll3xR0AYHvmpKYTJNNt4urWzSjrin59RwybboX2C59S6GBbh7TzQvgb5bhODblIOhbZsd1TOzxz9rOWQQJ20GeMVAiz3OSxLSJ9X0bxzZ+WBanpkRPA56Pcj2wzHsJRqXQyhRmJVI4dqqAnZoFKPtlsjwnSUwqtFodQIBmVGigmCRD78P6BDjM5EzFMj1PpPDQJc6JuyG+bxgmAOIkJ4tiwMNyA5TrGTB2zxHfhgmcOfYV9y8Au1rNmNCKU6CeFCCKXFskualhqVgONhZJagqC1EgDSo5pH2I5CBrXstCCAThbtrE4yQxO3XEsnFoVSUwAvlqqmhpVZbK3gWM6VeTaACkUipIdENgB6JxeayqloNvuFg+X/lu6jM/MZ3w66bsPfRiRBlsjWKgC35YX6UW7/wfF1KmssES9+mldVNHNLCn06puVKYXFgL17PDoKwRb3aU51PcSdQmblnNWT3gOLbWpg+aS5MIuXFRMyqyMAs3zKXiDcTovxb92ytD9PPb/YsorxzhpDf+J1f76e/F6v77UtGYiFWObhsGc9eFJAwawiqrD1hbbeDPtT9LQ/3H7yrJVxh+yQ7S1/zVTjDtkhf5HsUMYd8pyRHcq4Q54zskMZd8hzRnYo4w55zsgOZdwhzxnZoYw75DkjO5RxhzxnZIcy7pDnjOxQxh3ynJEdyrhDnjOyQxl3yHNGdijjDnnOiANPV+TVA0zOIpzY6neK96Xg8f6voFhKz/rbAlpGr5ffbKKRWRCqottUXtToqn4Nsu4jqAWLtPj7HvnB/5gU0CwpCOUNTRyGaQJtxi1WvxVur4Fmf3y9tnFimelUWVGxYK4z83dFT5Nepy8LDCyuV81ZlAj0wOx9aJ1pO5IUkDqXzMDGCmieOEWFRG9ZrR40ubhMr8ao+H+/SmN7Vwf24IgzzHAF6+qsBo9ZPvM7eZ4X76fozqShHzD01aRd6ePxdGKuHMUdutItuA3MVUJSJvMWMRkphlsnBVqtDknH8OnlpCTkhlmrRzidxqAjICIkIQSmZRbb6v+UFMM2VTlpv9evkKNJSbumDKLZ7dJJDOQ4S+MCEw7onGTjJvOfHDY015ER9csPNAbdmUkLSJEcVj+RFQsWIRKjJZtpw9umz59umONbQMSmrEsb0MToqTEz8Ql0s97nMPfX5qoks3HcxTz3eL/7uMvtQSlYiDX7ulvJbL5Ge9ZDYFuGfyWLsVyHfhcqBW6gaHdiQ2ntKjKt8H2Hssrxiek0pwBNiRRbEvRMCRM5ObVqBa9cBoFOp4UgJDrvT4aBkGdmBhG6mF3jfxKQKRhmtEKPzOIVE6rQ2OS4rk20YRMD5TKe59FqtwiT2DQsaiek3Q7eyIipqchgZGCkeEw1SajJ0qIcVllsGl+PEli80DH7hXgoCUB7xEArCY29ayXmejbglwgTwcoN2vyJsc1YA2WzjpMhjgNTWd4naGxFKaDoJLFpLFBopJ49xt44t6M8I5+xtwvHSY7W2uyOlgW2Td6c4EPv/xf23Xs/BoZK7HPYQbz8Dedz7c1r6NiKDI3KI0gjKvUKSIYjHYYcl4yi6wGQdtozpXZAUPKwC8OgFQV5oM1tP/oxrzvzDPbYZTkLRvbgXeddsH1n5C8UjdktYgxBqODOkOTkGNa28XFOWnkYVTWAbw8wf/FS/v79/8hvfns/1apHWq2y6rFVHLPyUN5zzrnoxMLCR/Q0npdx+qlvZd7oPvzmwT9SHa6y5/I9qfgDDDbmYllD7L/4aN77nk+wnhjtZ7DhPt75gr0YGVIoV6HsKnvs9gI++NYL2fgQ1EeWkVmaL//Dm9lvpzIl12b+smUE1QF8v8TwnBF+dtutVLySaRlS7ICzq+plO9dMwzOkxIviDN938DzD46d8H5I2xBHv/+C/8OVv38Ab3vZWnveCg/j9Hx/jpp88yF2/voWjj34VYonxTbox1GxTRprlUDLcgL5vKIID1ytYGEyttVexCfMunj1IOzPsr53NTa6+7noeeeAPHHLAAWy5a5J2uL0IFp+dmBJVZnmv0K/ot4piIDel29zCESuP490fOp9Vq3/Df/zHl7nysmO46robOeiFhzK0y24snF/ljptv5NHHz2OX3Zaj0ozx9Zv43QMP8eJXnMZeu++NJR3ak1s44YgX8ob3notne9x61S/43Bcu4Y/lSb788Q8wMDRIsmUzu+6ynAs+8knK5SprH9zAx973KW676ft8/tZLOXjJPKrlCi7w9ve9l12PPIp5LWiUSkx7OQcecBAChO2Qsh/0x/qU8qvtqZBaDPd52qdN6ZGGz3QbTbR5P+rx0uhUJG9Le82DsnynEXntO94jW0Rkk4hsyBORXCQZbxdXTUTabcPA3sr7N8oLnpa0GRuC9G7bNOtMRSRPRaQlYWe9pJLLuIisTQxHjORtkXy9PHD/HVLd7QVy5vsuKQjT/4dE5yJZJJKmfaqiHun8tKSSybjEj/xUTthtVE475a2yety8N7ZhrRw1ukJWLlkp93XFEM3/8Vdy1Bxbzn3v/5GJUESaIu877VxxFx4odzVDiWVMHnvwZjlk+UHyf9/xUUkjkbQ5LbJuo6zcbV9h2cHyvfvXiWyalH9YukIOXHy4rJkQmU5EJBO59hOflD0GhuSTV18nj4Uil73pPHlReZ58++ZfyioRaWqRTBu+/3VxZEjzczFrl+SSSi6hmK9m7LJd+XaeWXVgr8DH3ro5kVKKMAxZtnznvsn1LNcc3jptwm6XMIrAqTD1yBpOOulUfH+Qgfo8zjrz9YyPdXHKHsQhYPHEo5s4+OAT8G2XY5/3PL5y8UXsvOtSvvzd2+i6hmYmj2Lotlm8YAFBqUoY/21re58q2vjNkvfrvfrnLUAQvEWjdKY2027GNAaN9R6eO8qZxx2P00l4ZG3GBFDadZQzzjyeb192Ge2NKe3fTfD962/mbX/3VgbrJWKaLN11OdMTHe64/R4cF5yKA3XN2a98Kf7wMh5+eBzGx3BrZaamNWUfyjaQdFi53wKmmhM8eN8DDJRgZO5iIstiU7NpOocpCItzke+ZdiF5HPd94D5JRm/cqkeRuH1m8pkV8Sc5cWIq+HofMm23aTabDA3U+e43L+dHP/6B6dwOZJPgjIySluvEljB1268484gj2Tw1xhU3XsNVl32Rx3//O15w2quIHMDxyB97nJef+griOOeWX9zMW855A1//0iWseXQNG7sdmpgFtl0fSj52njK2ZYo0264c53+5KAEnNXERZUqne0V4Ppbxg7ZsotQWFjbmY+WwoRmBBYccdghrxtbwk1/eTgfASnjHR/6JncseF77/fN727vOpzNuD15z1Sspk2IDWGUP1EXZdtBsA8fQktEPuu/23xOua7LZoKYw4rM830006qBjsBAgdVq9ey05DHrsP74wbwVQ4wYZwM7vst4JVnSbrpkK6sWasm/T5IW3P75+YTT9EExGRXnxFbb/Zf0bK6Hu2ObQAURwhaYpbqTB/t934xMc+xviGDbz+5JewbPcRXvP6s7j73lWgYXOzS9Ur84H3vpfJqXXc+KMfcuIJx3Dk8w/j05+5gDVTLa760V0gittvuYUtm8f57Oc+z6FHHsmZ55zDq097JcNDA9gDAzNnG9cD0XRaLSRJGBoa2m6T8exF94NvWs3E6AxXo4ZqFS8H3TWns6GBEkmWMjTUoGIFTE5twQbGchtqQ3zgrW/kR9/6Kr+6935e+aZz2X3JINOdjVhYiG2xdu3jWKpX51zi/l/ezU9vupVd5s3h+QfVgJC2hOy6605ETUi3wPgjGzj37z9Ks+tx6nEnUrUg111aecbJB+3HS5ctZc+dlzM6Msy+++7LQ48/sXUssfj6VIX5GysjQBQZHpCSXzKMZIVyvuT003n0oQe56sprOHrvA3norvs4+sRj+ZcPXszSgTLx1BR/WL2KF5/+SgbKVeJuRmmkwV5HH8ZU1OH3f3oARPOtb3yTWrXKLrvsYhZQ4IVHHoPkkDqKEGj1J0ZIopihOXMJO10sYHp6GoC06Poqz6UK3DzHsgxNTE86nQ6jo6O09RSuNEmBzF0OzOVlbziLxTWN16hwzt+/EDTsVFmAhcvmzZsZWVTnK9dcgmWXaQwt4bgzz2GfA47k6m993nB/O4ZD6L77fsrOy+Yyd/Eclq88mKa9nIu/fTO77WZa9npWxEhV8b4LP8unb7qJb153HTfedBPf/OY3mTdvnvmg6d8uivuMTtNJqhkarAHGBzJ/WXC5RBF+aYQTX3QCJ5/6EsLpkDNf8Gq+c/kXecd5r2Sk7jGVJHzzu9dx+a/3pK0E6DIxNQVqkI3rHoU8J9M5jUaNwYZjsizaouaVGaw2GG9OGTrgghQAy2ZoaIgkbBGHLQDq9Tpaa1zXJUkSLMvCcZ7R8LaDWH1T1gt/9JfQsqDZZHinQfJq4YcBIwMNfvfo4/goViwdxfSUtUHVIX+COXVFe+4iEoGSBWHYZDhwmD9nIWEec8IJJ/KefzqPsl9i13lLqTaq5A0gjMEeZFFjGSuXC+dfcBGup9h1nwOwRxyckumK4KmQMjZZWzho7/3Zc+8DWYiJbITM2qWsYqsv/MKCy2rrsW8neUarlWUZbkE7rFAozyOc3ERQrYAoOlumKY/WaQO1uscbTziSL37xC6xd9zDiLaU2shOHHLkv773kQta0p8m7XSr1GnatyrJGGSQi0hmbt4yRJkLa6eAGFkkorF2zztC3YQIneZJgpxGtTkiWhIwONhgbi9lpxCeOY4Ig6O+OfxNlFAW520/RqSIzKkCMxgec4TlMWIqJzU8QFmEqNPz8pz9ntD6HfZbuNGPslAtWwtj0ZoIlFcqmxyWVwCbrhpA7hMqmsWghBx58AOWyDUoTZhFZ7lNzfNicM/FAiKgKzzvqUKhC4kETky5Q8RgL3IC6HmBRaQETq7cgext/11IzytZNMupu0YG9SME+JQO4nVg54BmqdTkwyrB5y0R/ZwwaDbAs4nabylCdpC2MTWwhTUIeW7+ezHYZGByk3qgjjiYhISj7HLDHMg47cC/23GUxO48O4TolsB3OeM2rsWzhjl/fjFiGs+buO+9hwcgCHEtM6i9KsD0HShXK1SoD1RKTY2uZO+Jv9XkrlQqVSgWAycnJ7TNTf1YsUA4om57XXxDuFTlzBdMRibjMWziMY5vF3rB2DTf99h5i3+GwvfdhgbkS49NToGFgeA650mzaDJJCiQynXMOyyrS6Oe1OjOvbiEqJaGE5gm0X6ahUs3DuAmrVQbasboENzaRV5K2gWh4ALKamprEFFgwPU8XQZ9pidk4Az3MMN1JxhO5RE0lv3L1gzHbyiJ7R1hEnOZ5nMzIytNVD8Mhvf8vpp5/BYYe+kJNfdipBw+ILP7+NC755A2ec9WqWLt8Dh5Brb/gP9tvvYLpvVBx30otZumyQex5cxRev+hUXfOzjnLLXPE466wz+/qOf4/wPfYDG0Id5+J7f8tGPfghneBn1ss8AMKfkkbQ28ZNr/5MN4yFpNM3klrVcd80PGahYHH/88eR5Tp7nOI5DnucMDg5un5n6MyLKIrX9/s7mYNiTbcC3xRBeDS5jYs0kDG/k3jsf5q77fsw3vnEZW5rjXHb5N6jaJhzUAar1CqgFNEOhKW1GFkA919CeIvNq6GAIlTsEToDlwKapjZQCm7JfIhPIQnCGNQ+N3c8T0SBzdjWclzWvxiTQpIOb2dRxUTXFmng9N/3wBh7YsJZlWUDFttmYtXje8w9n+bx5pDo3PI/K2oqbTmCGo2d7Bb6fSdA7E5EwE4lz8ztRa8oEn9OmfP2zn5CVK1bIikWLJADZZ98Vct6/fV0enCrI1qUtIpvlrpuvkbec/RrZf/c9ZLiB7HvoCnnPp74sq1rFPbOuPHzv/XL8MS8SG+Slhx8pv/r8t2XUGZU3fOM78nMRWZ+HcvGnPyxLGkjNRqAh9sCugvJl5cqVsm7duq2CqGNjY9snGvtfSCYiHTGB4rYkkkpqusCGUgTDmyKPPyQnLF0uPhWBqgzMGZTXnXuOXPOzW6QjIqJFukkqEyISSyKy8TF58c67yoGHnSZjiZhus+mkiCSyZuOY7LH78+SsM98u02EimSQi0pIobpr51iISjsmJyxbI4TsfJpOPapGmIZQfF5EtUqxLksi33ve/ZTEINV+o1cUmEA9fKFfl/f/vAmnlmdGJ1Aw0FLOa/U60eTEB2ynorbSI9KBBJqhZIHaUgNigDBNWGOcEvgF9SdxFJ22coGT2brdOpxtTqho6uKmWUK/Z2GiyrIXv2Eiek3Qd/FIZ3IQcm7HxjJGhErbKmJ7YRH1g1JgFV5GOTeOuDVl+1PM5/covctqJx7MnmlpnCxBDeYhEVYkLH6w1NUWj0SCKIkSEIAiIoohSjxPvryQ94IoxYaFpqZ0UpI9eEfpOFbQzZHCAFPBIiZKE3KuQC9R1guE3dtmyZYo5Q4ZfMs0Vru9BlILjErYSgoZHqHNs2ybT0N4ywdyhGtLtkA806KZd6m5EFKf43ijKUKUDkJTN5/SiNrZVwHocl3GriotHvQBKTOkUt+RiA83xMUYbI4bYtTDVPoYmeyuk4XbYHZ/qM0pxHhS7/3auoeQb+uR2GGH5Hk51ANPOyUWilErFB3LGpjfRqBmYz1SzjedUSHJQdhm/UgGliFMDxhsdLmFjdL8+NGocFhd0J8atDTGdtOnoFmlnEgdIiRHPg6BB2OyiYpNdUAKVWhURoVTy6FGveo67dZxsK99mttF59qLExLtdTFN3G/qMezmQYSPKgkaNZrtjsIvFpCrAcHc6pkmlwPBwA3FcxLJxHYGkC75NlOaU6p7J8KQdRIf4FsydOwRxjKpUjGvnuITYWH6FtAcwKXjLnQRKArbvQpYYfnAUHjYekLQiDFe6hQHAweDwSH+6it71Zjr/CgBSqzd3W4EwZMY5FTNv5EArTvCDUsG4aEN5ELSNsgTyEJtpRusBTTF0x41aHZU4eJZPv62ABb7rADkZKbnSKOXQjoQQQRRYVCCFhyYeprTQpa4iBgCNRewGdENFUJ1r5jmF6ekOynZQRfsCV2vQGkvZ5GHed3J6+tjHbfYBf9ugkMXEKQEbF/DNijkg2GgcQslBaVxlulVNjU1QCoJZAAsLsWu0oi1ou4NG05qOIffB8oizSVSQEdoQW1CzyvjioPIYVApViLIOERAnLoEewNM2NpNEqkXmQ+YZLu887pAqi7Q8SNLMQaq4SYbKwauXQIPvaGwypnVkQlQGrImXQVA80CmYEJy1/YAqSotIr4OwPYuXuydizfQhjrOckmOjs5SSYxf9vXLIUnAF7JA4UYhjtvW8C5USiFWkkQpkMXZITo7govCxc+jGmrSc4wOlLbYJrpWnGY8miCqjZDjUi1BJgI9uaWzPxPfyAAMEDUMqpZJRfK1A2/3AX584XfWsSsZMNNDsa89GihkwqbPZOq0MaWdWGHGjnwXpvCSm9Z1bIkqACIIqZNY07byJq0eo2IGJw+gYXe4S4TIe+Xipw2hJmXy4m5OrXvMRn15LTicFkhgqbRIUUT5k2qAoDVZKhEs3DhmyK32kVC8elYQxES1iS3CCOThALZs1SAuSAsjuk5l4kJqxotsi1swXa2srVkxo710FlBybPI+xKYABSWjKCkoWzaQDVPHtEUotKHWhXIauBVNYdHBmWUXTdcDBxS4GaitNik0XFxqWifyLZrjSYISAQVzKWFgkhGmHxIn7MZQwhTRXOH7ZBPqwDB/wk5sNPcW0bE2C/GwkZwbPiKKPeictmGKBhIS1UxsJkx4kPDfxSA0eEJRhcqqLkFG2y7huYAD00xG4Lq2uCez7nkO9WjxV2lgvjcN07hDqHC/ajBM2SSPIPJ+kgLTVbRO2yXOYmI7QWFT8smlkH5p2KhvWbyRuhniBT7VSpxY0sDDNLp9O1NN8t63yjFahl2u10Hi2jVO0fUX39kzIcpucwARHi6ctTEMgxWPWvqOg14ulH6dS4JccXDSa1Nys6oLlIKl50pPNIX6qKYmF59i4gU+YtcktaMUZtjlrkWYYn1FhVlvJk3yQ2UPfNkWcPT/SG5ulZ041WeHskzOnMYR4isQG7RUuQjcrelKb9GXPbGcIOOA0zOGrXm5goQgshU4wzZ26ESQpChffLuFZJSyvBI6NG5jQZyvziaRElkeQJtiWRdmvEgMJyhCoewZHOn/+PPxqgEQxgoPGZtPkZsrOk7rObjWP27ee78+XHcy6t4WQpCGKHJvcmLgsNq3QNKg2NCwTzxsT2DgIGz3oqpQgi6gkGj8uLmab2ypsMmW2/I7OyFVGlZyg2zXbjILM8kndKrYNIwOBicZOdnFwyIFmNkVMSqVq/t9NCs/BsUE0adw1VT5P9/CKZcy4tmceimchvTOCwmRcxNEFeTfGzEbgS0yuO7SBDRraCNpKjMYUrd2GhioohDSLsFFMtyBrpxBHpFqzeWoMCyh7xV29MtgeSZbQCk2XA6IyaB/izbQnN+E5PqLK5izqd2HDJkqWTRt4LCqaAnRCECHudEBylGMzHabkWMwbnEtW4AT6c6ierILWNs3fk670X0gfxyZYoumHPbOsAEpoJh59jAs+/u887/AXMLJgGbvusy/HnvYqfvqbe/GdugEH6NTUrvR2KPHNq7iF5ShscmzJjM/nGUs3Hue0M0Xcxpi/LWNc8H/fz0tefhqlwOaQffbgnNedzp13PUiiDaBH9Q7Q5Adv3wAAIABJREFUtoXl2qByemTqT33gtn1ntJjxOHOM/vV9MHOc5ltf+AL77LYbn73o63jFKdtSCv3YRl684iiOXnkCYRTT6Uyx87JllJwyQ3MX0BgeYe7ofErlQc57z3vRIqQdzdtPPo3FNZeS51KpVpg/NIeS7bFk+e6Mr1vP9MZH2XevXfinf/0P1k9iHt0s5mc/+xWLF+zBO//xA9goDt1jHxbMqTJvcJAVK3bnba86i3WPrKIc+EyGptLRsdTTnHDh6SpIt1Wc2Zd9Sj9HNfPFcx1EpyhLzdQUinDxly7lM1+/kRNPfwXvPPUIpiYmufry73P7t3/Iyw7ZHyoNoKhvoQraAamb+6lebNM2O23YhlJA5vpEQEAJH/CLz/HIqj/whau/xfKXns6FV1zBgrFVvPmN/8xDD2V89MKvcOTBo9hAK0ypBTa245Dr1HTAevLEzY6TbUMjy/7Bxer1PDfm1u4hUQVe9drX8LnLvsYNV17Pa1/3WoKqeSzuvOc+Ht3wBJ/4xBcJAp+orfGUzXGnnM65bz+PcP0juG6KDqA6OICnFCqLaW+eYid7lE996eOkAyWyzGKwVsdHqA9VeOjOJ0i7mpFlSxgYBJULd97wY057+wd4yavO5tMfPx+728Fzahy074t4xwffzdr1j3Dxxz7C0UcczoXX/5SVzz+ATWNbWDoyZ2tlLMAqVv/ksx1FFxH1flRdy0yn336YPReRxGRdpCWSN0WSMcnXPShLGw15zZv/uR/dX92ZNBebFmmKyJTEomWziGwU0YmJ2BcRfd27dKclEjVFwrZInEic6OJvRcZykTQX0R2RdPPj0m4+LptEZFwyke46eej67wjMkY9c8kPZkoq0xGSLMslFSyhauqIlkczkRmYSBrk8OfX07CUX0VokllxiSURLbq7fFZEwF8k2yve+c6lUgmVy9XV3SiLT0px4TA6cv6+c8fxXi2QiY+MbRZLHZMUuDTnqpFfLeDqzBpmk0kxbZgRhJmcvOlyOL+8mEolMJImkIrJhc6v4LF3500+/J7vMmydv+ODFskFEfn/LrXLwgoVy/Emvk8ebIqGk0poel12rK+RNL36b6FBE8khkaoscsHCR7LTXUbLWLKHEOpnJtORmsGkv09TTl79l2QFAN+wya4tBN5t0Oh2SJGHhwoV9M9goN4ytciAMTZ+RPItZ/+ijHHX44cwdmcdIYz5vev3fsWlM6CZAYOJVa371J956wqvZe84iVu6+J5+96DPM22sFH7j6Z6wtgzNnLpV6lVLcZCCJINaMji6hUhtg1apVeA5EUdGckq3xg38tESCzTCTJ0xZerlBFSisPIC9psC1OPukUDpq3mIvf/c+4Yxnfv/IGfrd5Da/74HkkNgwPDZFMTqHSnKHBUWzHhIbyLAMcdKJR5qTDgF/F1S6tqWls16XbhnkjVaLE+H21kcW0WiELB1K2bJjipDPeSWPxIXzlsouYVwd0F5Up5s/fiTDSKAcTCnIVJ51wPOs2jvP7B0yiwVNqphKwB+HbnsXSs+S/V0axSJKEcmBqbnWSmoDy4BDVapWli3fixmu+y89/eg8KCMlppSaBUw3MSfKJ3z7I8Ye9iHKlzqVf+ypf+eol3HHnbZz08pdju0BrAtotXvbKN3Lfnzbwhc9fxL994DyuuvRCstWPsFG5rAdWZ8bbr/sKWwlYVX5/38MkScYRRzwPBVRLMwNzHA+te5O2fU9+s0VTeC45pohaAEsTASZg44Nf46KPfZgNj/+er33qC3z6Exfxyre9iT2OOsDU24ctPKBRroK22bgFxiZioiRmarpDtVw3pnFqgmhyGl9sNm4eIxeh4kNzrEOuHMT2mW63WDg6zKr77+bUF7+Y0uASPv75yxms+/iE+JaNRjE+1sTziglzbZCEFx51BF7Q4OZbf0OnG9JTuryvjOYAa9LGbH242eaJlCdZq9lmujATSRaLllS0RCLSMeY6a4lEk/Lz71whu83bVaAu7oIl8tJz3yXX/voPMiUiTUmlPb1O3nrYUXJkfb6sfmKDNDMtkody7VVXy8huh8tNt/xWpPOE3HnpZ2XpyJHy/R9sMCYh2Syf/z+vlQUL58ibv/+AfE9EHhaRDclDIvoJkWizpLfdK8fO3UcOPvgUuW9NKk0tMt4RyXKRNInEIBaM2ZzlHfwZd2QbRBcXjotb6lxiSaX5/3k77zDJqjKN/26uXJ0nMjNMkCxIlgEk5wwiAqKCAXQx7LqruOaIATGsEQVFRYJIEAFRFAQJkiWKpIHJPR0q3XzPt3+cW9U9gMo67Z7nudPV091V95x7zhff7/0klqaE0gknRKJEZIOS07bcR5b3byUL+pfIz+98UFaLNi1EWiLR07LdoCuwQNw5+wpGRTCQvuE58r0f/lDGJleJ+KF8cusTZEf6ZPbwIsF1xMWWEkU560Mfl1WNCXniD9fJlv2WLFq8uWAOS2nWvrJmLL/HYL0k0pJGsy3b9u0up+9/tmS+kmjDCyKtFXLfFZcJ9pZyxpeukvXNtogKJVXTzDjxJZWWpOJPreEMjb8vLvLTYFquhjhFEWBNU9cm+xxzJHff8weuuPwnHLz/gdx7x584Zo+9+NRHPkuYTmJ7Nvfe8xCv2/tg5m82m1QUmBkHHbo/zaDDjTfeBK0WV1/5CxKnwqJXz9YOReZz4M47YrbbTLT9XsVdxan0Iv7/9YnPo0o1zv3iZ1k03yYOoFbSvfJMQRfQi4XR5bR56VFkk2s4uhJxWuFLaoAiwyLCRVFy+iCxwAt570ffw2Rmsd+hx7Pbbtv3Sqyl04HRMYZqfex9wGH85JLLuPqGG7j19tu5/LJf8NY3v5mBeh1aDSbWjTKf+Xz1a9/g2tv/yO9u+h23/v4W3n7WmQzUatQKivGJjGbm8sUf/JSCCvjkf31Kz7ZQJlNtXGL6+/tpdSJM18Dtq4GklFwHvDKmU6G/WoYk6rF2aOWsnRdz+rrNJJ7x70nZKUlsY9kekRI8084L1COwoDp/kENffyS7H30AjEV8+LDTefiia1h92mFUXvUqvMWbcfH1v+Q7Q0toJJNU3TaGWyYedXWn02qVdZOT2FZFt6dUgAgL5i3QCVXb0PhAUirKgqzIJ993Dtc/+iAfPffLLN93W93hFdVLaZq2A2mKZBmG+zJoZEPRM+6Af1qNv8grj3Kv2iClRIyhvJzTxoCaz+xdN6dVrZEVhqgZ3YegMDwXogjlR8wamcs++wxTZRgH8IPu8xa93sUSwxU4+PDDSWoG3nhKrWYzYQZk2XoKErNoXonKIcdz0lsOJL3nDv7nW19gm4Nfy4mvP5ARcxzCJrZhkZoFfF9RKikYXUen2YDBOZiWp4kxkhjlvjgW/dLig5kYr+gJdImfLMvDMl3AIGz74Bb1ZgEMEuquzfzZfRyy594Y7RQr83hm5Uo2jI9yxNGH88c/3sbjj/+Fa3/1G351w008017L6We9DZSFsj1sM2H2MKRxByxLP4TYYFFfDROYgw1i87PvXs4Fl17PWR//CAedfISGuAUJ1ZKJKEVjw6heOcvF6CJ3XnJ6Zwa1M310JYiWdoIxxaKkn53Voel1WN0KSCjmOQBhw9g6yFLoq+OZNn47ouNrNF2YRHhFaDbz6LhKaTWajLU3kKSKACj362dQMDIKEtJujRJJxvylO5AAH3jv29ht62Wce+4X+cvacX2zWYzfbDLc36e1CAoGB/j19TfAZIvdl+9FmoFZLPRWa8pxmbk1mz7yzagfykskZP4AldEj1kJhkmETJFoWPX7fg1idDLvTxqFBI1rLs8k4jzVHSRKPbedvwfZDc1Gja+kbqjNr3hA777Anr952ZwoeDM6ug1XizW8/C7+zhit/cQuqYINT5Iqrf09ZVSmNrWUZkI2/wDP3PczZn/oGJ/77xzj+9FOxTIhURq2o8XemKMpFb+r+5aXzmRozsCG7etbWwtYTXdTkdvOBhuicYAECWhT7XAqlOrNGFuXUKAazBod0YHJsgsbYOAYWpZJOr3uOnotlOvo+KxVKXoH+wiCmq/Gl7QiakyFukmHZNsVBl3WTETWvTqrAWTSPf/vge2j85QF+/OUv0KDEZGkQlcQUojaFkgntDqxfx1133snCHXdmt9dAa7IJSv5Ghm7mvele1PJl84L57rSmbdnx1gRD1Tr9A300xzZw6qmnsssOu3LUiYczaY3xuz/cwS+vvJMjT3kDO26zBJopP/jetzjosMM5440n8fq3v4P5I0M8/Ncn+NKPf8SF3/0mBy9dyl77H0Kf8wW+d/4nKQ2+m+aqlVx5zY20Ap8kbGEDwfgk+79uH6pL92TZDttwyy23EnbGccRgh623ZtnChZhZSiFnMiNJdBf2F81nRkcvq5R/27UdjZyFxzDAgUSBRZmJ8bVUXMXKZx/B5ghSlZACZcOD6jAj/UMUrRQjBsuFNAtQZpFSxSJnv2Is8UkKDo1mi0KlSrEArlPQmTHlEGYujQgKeY/p1ID9jjuaPb/3Ha686H848z1vZvHIUgzHYM3a57n5ht/x3HP38vPzP8/atsG/n3UqNWCovwZpu7dsChMLCyNPMXVDPjO2rF1nUEQ29qJzL1OJhpuHuR+1IZrMA7uhrHr+r3LFJRfL3rvvLnPmDgslZM6rF8r7z/2KPLU+0C7YWEek48uqO++Ws49/i8wuD8vQghHZYu+d5R2f+Yw8NtHSnC5xKqtvvVveuOc+Yg7Zstshu8rPv3yeLB5eIO/6xa/lfhH55WU/lKUegoNQMMUbmC1QEdyavOU975c1E40pLiCVSOr7vaBs1+GdQslnIirU16a6hF2vctpnKYlFiS+pxNrRzpSk0pI/P/EnmTNniXzwA5+V5oQviYiMiw7Uy8pVclhtRN5y1JmSRCKifBFpSEd0aYPESmQ0kNM230f263+1rBkPZTz/LMl8Ed8XCQJ57u5bZd7IgLzzy9+Xp0U/BkljeeKhG6ReRA4/7CBpjiay15YHS5lhKTpDMjRnoZzytjPkj/ffp+mOIhGZDEQSHYXoSNejzjQXUhaLyoPfaoZc6o37TXe1VdfwMbQd1MliHMvu4nOwc9iogaLd6ODVhnLEVkKMSVMcygaUYnRO2go0QiTwwIC4GDBBTLtpM1IrYwElBfgdyCI6dZeG3yF76K/scvhxnPCzy3jTwfuymwQw9gIM9bMhVtSsWZgmbOiAW4ayAaIUEvoUSx4kGVgOmF1yPT20Z600DA42HY83Hf9pTHmdXZyogW7iLlmKY7moOMsdLGEiDElrRYwIhqIEJlowMgA2JMELOLUqa+ICJgVmWeiEQgdwICiDshVmPErRKUNW6ZWV4sB6S/96JYM+SwGr0DRvc8CHKAGvT8eEA1OXshaAfkn12omn05xO1ynTkDcj1f+IpclcHRyMGYjj9rTzRuNFcte1XATJETxaJ6WJxsFV6nVCQ8gwMWLw2orhBEp57UVmxKx3MiYN0fR4ooGmNTzm1Mq4QNJRxGGgDS5X4eEwqzSA65Qol8sYQaBrTAwF9TooiyG3DysPo1Qr3QJ/ME1T173kuHjJMv4/R44/7QGUrHzNTATbckmSBNNxiOMEbINarYgLVD0AgYE+sKATtnFq/ShcCm6BogtZHGgMaRFwwbU1RUnBLdLutInSTBtesV775mRDl8xaMBk0EepkvqNJRF0N/MHWSH4TbdqmQJKk+QEF4myjuf0rLJ3u6G3nHh7vb/ySQpGqJA+lGRhKED8EJZiJwhP0EbO8nu2ZSkbmuQguMQaqYEDB6r2HC4QBFMomVqmYkyepvNbC4vnGBIFSzHULDJILbtOgM9YCMbEEohA6oQbYSvdelUIlCVgWxv9DIb/kGmQKWKLyMFNOhBqFhH6EASRJlu9UGzEhSvR8szTWxrllgKkoVUuARaAsWllOeuUZUDL1Zm3EWCgcQ0c03cogFKwpkp92xoK+Oi4pnaRBoVghpkYnLmrTU8AwYyKl62q7h6cA2G6B3n96LxfC6frWM4MH7Y687CCPhHTXs6uu80VOUGRkWBhYuYrW0H4FsQlGMd/NGVgWkQtBlkOrrJQOCRYm5cwljUI6MkGl3IdNiQxNQS1pwKAR5Tw7ZfwMzKKHD3Q6MFgGL5nAcgShDDgYkQLbJrS0djIVeKaO25Hl/HQYYLl/Q03nEzX++UWdCnSoaYF19TLqRn9Gu+NTruh5pxmkonBthaQRnpQAg8iKwdTFXTE2nfzZDNBm4vlV9M/dAoBOez3lvhKjYYxX0DXthQycAC0dB1KeHXuOgcFhTKpkmDgtbc7Q8mGWQ2YCOF20G6BVsa2rJTSu1NY/y4MGWpQaiiyHwzm57N/U0VPTG6W/X4RfS6IYBwszz2SQZdOi4baeeCsDlZG5enMllpb0GSkqayNpB9s0KBSL1Mt1jPzNO508OmJ7kIY6YW86FIueJjRPYuaUtE0ZBSFg5hUlJkQ+iHaaFT0uqimwp2mSxPEmL9I/GoKaZiNOy9kq0VciKD9GxRmVcokogU6oEAtc28SUGM8G0FIqM13WBT4KW5cGM7W3+xfM6j2Xck2zZniFASZEc5znAAHwIPHbzB2cjYNNnB8Wr4Q+uX0uGClrR1ejdCwdFxBRhNm0XHSiCb+mlOaLQ2EzJx3N7tv/PbS34zjT9qboI52keqGzvK7DsaDk0kGjvf38/cxMMWSV6LOKPX4MbXUKIlAtQ5xoDCBeAVybqB1gKG0aDTgujckUMaBUq+EHEXZmaqloAWaKkaOPvTyKk8Qxfqej771QeNHi5WNaBeSmDf1wVG8Fe3UEU6fcsLTsyOFEpgmGpWuOEgHbgLTZACOm0xzTWM5iDT8KdSEVen6RaEMkmpyAJAaVoeJM88gb2uwxJdOBThRimMRAEPmUsbV/aABlyFprAJg3PA87x5VaKqJgmBiWru7Uizpl5vQ2pCH6mmE1bb4sGMjY+KVjWqQqJU1iLdEcFyw71zMxX/vK+ey05x6Y1SqbLVvCmaedxQN3PqrJLeNIb1iF9tAy0RMXrZERqDsGEBOoFJwSXq2sJV6jgydQ7bdJDFjxwgt85Jz/Zq/dljOrf5DtttqCE486itWrJ4hTiPNiP8d1KVUqgEEcBP94FTZxU75kq8uLvoYRuB7X/+IattvmNSxatJTFi5dy9HEn8/3vfx8wsC2TdPVzbLfVMk5859mEQMUrYCWCBxgxGEaRdtvHq7rgT7Db4mX098/hgp/cwHjSNRcDnr/n9yysOAxttohaZYh9lx/IJz70KZwY/DbgRqRVYdslW+EZHtVSnQVz53H2297CI/f9qVstQRTFvUl096auM1H5HvkX1MB01+0luYhpu9Q2bVzH1SWWoAOsls2ZZ5/F+77xWbY+4SAuuuJnfPI/z8FeNc7Tv7uTpOFTKhan3Ms01eCFzMQWRxcX0TWcLYpmkUSZxKYOEhcNA1JFTF59JzarnlvJ8r2X86WvnMvHPvwhnv7LExxy0KE88cQ63FwyBn6og83/j+Mf5SN+c801vPvd72aLZcs474tf4vzzvkKtXOHXv75JO35eAStoIH6L8sB8IiAMUjAy3EwzOGTYVCqD4DeZfPxBxkfHafnCH+98hIKT23NWhGP5VPoL7HbQoVx83S0ctt+xXPLti9lv50OZWN/Ep824tKiWBtl9y+VceekV/Md7/42nHryfE485lkuuuoMYcIuaqK87eppxGlvtjG7HLhl6IFMQq14gV01/qSPhWdzRqGC/KfHzz8hWyxbLGz75UfmLaIL5yTjREOFO9w19kaQpMjmqkc/NRLJ1a0WSTIJoeiDVF0kTWbdmg7RFpBmJSBCKBL40RGS9iI4shy3pIc+jhtxx7TUCA/Kl713TjdHmN5xJ1J7UvydJL+C9MYQs09cmQMiUaLhYJF3emzhHtMcicX51Itl9q1fLXjvuLp3xjibWF5HnR5vSSUXSNBWJJkQevlm2rttyyAfOk0dFpBOKJt/vRCKZfkaiEpHmSrnpU/8p29Rrcsihp0hl2+PlgWb+8/h5efbXF8urZ5fkXed9Q54T/Rzuv/Ye2XlkTzn79H+XUVkpq+Vp2XbednLGgWfpJYra0njodtlx0XyZt8eJ8mgq0ggCEdGB+ai7/hKKZtyJe7C8GQJ6i9kVWt3rb5ULKnmRMrJtGo0GK557jlqhpG0awHBsKIA/niJdvZkaPHv/I7zv9DNYMGsOczZbyPve8z5WrusQpWjqrCBg/aMvcPbp76fiDrPznntx5fe+zuLBGt/84c/yrkwmWC5N1SYjBlEsGJ7LVltvx+pVawlzjZylmsfRLZVm8tz+jdF1615UKNI1ZA3AMgmCgMWLF1OqlpgYbZAGwtyhKq4FqWX1PLCiaZNk2rvVGJRcLJKX4UYZTIxxyUU/ALfEnvseSPu5VTx817PEaQKOzUB/kabvsyE2NVc48JrlOzPbEX577WU06BDgMNlI8aRCe0MIlklt6SJOOOooVq1ez70PN/AKBciSfJbdMQWWmOnstNn9Z3qwdiObJ3c4upzepuNo49yAWn8fe+yyKzdd+nMevP++3oZsC5Tm2BhFB9KM9p8f560nnMQTjz7B1779XX7286u49oZf86a3vwPH1hkKWm1233kvnls5wcXX3cDbzzidb513LvWSTRuhCTQiwDTxW+NYRLSefZYz3/Vunl+xkmOPPY6+Ph13zFKF5braKO2aFS8LhpgpJdPdkPnV25N6U2ZhhwWbL+DKK6/gxmt+SX9fnYJjYKXQaevcNIWijtkaOsoq5HFnI4EsBIkxU9EZJTEY2zDBEce/gWNffxLD/YM8dNtt2LYDCWRZoj3kaj9tdDs2LDhw5x2w2g0eeOYhRgmo1UbIUptKvQBkMD7KTttvD0HC7ff/WQuA6Us0rYXfzMMkpn3USzbii4ZM58jOWQbc4WHe+/YzkefW8sY99mP+vBqnvfd07n78SVZ1EsbaExAHvPMtpxM0Ovz86qs59tTj2PfIQ/n6hd/nnj8/wo3X3wErV/H07Xdg9Q/zoS+dz6EH7cz73vFWTj3oAMKxkGygxjgQF/RN3nzZpfQZgyzcakdemBjj9rvuZofth9iwQTc5cj3z/wDE2fQNqfee3ojy4g1pglUpcd5Xz2eLLZdxzAlHsXD2HE49/iSuuPhnFB07t4kdErNIgotj2drEhl7wNMsiyp4BKmHFLX9kVUtYuuNOeBWPctLmtmuv1uwWdo00MSkVbKqDs3S4pwCkIdvNn0ufGKxfM4nLAJX6CEEY51mbCOpV+soFaHYIFYQqmQrk9x7/xhAyYwZ3pTm1mNM+62WGMx39gujQggFHHHEUK55awS8uuIjD9z2AG39yCQe89rV862vfoFyto4oOz0+OcuCxR1JZMExswWizzV6v24t6/xD33nk31Pv48f98i05H8eqdlgJ6fU44+nCKHnTirNtzET8IOWTfvbjjNxdz5aUXYBeKHHr4ETz9dMbQkC7I0jMzyZLkX1n6Akz3MvXQseJ8U+YLGwY+y7bbinvuvZdfX3c9p516Mg/c8yfOOOM0znrnmayYnCDEJLQLRMqmYFs9LRObJimGZuwV3QPnip9fTblcYoc9ljM0BCccuJzVf3mYR54ZJzXK1GtDhK2U1evWkwATGZC1Ue0JCpFisDoLgzLjEy2UaRF3dJoWlTI02A99gzT8KA+Iv/yp/lcgGjeuKH65jShaKhoYZF270XGmSg+qFUgijjz2OK67+HLCp9dx6BY7c+n53+LZ1StY4U+w0or4+nWXYQz0079gKUuXLmPWwDzG//IUaZiApIytWcPs+myqeeu9TAnlWRWkCEW3iEmOUS0VGVy2kK33Xc6+Rx3NDdfeSBwmfPe7FyAChYI+5ACW52mT4l88DHnpnu8mMAQoVMqkUYRRcHjdPvvw6S98kUcefICPvf9D/Pzyy7j/zw/pjeeUCbFxTbO3GRMcJiUkItHdUWOfJ55ewTY7L8colWnFsOvWSxgp2Fzz65tpo00VM4M0UTjoEDA1mzXPPEMBg6HSbCbDkDDNKPdVcCuGTnT7HZ7769NgOijTful26PkSM19yANPwjAqdFt3IXsxPdpqm2I6FUrpc0jQN3e0gCjUotK8EBrRGx6n2j/DGI47mvO98nWazSWVkNobjcNoZb+X0//oIE5MdFvX1Mz7WwRxYyLIBF6LnqQ4O4gSKdgO8MmALq9c1CSJIE6N3sxYKEkdHb22HoeECg8MDPPzoIygTwrhbIahbESsUpiEbTelfMQxhWl/oFBPJ4coCKsb2bO2BOHoWRrXOice+nq/96Ec89eTTqL33wTYMDJXhmV1+IsHCwjVqGjWeTBKMjXLj40/QevxZfrTXXgRrV7IwCwgwePzJ5+mkYPgpc0cGKNl5I6O0AUnKTY/8haAyi80XLMZ3PIb6PFqtUX3TzQgqQ9z5wMMgPu94/T6oJMjvtzvMHoDCzKtgzHzuM7GwOrvH1CnWGzDVhrPuToLjWBiASjNMyyFs+wSNSfBcxlat0Pk4C4qzRsCBex99kEK5QK1co6QKbNW/Gc/+8X6WzB1hqy0WsWT+XHbZfhkLF7q4VaBSYbejDuOFdY+ybsMz+FaDiICbb3wEI5yFMrS3XkGh/CYYs8CaBwasHH2avz7zCDvtviNrxzRSLTMgUQmppJimkZ+vl8vCsOkne9p7dNfRIsIgwkR0DlxFPP/QPRotaznQ0WnMZ55cgYTwqrlLkShioOJixxNEk+spAPUE3EhB5mDmpFqXX/crguoSPvGNy7j4W9/h/jtu4ubfXcySreZxw4134BnguUWyZJKqOcYQMFtZZM+OcdVEm7knnUbVrTPHSAg3PMVAJdMeZ20OWIP87Iab2awesecs6HOKBN3Sc4NcGzpAAQMLS/Jw7gyd8C5FUc8s1dJxemDTpNVsUq314eXdNQuVKlDiiQfu5bRTTmOHHffkgCOOxqxV+PWvrufG31zHYYeBWrO3AAAgAElEQVQdwrzZ8/BQ/PCCH3LySSdxxH778b4PncO8vrnc9Nvb+OWdd/DxD3+AI/bYjqNPfwufuuBi3nzywXziovO49vGnuOnyXxEZBayCBgtc+L1vct/Pr2HJVvuz5TZbMjF+H9/78Q/YbNkilizbnOFBfceJUniWhbHRTvsXGY/TtEkX+UJODqrwtOSIO/zHB97H+o7DO8/4N7aYO4ubfnkDP730Goq1Onu9dnf6PY+408ZxTVY88Wd+c9299HfWMtRXZEWzzYJ5Q+y565b86LLLiWt1Dn/j0SwbAEM1IS7xjve8gzvffy03XreSQwaE9ROK6sP38uAdt3LjlVdx7le+xsJd3shH/udjZPhEY+uYPVRizZpnuOdPd3Hb/Xfxne98myBRfPmjH6APSFOF6VVelFCyX+q0zJTK6Zb7hjI94B3nKOg4J5vXgc12J5AkzWHNKhaJmvK9878ge++6s8wdniN99WHZeusd5ZMf+7ysXLF+CgHdCeWh2/4gp514vCzbfIGAKXvuf6ic9t4PykQqksS+SDgpT971Ozl4712kOHtQdtljL7n081+VzfrnyRmXXy13icgDDz8l/3bcm2SL4WVSxJWttpgrr33dTvKL398tz3d0KLaVinQCX0RiUcqXdnuDqDzo/dK66ZkIek/LD3QpU2JNARNIJm1JRMmoXHHJN+TkE98gCwbmy2wc2W5kvpx1xtny3JqGNEWkmSby6B9vlB0XzpZCaY64tSUCZTGwBUxZuvl8ue2qn8i2C+bJEW86W8a7nxe3RLKn5OG7rhdzYFc568M/lXtu/b3stLRfyiVHMJBddthO3vee/5BHnw1lQyayst2QOGvLzpstkwFsqVKQHbfZSU4+/mS57677RZRIqx1uhI5Pp89Tvcw1A8NQItLlb+3i7+j9D7kctulEOpxT8GwkTQnbDSr1io49GTaSCoblEgYpZjlHmzRinLKbY9NS4g0TuMUSWblMAoy3IgarHoQZnpeCNEEZRPYQtsDae+9ll4P35+QfXMgpxx7PwjYMGGgUqJWSJRriHeYUeUYGlhJKjkGv06lh6ftjY94sfbpz0NQmQMh6YzpOQnXAhNAqkwFlJtFooxpRkOa0dkIjThGvgGsauChsfPyxJoXyXFID8kJMbFJdFpwBqcF4saSfVSuhUoghWQPFIYKsD2Xr5WmPPUPNLGHWBmnFGUahgDktDu8ByepRnIFBSIVApRQrORI/Vjietgk7fkC5NNVvGl4mBDhDaroX9J56HGrau+vARZqBZds4np2vt5mXgBokfgBZgmEboKBQ1HGzGHBKmttuLOiQYuL29WuQBYp26DNY9XAFPNuCUIjTDrEttJXeJkHUpubAEtNiBPAqsD6KCOyMdtbBymyszCYOcyJhC4qOAaLIoog0Suh2rnrJ6BGJbqLRKOhEeqaZTVILcEwwbRxyAE1mEzRaNIGwaONbQpM2WIqKaWBlKUkakmJRGhzEtMFJdFVmBpoMXjLC8QZ4xZ7XWSk7escW+wkbHYpA2oBJP6Q6uBlmrQKklL0CtgFhpuNerVZG0Bac4T7wN0DB6m3EdjvEdfVOWLd+tLcRX7p+m7ZsLzf+jjgwehLDyLGJcabXHcukXKmBYeKUyxoDpVLIdOwxA9ZsaOl3d6BcKtNOIsLJyR5ozTI1ErrdClizagK8Aq5bJcpiijngeTxs4FVswrXrUb7OAJUGPFIMHLuk67YFPMvAyyeTpSlkCstxscQiDeO/4ajMUN30i7ISWXdZDVPzlCpALIqlei881cxauJZLwXXphA08SzRFNSYpZo7Czu8yAbBAmRSGB0kk0/hPIIkFCRNIbQp13V22XoVaqYBgE0xOaCKD/L0KlpDSor9iUfQMVGMMaiUkS/CDhPHxJqVKoRcVmDUyvGlr838cPaR3PmV4EQJa0H1gOjF47pSRLlkKcYjjWmRpgOUVUaFBZhdIcgLygkAcgpUDd+w8z9kKWpQqVUwMVFfFAjZN0iDC8YZJkhTHa+InAaYzD6DX2657KM0kwrZc4rw7uyQxcbtNtVbVd9nta5cj1lX+h1pVzQzB/NR6mYhhakGb6aqo1LZRgKsSMBSR4ZEBRSIyIlI8UjKKCjKVoGwbGxcj0TXgygKJBcvMIOqQFg3aSnDcOgZ5EZsCogYUSwSxNpUKNviNNqWyCbZLZNhMBjHVoiYCiMcr9FVsoAW2gFEhVabmlAQmJlpgmdRrZdodn1pZ5/hfIgy7B3wm1fTfHPmRilIo6PaBOW5QcCxbA1dFdB4YMD2HOJsiJJ/0wSlCnIpmAzMNJI6oVspEgYbfxlmiSf0BIzNxvBLSDHBskxSwnGJPEthGzjatdPTJdhzEFM3fA3iOS7WvT69OEJL5/kYS0dxIOs5ctLZXAwPTIPPmtE8xQJkoX+HqfYmdaMYJFwfLNHBNgzzbSWjpijxTgWUaOvTi1WlLhOvamFlGoUu7FwY6MKsEs+CSmClECaVyCYwSrZZe32LRJVU+BUz66pqnO/EDfVBFkSp926lAvb9KvVbGD0Iq5f8PsIke5ktedEcuURRTyRYDXRTuOQagSP1WHgsyESyCOMHL7cpEQaWs03MWBnmfGwzP62lGEcG1nB5rSzsIyfwQo1QEpcjQtqCNBuOmWUoYh1imzioEfhtQ2IapAefSnYkJhQKmaf7rotz56KrmJNcgU7lVhSFa8KAAP6KIqb8PFOBi+hlufoNZkkAaY6H5enyALICgA6YDMZhOgZQEK8sQXx96q5TXHxk2uvRFaUZ+lSDjCZVKkQCYxKdmVjGzvP2HCU6trrt3mTa2A42WT65kyBRUirovzN8MJc5gjBGmOTB/40f61bRfsE2QNIU0xnat3JvWzXdcr0Czk+jArwlkUPZ0sgYUUaOZ1yLocLBpaKb9buuvcqWI1fXo2hEuBkJCa3xCz9mycdwC7XYTSCm6HipKmZzo6DMBBC0fFcYQRxh5N9jewdpo4aZ/syme9JTrl6KdGEztHFkKrAwd5LadKUvAcqCd4NhVXe0ESJZ0YTpMkoOJ45CubM1SSDHoEOLaNpZjI7GgVIYKfDA0VKNiueA3IelgDDj4+XmsU4DQIB5rkToZ7SyEWMAsI6LvvVItEadaAHSxyeamLM3/cbyij+pWDcZxbh6lkdY1piKcHOODH/kor9puB+r1EXbaZXdOfvu7+O1tf8ITncjR/oPgVap5OwIDr1jTm1bASkA1AxJCOvhggVMoY2BSTIW+ej+TExEKgwSTYsUh8cf45uc+y6LhOZzzXx9nw4ReUKdY0mRFnuaoibudAF526r16t396GIAtOpecoB0ULL02Xbodoojlm83nmEOOZnK8o4GKhseGh59lWW0Oxx9yJGOjG1gyPIJtu/zuroe1lLUNHvrpJczvn8tWWy5nA03WBuvZftkWDBYLVCoVitUy5dkDGLbJKce8FS+Fdffdwz7bb8EJH/hvVgFmDPXM5Nbrbmb+4iWc/Yn/QFwLUptwVYsPfvC/WbxsC7xyhd2X78H3f/BDoijRZbV/Z8xEAmv6+IdPwgQ6UUbBsyi6+R94NkRtiNt84mMf5VuX38Cb3/leDnjt3jzyxGP86vZbufuuuzhqx12xLHBQRFGAZbgQp4RiYBRsoiCj5lkgUPRsEjJsbHxfKHkGhCkUCjRbAcWBIqOtmJIjlD3FxJrVXPbTH6GU4oUX1lHt2zgRoJIY07NxXIspApzpK2luPMtNUTfGi1/mhqOZ15DHPpZnM3febPqGytBOUK2Ivfc9hGp9kEt+/BPWja1kYGQuQRWuvvpqDt99OxCTy352Obst2JW7NjxHqIRisU67Ocny7XbhrI+fw7jqYHkppA5z6ltDDIbfZmJiA1tus5QEzSjx/N0P8+bT3sYhxx3Df37kA8R0IO1jn70O4sH1f+W8C77O7JFhrr/uV3z3+xew3377sWTzBTSbbeq1yiYszisfr0gseG43N630qVeJZiJYv4FfXvULTjjxdD796Y9gA3scsDdn//uZhL7C8tDPJfApeLbuOVIoU7AdIsArWjR9qLkAGWaqcGxDd3dUOlJkFjziahEfGKm6uCkwHvLVj36OAw7Zl6cvu4b60BztLUtujmYQRSHlQllzM/bYPF803WlNkf7Zoe3FfJ0AV5E3DE/BTnVj2gGXNe1R5qwf1XW8psNOu+yIN2ce115/JV5/CbX2eUaDiK133ounH3+cViOi/PyzrFk/QbU4zFCtj/VjbYaGC8ydO4clmy/ggAMOwKi7BLTxqOgmrjGMDAzjR6CKJusA95G1HLv3Ebz28IP43NfOo2bb2Jh85pOfZ8N4wAUX/ZDj3ngUBnD4wQfz2GNPsHjzBQDUuhvxXxDkfvHoIdY2rhI06db/Gugwogk4liCRn/8sxTIUYeCzePGrdJAaHdN2ANUJ8cMYFXUwbIvJJ5/m2CMOp1ZwGawOcsqJp7N+QvI6XgWWwXNPr2b3nfek7BkcsnwvLvz2D1iyeBt+ev3vaXRvrjPJxCNPc+8t93LkYQdQqXqsGR0jSaEdgmHrwsVCqQIosixGSNHu0ItiijOkZ7rPxuq+J6n+bDIyEvywyZav2RbDs8GB5Tu/lkaScNGVV+H19UOUsGjzxWwIUpZt/xqee+wx2utHmWhHPL1yDfvvtRdDtTpJYqEoEEZtsizCKbl5NsUiijq02+RV9fqQMzlJP7Df4cewcIdd+Oz55zMyOEIxC1Dj41x7w2/oW7CQE994FArY0GwAsM3WW9LxNUKi2WzPrC7+O+MVScYoSjBQWkK6DqgA2k06k2MM1mv87JLLmbXNazns4J10zmYC5vSXiGwIg4DGXX/mpBNOIJnTx+XXXYu0TT788c9z+FHHcs9tV4OR4T/zDEcefQpZweXXf7yJ5x97gu9+5pusX7GesdUdCgZ0GMOtGZx40unsu+ehvGabbRiueCyYvxDDBldrfK3d886tpqU9fz2mqesZ2ojdsltBo4XE6iJZMt1jEcF2LB544CGW7DKLsz72cR7dsJqf/vRKlm5VpwiQWDz/+FOUZs/Brfez+awRfnHRjxh78jH2P/wYVBywdsUKyqV+qgzQCTt0/Ekm1jYwqx5RsIZKfQRzQGdBV6cB276qRnbvYxy57UG0+/v5zPU/Z2QOGH4Lx3CxxzusbXTYYb/ltBW4JgzW6r15lUva5q5W/39UNOgYcs8f7ElfA6bbUZ7n9GpgVBTqyvNKnfIW2/LZz3+R8TWreecRh7Jw6Xac9qYzefy+P0MK6yfGKBZLfPg/z2F0/Ri//PXvOeDQI9lzz705/7yvMLphkl/96o+gIu659VbWrw/4ytcuZPkee3Ly6W/ilOOOZ7g0glUZ1HXECFdf9H2SssVZ5/wn9A8yuXYDfqutnavcY+52IgMdDjLyGhWrWzo1kypn2qbWgNo0X8xuCYIibW/g1dss5g933cd3vvEdsFIsK+kiySCK2WzJYkbH2/ip8OX//i9uv/ZqHn7yeXbc80AsFCMVhwom4+k4qVPiF7/7PXMXLKSvv48lWyyhXKly9llfwDAgNoUnnm1y2y2/YdVjD4KV0ghCLTQLVZj0CSeaNBoNlm25heZwlBSSgDAKGfVjAqDjRxvFZjWfUF5XlMd2X7bu/p8cedlB3oJ3IyiBuZHwCMNQp7iKFTBcEA+sGge+/hRWPvFnrrr8Qg7aZgHP3nsbBx64L5/66BeY0z9Iq9Hm8edWcNSJp1KozKIRQLW/yi577ErbD3j8sccg87ny4h9RKc5j6eY7YaQOZPC61+1GYCa0av2MAc4G4fz3n8PBZxxBdcf54AsD3ixEpZgutDpaSxVL3T1i4lhlEAdDHAxlTm3Ebippo1P4fx9i6D4wGv+bYhHltqhHgg0o7CL4G9ZCVuFdHz6XugR88uy3YKZ5+rBcZjRKYXg+jlth94VzSdc+x7pGym6HHItnQzVtU4taVLFpZlV23u9Efvnb33PLn27n8puv4sobr+QT7/kgBKCCgOII/DVZy+eu+A7m6Ap+9tnPEQQQmkC9RlIwcQ2FtBuYQNAc47A9dmHBUD+bDc3nXZ88n3LJI2vrE5MZGm8g5D5Dqu3wmeR4M6e4YTa2p6bv9jhO6R8Y6IEOlGGBUwDDgzDFLrgcuf+e3HDNZdx7163sueMuXHLRT1i3dgzHdWmFIZdeeTVbvWp7tli2FXM335zayADttWtZ+8IqSBJUmlHtH6TaB9o7grrnUquX2JBFmMC3v/Q1ZtcHeOuZb8EnBNuj044xTZPQ10H2boxZCQR+zmYxncrkxVJxBozxrnQwSTQiW0wQB+nudtukMeZzwOHH85lPvJVLfvAd2utW8JEPfo4o7y7eSGKY9ImihIHN5/NvZ76N495wKiMLIIsjWo3VGEGLEbuObVaZM38Z++z3GpYsW8ryXfbjdfvvx7zF+n76C1Us4HUnv4Hjjj+OY47cm5uu/AlP3D9BpoBCAd8WaiWXidUvYAFD9T4u+eH3ufjCC2HRUooDs2i3E6y83LcHvqa7V9IZ92NeUZwxnd5z2DAwXZf25GQuriHZMIZVLuu0U73KcUccSdmyWLnqBSb9NrWRQQ465EDuufUP3Hzt9Vx27ZXc9fB9PPTXJ/n8pz8BtkuoUlaNrcHPIOnEoGzoRKxe9SxOyWYlcPUtv+XeFzaw+azF1O0awwNzeHpsFVdfcSm77XokP73k96QadE4YBJRKhb8btZ2pOJk17dLnW6f/uuR/xJodzcoEW2D5Xq9j551ew5WX/5S/PtUgtU3sUgF7YAhLFKrd5KSPnMPnPv9uMh8QxcK5CzFckw3+epKJCYI167AERvr6SEKTklUjKkCYjOEENtaExxZLdiYCvn3hV/HTtZx54sls+Ctkpkd5wTyUCnn+iUfyGh6TeVtuydbbbgNjE/QVy1ruGaqX6uwpka5txyvcQK9wvKL3KpU04/3o+vXdnBuVvj4wTdqdNs7gIMr3GR1fR5RGrFi9EmUa9PX10VevYloGicooFgtsv8PmvHaXHdnqVZuzaIGH6QG2xQmnvQnbTLnnjgcRQ/NX333v3cwZHCEOWjjAjbffziWX/oDb7ryJZ599iGuuvIwl85aw/4H7c8nFF3Li6/clzasryyWPNEvw/TZT3DD0vnYZZjfV5jHQOW9bpglZZYOycu/ahthgaHAWQaOhdV25yBe+cC5lz+JdZ72NduLTjmPS0fUM1fowB+pg63u0TH2eNjTGaYRtDFOx+cgIi0dGCFtCGikGvAoWJpO0KQwUqLoFIj/CkTIGkBJz6RU/pLnueX7y/YtZNdbBKY/w7+97F4/9+W5+d9Nve7vBchxwXOIgpFopgJmTRaGjJFO1Ueb05ZyR8Yq9ac9zGBoa0g82f3qPPfAAJ5xwArvvtpyjjjmKSs3htzffxjcu/DGvf+MpvGrJIgxJ+dVVV7Ht9jtz2nvewUGHHcqWm43w8GNPcsGVN/Klcz/NQa+exSGnvIH+z17E1z78YRZ99TP89cHb+OS5n0dmzWbYc5gNjLY67HbCcaxMJhgq9DMSeFQMj3nDg2y+YJiSozNtY2Nj9FU8ip4zjUVrypOeojqembHRA1FGzyzQ8DEHQgPLLFIvlyhaQJwxsu1WnHbKCVx83XV87Xvf5pTT3wZxxOiq1Yhlk0Y+69YnzO9zcMseqzrrGBgZpFyos37Fczzt9nHXHbcxHjcZW72ewXlzSYdKHLvHa0mDCSoGSKD750zEAfseuj8jw5/mRz/8JvuddjBuscrZH3w/P/rBN/joB/+Te+49ii0XzeKeh/4CnYCx1atpd0L6ynZOppfnDpCN7OxNNLk3HrqEIMvLC7rM8i9FlcdpIlmiwftha1KXJWShXPA/X5GdttlKtlg4XwogO237KvnMp86TDaORKCV5eYIvD9x8s5z65nfI0m1eI4PVquyyw87yoXO/LStamShdMCDP3Pe0HLb8OLGoyCHL95PfXfBNGSx6cvzXfyT3iKbwGR17ThoyIYFMiIyNyy7DS+X1x7xDAhEZ90VasUgsiSiJJZO2dDpjoslkst5kuiUIkcwAV0yPXD7noVG+7qTaJS9KRGTVk/LqsienvfEcSRMRtfopkWitdNY3ZWjeEhnZdpFcedfvZet9Xi/v+u/zZYM/JkpCSZSI+CLfPuk/5OhFW8rj44/Io82nZPuhZTKbipSskmCYUvJqAkUZefUO8vBfHpXm7TfIoYs3k7d+5Hx5WkQ60pbIf0HW/WWlbNa3tbzu4NMkFBFJEonXvCBnvPk0Wbx0oSxaUJdlWy+Rc86/RMbyW0+zUALpktSL5hASX891hochkkmvFraL6Mw96ekjjEKKbgGMFBXFJEmIVyprhk7TJQraeBWNC+xMmJSrDmJDkrRwLRMSiCIHp+hiOgkpFmsmMgb7HVwiWhPr6a9vptMZNsRjHZx1T7N07714w6W/5MiD92Y2ikHVRgyfulGCuAiJQ2qBKsD6tQ3mzK5jktJqj1EulrCsbv5Z4xunS8Wuy+ZsyunuLZSaSsTHeRqwy3sQNwGHRBWJMqiUJkF8kGFS12FNMEq9OMy6tQkLZjs5eX9GFDqUovxGk3HaI0KGQ71T045kISOxLaJOSrlskwIeCsI2BDHN/iFawFw6pEFAmAxRrMDkWIuhwSpEgc6TOw6doEW5LLRiEFf3A08aTYoFwKvpDqspIAk4Kq+C9DbOwW7ieEU2Y5YJBU/bjYHvY7ouXrms8YKWBVGCV66QAesbk5RrGqY02ZjEcVyUSsC18YoupkCQxmQohvs1fCzFoNY/pMEFDvghuH1lQj8gjUKC5li+R00Ms4hnFMiihG6PFdPUgec5s+ukSUwYtqlValiWSRhO8TN2N+KMjp4tqshyhPdGustAq27TxjS1x4+I7kPs6JDacLEPJTGbz3JwFXSaPiYWlo2uW+i0oVYlyHxC2r3TI7ZBTEahrPP5dgLiR2B7UK5gCwwBhpg4bglqOrQz1F/V8DTDANshjTLK5TJt36foljCAyUnoq9d6FaF6Aae+ZP+CastX9I4qJ08KfJ9iqdRzYqxSSS+03QX9mwzUB3S4woK+eh+Z5G0musMANyd9n/pwm3YS6fQBOmqECc+vXcvg4CDD5XLvAKZkREGC5ZV65TqmNRW4twwoFoqAIgh8CoUiG7l//8wC/KNhqB4ndorR+7gsv7AssAys/KDhOGDYJGmIiSaYL2NjZxBMKOrlCoaYuN1JVT1wDGpWGVcZYEOYRnQkBnRbkXLBwFKC4TnEkpK5LlYEXt7aTMTQgeyuSkhB0hhMpXmUBErFImmmmwgM9uVJ4S6JJvCvITWZtoyvVE0DJGGEW7CQOMFwTB3Mw4TM1kVIRkQnTjCdCpYBWRhTLAg9evLEy5Pdka71mEZsnqRN+swiiEMjVNRLJkQdknabtUOz6AAlIvoQCti4mJrF3nYQpZnivAIkaYhSIYWC7iaVJCmOU0TzM+jxYuelR6z/Tw5BkaFJTS1MPKXDt3HuO7lKF1bEoYldANPskBEiykWwsU2bLAYbp4fnEAWJqF5x1HhjjEqfDhZlURHX0+T7jahDv1emkMP1MCPaVohrlHE7ts6NWh3oK7AeneIb8dHx12KU1y/l7e3MNlFiElk6tmiGHSolmzCv/3ZTnWPCVqSYWDgzxiYB/0fB4HoeaTKtjDXWBVjimrTbIWQWZaeCb2jQRNFzQU1H5uafKEp3JGCKhcEwjLz1PBTLJpNJBC44AwMMAHOAWZgUEHxsxqOMLlWtYekQiGGA67pkaX5IMHWQ90XT7GpRfc3Madc9FaehvafF2CMRME3cgs6/hkArTLHMAo7pECcJtm1NRZZFAz5c16QZdAgNKPUNYmLS6bTxPI9MIFIJZa+sw0oCyhQSM8UwMhxy+9W1oVAGUkwivR0NoGNA7CNpE1RGFkUgmjK7W7nr2rpf4UZp4vwbK38hM7QR4RWr6anXtuNg5JU7ItKTpqnKQyeGrplRQBRpPSpdSdsN7OUTMND70wXKlpZeZIku5nK1MShpStbRAFEvC1B+iwJQ8hwwwW82UamWJJIBYlKuVOl0fMDE83Kd/yJRb067Nn098y4Q01DfTHtlWDZjjUkaGxp5ZKRIsTCIytWn5eh4Hq0GRClKdEcTDPAKFgnQyXM89XJfVzhRMh08cloQgVB8lAk2LqEfT5uYkACtuEkseR+aCuAVMWwPpRSW62lhkGZESvuRjq3Xrdc/rLtYeUx1JuK0G6/iKxiGAVGX2qs7Ml0YjkASQMErkVomzVRRtzVDf5YJiSiCXGoQo8ksyRnFlPbQ3I6PLTokN2GkhATY6KJ1w/QolaCYN6IupIpCCKqp88HuYE1/LWj++la7A5iUyzUypXIpmc9Dpl10c/KbPgzR6nmjpm+iei3tBO0M1AeqSOATJtpssQwHpUxauYqnUgLXJnY1jV3bb+GaFuubHcxuMj1KptYx1FAMI295kzkRKQlCCZsyKFBrVoKRYVBk0B3GzCxtXrlAmEFgawJYgE6IabmYJrQiMEwzn0c+pa7EnxaKmOHc9D8eL+FqV6pHNL/q2Wf5whe+xB577M3I3PlstfW2HHzoqdxyy+OUihZRlOTqy+ipoOlhFRT6MWZ6Yl6hmHcci4j9NhKmWJmuMfKfeZJj9tmHenE+5f8l7r3D7aqq9f/P6rufnpPeCyGETmiJoSSELiIgIAKCIBb0qlguiKBcRcTGVZqACooU6VUQKdJDr0oJIaSek9N2X338/phr73MORbkmfH/jefbDYbNZa825xpxzlHe8o2UStmFh2RoLdlnESy+uwrYgn8sCOkPFIr4XYn5Qh6yRIZlNOaobx+rIWHCCatGSkbthDR1wezdw9e9+xwHLDiSVaWPq2Cl84+vfpKdWIiDmmTtvZWZLnrTTwdhCB/lCgUwmzbx58/jO939Aya1RK9VYNncHjtvzULK6plA1id1mkcZDJzDHRmEAACAASURBVEbHSptQ3cCFF/yYrnwHxx//JUB1Wo2p0r/qH+y7ZF9y2U50PUVbNs/Cbbbl5z84h3UDQsZJrlutNcElUWOeRkzZqHe5ifKhC0AsyyKOIsUzretoCfDg4ksv4ze/v4GDD/kEZ+/3HXqLZS758x1cf/edLFs0l1w6S62BhTbV05uM6Kiko2w/iYgrYGQg0pP1li+gia220RgyhkXfmrUs3OMITjn9u4Th69Rr/UwdtxXz50/BC6BSLdPenqelpR3QqTfio/BekESzPvw/m7ymvMurVwqqHDcDyJop4tDnv7/xDW6+9XYWffIoTr7iVNx1PVz6x8uZ/9zT7L/77kybMplMymHhEUfyyRM+w5TiOkobNtBvtLLbHovJpAqkSFEQG7OsyAn8WoTpxKBr6KRB0viaT1qrIcWV3Hz9n6gHJvfe+zRFX/Ui0lMaHePG0t9fZMKk6Vx5zdWsePV5/nH/X7js4ku4d32NH//0fMYUaEKgNK3RzDLGGAkr28SpGyUqMxGMyMB8MK9PHCW/i12RsCrlnrdlXGerHPv5rzSbG2woqu4EfaoLrIgfJNF6XxrNAJpkUg2ipEpFxHWb6ZC6rBdX1kssvlQ9kUE3+V3vG3LA1Fb5yhe/L32BSL8biiciG4siQSTiBsMERYPFIYklkjCO3p+sKJKE9CnYtBRMLCJhJBKNIJXyAxHPTbIVroR+vzx87+0yt32inH7iN9SUx2ouNqwryloRGRJPVtx9k0w3dfnq5VfJCyJSklhEAimKagPc5/aKFAfk6Il7y9GT9lMJHxGRqCZxTbVKLolIn5QlkA1SfuohmQ9ywj7HSL4wQ/7+Zo+sqNdEpCwyuEHmtc+SEz5+kkSNbNGGdbLLzNnSvtUieWy9K54XiPj15tjUzwLVgcFX3Q5GEYZtonzgMR0z+gCr1WrJcR2BhARDffiVIfygQueUbkpAH5AqpEm70BGD51bU+Vqp0PfPN9lrt8V0d06krXUMnz3ui/T2guehKvmMkBeWL+fwj+/LvLHjWDR7Jr8799dMm74rZ/z1H7xgAnGIXx8iZCOxCaZjMOiDXVAtal0U80UMtBTyRJGPpiW4u8RZH+X9ia6ADJsiWgiGB7ra/bVmekeH2IJIx4iK3HX977GciRx+zDeSWmTV9WtMd4FOIF2qkU/7mOmY4mBJNcBEoxQPu0ZpKwCEUFrJt88AAS+uKNvaThEDbuySRcOUHH+64j46nUmcdPxS9HA1N99+P3YqzWAUEuowxu4gNSAKYR270Jpl18ULcYtFSn1DyhM3UmrXb+qDmQBPvKZZsrnC38PX0eQ9e27DHPH9mEyjjYXvQxRhtRYoZNNMmzSJO265hb8+/CARMTU8wppABKl8CrSI3udfZv+ddyeTzXLZlVfyh8uuZPkTT7Psk0cROUB5CCpFDj3iKF78x1tc+Otf8cPTz+LGS66gd+0qVtVL9AFBJgVpm1vuuoUx6RZa0hmOP+ZY/v7YW4QkFaAGeIEk5f+CPmJZva99s1nOmQhpMJo1jmhJbORYA6/E8ocfIIgdtt1xXDKPVTQDKnVU0yEzRa1eJJUDU9PpcaEYQcUPqfqKDjmjGxD69PZXqPok2afEPtBAJySjRyolWBPufex5Up1j2WXxzswZ386jf388KaXNYWaz6IFGcd1AUlVWB0LeXPkWadsin8qMJMYYLZowsjHR5pIPpdT6SEzgCD5vs62dc79/Dt76fo7dY1+mT+ziq1/4Ik+88jxhGirolCplfnDaGRQiiyt+91uW7rc3Bx58EOeecw5vDK3nvmf+ASmdJ268FS/Oc95vbmHZYV9m6VGf56gD92Vum82sdh0HcDWbBUsP5Ztnn8+1d9/DeWd9neX3XMvZZ5zGi68Mqccz1AvS0NA0LVHK0TKyHe/mEe1df2qj04FJA89cIU/TNbVtggAymYQU3zJJZbKsXQ+Xn3cue0+Zx/RcGxMKBaZMmcL5vzyfmluHXAv5fJYoUvGziBgxNKI4xEbHdmO0UGegp5cHV7zE/P0WAza7Tt+Sl194nrf7YEgqDJaKpFIpCvmsqtOwLO698WZefOklTjnpZGbNzBNEoxevPnKQmxtZCyNsRvETI07elyQyiiLxqqUErVMRCYZEvI0iQUWKqzbKDdfdJgcfd7hM3WZLMcjJ6d/6oawNS1IO+mRX3ZFz9jtcJBIZ8tStquVYmLGDfP4H54usWylnLt1Hxk1cJM/3quZaUvVk9e+vka2trHz9ttvkVgnEE1ckVDbpBl9E3Hfk1UdvF7SCfOe8P0gxHmnDRBKFdQmjekIWGr2XLHRUy6z/VAIRqUgsrrpvJCJeIFIPEliQL5U37pNlW42TrSfvLaV1InHZE4lr4rmxhLFIpSwiQSBv3nOFzB2LHPqd78t5D74sf3r4SfnL8qflriefkR63LCK9Ihs3yOLUXnL81qeKhCKe1CQQXyIJ1ZjLJZFaRR656RbRM91y5e+uFyn2yt8vulAyHdvKT256Qnokkr5Kj+zkzJP5TJU2TMmATCs48tWTPicVERkSZSOGyVzFouY2EFHvPypLLI0OZ5tHPvRxr+s6umWr3n/o6jyMBaKYwphOPvnJg/jV5Zdy33338qnt9uaJq29n7crVaGaGlsnjufbuW+jsHk9rdxe58Z2MmTMF1q0jH2tgZ6lsHEIzMoR6QuEpNhMnjCWleZhRjXGY1IkoDpaQGFotwBRmTx/H+KmTeHvVyibFCUAY+WiahqE3tqL3Gepm2yHfdW1JUk1JAVN22jTCSDBtk3wbaCkb0LFtjUotSZBoILrFUBEmjRvHoYvnsXjhAhbutAM77LQ9OSep0ouFbN5BtyIIoVKrUKvXEBStfRgJVGr8+co/MqF7DDO2mov4ZcbMnsGUbCuv3PuAKlDLZMh2tjBn+hyeeGg599x5G1tvvz2/ufxy7v3rkwhQqyVBgRFJCq053uG/NpcMW+/S2HrjpJpuRIVdGGOZOqalQjBISFitYmbTauKTSEyrmSPT2cKyRXtw1VVXYcawcs3brB/qZ+khh/DZn55H2JJn4O0VWE6G8VvMx+4pQ+Chaw6GDmM6lFmKDoHr40VQrFYJgJJbZlJHq4IvJQaNkS2gaRpurUq1BoV0UvJoGKNOypH//H8i2rAyIjqTpk7j+QdW8fzzRbbdsYWwViOyLLJZnYGSS2dGSBVaiWLQY4WJ0d+T9zUgbePHHsXKEGhQyBSIUdyOg8Uy3dkCUOeZR59gdf8QCw9ahta7jvnjuti4Fh670aN08akEXpVSrcRWU2Ywe5v5zM5tyY477sjiZftz5hn/zWNL7iedgf6+It2dLU1HRW+M7f8v1A6odm3NjqqajueHoBn84/kXIA6puy5phLBUob9c5J2h9RhuzNyJM5k4aQo95SFS3e10d3ay03bbstO8+XRYMGFCHswMn/78F6hXN3DnDY/SmjBM/OmOO6mlC9jdU/GB1lQO4iqG60O5DqHFQ0+8zIaNG9lu+23wvKjJoqWNeoubf+JGX1t9RN14WIF0lDLG8OVTv8q4CWP57e8vwy3VMFMpTFNXVb+FFJppUq57+KFyYCwUsUYQg5NsEvghBAHpvEO2VUG7QokpBS4h0JHLQwir7riXjX09nPrD7/HHe27jkecf5JKLLuWMQ09G7+vn7y8+C6l2Uvk0tharrE+pghgmBx18KAN9G/nL3Y/QP+jS0dnStLqHASU6DeN3M5cd6KMDwO+a5hgwDF29ZIkoDQ5SaGsl29FJtb+Poz9zLNtuvyufOPRQvKjCY/c/wh1/vo/9jjiSredvheeWuejyy1l6wAEcf/QxHHPCCcxpb+H1V9/kF7+/gasuuoRdpk9lu32WkPnR/3Dx/57N5PRXqK9+h+vuvJP1bkRNHIrAtbdew5/PPpsjDjqe8VNm8cLbr3Pm+T+na8o8jj3mKDrb1DO7dY+0kzz9/xMarXcf08k/G1TNUcwOS5eyxbwHueqPV2Jpa9n9Y9tSjSz+++yz+d+Lfs3BSz+GZqbIZHVWvvE6N9/2EAVxcUyhEtbZZsuZLJg6HrI5SvUh1r2+kYfvf5A1lXXo6SyRGDi6w95bbsszjz9Jq5Vlr6V7MXfrHRhPnfxUj2n+FH5/63Usv+9hdt16RyITBoIyaDF2Og1Wii98+VTO/un/cuuN17PPngtHDWsYVKKBpm9+QJkyHaN3fd4VH44SCzMOpV4eSgLFvqxbtUJuvPoPsueChTK1a5ykLGTWnJlyxjm/lBU9ddVFoV4W8XxZ+eTTcuKnPiud+S6ZOnaMLFiwo5x61nnyVm9NWcY1T55+9klZvN/HpK2AHLxoB7n+ZxdIx4TZcszdT8q9InLn8rvlE7vPlO1b0jIOQ8aPmyaHHn+qvNkXSkVEKqFIqRomDx5IUCs1g/nv2+I3aQW8aRa4ajccSzBszLuS4PQDESmKRGtEBleLBCI/+uEfZcE2C6Q9n5bxEyfIkZ89Xt4p9kklKMszf7tFJrWmhHSbYHdIpnOSYDhCypKPH3+kiJRFNmyQ/ebsIe20iYMpKccSDV0wbLFmzpZfX3alnDRrJzli7BxZVa7KShHpbbTkXTEoC8bMlyM+foRUa77sMG8X2XfhPirpEPoSeypB8IUvf1PGT54j9z/6nBRr4Yj5StoXy2b0/0aIJiLy3uibPmqBB76PbStieNUjRmvupPWhIulMh9q1TQ8XkyIGNgqk7BAn/dOcBIoCpAPqocfGmkF3WxonVEHUyIipi0cOwR2ssubNNWx90FEcdsWfOPHA3dkOj0J1PRjtEGfYWIdUh6JhVh2lEhC0xMS+i+e5pPOKe7wRcWyMbphVYhht9J/JcAwzUIhENI8EWhegUYWoBmUgP17ZuxpAQCAasWESEuMQYXpVCHXcbIFKDIarQj+K3cilI44gNIl7AvSuHFhQLA3R0tpK0YsZsnTGGWCvr0LgUZ3czjpiOsSjXbMUsjbpvEoYUrU0nKyBGQcQC1UXUjmbetWnWK7SPbYNaBzPSfG+BpLQQcNw0HtzHNeJA/P+R1njBrZtq/6BiVEuIoRBiGXbpFvaFFxG1/AJ8YjJkFYWRQiehIR6TFaTpCE1kIsxDZOJZkqxKtQGiO0AMQrEmkGITao9hZlaS0sW2oIaOSDCwdUypEwFN2tPq3mVWDn5QQixFpEyYnTTJG3l1QDkfZTtA0yT/7t8sBkQE6MTo+kG5LN4CWLJjAI03UNP5xiqDWFmbCwM0ByFdvMhZ4OVgYoXgmNiYBBWa5iRj96V2COxkGtrpQJYKZ0pEVAExIVxBepACzrtWpp6/wDpjtbhtJphkkqPQN1oOnbGpFaHfMYml7GpuOBHES1ZI8lHhyB6swuD8Z4Rf1Qz+S6J45ggAdZqmkYsGq7rgyb4EoIeY6CTxiKJuqjidctGN1NEhqa2yjSopJKgx0A1wMinsFJpQCfGIiRNhM3G/g0Yfpn2yG92MyBdoB6EzRSVX1UF8rYJ2ZTC4IWB14Qa+bXaqHG8NwS+eS2fkVcTYrVnCqBpmI6q0LAzFpajSiMKmRw2FvWgDroFRpq0CV5ZMd86jkldPAwMTDsNmRwYMXHgUqlXmlmyKEYtdhNoLyCWOiUkiolcId3STiweYZTUBFViwiim4g7RqCvX9KSCJBE/8MhlR6icqBxW454N2VxOTHJM/2uJ4zjZGTV0fXRJgh+FaIaORYQWeRA7hKZF4EM6AhwIDQVTjwViL8BwN5LOFSDOJft8kVrkY9sdROhqA/U88lYJwpiS3a1I6MOYnKmwg4jgJNNQ8lV6O6kBVMy6goJ/RxGYqVFVgU2vsNk2w9zkGVXHtFqQRnIC+HYVnRomOuUNVaz2ybghtKYh8l18A3TTICIm9GsU9LbmllOrx2SyOqEO/QSkMSjU6mDZ1CtF0m2tgEmx5mFmHCRQpKAAkoqp4mKRwXVjND+kULCJ4xJhNcC2OkCDcuySThuYcQgBlEljO+AIEAZ4moUfQ8YGQ0Jlbmg6vpFrFJKMYNLYdPlQO6Pv+xiG0VTEKBpWR9swsYGgWlPAT01Dj1TWkIQs1Ku7uEEd0cBKWaRbWprGhufWESOFZeeIPZC6sv/STrIXuh55gWwMZqgqZyJCRAsg9qlXKmQcVdJRqbqEfqBytZBU4W0iEOJDSmNHfPfKjonBD8i3d2DaCbtz8qNGYZqPS8bOKIppD3Ahk1Z1NFEMFhYefrPDaSrvEBEhQC7j4HsBSckPbgU0dGwsSrGPldIp5Gyoh+ga2LkUUQSY4NWrqvFJLGA62MmuKL6qjzVN1W5lWMJmTroxzs0Zq/iAa8WjPo3G5w0MQBQJfgKG1ULABTsyVX8OA+o1CEOoGlA0hWw6Q6uRJhslq04TMITQFMin6Q8EIY2t66Ri8IcaUHoDsjm0OqRjaE/ZmHj4MsBQZR0YEelshlo9wtAgl02pWpoGVj6K/zUQ4qOMgmsM58VtG0yTWi1ZJxoYtk0kEbWgQqqZe0iMMRtwY6J6rLpEAEIEukUwNETZrVAPa80FkHcs4ljVp6VaAB9qg4PUdJuNoNhyQ1MZ1ppQzMI/Bip0tnUkHOsCUUTNTSwKyyLyPURUI6pRU/hucPRmlPdRxvd61oZhEIQxvq9Wl2PrOEaMEbiIV+PXP/oZCxcsJJXP0z1jKp8+8RQefvw1BQYJ1A5GNAyXRyx8VOmkB9hWSmUZPfVEhbzyObxaGbRkaXpArYYpIc/8/Qk+ffin6ejoZOy4bk743Mm8/OpKAAzLVG0sNMBKFHOEvEf/tE3xpBvzFSbEoInH3iAfQ0PF7+v88ZJfM2HufK664wkGBt0EHR6TsTLUCdCAlx99mBkTx2Km8mj5HF0Tx2PqFh2FLGee/n1efPp5dln4MVo6x5NPt9Nlp8hpBpZp4Dg5Cp2zOPWU7/LZJXux+zbzeLO2niqoE8oH79VVzBw3hWO++k0KXTkIYeWjT7Ns0RK6x3Wzw9zZnPc/5zFQiYiyBeqBImBtBro1BzRV626x+R0YE0bEaBvfNtNQenMV6KaOiY7EIRoBBHU0Q/jSF77E5Tc8zGe/8mVO2uNM1m7o4cbrH+Khp5az3XZz6MxZECdGsp9SLqLpoGsOrqhKSQMXWzfU2R5AZECdKmQsTN0iMtVmgRfz5I23csoXTmPKlvP5+S8vxBWN5U/+g5SdJ0iQW5qTwsdNPNSGwrwPUWhjLW6SMkYkBNLoSbcv32ww2pqKvNEbYlxGoxKl6EmNI9ueAi/Ackw8YmyyGMTk4yqR28/eJ3yeA446ko7aIKlYGPI0dtt5N7oMk59feDGvF1cxpaWV6755Pk+/9AKf+d2PsMZMZqoxl6k61N/o4LFvPsAjDz7OYfsfim+qzXn1s2/hb/DZZfE+BMCr9z7Glz9zHJnt53PeL07BXfUcZ5zzHZavrnDJpeeQ0VTdlpozncjIKqURVeutQmabT8z3v1gSe+O9+6SEAZoRgwTIhnU8/thDHP/Vr3Dmuf+dsEOEnHzcF8gBqRgIA9AjqFXAzkEcUSxWSLW1omtqNWSIMOIINIvBwTr5nEMsHikjhY9GaCS9YjSNL5x4EnO335Orb7sd7BDHcTj8E+C6CiSqqhI90o6FKx6mZmAmBuqm9qz8YAmb15fkpNUJFcA2BEIXSwIw0lSMjHqBomZXA3wC7CACr0ahkGL2gh3Ze++FTAQs38OwHTRRuMfdxixmWzugJfJ5dey1bHhrJYuX7klq7CwmhA7tNaBtDUYMrz73D9z9E0/b9bn3vicY0z6NHbbbngC499a7qAxW+fE557HDrltg9G7F8uXLuenZV3jqHVgyGULPx7JN0HRUEzowJKl215oxjs0iHz60k7zIuJF7NS2GSmVWrtpAOpt0xUIxI3SGEK8RVX1mCug2L7yyglM+fzLtE7romtbNl772RQbWFkl5qsaccsDKFWs49ssnYek2e+y4iKsuu5TujnauuvFv9NagtmYt/WWXo/7rZMK8gWaZxAG0ZGFMhypO0pOH1NDQxVAdGv4VYmdzoXYSCPl7kc86aBqxpiIAxqi6G5XTTpPCsmwymQxRFFEplWkEpBzboVpVNV5xDJalYaGcm3q1RqlUIsbEwVH+jQ3MnMO48V28/uw/6ADSegxWxJ8feYq2LbZhq2kdWK7Lg39/hLETZ7Dllluom7W2ccghh1B8ZxUPP7hcWTr2sAfTnK7ms29eUe+ODzZIG7cMEw/atBwa9Catra3ssmA+t910DU89/SIp1E4Xe5Dp0iAjIC5rX36TYw87jpdefZNfX3IRN/75au6+63aOP/HzWAbqKCtW2WHn3VmxfgN33H4zXzrhOC497wJa0gXKImgFuOOe2xg7qZ01XpWxO25HV/cYdl+wgJ+eezl6pJA8WpS0GROwdQvbdNCSQs+PTnTQ9PfPRGig+l1rQJzsKqP+T4SYoFKlv7+fKBbSiVtbjer0D/VRdT00QyHZ6/VAGU+awZQJE0mnsgS+ensxKI9Dt9lpp0W8+vhzVHsD8MpQGeDF/jIzF+5JAcj4g2zcuJEt5m9HNqeiGngeO+64AHSN3vWrRzz/8J96468R323GWfxwMiocGcag6Whd3Xzp8ydTW7OWQz+2mAntkznpc1/n8X+uZIPn0+P24gVVvnr0yWi9PrfdeBtHH3kUBy1ZwpUXX8Rjr7zETfc+CRt6WP/wcrK5sXz/3F9wwAF7cuIpx3DEvgdR7asjuTZWudDabdNbHOBb5/6UT3/h69x4203Mnj6JC372c2654YmkflkpZOyTKKH+LzzqTSxTBZqvaAQ0dNSGq6mygEgzIY4xpdFwPU5+q6GFgpXOM3P2bDZWXS4+/XQWjJvKhFyOcRMnMG/ePC674iZEg3TawqtVYbBMsW8Iy7BIZ1qHzXzTB93iU0ccC70V3n7sKShv5JGH72MglWX7/Q7ExsOuD+K6LpbirVb8RHZaOZzlImYCfwpGMIi8Z8ffzDLqijLyaxn9oixrBEpDRMGZNJ0DDz6YDW+t4NrfXsG+++zN9ddcy+Jdd+OiCy4gly6gORZ9vX0ccsAhdIzrQAB3aIjFixdTaO/gySefgtZOfnvRpdRqLtvsML/5NJ866BDStkN/WCedghVvr2SwCEsO2JfPn/gZFu+6mGuu/zOFXJ4rLv1NM6od1GIsywTRaW5EH6lCGjSYNYaLlEY4R5qtlJEQU4L3gNv0WIhKZVauWsWY1hyHnvoVfnXbbfzhttu49dZbuea669h///1xQ2UNtGRykGsh7aQIw5ha1Rvm3LYA3WK7RUuZ097N8tvvgGyaW+66A7o6mLrdGEwCzKCq7FtNp1ZLFNmPqXsBmAYSeiqw3SjwT+xbdUyPOAM2ox3+byPCjeCIhrIbDU0H21HtN4ghVyAs+Rx66CfY98hD8asxn9v1IG4+/2KO+dxBpDMmpcjlqluv5Wf5G7E7s0TRRtxQwysW0Jd4IAY9PT10dqbIZEBiCy1I0dXajmXD6vI6akBb5xQ687DjVnPIkNR/uMLUSVN545+vJZwcYNl6MxjWrM8eAVQdrhCMm2P8z0VPpnH46Bq1whOgb6hpEEeq9zTQYEzS0LEtE3IFDMci1ITx48axdKetGcvWpAiR5DWFQZJQUmc71apiz3CsVBJmCcESKIeg59h5xkweu+1O+OGJPPriC8zb6dO0tUBERNrJYKUsKtUS2UwyFY6DbTvo+RyWAYELpEaPVE2lrnAKxLxvK7xNmMn3kdE7RZhQhMSxAtmiNcIwIYiBmW/FsjQGyr20ZXU+ddCB5PUU1aE6KSePYekce/yneerV57nhrtt56pmXeOj+R3nuzTc468xvgARkutqwNYP6gEvd98G06OnpwfN9uiaNpx+YMmM6hJALNFoBBx3NMujv30hbSyuBB34FxQJSqg+P8CPzohs3GCY2GfaLdFR3VX14Z5QQO/aHnYAmLCrJahg6Nd9D/LBJYOoG9WFwq5U4kAKIjmZbaJYNcYPoWJRtmsmCaXDgooVYnsvKF//Big0b2WW3bcgAOimMli7QhTVrV6pAdhiDmLz+xgrinnWMG9NBNgWVei25f4xGiKZySsMAi3cnqjdxJv/t9RxT4aajKEI3DOqVKvWhEtgZ+tasa4bpp+WzmFLnqVdfIG5pIZfpIi0pJo/t5NnnHqVt+jimzJvLrHEz2XnL7ZgyJY/WCrTE7H7QMnpWDTG4uogvFTCr3PPA34jFpO4pfMW87WfQmoXeZ1aRjZQKhFqdjX0b2Gr+FopCJqtmysmnVfD7X8rmmslGA6IR0Pxm8FZ5vnY2D75HRlOKE0dBUs6qKwBwzcXJ56n5IaHvJUHlmGyy6/X2uUjjBsljV3wXNw5x9Abdn0aESa2qmpp//NADqJb7+e2Nd1HXUxy0ZCcyqF7qnm+zz35LeGf1G6x4bQ2aqZ785ptvxepqZ98le1Kux2TSjebnjXhJ9K5Za+yOmy7/4pgWZTdqOqVShVwhh2OrwyCdL4Ck+edzT3Ps0cezw3aLWXbgMsy2GvfccS+33/swS/f/BF3jJ2JoPpf/9lKOOPoo9t97T7727bMYTHdy3333c8NTj/Hd736dj++6FQedeAyTLrmL4484nPN/dxqrX3+ea268nogYPYrZIDGFlrGceOJJnHn+r8k7OZYduBM//elPMB2TAw7aFyevXpZ4MZqhMkf/L2TkixmG5SeiAaLhhgJejfvvvoNsdQUZzcc00gRezMyps9hqu3ms699IOp+BKOaGm++ltvo5tp09m2LRYPKMObR1zgEEvVrFjC2sFmWTB26dVhosKxphY7NOa7S25LnwyutomzeLbaeNSzg2Heycw8GHfpxrr7+eTx/5KX5xwY958u5ruOaGuzjiy99l9kSLHOCFPo5pYjT2wwRCJmxqc+T3kUa54XDJYdREcjdQ0g1Ub7Hmi9dEffsiXkl+97OfyYHzF8us1nGS6UZm7DBOzj39fFm/Vh88aQAAIABJREFUwpUhEamIiFQ3yMr775QTPnmEzJoyTwyy8rG9Dpajvv5tWS8itbgs4pfk9Ueel/133U9yY7plp4U7yZ/O/4GMG5OXbz34gDwqIrXQFamW5FffOUum5cdIa7ZFdt1tsVzwk8sVbUqjFtWVJpI7CuLRIPaRfC1NvpXGoP7vMhrxnJT8Nu/likhZJOiXG2+6TrTCZMHoEExDNA2xdU1MdNln8TKRQGTFc3+XlIVgtQvZsYKDtOZt0UjLcSd9Q1ZVXDWfUSBSqsuPPvk52So1Rl5b3yu9IlKOYokkFjcMRIJAZO2AXHrS1wW9TY78r9OlLiIV8WRtLZb+soh4kbxy34Oyz8Kl4qBLO8ipxxwu6yoib1RVyXDZq0sgCXm+DIrEFXFFlbEqXdm0+RspH1oZK24gZTdUnQKCQMqDfWqy/UA9dTUSV/qkL17XbCWwzk2UMRwU8frF7xmUuKJu4YnIqoovQyLSH6u6Y/ECkWok9WToq559ULo7HDn20ovlRRHZWHNF6p6IWxPxXIndUGqVYW3oWTcoXl2VHYSBp5692Y1APjpljBvKqLh1hqs3El4bqUkoIv3VRl138nKjSOJ6rCYjEqkMvCU1t1+KIrKuLlKrl0RqgxJVRSo1xbezqlaUermkiIU2uiI1kUE/lKKI+Ml1AokkcMsipZp4r6yUuois8UU8X5UfNOZXgkCkVhGpxSKByEVnfkvyIBdccZ0MiEgxbnSEiNRYon4RKSdK3ZjTzaeM/4IvLvGSJCaKNUzTxDAa5oqOZlogGp5XxUy1gKlgSx1apun/jLVV/bJfrWMX8sRjcrgk3I2lGhPyGUIg0mzcqEa6boKTxY9Ugr7u+mStFNuPm0kecNIOtdqAglthoOkGdhLmq9R88m0ZrJSGEFJxyxRyLQxTQ390MpzbV6AJZARClQYxHhQyEHgQaHXqfhVHyycgW6jVqmTb2ohwGKxBawbSkga3hm5C2lBYkXy6QIoYghi/XsJ22rHTil7ZcgVSGrEdU45dOtJ57FlTqaESYbZmQKgR1lHHeFzFyaRoULF84UtfZsD1qZSGVIxAg4BQZXwAdUzHqgFYc3gxmwsy8aGOfcPQlPkaKlvb1HWyuRxIhJPL4KMwhmZsYOkOsQa9vS5jx6ewDA0KrdTdgGJYoTWXAzwMI8CIoVyN6a+tZ+rYbsjqSM3DSSnYbKVSIZ92GFyxijhQPErFOMQxhTioE1dsnIyDaFB2y3R1tBEmHp+TcYgR4sjHNFRK66PLTTekAd8dLS6C7/m02jamDaLZpGwd4nRzzRu2wih6hNi6Up6oXMGwTaiERFmT2ICq1GnVLLQoxB7XRSOmrxAvGtQisCPsdJYIQ/WbBFIIaClwQ3IJmS96Gs+v42gJ13prO2f86Mf01o13hbsaMdPhep9RMiJstimixSLS8DlVOCFGRYob8SMN0UyqXojjmM3QhYQhErhYjoUfhFiOQz2MEcNukouaBARBiazVokjoFYKAmreaTLaFSArNWmMDFy10iTydMFsg8iBjDEC9huQmUtGgSgNdPIRJQD7qIiqD3qpQ1hBRcUtkUw4GBoKBiIalWcNzOXLStEZPxKYP/H+Who+poo119W9hIZmAOkKMh0K72MliDrUapqYhnkm9FuLk04pUnhK1OMbUW7EFTK+uwkNeBjIafQa4BIxFQ2p1rFQe0RP+dAGtBIjgt7pUiNHI4kchrYaJX6mRtzJIJUDLWRAHSFIDo7kGhqHjrVuJ09mBny3gJfoQE2FiYFOHuASaRVVrVzu9AI1fboYT6F9cobEadIIgIpUooh8IoR9imjpWylKBXCOFJiaWaROM6HlZcUs4Vop66A9vGnWPTDbLUFgh1JLdNgYNAT3AyDpUKwl3vDiQyuFWA2xA92KsJGNSCaqgg56GgYpPjI4bxaRSWUwsNHTq1QqWpsJSm5OV/93SIM+Uxrw1Qx2qsUaY3FpPkj3VikuEhWZZZPLpJi1LhIWlq1BOUEeh1D0fUloTRWAn14ob7LgCNjJMxWdp6Jh4uMT4pAwI4hr5bIbIQyli3QdLsQl7cYxhqwC2M24cpDNqU2oE2JN2nKrE3gRNVUDasJnBJsnO2AhgNksSpTEyDTQTf2QtfCSYhoAEUClCuoVG6wYvFJy0OtLDACw7pO6XiWxLoUpiC7SYmlalGrvk9A5S6GixC3pIvTJIbBYwUi0QQioC9BCxTDxxSWlV1FpN4yJYpBAsyqqAThWCoY44v15WmQ0zweM3wsKjEvyNVOB/vjOqizagYyEGEVqYoHgsIcLAQ1eltFXF9hXaUPKENltDS9o9iAl1AypBkQ4rrxQ8jiBW44/Q8IKIlOXgezXSlgV1V31aCxQ3lGhp7wIN6hJiZALq9OKQBimQkhREqto0zihkWwzYxJhRoGpenBx136NVV4Z4EJtgKtsRDRQ7u47mq2M9skAIMDCGM12bIB98hREwoYYiaiSw+cBXRU+2xUgqYielUal4isjBhDAySNkpskRYuFTLA6DF2GgYsXKEXFA/jmLSuTyZlMo/VWvJDQONcuCiawJeCeIAA4uwHGAk0HHbhLKrHqNeV8phO1mFlqnV3wc9/OGn4d+KDF9aFaaO6CojirXIBsJakCwM1Q0i5WhUK1CugCTpX7saMkbPY0gAuGDEhJZJkYgKAVnTIewrkzYy6iKWDYUceDEtY7soi6pUtS2TuOLTgkmKAEczGBhI3ouhsi1CgA+46KBDJIrk3rIdpaV1D8sEtxqpU0UgIE3UaNGW7GARm6t5yYd8C4136PkRcRyrlKCug2EQFQf4wRnfY+uttqGlPcX8XXbgE5/9Prc8tJqqoRESo0UuBC7ZQhYkxJQq7aZFiCrPqGEy5CZ2alTFRDWFUjePsa0UNYTLrryOGZO2wNRzdBQ6GJ/NUdBsWswWPnnEiZRq4DQaYkUhhAFaOtU8Sj6S2g2tcZKEyTtSRxmaYiLTCNG9MinHYNWKNXzv7POYPHk6Y7smcOABB3DtzdczpIMrcOLOe7OladCtpxjX3c3SA/fkqtuvpk6KkDRuPcARCzaU+J+vncmEadOx27uYN3cXvnbad1je/wKVdEhoQcppYcVjb3DKoScwe+oUpk2dzCf3/yJ/+dMDWGGFGy47n7GzpvLrG24g0ByMVAabgHVrV7DjTgvZbsFi1qzeQD5njDqKY1D2hhEmHoU5DArZRPlQ3rSbOC+2rXooa46jksCeyxlnfY/Lr7mDz57yeXbdcwdeenUlf/vrazz9+MMsXnw0ootyXmoe5A3i0EcPI0gZeCEYjlpkVroADKEZENQqpFM5dQSl7GQFpzjkyBOwjFYcs4Np47sxKit57p//5NSfXMXeS5aQzag0rxZFCidpmArC9UE7YnPH3IRkv0ADGtTsdzMSXUKArvvUNw6x7JCjGKwHnHDCCSxbsphH73+Mb3/7m2yxeBsWTZ/DGN9kG30Kp1z9c94ON3LLzVfx5ZM+y7ITX+MnPziXTtsCsfjYrruysr+XU874FlvO24a1L63iJxf9hN1OWsZguJYObSxvvbSS/Q78DO3dHXzt699m3MQZ3HXLU/ziol+y7wEXcNS++/GVsy7gjeUvEB92GF6k4xh1WmybSmiz624L6RrXTa1aJZPNjh6z4aHeWm7zAskUhfnIVrfvJQ/1VUxU3LDBUxOIRBWprH5NZkzslGO/9DXZKCI9IrI+UhkIv7+SXNVXXC6eiJSj5o2iJPhcqqhofiUWCYMedZXYFQkDkcGNIlEg/SKyPgm0hpGoa9VEpH+l3PLLc6Rj4iz5y4urpZR8rcYRSOhWpVocaAZlG9mS0cH9YWL9/0jiQCRwRWK3GQwORwXaiyLeSvnJ108WLTNHLr3xeZUg8uviFj3xakmQv2dAvta9mxxjz5XVb66WutQkXL9cPnPIIulcuESe7BeRDZE8ce2dQluL/OzP1ynizrpIHIoM1UT6I188qUhcfEu232KKTJq7WF7pGU5q9InIyt4+kaAs4WsvydLuaXLyksOlWFbzJtUeufuWawVnsvz0insS0tWEXycWcSMRLxYRGRSRXhEZJhPdHPKhFLtBM2cYo5sTaZpGvV5n2ozpJBWr2LqlyiOqFeq1GnXXBTPL0JurOeCAj+M4bbQUxnLkp46nv69GLqM8t4wGK99aw2477kZKT7HPbgv4/cW/ZosZU/jNn2+lBKwt1YYxrHEEgcZvr7iSefPmsf38ic2NbrBUJoxCdMsgU1AUJx9VeaUS1aKrgWYJtRHRRgmg1MNN1/yOHRctYY8DtiH0QTMEJ2MTh6pxpJPO057tgNhCTxcoE2B0tXLq546n74l/csPv74CCzps9b1OY3MXYGZOIXOV1B4YKIVpiotU9Nr7+CgVTZ8rWC8iMUVjocmmAiIi2rg4wLYzJUzlq7yU8c9+d9PeV1Ny4AQ//9X7S4yexyz77EETgl0ujZq6B4FFjTngyN5N8KGX0/AjPVyAAJ4HEB5UKxWKR9pYCN139e+65926MBF4UDoLZ2U2QKeDpwtBjj/Kp3RfSO9THdXfdzA1XXMLbL73InoceTVlT/IMDK97mkIM/RcWz+PtDD3DSCSfy+8svZNXb6xioh4RArqDaz6oWCSHvvPRPnn39HQ457DBCVCWsALlCFsMw0XQdRTX/EdC3jRKl6g27PkJ1VlD/KQS/SM/6gLFTZmI6IBJBtQhRSCrrqC45tsnA+iKVsEpXRwGNHBgeW223FfOn78ijN/4NHJizx/aU3lrBr848i/6+ElZBecaeBpGhYaXTbHx1BetfXsnuO+2FgWKV6cimacUgFBiQEPSA3ZfuSi6T4p6H7lf+SB0e/evDzJq/JV0TlbNjZwqjh/oR1m98KGV0bEM5Lagm6BIEWNks42bP5rwf/Yj+9es5/sD9mTank88cfyTPPL8CYugt1sjZGb572mkMDq3lrnv+wr7L9mDhol342S9+yuqhMrfe8zwEMS/e/zc29lb42f9eyYKFe3D4Zz/H0Yd9nK42CyvfSpVGcDkE04PY5Q+33I09ZjJL99sf109iX9B8VoAojj+Q7WHziIy6cANeNaz8Mbz9FnMmW8S6hQ+kHQMiVUterXgUgxg0yBa66GAS76zxVJQBjXQ+R98bq9lhxlaUApi79VxO/85pPHnPX9lyzlSmjJ/JGf/1LXreepsYKFYj+nr7aUml6Jo0kTrJxJVr2DUwhiLQsrh2jtl77UCQ9XnixeXqeeMU69f0s9MuO6GjYsBEQJyk+5o7fqPya/Mu8Q9tf7qump6Uk1L1MMkL3/+ww3jr9de44c83s3ir7Xn96RdYvO/efO+si5naksEbGuKVd1aw32GH05LJ4dVCUp2tzFu8C0NulddeeRG8Inf+7jJymS4mzdo+6YRqsdfCRUgcIKajTABAw4XSWjBCfnvHX5m03SImTGij1W5Wo2A1oWMahj7MhkHz2+QLEfj3VEP/Xv7lbhFDPseGDQGd7R0YgFvz2W/ZMlqyGfIteX78ywvxgaKvYWTbCHWHcqzavSNCLpdjsL+PvAP1Wj9nn34ab7z6DL/+yY9YssNWPHjFpew+YxpPPL0aPZtjQ2WIQXHptwI8oDo4yP5bbMmcrMaOndN47Lm3GcCCsSmcGVkefe4RvBDuueUBkDQ777KtqgQ3Ad2i2SunOU4Htd/+u7H/3+RDKaMfxLS3NWyv5OU1OGxcFyeVY98ly7jjxrt45rEnWLz9Vlz/+0voX99HyrIZ8n2uvulWZm25JdPnbEnn9Jl0jBkDPWvpXfs6+EUsv0qhtZNMm6kahqOTSTm05vMMVWqYqMRTeagHCjbP33Urb/UW+fhxpzTp2RoRvs2YFPgQ0vDWRyO9hydWB8NUbSy8KjZgWQZXX301N1x7LR0dY/BiiE0ox7CqupGuiZDXHcCiOFgmzhrETowWQGemBRONGbOmcszJx3HFJRfx3J23s3DKXM774UUMubD7notJtWuUpUwPkO1u48KLL+L8U79LKo4olxS5FnaKxft9jDefeYK+3hqPL3+RdLqN3XbdhjyMqO9uSJxEFR2VVydWKdXNBK79UMoYhsM5Pg0N3bapDw2pOgTRqG4skcmk8bHJF1o4cdlCxseDrFn7BhvdKvnOiey17yH89YnHuP6v93DNrffwyHOv8vgbL/DzH5wGZoAEHj29G6n7UKmqe3leyDtryqTTWUJUOUa+tRVCjx//9Gd0TJnONjsvAIaVUX2GAQvvp5TN8Iu2uVDKowuyFJsENBnOxk4h2woP3XsbacC2DNrHdLPFFluQzWbxQ3A1aJ02DjIZ1vQlHR8ih5efeZUVxVXM2n0urOuHQR8fXZktfT0KCjRnOq2xwcqX1kIIpqmzZr3w8suPkQVKGkxbuiczt51KumAwpnsyQzVl5R683z7MmrcFt998M/c8+AR77X8QnSkbkwADGOqtNl48NAhpmk3CYXP2Vf1QyphR/XXp3TjQ3BnTra2g63iVCtn2An5F6BvYSODXWbluHaFh0dLWRqG1gJgxPj7pjMN2W0xjl+3nseXMyUzvbld12LrBYcd9Bs0Unnzi1SbQYvlTzzG2K4tjqCxGMfDxPR8GqqztHWDXXXdl1oThNGCTnq2xmj9ylA4MpxL15o5oyohFoBtgFfjGGWdSXPcWD9z9cuJltaCbJr19PaTzaYZqsH6olyCqYwY+BaDeU+TC3/4BY3yefQ9bBm0dQIaB3l4Vak47CemNxsr+DXROHUs6B2Pnb8eS7cfw7E03Ui0KRYBcntXVMr2lQeqlImMyoJFh0rQtWfnaP3nxmeUM+QFTZs8mhY8uRQXk6R4ZY/TQGk3Vk7mNNkt1pZIPFfT2/AjbNujsbB+107z53HMcdtgR7LJgLw485OOkW3UueuAxfnr1HRxx5KeZOmMLTOrccscf2GabHamdqLH0gP2YOq2NZ19bwSU3PMqv/uccDpzVwo6fPhrzgj/yw++fxoSfnM/bzz7CD3/wc8wxLdSLJWygxbKxaOfmu69jsBZz1J6LyDJaGZt59REIHZ3h9bvZ9bORI012xuauGJPEPWwwciw7+DAmX3w33zrpKF474RBmThvPO2+sxrAsJKWTyYLheFhSYd2zy3n80TVcf9WvePjppzn2v85m9pQ0uPD4NXfxre/9N8sOP4QtF+9C7/p1PH3L3bxjwz6Hbk0/0Ek7v/n2rzj4tLP4r9135ovnfAvxXB647T7yEyYSld8kww7UyJHv3Iq9Fi3l7ltvReoFFi3bkyyCEceUyhXa8rnmvKlyr7gJehGGP5vFLPowQe9QROqhiJdwsbvloaRLVlGuuuA82XnuXJk7aZKkQeZvPVe+ce5V8tpQgiaWioj0ytMP3SwnH/MZ2XbOFtLRimy9YK587fzLZVVJVNDYL8oLr74ouy1dJuDIvgv3kL9dfqGMSVlyzi0Py+Oigupr+gZkn90+JjvMmC/vrBqUWjwi8BqJioqHvkjkKnh+QiAfvu843aQ0YFOC3tLsIFWVZMyhiPgNSH5NJCqLBBUpv71OTv/S12WbeVtISzYl8yZOkXN/dL48V6pIv4gcuOXeMoW0jLfbZExnl+y2xwK58tY/qYRCLOKVfJF+X3526umy09Q54rRmpW1yt+y+085y+R+vkddE5G0RkXJFZGO/rLjpDvnyUccJ7WPEnjxdFu22t9x89Y3iJW9lRX+vuCJy5e+uEp2czNhiH1nTI8kz94lEagolEoklkrr0iieDSUMA9Z0ntaTcYtPlg1E7moCoFR8BdS8i7Sg4kXg1Yr+CmU4lubwC1ZpHKmcg6AyVhULewCAmDMs4poFEEX7NxEllwPKJMOjrD+noUJCpgaEeWlpzRAgOKdy+IcK+Dczd/WN8+idX8NkTP0EBaAEyIfhFwS5oo70FQcX1kGEEsq6O0GhEIHp4nI0aZov/OB2Y3DfSGqGnGDuMlZeeVLAGfoDhh+imBZUKfiaFncniD1SwCwVCU202Qdklm7FRMB5JusHbDMYetu6QEUUGaucScHYMcRhjGTqhofCeiNAWDKgfZluIJINn2ugkRFyaS5EallYgE5vD8B0TyqoRC9mgClqESAZMU6mCHuJRxMTAdFvVmNMxYUKrb2zK/CXy3itIYgPJcC1wFEPKMRCgUnfRHRsz16Jyx6aFuAHZrANE9JV6aM2r+oShYgXbVGUEmpHByWZB0/ACAXS6E0V0gVxrNxoBNiF1t06qrZ2S5+P7Id15myzg1hVDrWgoRQRF6t04FkfmmjVAV0opH3iGbCJ07P+j7bzj9Kqq9f89/bx1atqkEhJCQofQO4TeO0i5CoJeryiK7SpwRbB7RURBitIEld67UqUjeCHUAElInfr28566fn/s874zAfRyzfw2n4TJZHLes/fZZ+21nvWsZ7WWrO0OtPiWaRijqdjasrLo2SzBSD90ZLBdGyTBzqkj0PSVyppRMKnoHr7XAEywbESgqFsE1QqJBnpWoQr1QL1ntpX26AkU2TWPpmo2ijZiJMSmYJDWkycAGramoRGozV5S6yZe3I5LiAVC0AxTxah6a78qWkRr2dYtWV3/oavb+xAcIjqtvJugNmMMVP0AJ+OmNCkDsl2QGGi6QOxhUGFSMUNZVEags1BEC0xs3RmlmungWCaK/RemOtgQNJWgkQYYTgHRdZavHqC3p5NCUqUD6LF9smOQlJBQCU6HyraH9YragEZC3auAFhEj7X26zjwllehYT2enlXURwCZEE/WioetEmq6qjJOIqFZDn9yjBEyDumpHYulgQOhXQfNV1bPm4pgdJL5OQ4cRfAyBrkyG2K/hGCHZKKFDEpWC1RRH0dZAPFJqnkU1jGlKhJ6Wz+ZygA9J1SCDjYsQ1hMoAlqEltVGi/MdF7AgVm1CgvT7KsBIUjC35YePH1VCS0SklaMwPma7i56KzQJ+FOOaBkkU4ppGKsEbp0xaAcPDDzTE7FUcuYbqQCB6ik/FabxkeKkmtUWCSi8GzZC8q5TZRxoZClkdMw7xyoNYnRNJ0LH0EA2d4eEAJ5vFdZU10uL0vnXw6iXcvJOSQUFJvpvtRdNhTC1MS4Rp/coOWiiHga8WLLJAB99Q32uuHSbf24tvgEaEXRkGtwhmAS9Km5prEY0kQmKXHBZBBENWTM40KCQRWhiCnagPLDXBKVDP2Yr+nwD1GBwDDIgMD58aLg5+ECC4ZM28qrJIANdTdx3mU0mYEK9SIumZoFDEZohtWSDQaIKZV3CZITU1Py1PrEGUrrCJPp7HtHoYHzG5Y6JRDXBNgzj2lWSwxBB46hh0dcpBHcjjGL24VXAbaUMdHUro1DHHaCx5CD4mFlaLnKrFEGUhylHI6tT9CAyPTHcOE4NmRdBiZVHtTrBc5ZLVR5oEXqIKjzRV2JSIciR930dv//fhjci4oOOaKP3xdsTeoo+1yaeQn9gNQLVcIYmBQgcYJoGf4KQyPcQxWd1VVj5tCZM3FWUv1nVwTJKGrwRIM1nI2MrPBGqNhiofTCCswmBpEAsLAwMHh5yVJfRUuxKlWSiU1g6oBXQBTSfT3UkOCMsNDNciNmCw1CCbS10IScFuzVLMFqJ0+caPz/iJrjJKzE+wDQNTVzUTJC2bqVjdMRmVv0wdYi9UBUqt7lVAm+NnkLRdAR3IOqrtLWlMkXNMIITQR4BCQVfs5iTB0TXCqE692iRfzGJldWJdBRGGlUHXlSWMgnjdrMxYxvd4pmhS7DxCV48o9Qta+1JCpfnaW+whCXSafkAUhaonY3pDNa8JCeRcl7oPsa7Sn0HosbpaUQWjTkZd0MqQaDBc8bEBN9tqU6BUqnsL3VjoDKwZxDBykOgYiSLnq48z6JzUp6oqPUiMdJWikO5cloav/PhCb5bB4fKon4YDmoEQ0QrXxpPPqMNHTuZ1hrIxQhB6aMSqxoNIzcyx1IOoQaeuWnsNCqzpgjU2NLSQTNQkFyQ4re5YhvpYDYNIS8F8L0ATZV5qcYIfpZs30kB3GGxAw1A12CRgiU7OyJDLKWH6QFfU/VJD8BJRRVCxUCx00KoJ/nAVqZAQI8SjCc5/bYwB2yJUjXTr81oPSrMNhlatghiyjoPYGTQni2EoHclKwyef71APPUhw08rROKyTs0zyhU4GG746jUolABohdBUdIhGlpagB6mTF8EK0SGNCd5964f0IwzVVBldgYGSYCJ21Q00yWbXMjWqVZO0qiCMsR+VaAqCrp0N9btKao0lCCITjS6zlf7OM6SIbCLokKRErUX01YlUmMPze+/zsR79gx532pLdvA+Zutjl7H/kpHnnhFRyziO/7aRVQNGqRxKFV6J5oYBhW20rmczqOmaYgqwF4Qhp0YmYc+t95m2OOPIHe3j6mTZjINltsxWVX3cKaMrhZDdPUVDAYpnWxUfJRP1jNYjR6XN/Rvn4qAJWaxNZ0Y69Gz5Q+1nxQ4/TTv8W0mXPJdBTZYdvduOyyK3Gzqvv5cXvsycSMwX+e/SNF1zNjqvUBevs25vzv/jfUyhy57964Vjff/e6vMIBaqcTAmpVMmtyHM2FT7n3kZTQtw6f3OoCsk8e08ji5DJvM2oh/P+4LrHxzLbnuCSytDHDIYUdxwnFfIIwgWyigd/ey/JW/M3ej7dl17yNpRDA0MjA6T20019Jy3cbzgEkLIP9BQkcb/Z9tmUgSqp/URdVBSMRlV1zJjy6/ho123IWLf/crzj/nG0yoCc/+4QH1z3OdymF2a6BH6YcVIclhpJcyLE1ZsGoF/KYqbjJN6JwM2Q7CIOWI9K/myEMO46nF7/Kr62/mut9ewdbzNuQH3/8h9z70BK1q7xhU4b7oinXSsoofoXpprZzC+o32S7uOC44qVE0wHIta/1oOPuI4rrnxNr7z7e9y/z33s88+e3PJJZfw7PMvgZh02S4u8OfbH+C9xf0YWoibMdhw+ib0Ly9B08OrjZAzurjp+jtp1mFKVxePPnheqhkhAAAgAElEQVQ/mZxLoGuQL0ItpPzmUubN3JQbb7mHJ55+hpNPOpGn73+Ez5xwEi8tewsva7N82QqaI1VyBvg1j3i4xM577onn1fnLQ7ehAd1dExRElU5NAX7jA4l9ZHxEa6eVyWjR5tt/CFTWRaqKSh8MSrzyLZnV2Sknn/5tGRKRARFZXh9RF6uIlEWkJL4k0i8ia1RGopUKiVRyJIpFml6asWg2RIKG+EEkjbRGIPBUZmNgpCThu6/KhllbTjv7AimJiFQqIoND4nTPkVPP+bUsGVaZhdZcokYzzYbIOukXNedYPAmlKWGqffMvjlYZRKD+pzRs0s+UWERqIuGAfP/sr4hhbihXXv+sNEWkf3BA6QN9MCSeiAT1UE5buIscPmljmWdtLPf+8RERWSMrSm9LZ9+ucsZnfixSWiV79XXKSfueKZvNPVaef/EdaXgVWbT95nL00UcLU7aWmx97X2TZsHx9/rayUe/mMlBVckjii9z87StkEl1ywZ+ukFekJAs220OO2+9UkVDEL5Vl0+mzZPvNtpX3V5alLCKVSE2l3ee5vR+aItIc9xa/n3h7N7wGYxuJJ+Uy9XqdIAiYOnVq2/h0ZjuVs2GqslEdnTjyWfXee+y2005M7J1Mb+cUPvvpM1k7KPi+QiQAXnvpRY456gimzpjKlvM35aqfXMr8DeZzyY03oXUWGK6M4Gg6c6duoHzKjE0j9HCzOWq1BsWUlNyS9DAcB4JgPN7ZTzRaAp9iqvkjiQKQm3Xuu/suZs3blKNO2h4tggldvUSNBhOndhMmYDkmLgVs3+TgXXbhhst/oy6i2XRnCzSHR0C3cYwsST1gUqGT+2+7E/EDhofWcsBB+4NuUfcCSDTiepPurklEccr2q1fZeecdyFlZlixZQiLgVerYqa+y8w470h9E/PL665nYU8TxIZs+7kBLI3rNV1krcSCF5MYd9P6nQ3SCIGiLRiZBCEmC3tVNPp9n1oxp3Hf7bTz6yN/QAI+YaqgSOPkM2MQse/kt9t1hEdlckSuvvZrfXX05zz3/NAcdcYRaqLIHlRoHfuoknnn3PX516SX84Dvf4tbLr6J/zTJqrksJnYmzZzJn1nR++p1zefvl1ZSHB/jZ5ZfhZHIcesAh7W5OpgGVSoPQb6p2qy3HZoyDozNOHRBaVDRGo/UAiLSUJp1EBB8spX/NSrbZcRci0oxlGGKmL6GuK6g2a3YhdfjMsUfS/8E7PP+3/8HNdZOEHjlb1bPq2Ezo7OW4I45gxXvv8dgjDxMnTaZMm4zWM1l1jsg4oGv0D5QJg/T2chleXPwK9bjJ7Gkz6NKyOJpB7Ad889OnsWbFB/z+jnuYt8U8srYSRagOKYaOCldQv0u0DlFiPNneJvyTHZmmLTSjlRvR0W0HEsWQ1ron8P3vXcDnvnQOx+6zJ1ZfF/sffhinnfw59thhgYq6q0P89Evfo8vv4Mrf3UDH1EkUNR/RIz777f/mqWffYq/NN+SpW25myMzw66uv5fDttsVpePDk/9D/x2GqhSLPRjU2LBa584lHOeWwM9lj6wVU9BLTF8zlBz+4kkP2nUe9CpEfM6XXoFjMopEggY9mfrR5jnK+W9DS+vg/LY9bRdGSZiwsYsw0zx83a8R+k1lz5lKuwoQsECVIs4wvAWtii0lGDi0skoQ6myzaCfuShOtuuJXvb70nCQG5rAm+oMU2hqZz4P6LuPS357B0+fPsd+h+YAgyUML0ASOhJj6m1UPGBJoJzzx6Pxdc9lO6Zkxmt623oxuL6tAIL6x6jmeC5cS2xpL3P2DhDlsA0Bgs0dnTSbklG9eaq4xJjGit+f/TXfSJxz+/Qhou6YZNBNR9n1Hygfrnexx+CM+98AQ33/R79tt7H158+nkO32lXvnfO92lGJUzH5MUX/s7uu+3HtOmTiSQBPWbfA/am4tW5/4GHoF7ijltvQjOyzFuwVTrvkF132Bbf8wjNDBPNPOVala+cfCLvvPsGV199Dc++8hxzNprHZ088iXtvfYnuPEzqNZAEgjAAEjTbHCXRjgnIVPZYX38xtzHYpcpKkCYgW79idC3E9yFshrguLF06zAG77URPTx+TJ/Vww223kjggkYVJBiydRfvvxT33PcBQtUlsGEqNNgbHcKh6TfpmmuRyWd548zX2XLRrSldziJsRxAGTpk/hvYEV9E3dka5iBwcefCiDQYXzfng+O226FQWgw86gJ8I5/3ke06fP5JKLL+L95UMgYGeyoEEmM/ZA+Ucv9DiC3v8sRB99CUwM08FPBCUCZLU5g4VpPRxwzCFcdtUvef6++zl5i9159eo7WfXeB8R2Dmf2dK67724m9G7IpO6JdPd2M23OBgSr12AaGhQyDA8P0xWadPmpZK+ZUNxwGp5rsHrZCrLA4w88yF+efJz/+PF32emYg9lk4/n8+dbb2W7Lrbnp+usxEzAi8D1f6ewg+IG3blJ6zIZUGfbxOK7VjvRTq6iuH6tzW48wrIQZ0/IMLF+NY8D02d384ZY/cP9tVyNhwt/eeovIBMMwcDUbEp3DP3UigyOrePKZR2mYDqVQQAvJZUyaiUAOvnDm5znl345n9z12IoyamJrB1CnTgJD3Vyxlwxkbc9sdd/Pwnx/itddfYPE7iznm+KOI/SaNwTKdtsu2W27DqWd/ja997RuseuctbrvuOvwQzLxNlBrBlgsMlnruKa6jtuH4NXz6ROTaKFb8UcNw2lhjs9bAzebHPNyQDtukMDnD/rvsxrXXXYcRO7y3YgWDwwMcfNhBfPkHP8Qo2KxZ8Tqmm2XSxgtJhjwQ1UA9nwgzu3SCsIFpmgyHQj3RmdE3GQcoD/YTRuDnCug5AzMRkkYNIwx49MGHSHywHNXzHGIiCTFsM4W11VE6SgYZM8H1Xc2UreajfuVSSEddO8GcNRWdiGcefxI7OVN12zUiNl0wh8mTimR7J1IHYokIJYZcjg2mbsHmW87h5tuup6HnqUkWHMHUG1QSg1iHE079FJWh+WRyJpN6e4iiiOUrVsJWE+joKGI3s2yyVS+zil1odhUvEOpenY6MA2JSHy4zcbMecGyOOfVUbrnnPq76+X+z5y57sNMeW6EB9UZMR9ZITxBn9JQRfd2M1jgMfXQ1k49eM/2wJD1+FI6nE2PihaoM6o2XXsGox5j1GhZlyv4a3g+Heb0yQBg6bDptHlv09pEMrKGzt4NJU3tZuOUubL7pQlwHuvsyoFt89rTPE1QHuPOmO3AsC3SbP931MImdo1YfIQEm9uQIE1g6WMMDoiTEcBKSZpOFm22Blc7GNg2UWpni0yRpPXc7CSNj5re+PKgx/95HOfqjdTgpLzT2Oe64Y5FGyH13DNKIoLdvEnoSEXhNnI4e6oAfVECLIYLYtjn19KN47sWH8T0dz+iCTIgf9ONj4Ke+RnFyFxAzPDIAmlCc0AOJsGLJEpavWk1+AmiOAVpMxjQpZjKKn1orQxApS5yapF9891zcwOfiS69gJIYBLyGXNTATdVsiKuWp+GX+uHPI2pbxY/OC6e40xmzZ4eoIvYUOuro7qQwNctJJJ7Htlttx6LEHUTKG+MsTT3P3rc9wyInHsfUmG0Il4rdXXMq+Bx7EaScczzGnn8G0ib28+s6b/PT6a7n2N5exaIO57LhoEa5zHr/+xc/IdyQMr1rLHXffQq1eojuvMJtFBx6Gr53FJb/+EWbBZvtek1uvuo4l773LWWcfA4ZKDImurJKpmUQSYY4pllpnfEyUvT5DdZUFpbljoSGK8eB2cubZ3+Da27/Ft79yGktX7Mvs6Q6vPfwgZT8iaFQVX9OqoHWbDFchB5xy1HF841s/gIFVBFoTHKjFHpYVo2vQqHlk84DhoAUJ5AzqzRGIckyYNpn5+RmsWQXZvogcFmg2Wgz1uEZCxKy5M1m+dll69yFTNlvAF7/8Rc75xW+5+vI/ctrpx4+uz9iMEqMZGGBMMLOeo4VptgHcD3UGSETaguQNiWTQL4kvgSTSlJXL35Gbb7xOdtthB5nSN0HIIlM2nylf+dHPZUm/p1DgobpIvSErn3lOzjzq0zI5N0F6Z0yUebstlDMuvFDeGawqgLgRyeJnX5b9F+0jxYIr+++xrdzy8wtl1uSJ8sXf3yuviUi5UZI3/+cROfRzB0hmdof05KfJdhvtLddefY+sHgolFCWE7yeBJBJInDQVAt0SlR8jLq++DFPK/PqA3rGIH4iEoTRFicCXRKSSguoiDZHSByJ+VaJVVTnz374ks2dtKL1TemTGhtPlp1ddKq/HgQyKyKd331cWTVkg/StFKp6IRINy+imHCs40Oeqs74nUl8pBW/TJ0Xt9akxHhxGRZIU8dN9N0rPx3nL97c+J9C+Vz2y7QLbbaA9ZPShSEZF+b7gNxocSyHB1ULabvbmcvNdRIkEscb0iIqGsXrlGNpu9tcyZuqksWbpWaSC1FixFuD2JpS5jMPBxQr01kTFV7K0ofQwTVTSoxwGW0Wp8E2EiGGkNba1cxyn2omlgEBKgUxGLnAbZAJWTNjwwbfAUAyDIeIwQUKuYTC3mcCMUQKzrxFETLAjKg5TffIXtDziGz9/wJIcdtJBZQJYBBoJVdNh92MEECGAwgHz36JurVBJjfN/HdbKKdtUarXmRkKSZaWNMh6v/81Btw1JyvNUSUgYULOyQqJN3aBCzOweaThhoaBmXAKgkEZqu0YHgBj7JQA2ZMgkRMCMPjJgRM48H9DEMQyXIz1YoS0b56iQeJAYVcjgmOI2qAi6DLHS7lNOpdfhAEFO1amRdF8MzlYCSrpBE31Ty02YDZf5y0BD1IzagRQqRaBh6qkHGqDT1OFjG9um8zvjQhW3DTivDWiGAEIUqbsx3dNDUhBgdLQCnljAhhKyivBFrAf1WTEkTJY8nitZVxGFKMaeK8xs+ie8BCYmWEOsGma4uskaebqfAwKqVNBllFndoOcxIERLEgqIiDBHGY+eiYVmWcnTGM5v/cWulA5rWPr5MxmzEBEh0zO5e5WcZMeK6+JH6mW7dJEPC0Eg/aDp6zwSaw7Fal0oNdFPBus0GYEPnRDXvGDw/wQs1II9X9SiaPg4JxAVwuiEfgxYSBqpCRCwgZ1Bws/h1D6w0SxD4YFrEJAwNl9vqJWvWVDGNjy5fSxJ1vEfbHEhrYf/BDyUkREmY4nMaWiJIowmJoIcJjqDSLoYzSqmSmNixEWwCNBJXA9doX8MGmg1w8g56Lgd6QqJLaqB1BgdGkAC2mD0bxR5TzGzb7EJPXEXKMcFXSSFsQ92rHygpFkM31m1NPGa09tB6I2QtjEgf/aOF2mhaEkOS0BiqK6tvCMNJiURT0iFJE+J6AxeY1NWTikuCLSEk4PRMoO5HZDToch31QWKSeE20DDiOjmGZBJpOpqsb8SuQNBFTtZhW2s4BnTZ0uSqWatZq6i51nerwkLphx22vSLZQaFu6SVMKH5qriqQ1knY5w3iOtOwg5cHxIVA9PabDNDI10NIeAmkFYZKSCbWU9EkMhoFvgxen9cxGRJ0QA51cbBP5TeoyQj7XiUkWXVSGyY887IxJnG450/OxEwMik6GcQ2CChUeeKq6fg8iBjElTV7fSCrJ0IIp9TE21CBFAa+kUjy2EIaG17dcPuFWSxMoxMJVlFFK1jTAVTTLx4wjJDBBgABNxE1ReWE+oBSVymQz+cAM33wMCSb2JdLuEgBfUKNoOzaESuc4eQCcIY3RXCUmrVESCXl9L3s4DhVF+3MggQS6DXcyposMwIc4lJAixF5Bxc0R+Hc1xiDTVRIAKBF5AbqJNramAb4MELY5BUxnHBA1bzA+t6fqN9jG9DvTxIYA49IO0GDFNnMXxGDTcVEhvNYYkJraVNHJogGaosqskriFRHVPXcDMZOnIdaOnFG+okwnQdGhLQTHwyGNiOKpMkTujUlX9ioDSkqaTlQZoqwzF0RUWTOH3RDQcRIYzC9ucA47JgHx6tCoP2Eb0OkXc066NgsRCDWOl3heCVlaXPZzJoKFGtYGBQsfTyLtUgok6CZSmvNtfZhV8qE4U+2AYxypgqIEvHzXWreowEaEI0WIHeXuyc2ogEguboNBONku+TyWSACMO2QDMpNxpEopqB5ntsELUR20uX5uGVDW1NdPxGm8/4zyAjy7LG7E1RKHgYqRx1nGbMLQOyNnUU27uRXk+PE3qNLJ1Gpl1Gp7xOQUR1o617IZqmo2s2mm4SlOqqeMsyoCODEUAhAp0mFhbkiir9FqnjIqhDrCoUaDW6N41RGb+xqcCxU9fGIXvQ4k+2TpY2qRIU59MUanVwbZMMkCXBiUGPIdNtgqEzNDKEhD7YNnZP9ygnwDKw0DE1h4bnQSI4ho7hOogOA0MNXB3MWNXDBVj0D1faDXPMaUXViCJBGQynQX14BYlukHPyiller6Y6ltCRVWSYZqAebRB8yOilx/Soz5gC4OM09A+x8dMPXfdLSzeIkogoDJSlsWyllx3FEAVc/POL2GaXndALBabP3ZDPn/LvvPzMYvXGBr7asAkqwoilLQGSpPPIZi2iJCAkxMHFyXWAQLXuqfLtdN7FWFi7aiWnnHoGMzaYT1d3jmMPPZCVy9ZiG5B31KZUC6gpxbuxs/uHO2/9PMdWe19t7FudOqWxBrkO0DXQvCY3/+5asmYvO2x1GCMhVEjo7JqAphmKXJwk3HPbney+975M6eth8qxe9j/0cN5+a6nyRxyLlWsGOOy4k1i0zz505HrZecHWfP3zZ7G8f5BCVw9nHHsMm/dN553+1QxpyqPBgYFVS9lg49mc/aVzsQTitSUIhe9881v0TpnM9Jlz2H3Xfbnol78hFjAdpcvaXp0xqdRRSvI4WsdWE1JPFCwYtUCfD2FykcSSSCxJ3FTSIV5FpFmTz518ktDVIyed919yzX13y0WXXymL9jxWfnbhlVIp1dWVk6pI3BCpNEUakUjUEIkD8RpK/zpJEkkkVBzVFjG1EUqj6Ykv6U15IlJaLdvO6ZNJG28tV9zxZ7nx+qtk7x0WyiYb7iDvvlWTJG3kKCJSrgzJKKN2DI64DiYWp3//r49IYmlKIKGEqfB5ev9JLE1pSF0CdQfVUKS5Rk7ddaFMYZL0mJvIi8tHZJnEUpGmWpNyWZ747e+ltzBTdj/4GLnyT1fIpX+4THY7/Gg5/8L/FlmzQqQ2JJttu4NYk2fKTy+9Sm6/6U75zX/+SLaaMk9ueeApaYrI2idfkQ2MnJxy3n/KO6K0vEMROfn046VzUocsfmNF2km0JLtNnS0bzZol//WjH8otd94v3zrnhzJt9pby6usr02cjbUAxaemapORaJYMzPtImIiLrbMZWh1wR+RiAWCHhcVBXm7FRkWD5ezJ/7mw57vxz5S1RWjilIFQoa711wYZIWBEpDah5VEKJ164RCWPxfLUmIqH6uUhkYGVV4dR1NVlfRJaVVZveNffdK1NBvvf7W2WJiIg05K933Cw91jS59jf3i1+WNjAbBGpXhFFj3QX7yGZcv46gSm8mZYsH0mpDKkm6ycrpZpRARN56XRZ1T5BjNj1QZnRsKV/66eXygajlEr8u8vY7cvyChbLzHkfLayNNqUtV6jIsIyJSqoiINyJP/uFKKXRPlIuvv1W12U3J5PHKqlI1qopILZCfn/VVYeo0uee9JVITkSdeeFYyU6bIl799nvo3I025+KzzZV5+qlx5+VVpt1dlHAaqIvVYpO6J1OtxmvyIJZSmRK3NmLTo8+PTUVVERB9bWNOCOz7OgUzkQ+bYNCmXyyxbupSim1WQCqBZJrjQGI6QIIV/I433//YaZ516GjMmTWHK9Jmc9aWzWLG2ThChVNI9nzWL1/Ifp30ZzXbYetdtufHXl9LX2cVNf/0LZR0WP/Uis3WbjRZuQT8qINhpn33pzBd47pnnVbuNFss71fM2U7C+/Wvcgxg9paKNwXZ0iNER0oaQ0gDx+WDxCsrDTU479SSmzezlnvsfICKVEjAsXrz7fv72+oscctzxFDsdhIQoUeWoBoAWs7Z/JVk3w5abbkYClCrDQB19Ul6hEApT4rSTT6anpvHsdbeSbQ5z4+WXI/EkPv2Zr4PUiMMVXHHXXRQXbMmJZ5ym4MZGSLUckM8rv9FxlHxKa6jusGORh9afx2slGc0ztvONHyISaIzqZOtjgORiVyc7bbsdD/3xFl7520vtDVkTyE4x0TIWRDG1/3mDzxx9PG8ufpOLL7ucP9xyO3fd/yAnn36GYnprAtUaO2+9KyuWD3HLfffymTNO47Kf/YRO12HJ8ABDQK1co2hnlDA7igpBrUqx2Mni/3lN9QES9XR1wyBJxnYA/Rjf5pNXXfzDodYt5VrpyTpJWxNT1YxrATTKPPnM36liM2fzueS7bfpXDtAI1ZqBwd+fe5mpzkT2OeRA1iSKNW/pFrYo1jw6bDB3Dram8eMLv8cbry+m0FmEnElkKJDBtoBYpzhnPuecdDzXnP9f3PvHu/njDXfwza+cw/zZeQiq+OLxXq3GzO12JASazRoZ16KYswkiBZKMXbZWoJaMFuCmL9w4ciXGSuKl585HO9eLSDPwpF2Y1ayKhA0RvyZ3X32NzOiaKqZTFPoKsv+XPiOPvPKWrCgHMlgZFqn0y6fmbyrbGXmpvtuvCrFE5O6/PCHGlM3ltnv/KrL8TXnn5ptlq8LO8ufbl0pFRAKpyy/+/VSZbJty3rPPydMi8tpvr5fdNVsuuvNueVVEfCnLWy88IdMLG8v0wkLlawSj9x2EdQliJdkWpU3c1zmlP/KNf3G0rxOmnzW2li0USVaIrHlb9t1wT9l7zr4iYSjXXn+NZCZtLRde/oCsFZHmSEWuPPRU2Uvvk6eXl+Q1EVkldWlKQ8KqpMf/kEi4Rr77tW+IbWRl2tzZUuzrlC9+9Qx5+tXnZaWovLgMi8hQLPK3Z+TwqRNk4YxtZXLv9jLYch4ry2XZey8JE+bJsedcIiURiSSU0up+WbtioN3Ppl4fXctIRCoSSr21W+K4XYDWdu3Wc3yUXPsPtrllWWP+JKp/oAYHH3woy5Ys47Yrr+agPRfxwO9vZNGOO3LpxZeQK3SQZCyWlwbY54hDyM+YQGDAQKXGrrvvSkdXLy8++xx0dHLdry6jVo/ZfJuZAJgkHH3YQarN2aq1WMC8XbYHx+Ka//4FlZEB1tYH+PqF/4WbzdDd2TMq75a+zUaqfvGx8Z78g6//r2MM3BYhBIjS3mnBKT5QGSIIK7y6fC0zt9uRqlRYsM1G5GKTkXfXqtRhocBQfxUdk0qthMqmZhlq1DFtYKSSArIW//X9C3nh0Yf59je/wS477cjvf3MFJx1+BPc/+JTyUlwgqsOMLr705c/x4vJVnPiNc+nsBGmEkMtR8xIQCytRDsbKlcs5+qgj2HqzzcmYWc49/0eK0B+PTlPGHtPaOFtFxkTtH5+kVt8TETQ04pbfaFmjpQeFPIQ+hxxxJPdcdxPNd9dywLyF/PGiS3l/1TKWNUZYYfj88p4/oXV30TVjDnPmzGVS91SG31pC7IUQRZRWraZjwhT0XJoJSkK6ewqYto5jWKoWes4Mrrj5Bmrvr2DnyTOZMWsOg36D7kmT2XyzLdP0i1JpiKMIfRx6IH+i0S7ESghS7mQb2wt0cA0e+fODeJkcU7fahsgy2WDjWcyZMI27fvcnqhV1ga6OieTdImKENFD7OJPtVnhgxgZdV+0wQp/Nt9uGM047jVuuu5ZlTzxC51CNP11xu7oRG7DLoHl43Xno62LGoXtRDVQiAjHJGTlmuRPggyGCepPpU6dy1WWXc/XvrgLLQNMEx4EwkHWmqfigab0P4wt7t59WAuvicGNYvC2B+SRJSOIENE1lR8JULK0zCzZUB4Zxsh2ccPBhFAyTSqWCmc2iWRannPYZXnrtZe66505efvElnnz0MV589x3OOe8bEIcUejrRrZBKJe05pBsMrOkn9CPyxU5GgKbusNE+i3hn8Uu8vfgl3n71VR65/wmqzSYdk7rbDAXdIdXb0QjjfyDDMY5g7ehitrLSjDluYqjW+PUvL6bUDLjg/O/RXeygN9vH6288huEPM7R6iMCH3Y/Yh7ca7/LG316lG5UiddDVi2+5BJUylqmD4UJioaOTsTIU52zJxtPn8sLLLzDc6szkOmBoJD1F6HJZ0r8MvRUYiE7RzTLRNPjglb+RSRMAfTNmMn2DDZk+eyMybp41gx5WRhszP9YhSIx3KX9K0B/NIqhFjFBKU+qwsCwVFSZRjG5YNGsNvHIJHJuhlcsgDMGAzKSJYMGLi1/BzbkUc0Wyicv8rum8/9e/sWHfRObPm8WG0/rYdou5zJxpoxeAjhzbHr4/q1YvZmTNWnzxAJ2/PPxXiG2qYcAwqn0tRg6t4DN3Ti9zO6bw2G0P8vo7b7HHkfvSNMFLKU1KpF4nbSqDjk7SfrVT4SJJxuGciUCvg/i4iU4mvV5koPalFUGjQVSP2GqnHbj5sSd55OkXePThm7j8J18j9t/ltpvuggzMO2JbMhMz3P672+gOYUZTyArULQhtsB0bhgcJykIU62iJDuJClOf94Sob7DgT3yYVyilCrsBgWIMkYHISqiI/AaIYi4izv/gp/v7qA7z5yisEgWB15KljMtBfwXKKWIUMDVTdNCRkiHGJ2y+yJYp/MF4b0hxLYUxQ4pAqWh4tQaxWKhSKnTiOSlS6+QKQ5c2XX+SUE09hy613YdHBh6EX8zx473088PA9HHjg/kydPBWHhGuuvIZPHX88B++1F2d96z+Z2tnHQ488yd3PPM0553yVw3ZewKGnncKPf3Unpx53KBdccyEfvP137rj5VkJNJyCiM530pZdcylDpFbbZejPeeGE53/n+JXzxaxcyb6v5JDpo1ihnQ9PAttz2/NYdqXMp+vrlrDUBLVacyUg1Ck9SIU0zreofXrqKxW8Nc8LJe7LN1i6FeDN6jemw7frednQAAB6gSURBVC5874IfsPz9pbz3fo2NN3D46vlf4/Nf/x3H7H0K3z3reN5ftYorHn6VnbbZlJ//+14sfeUlDv/8iWy0zc587SunsOSVF3nw2ttZPlxin602pgjqhAgtCCPcYhEGB+mJE9VkKErANMj3TWa/fXZk18234NCDDuRzX/kq8zdbyCOP/5VmI0AXXZF5xqxdu65HNNBUDYwxjkQJIpGPRkVJkIqvBynKrqLDWt2TsNUyNAlE/IpccdGPZbftFkrfhCnS2TFBFizYWs4/74eyYln/aGReb8rfn3xCTjn2KJm7wQwBXXbZ+wA55cvflMFEpCHDIuGILH1ssRy58GCZ1NUju++wpfzxxxfKxIm98vmnHpUbRGQgEbnu4itl502mSRZk/qypcsH3fiLvrGpKWRTO3pI2Cf1kVCg/jaQjSTMKbbmWUOmrrFdEncp9JGFbJ2YdhCIO5aIvniDbT+uROx9dIv0i4ksgQeUdkcoK2XX+Apk8fRsZrotIPCTNgTfl2af/LrvvdrhMdCfIpK6pst1BJ8kry9aKBIOy9tkH5ZIfXiLbLlwkYEretuXwXfaTG6+6QUZEScpIRUS8WJrem3LVLRcJU+bIpTc9kUrLNGVk1bvSWLtMpBFKsGSFnPXZM2ST+ZuK63bLFtvuLT/79Y3yxvKa1MesaSRhmoFJBfk/IoOz/kNLRFoy62P6qISju1XTAFOJdwKuYyJRRLNWJt+RV0edZiKRoBk2TS9CzykqlZQDrJydRiQRweAIdiZLnMsRAsNVn86Cg0+JLhyoZ5TTn09AD1n+ystsctD+nPD7azlh0WFsD2SHAygEYCTEoU0jcdEzae2fqKaYJpDEIXpLKg5zHWdbzTFSJ0DK7ftXD5sWa8eE0TpVMyHWdUJUYEt9EAKod/UqmTk8CIdBK4Dk8U1dWfHaKsiYoHdSr0POUWtX0aHhlZisBQoA1Ir4kYaTTQvPQl1RBTSo10JMLyRX0MAtEeAQ0a2eRyMik02ZHFECkQ1BCDmXOEkIY2X7THe0IrRF19SI0IlTup3RDmLgX166j4w26D36OFo8cmhBulEMhmliOWY7xNdMC0QjbHgQh2imBgm4GVMFkYCVtSGEIa9OhI7d2aVIFiTUmg16Ck46tRy1JFEsWR3wAog1ymGEkXHIBw2KrftzVJQS1xIM28VOKU5NX7kYGhAnPrqRshbifxCoaHrKQlk/UbxW0ByB8rPFU/IvqE2q2qIVIN+NH6hNGzSqEENcUaRbTYPAF8jm02O/Ri6vUa22KGIRXRld6bYIIB626RPGTfXZFgzXPOJqTIdrkevNgqsjmJgYWAFYMZAxidBIQgE/5Z5lLJrVEoZp4jpKGSVoKKKyCZRHqowNYdruzv8HOt4/2dPKLwAdLeUmBrFaHAydXL4Imo6Vy6WOklIyQFMPYfVgVV3dglw2Ry30aZZKbdKaoSsaUr1RZcXAaiw9A3lLiZDaCsYoNRoUMlk6mw0mtm7W0kC3MJxOZZXSvWSZoy9UHKkWwGqGbVn09u9teAJS3/hfj6xbMZG6QgvoHH2tFYFX6U86adtXO5sDO4NRVIU7UQAZp0UeDSGuE4Y18h2KPN8MS6rWxXTaheGaqRGJ6k8VAblCRlnKEAaG+wkI0bCIvBhLT9dGUxkU3XTBUcz6OKzjdhYJI59yua7cP4nRlJozE7rGsr3XSRqP+2gzvYFRjlrrO5qeAp2q1YNjj5ptiSMImli2QRx5GE6GpKkRmy5hSgB2BYImGJmUeBqr47/qVcnmC+hoxChLqgNulEDDV4zOqAmuTS2oEdpgag5R2MTVs1iGpZznBIZGAvK9SmjdRmXktKSqLLUvYOUU5b81t5QgrB69n36v1WPr/z5a1s8E7NhLPyJDZICXthJxhn3Id1K1oRLBVDOERlVhUFaORqzW1qj2g9mEjAUUCeMcQQKW5aHToFr2yGouTjYDmk4TSAx1NARRQCHt96IREgRVbNMGyYKmUwlArJCMYWC3BPlpgKnRP1Khp2uS+rcCfjPCMU2COEQ3NQyzVXjSynamazUa447L+OeXSa2HH4GbvtVBBEEoWIaJ5boggmGrv9QdiyAebXpZaoCVgSASkkRA15DAp5DPpb1OhCj22+9arKkkbNSog+0COnknQ5emY0U1spaNGAZNUVrUzSZ0d9sKdkpUwZjEEZqp7jtoyeFJCq+N4SePV+agVYCliAw66Fb7dDAIMPEh60A9IEJZ8EAsJb5tmJDEODZUKp5S5LczSCAINs0YDAviWMmOFjp6cIoFqCcQW1hGhkbsERHgmjYhMFJtIHED27IBl9BXZRxZF3KGhUaSnm4ghgYkFLt6FGFDoFZv4DgmGOoQMg2dsXKqCR/TiGCcFlP/yBetkVrkhNFkiwaYOjiWmkTUqKZYkGKoeEGIk/qVYQL5nNowBhqm2g1ojtN+o0QEy7Dan133GvheAzOb1muMmaVrmkh69Jopv9fMQDMEr5ng6hpIhGEquCapN7FtJcfR9BQVwWuGbRey4TXUfcvHzv4TDw2wSVIFCQt0E19vbcYQg7ryI01pZwfLAWnhWtLGOi07o772fDSrkxALy04JyIkD5NQJ1agrHzQ2WbFiLVkjg5auUww42Yxq0+GrYEfLKv/FEDCbPpaYVE3FxtdSVoyGSQTUmj65fDb1fSI0S1O1HO0x3jD3uqMdwPyDv1JfjfkBUweJIogCTNtIo2mDBBPbcanUQ/UgUg8+57RaUyf45UrKblESe7pmk4hiDceEFPMFHCcLCcTVJmgaXhIBSu7YQsdGVSIaolqfJA64rk6SxBhaTBJ6IDq62wGmg1cq42ZUViTjWu0qCSfjKCu53sydlM8iMWg6kTbaxEdt0FC1pzKVe9BAuX5BKKrllySUyulBAOBmEC1LyRO8plp7w4QgVC95LpuD4RBimNk3CT+OsbGICah7MYnnpQYioqHBqjrUaqLitMRE6gGeBr6e3vpIlf6RESJAdx11aiQp0rBOZaW+zsny/2N8oifRqhoMgtSdjHzl+OsJzdIQ3zznXDbabEs6OiayzbY78KnTv8AjTz6PI2mAibJyTr6QNjLScDJFRSjQdISQZqPaLiQiAsNySVCLVkWnVRL25L33c+qRJ7Jgw83onLSAz37tx5Q9sHQN8NEkgFDntutuZv899mDBgvnstOOOXPLLK0DhvQyXhtGIACPNva7PhkzSwhtl4ca6AK12w0//8Tq26Ovlkt/creqhBWxbWZmdN96E/Q88lIHBiL8//hizunrRDZdJxV6mTJ5KRusim5/Hd879MQCl0hD777E/x+z2KcojCRnDwIsbmJj0ZAwKTpZ3H/8LC+dvzNd/chF6Dgp5DfpHuPiss1m45Vb86YUXGQQevuUWtpgxh7eXvE8NZSljIEri0Y2Ynhxj2guMfr9l2cdp/K9euw7U/RjXMci0NIIcE/waBDW+e965XHrT/fzb577Moh1347U3X+fepx7nuWef5dCtt8MwwCLB9z0MzYYgoikammviezHZjIFGSM7VVFioA1WgCFEYoFsWFSLy2FQH1nDfbbex9I2/s/2WW7Jy8buU/QDHhjAI0LQylpPl+Yee49xvX0DfjCIX/+Ln3Hjz7fz615cxa4Md2P+gzckXXISIBAfHdf/Z9D/5SHE3I0ldx/bymuy44/bEkc+bi9/C4BCCJgqA9EKqNY+N58ylp9ek6TroAgefeDKHHvdvzMw71EZqNOICk6b3KJdA12jUmnQXbTqKOsMNn1zWIQwb1Ieg29aZ0tXJBytGmOV5NEiztR0FZnT18u67S1jb9AiBTjeH4QesXTvCTJQmaEJ6fGsaY5GBjx9jN+L6H9+fKIR07FZuOlGrnYRgQtw/yN2338bRx57KBRecgwnstGg3zvzq52k2EoxWZZrXwHVMqHvg5nBNCx9wMga1ZkinGyjrEqBMcNpvW3wfw8ohuAyTMLNnIj+97DeQRCx5azl3Hv85svlOJAHbtgGNysAKzvn2dynmJ3DffbdjdbnsvOeebLblnlx3/a3svNvmFDoMwFO56iR1Kf5l3ExXQLQY7Wu1pp3gYJBFy+VYsPkCVi3/AAvoygBxwm1/uJVqI2a/Qw9V/mC5DBpsv8dOHHDQLjgjAQXbJsi1rG2dbDZLMZcjCpQKWMa08bwSnZk8dFsQCtmMTUcXdE6YQkialqwHVEoj5J08MzaYiwBDq9dQDSOaCW3GeQjYWop2y+gcP54uNp4Esjbq9+EIM3UoUpa3qaWQoSGI36B1NBlaQtNrMHv2RkSo/LxlK6AkqTdpNAMSv45mGpTefpcjDj6IomvTU+jhxGNPpX9EyLgWxB5owtKly9l5+4PIFXrYd9dF/O7Sy5k3dzY33H2XOiZ0E/w6+BX6pk8g52YImhGuBYiO7w2RzTrUqj4Tuvqwil0QNOmZ2MvMGbNY9v4aAh/8xCMhRtNUImJ9l1BadIE0HWOTYBIhqMCDaTPo7Onm2SeeYvn7ENUjkJA33nqXWHeZMWc2CdDZUaBWg1Uja4iB3k4b10nb4QDleglvuIQQo2kCMWQsjc5MdhTw9DyG+tco5pMoW6NCkAjbdXDdDLWRGk2gM19gRmcXmqngoVSRZjSp/k9rNJIxv8ZnfCLb6vshgZodmm0pK1arUC8N0dNR5A833sTtD77UzkSEIzClK4uRs2kaEauffZHDdt+bteVBbrrnLn5/9XW8+9rbHHToEeknCN5773HI4UcxnMQ88NhTnHL6aVx/+RUMLFlGbaRJSJpty1hQsIm0iOH+QQgShtK+OU4my+qVyxhaW2KXnfcEIE6xzQULNuWN19+jXAJbt4hoUq0FbZH3f3UIqdBT61SLgaSGiZ9uAgc0nS/8x5n05PO8+twLFDM6SXmQO+99kG122p2ttpxODJTLZWbNyGNkdd4rD1MtxzRGImJR/md3rgPbsvCbNSxb1IIkQBgSVSrqHvIuGBqOBY1SlaEmDDd86tUhPGJyuRxS9ckBkR/wXmmExDSVr5jOxzD0Vq1JK+Ruz/Ujkx9H4/gxm7HFYhllsziOldbA6CR+oIKQfBe5eZtx4Q9/wvDqFXzu4P3YYMPNOeWkL/DGS69ABP0jQ2QyOb799e8w0D/EnQ8/wl4HHMTOu+7Gz37+C9YMD3PXA3+BOOGFx59ieG2ZX158OTvuOp+TPnsCpxx5OH3FItlcscWbVaG5HlCqDyPNiMnFiUzqBr/RII7qiK5RawTYbp4br7ySiROmcMlFP2XWzOl05gqs+GAIL6xjopPJqWh+fdazdaKsY0RSSRNB5YsxHLbcfnuc2iCv//kBiBKaXsz7pQrzd9xRZeUAx3FYO1TjV985j702mMmkGRPomFhkzvSNuOLy6/CjJkYmA1GEa5qpoA+gW+iG1WIlE4sQNuEPP/kxu0/aiL7OLmbPnsMPfvkT6iPDdBY6sQHLtegyNSSJ2l5K631C0xWZWluH2rru0PQ0Szc+o823XNdtWhdP0oBmswno6JkCieaq5TO72ffYk1n55svcddMV7LdgA5a++CT77bMLF5z7PaZ09VAp+bz+/goOPu4UrOIEhoOITE+BrXZZSKlZ5dU3X4NE4+Zr/8REayKbT5+pYAiJ2HeXrTEiD9+yqKMKjlTBfEAzrNDXO5G44qt0rqZhmDnKlRq67WA7GQrFIo4DE7s7KboWFhFWEmFoMYJOmEAokKxXnlVp7cREo0uW5CBx2qk6Yh0yWbaZYDH49MMwFPDoXxczXOxm8jabqo2Y1AlDHz2XZZ/PfIXfPP48N//lVh5+/F4evekhvnj0KbhmBt+rkTEs8pqlLq5Bs9FAz2dZXa+Bo5NxOinkM+x46nH85LH7uP3hx/nrQ4/zhf0PoWhB4Bg0gXK1BJHQ4UrallJtvDpQCSN0N4NokKRpTo2x6mMpX28cGY0m/O++exAEdHerNrUiGpFmpQg/RF4NM2NyyF67cMhhB1IvexyzzxHccO01nHr2mXR1FCj7ITfedgfXPfsYDcCKDIaHK6DDypUfQJyQRBq9hW56iy0RJyHvWnQW8wxUhlX2Im2CCUJ3dzdhvU5Yr5NEYGcyeF6Dnt5JaIbOa2++xhfO/hqH/L/ezjXGruuq47+9z/u+5t552K6NE1PbjWMSEyeNSwI1peGZkvBQm9JWSRQh8YGqlfhAqQRCKikUFRpKAyVgibaqRMRLRHVDWkhCqtIioJHbgkQhEoXUiWPP0zP3cd6LD3ufc8+MXdfKjFnWaO6ce7zP3vusvfd6/Nda71wGpXn3Q+9nZfkc+/YuELlDUsZMEui1tjuFFctp4wevt8qpz7pUDlrg7u+7jcc//efkLy/y1FNfoPQ87r7nB8iSCaGToRyNckMOHbyRO26+kV1cRzstaA976MiEinqBD0XJ8tKSeXuqJOx0KdCEvQ5xmbK0ss5oY8KB+VnuOn6IQ0BvNWXf3DxlHJNkMSNAuYpWBBtri7SYMqMLKNcjQ0jiMa2whXm64RRdnZoVlnGH6OoSzOe51VbNDuT7Pmtra/RsSapsaRVvfo5cO7QGA37mnnt57I9OcfbsWfD209s1x51H7uThj32ElzfW2Uhzot4sbqfHd/cD0GskRcG55ZeIc5AxdFqKOBG++coqd7XC2iee5imiCobDCWmaMDffw3UhiWOiaEDe9YjjIbt3z0EYWgiKz9e+/nWO3Pha+gNNRoGDT69lHQzblBvVt/mj+qg9D86d54Gff4jPP/UMTz/7LM998Tnu+MGTxlUXRJAnSKk4f34FyUworo9vQl8i09jKxRVmfRe/FZn4dAuEzuMYFbUMb2iXXn/A7vkFdg9mcYFxDr3QZ3bXbobpkHw8JgK8To8kB8qyjs1Ocmi74CqFg7KMuEW5vkZ0VftryyYEunDhQp3vsN/vo7VmuDHGm1+AccyFxQskScb/vvQShaPo9/sMejNorSmKgiiKOH7zUe687RhHD38XB1/TMxXflct99z+IuDlf+pev1iEDX/7KV9k118fRhTlWxim+GxA6fTrtAb1uxPLSOVDgui4XL47oDvbwPcdu4LFTf8BweQX8iNHKRc6ePcuhw9fTaoNnX3WxIyv7yi4yDaSTBGbnCQ7fwNLqGk/9/edZWVnih970RoyVx8jj8/PzzM/2CF2DB50wZn1jvXbNzs7M4gQ+kzxllI5N8FlZ4vohRZ6xnI1rSOW5s4tMVpdRWNRdnrO6vsEgmuXAnj1oYHl9jY0MoiCs/es+xt6dxplFQH2HMP3/750xSRKCIGB+fh7V0K7OnDnD2976s7zxxO389L0/Rbszw9PP/iMf+9NT3PeOd3Lo0H6cEp584m84dsvNPPieX+DH7n4LR17zWv79P/6LP37ir3jkQx/gJ44e4Eff/nPwwVP8+gffz2/v+i3+82v/xIce/k3ChQW67YAeMNvyGY7WOX36r1la3CCNhywvvchf/OXnuOF1uzl4aAD4fOA3fo133Hc/73nve/nJe3+E0595km5/hgcefButNqSibdYzKzTvCDUc+PZ39RL9MDT4u7Lg6PHv5fkzZ+j3e9xx++uZFBgvxnjCcBSTZQX/9vxXePLpQ8xxgV1Oi/jlkP5cnzt//HUsLi5TupCS89nTnyHWCXo0wZsfcH62xQ+fuJ0oL2m7sM/ujCsp9BW4UcR4MuZbL7zAkf1vYLCwCz+Af/7Sl1nKNIMwIEBQyYTr9u7hxOtvw3c9C4O7dtCxmq4WEp5lmeS5CUwYDof19Y//4aNyy003yuED+yXAkeNHj8vDD/+OXFgeS1GIgbrHIs8/85y866H75eCxIzLXHchtt7xBfuXDj8jZ4YbJs5OM5YUzL8ib33SvoAK56+Sb5e9OfUp2BS35pU8+JmdE5OU8lUc++nsyO9cVz/MEetLuHBCI5NZbb5GVlRclHplE6s+e/oIcO3xE9i/MycnbT8ijv/uo6Ushsri6IpkUEovIerI91LzJtZNKLrZirK2wKsU0Mb8pubohsroh//DRP5F9BHJw31H5xkjknIi5eWNJ/vWJx2VPty34s8L8dUJg3MEdvVd+8aH3SSZjWVz6b3nLTSdlgY7MhgNxHEcGnskbzPV75c+eeVK+8dxn5da9ffnlD39E/kdMTL+kIp9+36/KyesPy8f/9ovyTRH53OOfkHkQ3eoInXnBbQs6Eu2Ecv+7HpBz3zprSt/WyQkKyaSYJinYqSQIljYnmL8CxXFMaF1naZqSZRntdttEDGpFPB4RdLqUwHgto9vzKDQUieA7BkGa5BO8KEQ7ATlw7uKQ3TMd/CInXl4mnN9NLsYyMlkdwisr3PT9J3j3p36ft97zdgOwjRMcgSg0QIcsMyk94mRMGJoa05IKSZwRdhuuPru4S4yzpBBjjqlCLV7tBilMs/qq0jV2EbuJJHYjcfOJCVyaiNFAHQ8CWHLM7TOTEaErUJZkk5yLvVnQNpej5DixT5yCOzPBpYDzGjotiGCUxZRpQrc7Y47XLMfx1pjEKX60lzgzUXyRC+P1C4RhG+21KXJwvRHogsWRS6vdwsHoxk4BRZrhBJ4BTbuVMmYzAVeY0G9r83l1dFX7blEUNSOOx2N836fdbjMej9GOQ5EkhO0uGbC4OqLb85AS1tYSnEBRlhl4miBsoUtIspgS2DXTsWACl3BuAXSJckomacJMv8MwTkjSnGw4RFNQUOK6PlEYsL4Wk1tGLErTv3hcgGiUrwh7PuP1oR0A4EBa5Kgq7/ck27Ek6ap5hFn5TtQUF+24ngl/cD0jFxQFZTY1ioRRUAMTvE6Plp4uEke54EPYhZzcKBGDFuXEoOqDIKTT7TKZTFAFBJ5LoXz8qEMZp8xoIweWGtz+LBKGqHFVwVSTSUm7HeEA442E0gqdurIIFAWb2eQaQ8i+EznO9LVVykzzsxMEdWOzgzaFCWxhdsbEuGjPa5gCtK3r17BZaYgTkzlcKIhsrd4XXznHYH6OhZkZLm68go/GcxXjkdCbCTEZVwocRyFo81IVVBlWW72OHYD5ZZAyph+tlknXst1FbXaJRgbcii9VPTRDnm8YUWvwHbRvGbH63rFlMNRUkXC2vB4Xl9IKo3rGrx+nBKIwIndNjLOPQwBEoUVs+FgkvIsrjrGwWzOZqwJ8G2Y16AbYkovG0wYom9amtBCya0lXfUxfmcoaFV5VFgXwrW/bxJkUxhGsAEdT4NSDc8QAX4NIAQWjSUwvmoEcNtaHXGyXtIIOLUzOBjLz3lBQZCMcP0BwG8eGdWw1E8tbL7y5ZXP+nW3hJJpUucd0IykCNt64mSlBa3AhtmJDi8wchzbwO7d1VoyGO43tzpkYw3MZmWva7sBi0DVJ5TGrq9GYlLWVhu033XcKUJl1p5s02U71fdm4R2O8OhiHgwWJT4/pyiKxAxP46gI/GlT13VElZBrHgZHFDAT1l1jExfQ/OMq4yozrCUpdBQZAL2oRTzYI/S7dQQfP3pdkBUo5+HU7KY4/HcLUJWeAHkpN52rripuu8RK13RXfbFxd8me9UGurcuPP6Y6qqUJmHYvCdho9FapSFxr0dPE3R+Nbb5Kg7ZgMZtOxrsmialMqgIMponGJnnzJhF1hfnbQtLPtfbeqCbIVvdHso1QvqF5JRqCqFlQJhIGDxiXPTVxvGPmgc/I8MdOaZDiltvkcIc+zxqRtHYam8g1Xz9/BIW8mafxArSTZj9OnqcYFy4UOJU4lBypNFahcZ2qo56sqI9p4qE2av8klXj+qeqoRe8Ag/5yqCV0gysiCW0WBpmmq+rx1w7xWtCNvRontrmdqhAQ0ZSET91FAjVHKFYytRuaLjRm2VMSFqdgkJt+P62lUKvR8j8ifTr1T17iYGp3L+l8T4NS8WjuPwUQQb39X3DQRFU9eBl51CQigtMw4LRwn1X2wBREjVPVMdfOragrsfVl10tgjp6AkJTcKfgUvymFMzrASpsrqHCm5JGzXMuTlmFBd0sft0868ibpT0243G66rUZQaSr0FOwmOY96AEghbXaN15gmT0SpJMsZzFKowGl6aQlFmKC2gjCtsSpfD113uWiXA7TyZcj/mp+a7xvZVnRJm/EIVeWd61Ii82zRJzTHoxnKzZJnG6o31NaFAMNUlmu0Zu4TVkrcyk2LTrnjZ7lwj2rbMCFgZBsgVrqOZ2IF07azXmEEr63n1ToY5rqwdKx5DWJV9dzWRZ9x22DRvdW1ANS0D5HqmeI5B3phrmydNLhFrVK1isTPO/qtso2jcMxVtSpqBTpUPfnPzhhWaolyJmKPctqsBv9ZUtN0ASjxKnCq3gGt0Or/JzLq5gLYunp1PCHol2qEzqtHMZXputC8rPWu1acIFyNISSggjbAatwr45lyzLa0Oy75mk545yyIrCKkdNUJPZi5qLu6qQtXmgOyw3XoYRt17aCpqe/mkO30sqeW3anao9r1JMGi2oS6fcHOoO2gaxVVwmTmVydXCtTC1qU2vUONbG85vWqk2e+B3Soiv6P7JqgD3ws3mzAAAAAElFTkSuQmCC" + } + }, + "cell_type": "markdown", + "metadata": {}, + "source": [ + "![image.png](attachment:image.png)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Task 3" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:07.616587Z", + "start_time": "2022-03-23T20:32:07.605039Z" + } + }, + "outputs": [], + "source": [ + "def iter_append(iterable, item):\n", + " '''\n", + " Append item to the end of itearble object.\n", + " So, during iterations we will, firstly, obtain data from iterable and only then form item\n", + " \n", + " :param iterable: some iterable object\n", + " :param item: object to append to iterable\n", + " :return: generator\n", + " '''\n", + " \n", + " iterable = list(iterable)\n", + " if iterable:\n", + " yield iterable.pop(0)\n", + " yield from iter_append(iterable, item)\n", + " else:\n", + " yield item" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:08.424416Z", + "start_time": "2022-03-23T20:32:08.409679Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "1\n", + "2\n", + "3\n", + "4\n", + "ABCD\n" + ] + } + ], + "source": [ + "generator = iter_append([1, 2, 3, 4], \"ABCD\")\n", + "print(type(generator))\n", + "\n", + "for i in generator:\n", + " print(i)" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:09.562604Z", + "start_time": "2022-03-23T20:32:09.548704Z" + } + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "2\n", + "4\n", + "[5, 6, 7, 8]\n" + ] + } + ], + "source": [ + "filt = filter(lambda x: x % 2 == 0, [1, 2, 3, 4])\n", + "generator = iter_append(filt, [5, 6, 7, 8])\n", + "print(type(generator))\n", + "\n", + "for i in generator:\n", + " print(i)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Task 4" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:19.085171Z", + "start_time": "2022-03-23T20:32:19.067382Z" + } + }, + "outputs": [], + "source": [ + "def my_generator(iterable):\n", + " '''\n", + " Unpack elements of nested list and return them.\n", + " \n", + " :param iterable: nested list to unpack\n", + " :return: generator\n", + " '''\n", + " \n", + " if iterable:\n", + " if isinstance(iterable[0], list):\n", + " yield from my_generator(iterable[0])\n", + " else:\n", + " yield iterable[0]\n", + " yield from my_generator(iterable[1:])\n", + " \n", + " \n", + "def nested_list_unpacker(iterable):\n", + " '''\n", + " Unpack elements of nested list into a new one\n", + " \n", + " :param iterable: nested list to unpack\n", + " :return: unpacked list\n", + " '''\n", + " \n", + " generator = my_generator(iterable=iterable)\n", + " return [i for i in generator]" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:28.053090Z", + "start_time": "2022-03-23T20:32:28.038228Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[1, 2, 3, 1, 2, 3, 4, 1, 12, 3, 1, 5, 6]" + ] + }, + "execution_count": 14, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nested_list_unpacker([1, 2, 3, [1, 2, [3, 4, []], [1], [], 12, 3], [1, [5, 6]]])" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "ExecuteTime": { + "end_time": "2022-03-23T20:32:29.128781Z", + "start_time": "2022-03-23T20:32:29.110136Z" + } + }, + "outputs": [ + { + "data": { + "text/plain": [ + "[1, 2, 3, 100, 200, 4, 5]" + ] + }, + "execution_count": 15, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "nested_list_unpacker([[1, 2, 3], [[100, 200], 4, 5]])" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.6" + }, + "varInspector": { + "cols": { + "lenName": 16, + "lenType": 16, + "lenVar": 40 + }, + "kernels_config": { + "python": { + "delete_cmd_postfix": "", + "delete_cmd_prefix": "del ", + "library": "var_list.py", + "varRefreshCmd": "print(var_dic_list())" + }, + "r": { + "delete_cmd_postfix": ") ", + "delete_cmd_prefix": "rm(", + "library": "var_list.r", + "varRefreshCmd": "cat(var_dic_list()) " + } + }, + "types_to_exclude": [ + "module", + "function", + "builtin_function_or_method", + "instance", + "_Feature" + ], + "window_display": false + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/hw12/code/iterators_generators.py b/hw12/code/iterators_generators.py new file mode 100644 index 0000000..4b8958d --- /dev/null +++ b/hw12/code/iterators_generators.py @@ -0,0 +1,183 @@ +import numpy as np + + +# Task 1 +def fasta_reader(path_to_file): + ''' + Generator which reads FASTA file and outputs record id (starting from '>' character) and sequence + :param path_to_file: str, path to FASTA file + :return id, seq: record id and sequence + ''' + + # some check for valid format + with open(path_to_file, 'r') as handle: + for line in handle: + if line[0] != '>': + raise ValueError("Expected FASTA record starting with '>' character") + break + + # generator + with open(path_to_file, 'r') as handle: + title, lines = None, [] + for line in handle: + if line[0] == '>' and title is None: + title = line[1:].rstrip() + elif line[0] == '>': + yield title, ''.join(lines) + title, lines = line[1:].rstrip(), [] + else: + lines.append(line.rstrip()) + yield title, ''.join(lines) + + +# Task 2 +class FastaReader: + ''' + Class for reading sequences from FASTA file and outputing them + with some changes in infinite cycle + ''' + + alphabet_nt = ['A', 'T', 'C', 'G'] + + alphabet_aa = ['A', 'R', 'N', 'D', 'C', 'E', 'Q', 'G', 'H', 'I', + 'L', 'K', 'M', 'F', 'P', 'S', 'T', 'W', 'Y', 'V'] + + def __init__(self, path_to_file, seq_type, probs, seq_size=None): + ''' + Constructor + + :param path_to_file: str, path to FASTA file + :param seq_type: str, type of input data ('nt' or 'aa') for nucleotide + and amino acid sequences respectively + :param probs: list, probabilities for substitution, insertion and deletion + :param seq_size: int, number of first letters of initial sequnece to work with + ''' + + self.path_to_file = path_to_file + self.probs = probs + self.seq_size = seq_size + if seq_type == 'aa': + self.alphabet = self.alphabet_aa + elif seq_type == 'nt': + self.alphabet = self.alphabet_nt + + def fasta_reader(self): + ''' + Generator which reads FASTA file and outputs record id + (starting from '>' character) and sequence + ''' + + # some check for valid format + with open(self.path_to_file, 'r') as handle: + for line in handle: + if line[0] != '>': + raise ValueError("Expected FASTA record starting with '>' character") + break + + # generator + with open(self.path_to_file, 'r') as handle: + title, lines = None, [] + for line in handle: + if line[0] == '>' and title is None: + title = line[1:].rstrip() + elif line[0] == '>': + yield title, ''.join(lines) + title, lines = line[1:].rstrip(), [] + else: + lines.append(line.rstrip()) + yield title, ''.join(lines) + + def change_seq(self, seq): + ''' + Change input sequence, introducing substitution, insertion + or deletion into random position + ''' + + mutation = np.random.choice(['substitution', 'insertion', 'deletion'], p=self.probs) + index = np.random.choice(range(len(seq))) + if mutation == 'substitution': + letter_to_change = seq[index] + available_letters = list(set(self.alphabet)-set(letter_to_change)) + change = np.random.choice(available_letters) + elif mutation == 'insertion': + change = np.random.choice(self.alphabet) + elif mutation == 'deletion': + change = '' + seq_changed = seq[:index] + change + seq[index+1:] + + return seq_changed + + def display_changed_seq(self): + ''' + Iterate through FASTA file and output record id + (starting from '>' character) and changed sequence + ''' + + while True: + reader = self.fasta_reader() + for id_, seq in reader: + if self.seq_size is None: + seq_changed = self.change_seq(seq=seq) + else: + seq_changed = self.change_seq(seq=seq[:self.seq_size]) + print(id_, seq_changed, sep='\t') + print() + + def __repr__(self): + message = f''' + Class {self.__class__.__name__} + + Change sequences with following probabilities: + substitution = {self.probs[0]}, + insertion = {self.probs[1]}, + deletion = {self.probs[2]} + ''' + return message + + +# Task 3 +def iter_append(iterable, item): + ''' + Append item to the end of itearble object. + So, during iterations we will, firstly, obtain data from iterable and only then form item + + :param iterable: some iterable object + :param item: object to append to iterable + :return: generator + ''' + + iterable = list(iterable) + if iterable: + yield iterable.pop(0) + yield from iter_append(iterable, item) + else: + yield item + + +# Task 4 +def my_generator(iterable): + ''' + Unpack elements of nested list and return them. + + :param iterable: nested list to unpack + :return: generator + ''' + + if iterable: + if isinstance(iterable[0], list): + yield from my_generator(iterable[0]) + else: + yield iterable[0] + yield from my_generator(iterable[1:]) + + +def nested_list_unpacker(iterable): + ''' + Unpack elements of nested list into a new one + + :param iterable: nested list to unpack + :return: unpacked list + ''' + + generator = my_generator(iterable=iterable) + return [i for i in generator] diff --git a/hw12/data/sequences.fa b/hw12/data/sequences.fa new file mode 100644 index 0000000..e550459 --- /dev/null +++ b/hw12/data/sequences.fa @@ -0,0 +1,309 @@ +>Seq1 +ATGTCAGACCAACAAAATCAAGACCAAGGGCAAGGCCAAGGTTACAATCAGTATAACCAATATGGCCAGT +ACAACCAGTACTACAACCAACAGGGCTATCAAGGCTACAACGGCCAACAAGGTGCTCCTCAAGGCTACCA +AGCATATCAAGCTTATGGACAGCAGCCTCAAGGAGCCTACCAGGGCTACAACCCTCAACAAGCTCAAGGC +TACCAACCTTACCAGGGCTACAATGCTCAGCAACAAGGTTACAACGCTCAGCAAGGCGGTCACAACAATA +ACTACAATAAAAATTATAATAATAAAAACAGTTACAATAACTATAATAAGCAGGGTTATCAAGGTGCTCA +AGGATATAATGCACAACAGCCAACCGGTTACGCTGCTCCAGCACAGTCTTCATCCCAGGGTATGACTTTG +AAAGATTTCCAAAACCAACAAGGCAGTACTAATGCAGCCAAGCCAAAGCCTAAGTTAAAGTTGGCCTCTA +GCTCTGGTATTAAGTTAGTAGGTGCCAAGAAACCTGTAGCACCCAAAACTGAGAAAACTGATGAATCCAA +GGAAGCAACTAAAACTACCGACGACAACGAAGAAGCACAATCTGAATTGCCCAAAATTGATGATTTGAAA +ATCTCAGAGGCTGAAAAACCAAAAACTAAGGAGAATACCCCATCTGCTGATGATACTTCCTCAGAGAAGA +CTACCAGCGCTAAGGCAGACACATCTACAGGAGGAGCGAACTCCGTGGATGCTCTAATCAAGGAACAAGA +AGATGAGGTTGACGAAGAAGTCGTTAAAGATATGTTTGGTGGTAAGGATCATGTTTCCATCATTTTCATG +GGTCACGTCGATGCTGGTAAGTCAACAATGGGTGGTAACTTGTTATATCTGACTGGTTCTGTGGATAAAA +GAACCGTTGAGAAATATGAGAGAGAGGCTAAAGAGGCTGGTAGACAAGGTTGGTATTTATCATGGGTGAT +GGATACCAACAAAGAAGAAAGAAACGACGGTAAAACCATTGAAGTGGGTAGAGCGTACTTTGAAACTGAA +AAGAGACGTTACACTATTTTGGATGCTCCCGGTCACAAAATGTATGTTTCTGAAATGATTGGTGGTGCAT +CTCAAGCCGATATTGGTATTTTGGTTATTTCTGCTAGAAAGGGTGAATATGAAACTGGTTTCGAAAAGGG +TGGTCAAACTCGTGAGCACGCTTTATTAGCCAAGACACAAGGTGTCAACAAAATGATTGTAGTTATCAAC +AAGATGGATGATCCAACTGTGGGATGGGATAAGGAAAGATATGATCACTGTGTTGGTAACTTGACAAACT +TTTTGAAGGCTGTGGGTTACAATGTTAAGGAGGACGTCATTTTCATGCCAGTGTCTGGTTACACAGGTGC +AGGTTTGAAGGAACGTGTCGATCCTAAGGACTGTCCATGGTATACTGGTCCATCTTTATTAGAATATCTT +GACAATATGAAGACTACTGATCGTCATATCAATGCTCCATTCATGCTTCCAATTGCTTCTAAGATGAAGG +ACATGGGTACTGTTGTGGAAGGTAAAATCGAATCTGGACACATTAGAAAGGGTAACCAAACTTTACTAAT +GCCTAACAGGACCTCTGTTGAAATTCTGACCATTTATAACGAAACTGAAAGCGAAGTTGACATGGCTGTT +TGTGGTGAGCAGGTTAGATTAAGAATTAAAGGTGTCGAAGAAGAAGAAATTTCTGCTGGTTTCGTTCTAA +CCTCTCCAAAAAACCCAGTTAAGAATGTAACGAGATTTGTGGCTCAAATTGCTATTGTCGAATTGAAATC +GATCATGTCTGCTGGTTTCTCGTGCGTTATGCATATTCATACAGCTATCGAAGAAGTCACCGTCACAAGA +TTGCTTCACAAGCTTGAGAAGGGGTCAAACAGAAAATCAAAGAAGCCTCCAGCATTTGCTAAAAAGGGTA +TGAAGATCATTGCCGTTATCGAGACTAATGAACCGGTATGTGTTGAAACATACGATGATTACCCACAATT +GGGTAGATTCACTTTAAGAGATCAAGGTACCACCATTGCTATCGGTAAGATTGTGAAAATCCTTGAAAAT +TGA +>Seq2 +ATGTCGGAGGAAGATCAAATTCAATCGCAAGGCAACGACCAAGGCCAGTCGCAAGCCAAGGATCAAGGTC +AAAATCAAGGTCAGGGGCAGCAAAATTTCGGCCAATACTACAACCCAAGTAACTTCCAGAATTACCAGGG +GTATGTGCCTCAGGGAGGTTACCAGGCGTATGGCCAACAGGCAGGTGGGTACCAAGGCTATGCGCAATAC +AACCAGCAAGCCGGCGGGTACCAGGGTTATCAGGGATACCAGCAGTACAACCCAGCACAAGCTGGCTACC +AAGGTTACCAGCAATACAATGCGCAAGGTGGGTATCAGAGCTACAAGCAGTACAACTCACAGCCACAGGG +GAACCGTAAGGGGAACCAGAGCTATGGTTACGGACAGGGCCAGTCAGCCACCGCTCCGGTGACGCTGAAC +AACTTTGAGAAGGGAACTGTGCCGAATGCGACTGCTCCAAAACCAAAGAAGACCCTCAAGTTGGCTTCCA +GCTCCGGTATCAAGCTAGTTGGTGCTAAGAAACCTGTCGCGAAGAAAGAAGAGGCTAAGGCGGAGGAGCC +AACAAAGGAGGAGCCTAAGAGCAGCGCAGAGGGCGCTCCTAAGAGTGAGGATGCTACCGCTTCCTCTGAA +GATAAGGCAGTCCCAAGTATTGAGAAGCTAAGTATTTCGGAAGCCGATACCGCGAAGAAAGACACAGCGG +ACGCGGCCGGTGCCACCTCATCGGATGCTCTGATCAAGGAACAGGAAGACGAAGTTGATGAAGAAGTTGT +GAAGGACATGTTTGGTGGAAAGGACCATGTTTCTATCATCTTTATGGGTCACGTCGATGCGGGGAAATCC +ACCATGGGCGGAAACTTGTTGTATCTAACCGGCTCGGTAGACAAAAGAACAGTTGAGAAGTATGAGAAGG +AGGCGAAGGAAGCAGGGAGACAGGGTTGGTACTTGTCTTGGATTATGGATACAAATAAGGAGGAGAGAAA +CGATGGTAAGACCATTGAAGTGGGTAGATCCTACTTTGAAACTGAAAAGAGACGGTATACCATTTTGGAT +GCACCAGGCCACAAAATGTACGTCTCTGAAATGATTGGTGGTGCGTCTCAAGCCGATGTTGGTATATTGG +TCATCTCAGCCAGAAAGGGTGAGTACGAGACTGGTTTTGAGAGAGGTGGACAAACGCGTGAGCATGCGCT +ATTAGCGAAGACCCAGGGTGTCAATAAAATGGTGGTCGTCGTGAACAAAATGGATGACCCCACGGTAAAC +TGGGACAAGGCACGTTATGACCAGTGTATTAAGAACGTCTCCAATTTCTTGCAAGCTATTGGCTACAACG +TTAAGGAGGATGTTATGTATATGCCTGTTTCTGGGTTTACTGGTGCTGGTCTGAAGGACCGCGTTGACAA +GAAGGACTGTCCTTGGTACGATGGTCCTTCCCTTTTGGAATACCTAGACAACATGCAGCATGTTGACCGC +TTCATCAACGCGCCTTTCATGCTTCCAATTGCAAGCAAGATGAAGGATATGGGTACAGTGGTCGAAGGTA 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+AGTTCATATTGTTAAATTATTGCACAAATTGGAAAAGGGTACTAACCGTAAATCAAAGAAGCCACCTGCT +TTTGCCAAGAAGGGTATGAAAGTCATTGCTGTTTTAGAGACTGAAGCTCCGGTTTGTGTCGAAACTTACC +AGGATTACCCTCAGTTAGGTAGATTCACCTTAAGAGATCAAGGTGCTACAATAGCAATTGGTAAGATCGT +TAAGATTGCTGAATGA +>Seq6 +ATGTCAGATCCAAATCAAGGTAACAATCAACAACAATACGGTCAAAATCCTAACCAACAGCAAGGCAATA +ACAAGTACCAAGGTTATCAAGCTTACAATGCTCAAGCCCAACCTGCAAACGGCTACTATCAAAACTACCA +AGGATTTGCCGGCTATCAACAAGGCGGCTACCAACAGTATGACCGAGACGCCGGTAGTCAGCAACAATAC +AACCCACAAGGTGGCTATCAACAGTACCCCCCACAGGAAGGTTACCAACAACAGTCCAATCCACAAGGTG +GTCGTGGTAATTACAAAAGCTTCAACTATAACAACAATGTTCAAGGGTATCAAGCTGGCTTCCAACCGCA +ATCTCAAGGTATGTCTCTGAACGACTTCCAAAAGCAACAAAAGCAAACTGCTCCTAAGCCAAAGAAGACT +TTGAAGCTTGTTTCAAGCTCTGGTATCAAGTTAGCTAATGCTACGAAGAAGGTCAGCACAAAGCCTGCCG +AAACCGAAAAGAAAGAGGAAGACAAGCCTGTCAAAACCGAGGAACAAATCAAGGTCGAAGAACCAATTAA +AGAAGAGAAAAAAGCAGTCAAGACTGAGGAAAAGAAAGAGGTAGAATCTGAACTACCAAGGGTCGAAGAC +TTGAAGATATCCGAATCGACTGATAATAGCAATACTGCTAACGTCACAAGTGCAGACACTTTGATAAAAG +AACAAGAAGAAGAAGTTGATGACGAAGTTGTTAATGATATGTTTGGCGGTAAAGATCACGTTTCTTTGAT +TTTCATGGGACATGTTGATGCTGGTAAGTCTACTATGGGTGGTAATCTGCTATACTTGACTGGCTCCGTG +GATAAAAGAACAATTGAAAAATACGAAAGAGAAGCTAAGGATGCTGGTAGGCAAGGTTGGTACTTGTCAT +GGGTCATGGATACAAATAAGGAAGAGAGAAACGACGGTAAGACCATTGAAGTTGGTAAAGCTTATTTCGA +AACTGAGAAAAGACGTTATACCATTCTGGATGCTCCTGGTCATAAAATGTACGTTTCCGAAATGATTGGT +GGTGCTTCGCAAGCCGATGTTGGTGTTTTAGTCATATCTGCCAGAAAGGGTGAATATGAAACCGGTTTCG +AAAGAGGTGGCCAAACACGTGAACACGCCCTATTGGCCAAGACCCAGGGTGTTAATAAAATGGTTGTTGT +CGTAAATAAGATGGATGATGCAACCGTCAACTGGTCCAAAGAACGTTACGATCAATGTGTAGGTAATGTT +AGCAACTTTTTGAAAGCGATTGGTTACAACATCAAGACAGATGTTGCGTTTATGCCAGTATCAGGTTACA +GCGGTGCAAACTTGAAAAATCGTGTAGATCCAAAGGAGTGTTCATGGTATACCGGCCCAACTCTGTTGGA +ATACCTGGACACAATGAACCACGTCGATCGTCATGTCAATGCTCCATTCATGTTGCCTATTGCTGCTAAG +ATGAAGGATTTAGGTACCATAGTTGAAGGCAAGATCGAATCCGGTCATATCAAGAAGGGTCAATCCACCT +TGTTGATGCCTAACAAAACCTCAGTGGAAATTCAAAACATTTACAACGAAACTGAAAACGAAGTTGACAT +GGCTATGTGCGGTGAACAGGTTAAGTTGAGAATTAAAGGAGTTGAAGAAGAAGACATCTCTCCAGGGTTT +GTGTTAACATCACCAAAGAACCCTATCAAAAGTGTTACCAAATTTGTTGCCCAAATTGCCATTGTAGAGT +TAAAGTCCATTATAGCTGCTGGGTTTTCATGTGTCATGCACGTTCATACAGCCATTGAAGAGGTTCATAT +TGTTAAATTATTGCACAAATTAGAAAAGGGTAGCAATCGTAAATCGAAGAAGCCACCTGCTTTCGCTAAG +AAAGGTATGAAGGTTATTGCTGTTTTAGAGACTGAAGCTCCAGTTTGTGTCGAAGCTTACCAAGATTATC +CTCAATTGGGTAGATTCACTCTAAGAGATCAAGGTACCACAATCGCCATCGGTAAAATTGTTAAGATTGC +TGAATAA +>Seq7 +ATGTCGGATTCAAACCAAGGCAACAATCAGCAAAACTACCAGCAATACAGCCAGAACGGTAACCAACAAC +AAGGTAACAACAGATACCAAGGTTATCAAGCTTACAATGCTCAAGCCCAACCTGCAGGTGGGTACTACCA +AAATTACCAAGGTTATTCTGGGTACCAACAAGGTGGCTATCAACAGTACAATCCCGACGCCGGTTACCAG +CAACAGTATAATCCTCAAGGAGGCTATCAACAGTACAATCCTCAAGGCGGTTATCAGCAGCAATTCAATC +CACAAGGTGGCCGTGGAAATTACAAAAACTTCAACTACAATAACAATTTGCAAGGATATCAAGCTGGTTT +CCAACCACAGTCTCAAGGTATGTCTTTGAACGACTTTCAAAAGCAACAAAAGCAGGCCGCTCCCAAACCA +AAGAAGACTTTGAAGCTTGTCTCCAGTTCCGGTATCAAGTTGGCCAATGCTACCAAGAAGGTTGACACAA +AACCTGCCGAATCTGATAAGAAAGAGGAAGAGAAGTCTGCTGAAACCAAAGAACCAACTAAAGAGCCAAC +AAAGGTCGAAGAACCAGTTAAAAAGGAGGAGAAACCAGTCCAGACTGAAGAAAAGACGGAGGAAAAATCG +GAACTTCCAAAGGTAGAAGACCTTAAAATCTCTGAATCAACACATAATACCAACAATGCCAATGTTACCA +GTGCTGATGCCTTGATCAAGGAACAGGAAGAAGAAGTGGATGACGAAGTTGTTAACGATATGTTTGGTGG +TAAAGATCACGTTTCTTTAATTTTCATGGGTCATGTTGATGCCGGTAAATCTACTATGGGTGGTAATCTA +CTATACTTGACTGGCTCTGTGGATAAGAGAACTATTGAGAAATATGAAAGAGAAGCCAAGGATGCAGGCA +GACAAGGTTGGTACTTGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACTATCGA +AGTTGGTAAGGCCTACTTTGAAACTGAAAAAAGGCGTTATACCATATTGGATGCTCCTGGTCATAAAATG +TACGTTTCCGAGATGATCGGTGGTGCTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGG +GTGAGTACGAAACCGGTTTTGAGAGAGGTGGTCAAACTCGTGAACACGCCCTATTGGCCAAGACCCAAGG +TGTTAATAAGATGGTTGTCGTCGTAAATAAGATGGATGACCCAACCGTTAACTGGTCTAAGGAACGTTAC +GACCAATGTGTGAGTAATGTCAGCAATTTCTTGAGAGCAATTGGTTACAACATTAAGACAGACGTTGTAT +TTATGCCAGTATCCGGCTACAGTGGTGCAAATTTGAAAGATCACGTAGATCCAAAAGAATGCCCATGGTA +CACCGGCCCAACTCTGTTAGAATATCTGGATACAATGAACCACGTCGACCGTCACATCAATGCTCCATTC +ATGTTGCCTATTGCCGCTAAGATGAAGGATCTAGGTACCATCGTTGAAGGTAAAATTGAATCCGGTCATA +TCAAAAAGGGTCAATCCACCCTACTGATGCCTAACAAAACCGCTGTGGAAATTCAAAATATTTACAACGA +AACTGAAAATGAAGTTGATATGGCTATGTGTGGTGAGCAAGTTAAACTAAGAATCAAAGGTGTTGAAGAA +GAAGACATTTCACCAGGTTTTGTACTAACATCGCCAAAGAACCCTATCAAGAGTGTTACCAAGTTTGTAG +CTCAAATTGCTATTGTAGAATTAAAATCTATCATAGCAGCCGGTTTTTCATGTGTTATGCATGTTCATAC +AGCAATTGAAGAGGTACATATTGTTAAGTTATTGCACAAATTAGAAAAGGGTACCAACCGTAAGTCAAAG +AAACCACCTGCTTTTGCTAAGAAGGGTATGAAGGTCATCGCTGTTTTAGAAACTGAAGCTCCAGTTTGTG +TGGAAACTTACCAAGATTACCCTCAATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAAT +TGGTAAAATTGTTAAAATCGCCGAGTAA +>Seq8 +CCAGCAATACAGCCAGAACGGTAACCAACAACAAGGTAACAACAGATACCAAGGTTATCAAGCTTACAAT +GCTCAAGCCCAACCTGCAGGTGGGTACTACCAAAATTACCAAGGTTATTCTGGGTACCAACAAGGTGGCT +ATCAACAGTACAATCCTCAAGGCGGTTATCAGCAGCAATTCAATCCACAAGGTGGCCGTGGAAATTACAA +AAACTTCAACTACAATAACAATTTGCAAGGATATCAAGCTGGTTTCCAACCACAGTCTCAAGGTATGTCT +TTGAACGACTTTCAAAAGCAACAAAAGCAGGCCGCTCCCAAACCAAAGAAGACTTTGAAGCTTGTCTCCA +GTTCCGGTATCAAGTTGGCCAATGCTACCAAGAAGGTTGACACAAAACCTGCCGAATCTGATAAGAAAGA +GGAAGAGAAGTCTGCTGAAACCAAAGAACCAACTAAAGAGCCAACAAAGGTCGAAGAACCAGTTAAAAAG +GAGGAGAAACCAGTCCAGACTGAAGAAAAGACGGAGGAAAAATCGGAACTTCCAAAGGTAGAAGACCTTA +AAATCTCTGAATCAACACATAATACCAACAATGCCAATGTTACCAGTGCTGATGCCTTGATCAAGGAACA +GGAAGAAGAAGTGGATGACGAAGTTGTTAACGATATGTTTGGTGGTAAAGATCACGTTTCTTTAATTTTC +ATGGGTCATGTTGATGCCGGTAAATCTACTATGGGTGGTAATCTACTATACTTGACTGGCTCTGTGGATA +AGAGAACTATTGAGAAATATGAAAGAGAAGCCAAGGATGCAGGCAGACAAGGTTGGTACTTGTCATGGGT +CATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACTATCGAAGTTGGTAAGGCCTACTTTGAAACT +GAAAAAAGGCGTTATACCATATTGGATGCTCCTGGTCATAAAATGTACGTTTCCGAGATGATCGGTGGTG +CTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGGGTGAGTACGAAACCGGTTTTGAGAG +AGGTGGTCAAACTCGTGAACACGCCCTATTGGCCAAGACCCAAGGTGTTAATAAGATGGTTGTCGTCGTA +AATAAGATGGATGACCCAACCGTTAACTGGTCTAAGGAACGTTACGACCAATGTGTGAGTAATGTCAGCA +ATTTCTTGAGAGCAATTGGTTACAACATTAAGACAGACGTTGTATTTATGCCAGTATCCGGCTACAGTGG +TGCAAATTTGAAAGATCACGTAGATCCAAAAGAATGCCCATGGTACACCGGCCCAACTCTGTTAGAATAT +CTGGATACAATGAACCACGTCGACCGTCACATCAATGCTCCATTCATGTTGCCTATTGCCGCTAAGATGA +AGGATCTAGGTACCATCGTTGAAGGTAAAATTGAATCCGGTCATATCAAAAAGGGTCAATCCACCCTACT +GATGCCTAACAAAACCGCTGTGGAAATTCAAAATATTTACAACGAAACTGAAAATGAAGTTGATATGGCT +ATGTGTGGTGAGCAAGTTAAACTAAGAATCAAAGGTGTTGAAGAAGAAGACATTTCACCAGGTTTTGTAC +TAACATCGCCAAAGAACCCTATCAAGAGTGTTACCAAGTTTGTAGCTCAAATTGCTATTGTAGAATTAAA +ATCTATCATAGCAGCCGGTTTTTCATGTGTTATGCATGTTCATACAGCAATTGAAGAGGTACATATTGTT +AAGTTATTGCACAAATTAGAAAAGGGTACCAACCGTAAGTCAAAGAAACCACCTGCTTTTGCTAAGAAGG +GTATGAAGGTCATCGCTGTTTTAGAAACTGAAGCTCCAGTTTGTGTGGAAACTTACCAAGATTACCCTCA +ATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAATTGGTAAAATTGTTAAAATTGCCGAG +TAA +>Seq9 +ATGTCTGATCCAACTAATGGTAATAATGAGCAGAGCTCTCAACAGCAAGGCCAAAACCCTAGCCAACAGC +AAGGTAACAACAGATATCAAGGCTATCAAGCTTATAATGCTCAAACTCAACCAGCAGGTGGCTATTACCA +AAACTACCAAGGCTATGCTGGCTACCAACAAGGTGGATACCAACAGTTCACTCCAGAGGCTGGTTACCAA +CAACAGTACAACCCCCAAGGTGGCTATCAACAGTTCAACCCCCAAGGCGGTTATCAACAACAGTTCAATC +CACAAGGTGGCCGTGGCAACTACAAAAACTTTAACAATAACAACCAACAAGGATACCAAAGTAATTTTCA +ACCGCAATCTCAAGGTATGTCTTTAAACGATTTCCAAAAGCAACAAAAGCAATCCACTCCTAAACCGAAG +AAAACTTTGAAGCTTGTTTCAAGTTCCGGTATCAAGTTGGCTAATGCTACTAAGAAGGTCGATACAAAGC +CCGTCGAAACCGAAAAGAAAGAAGAAGACAAGCCTGTTGAAACTAAAAAACCAACGAAGGTCGAAGAACC +AGCTAAGAAAGAGGAAGAGCCCGTCAAGGCTGAAGAAGCAAAGGAGGAAAAATCAGAACTACCAAAGGTT +GAAGACTTAAAAATATCTGAACCAACCGATAACAGCAACGCTGCTAGCGTCAACAATGCAGACGCCTTAA +TTAAAGAACAAGAAGAAGAAGTCGATGATGAAGTTGTCAACGATATGTTTGGGGGCAAAGATCACGTTTC +TTTGATCTTCATGGGTCATGTCGATGCTGGTAAGTCCACGATGGGTGGTAATCTGCTTTACTTGACCGGG +TCCGTGGATAAGAGAACTATTGAAAAATATGAAAGAGAAGCTAAGGATGCCGGTAGACAAGGTTGGTATT +TGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACCATTGAAGTTGGTAAAGCTTA +TTTCGAAACTGAAAAAAGACGTTATACCATTTTGGATGCTCCAGGTCATAAAATGTACGTTTCAGAAATG +ATTGGTGGTGCCTCTCAAGCTGATGTTGGTGTCTTAGTAATTTCTGCCAGAAAGGGTGAATATGAAACTG +GTTTCGAAAGAGGTGGTCAAACACGTGAACACGCTTTATTGGCCAAAACTCAAGGTGTTAATAAAATGGT +TGTTGTCGTAAATAAGATGGACGACCCAACTGTCAACTGGTCCAAGGAACGTTACGACCAATGTGTAAGT +AATGTCAGCAATTTCTTAAAGGCCATTGGTTACAATATCAAGACTGATGTTGTATTCATGCCAGTATCAG +GTTACAGTGGTGCAAACTTGAAAGAACATGTAAATCCAAAAGAATGTTCATGGTACACCGGGCCAACTCT +GTTGGAATACTTGGATAAAATGAATCACGTCGACCGTCACATCAATGCTCCATTCATGTTACCTATTGCT +GCTAAGATGAAAGATCTAGGTACCATTGTAGAAGGTAAGATCGAATCCGGTCACATAAAGAAGGGTCAAT +CAACTCTTTTAATGCCTAACAAAACATCAGTGGAAATTCAAAATATTTACAATGAAACTGAAAACGAAGT +TGATATGGCTATGTGTGGTGAACAAGTTAAATTAAGAATTAAAGGTGTTGAAGAAGAAGATATTTCACCA +GGGTTCGTCTTGACATCACCAAAGAACCCAATTAAGAGTGTTACCAAGTTTGTAGCTCAAATTGCCATTG +TTGAACTGAAATCTATTATAGCTGCTGGGTTTTCATGTGTTATGCACGTTCACACAGCCATTGAAGAAGT +TCATATCGTTAAGCTATTGCACAAGTTAGAAAAGGGTACTAACCGTAAATCGAAGAAGCCACCTGCTTTT +GCTAAGAAGGGTATGAAGGTCATTGCTGTTCTAGAGACTGAAGCTCCAGTTTGTGTCGAGACTTACCAAG +ACTACCCTCAATTGGGTAGATTCACTTTAAGAGACCAAGGTACCACAATCGCCATTGGTAAGATTGTTAA +GATTGCTGAATAA +>Seq10 +ATGTCTGATCCAAACCAAGGTAACAATCAGCAAAACTATCAACAGTACGGTCAAAACTTCAACCAACAGC +AAGGTAACAACAAATTTCAAGGTTACCAAGCTTACAATGCTCAAGCCCAACAACCTGCAGGTGGCTATTA +CCAAAACCCCCAAGGTTACGCTGGCTACCAACAGGGCGGTTATGACCAACAATTTAACCCGGAAGTAGGT +TACCAACAACAATACAACGCCCAAGGTGGTTACCAACAACAGTTCAATCCACAAGGTGGCCGTGGCAATT +ACAAGAACTTCAACTACAACAACAGCCAACAGGGATTCCAAGCTGGCTTTCAACCACAATCTCAAGGAAT +GTCTTTGAACGACTTCCAAAAGCAACAAAAACAAACTGCTCCTAAGCCAAAGAAGACTTTAAAACTTGTT +TCAAGTTCCGGTATCAAGTTAGCTAATGCGACCAAGAAGGTCGACACAAAGCCTGTCGAAACTGAGAAGA +AAGAGGAAGAAAAGCCTACCGAAACCAAAGAACCAGCCAAGGTCGAAGAATCAATCAAAGATGTGGAAAC +TCCAGCCAGCGCTGAAGAAAAGAAGGAGGTGAATTCTGAATTACCAAAGGTCGAAGATTTGAAAATATCC +GAATCGAACGATAACAGCAAGCCTGCTAACCCTATCAACGCCGATGCCTTGATCAAAGAACAAGAAGATG +AAGTAGACGATGAAGTTGTTAATGATATGTTCGGAGGTAAAGATCACGTTTCTTTAATTTTCATGGGTCA +CGTCGATGCTGGTAAGTCCACTATGGGTGGTAATCTACTATATTTGACTGGCTCTGTGGACAAGAGAACC +ATTGAAAAATATGAAAGAGAAGCTAAAGATGCTGGTAGACAAGGTTGGTATTTGTCTTGGGTCATGGACA +CCAATAAAGAAGAAAGAAACGACGGTAAGACCATTGAGGTCGGTAAGGCTTATTTCGAAACCGAAAAAAG +ACGTTACACCATTCTGGATGCACCAGGTCATAAAATGTACGTTTCCGAAATGATTGGTGGTGCCTCTCAA +GCCGATGTTGGTGTTCTAGTCATTTCTGCCAGAAAGGGTGAATACGAAACCGGTTTCGAAAGAGGTGGTC +AAACACGTGAACACGCCTTATTGGCCAAGACCCAAGGTGTTAATAAGATGATCGTTGTCGTAAATAAGAT +GGATGATCCTACTGTCAAATGGTCCAAAGAACGTTACGACCAATGTGTAGGTAACGTCAGCAATTTCTTA +AAGGCCATCGGTTACAATATAAAGACTGATGTTATATTCATGCCAGTATCAGGTTACAGTGGTGCTAACT +TGAAAGAACATGTAGATCCAAAGGAATGTTCATGGTACACCGGCCCAACTTTACTGGAATACTTGGACAA +AATGACCCACGTTGACCGTCGTATCAACGCTCCATTCATGTTACCTATTGCTGCTAAAATGAAGGATTTA +GGTACAATCGTAGAAGGTAAGATTGAATCTGGTCACATCAAGAAGGGCCAATCCACTTTATTGATGCCTA +ATAAGACCACTGTGGAAATCCAAAACATCTATAACGAAACTGAAACCGAAGTCGATATGGCCATGTGTGG +TGAACAAGTCAAACTAAGAATTAAAGGTGTCGAAGAAGACGACATTTCACCAGGGTTTGTGTTGACATCC +CCAAAGAACCCAATTAAGAATGTTACCAAGTTTGTGGCGCAAATTGCCATTGTCGAATTAAAGTCCATTA +TAGCCGCCGGATTTTCATGTGTTATGCATGTTCACACAGCCATTGAAGAGGTTCATATTGTTAAACTACT +GCATAAGTTAGAAAAGGGTACAAATCGTAAATCGAAGAAGCCACCTGCTTTTGCTAAGAAGGGTATGAAG +GTCATTGCTGTTTTAGAGACTGAAGCTCCAGTTTGCGTCGAGACTTACCAAGATTATCCACAGTTGGGTA +GATTTACACTTAGAGACCAAGGTACCACAATTGCCATTGGTAAGATTGTCAAGATTGCTGAATGA diff --git a/hw12/data/sequences.faa b/hw12/data/sequences.faa new file mode 100644 index 0000000..8d99305 --- /dev/null +++ b/hw12/data/sequences.faa @@ -0,0 +1,20 @@ +>Seq1 +DYPPQKGCIPEPKWGSDNAR +>Seq2 +YFFKYFSDEAQARAAFSLIQ +>Seq3 +SLAADGIWNQKILFEESDLR +>Seq4 +KFEKGYLIFVVRFLFGLVNQERTS +>Seq5 +CKLARYLEDLEDVDLKKFKM +>Seq6 +LETLQEEKPELTVVFEPS +>Seq7 +GDSGVAILCEKAKNPQCNLQKLGLV +>Seq8 +HNMPKEEEEEEKEGRH +>Seq9 +ACSHGLVNSHLTSSFCRGLF +>Seq10 +VELDLSDNAL diff --git a/hw12/data/sequences_broken.fa b/hw12/data/sequences_broken.fa new file mode 100644 index 0000000..518443a --- /dev/null +++ b/hw12/data/sequences_broken.fa @@ -0,0 +1,308 @@ +ATGTCAGACCAACAAAATCAAGACCAAGGGCAAGGCCAAGGTTACAATCAGTATAACCAATATGGCCAGT +ACAACCAGTACTACAACCAACAGGGCTATCAAGGCTACAACGGCCAACAAGGTGCTCCTCAAGGCTACCA +AGCATATCAAGCTTATGGACAGCAGCCTCAAGGAGCCTACCAGGGCTACAACCCTCAACAAGCTCAAGGC +TACCAACCTTACCAGGGCTACAATGCTCAGCAACAAGGTTACAACGCTCAGCAAGGCGGTCACAACAATA +ACTACAATAAAAATTATAATAATAAAAACAGTTACAATAACTATAATAAGCAGGGTTATCAAGGTGCTCA +AGGATATAATGCACAACAGCCAACCGGTTACGCTGCTCCAGCACAGTCTTCATCCCAGGGTATGACTTTG +AAAGATTTCCAAAACCAACAAGGCAGTACTAATGCAGCCAAGCCAAAGCCTAAGTTAAAGTTGGCCTCTA +GCTCTGGTATTAAGTTAGTAGGTGCCAAGAAACCTGTAGCACCCAAAACTGAGAAAACTGATGAATCCAA +GGAAGCAACTAAAACTACCGACGACAACGAAGAAGCACAATCTGAATTGCCCAAAATTGATGATTTGAAA +ATCTCAGAGGCTGAAAAACCAAAAACTAAGGAGAATACCCCATCTGCTGATGATACTTCCTCAGAGAAGA +CTACCAGCGCTAAGGCAGACACATCTACAGGAGGAGCGAACTCCGTGGATGCTCTAATCAAGGAACAAGA +AGATGAGGTTGACGAAGAAGTCGTTAAAGATATGTTTGGTGGTAAGGATCATGTTTCCATCATTTTCATG +GGTCACGTCGATGCTGGTAAGTCAACAATGGGTGGTAACTTGTTATATCTGACTGGTTCTGTGGATAAAA +GAACCGTTGAGAAATATGAGAGAGAGGCTAAAGAGGCTGGTAGACAAGGTTGGTATTTATCATGGGTGAT +GGATACCAACAAAGAAGAAAGAAACGACGGTAAAACCATTGAAGTGGGTAGAGCGTACTTTGAAACTGAA +AAGAGACGTTACACTATTTTGGATGCTCCCGGTCACAAAATGTATGTTTCTGAAATGATTGGTGGTGCAT +CTCAAGCCGATATTGGTATTTTGGTTATTTCTGCTAGAAAGGGTGAATATGAAACTGGTTTCGAAAAGGG +TGGTCAAACTCGTGAGCACGCTTTATTAGCCAAGACACAAGGTGTCAACAAAATGATTGTAGTTATCAAC +AAGATGGATGATCCAACTGTGGGATGGGATAAGGAAAGATATGATCACTGTGTTGGTAACTTGACAAACT +TTTTGAAGGCTGTGGGTTACAATGTTAAGGAGGACGTCATTTTCATGCCAGTGTCTGGTTACACAGGTGC +AGGTTTGAAGGAACGTGTCGATCCTAAGGACTGTCCATGGTATACTGGTCCATCTTTATTAGAATATCTT +GACAATATGAAGACTACTGATCGTCATATCAATGCTCCATTCATGCTTCCAATTGCTTCTAAGATGAAGG +ACATGGGTACTGTTGTGGAAGGTAAAATCGAATCTGGACACATTAGAAAGGGTAACCAAACTTTACTAAT +GCCTAACAGGACCTCTGTTGAAATTCTGACCATTTATAACGAAACTGAAAGCGAAGTTGACATGGCTGTT +TGTGGTGAGCAGGTTAGATTAAGAATTAAAGGTGTCGAAGAAGAAGAAATTTCTGCTGGTTTCGTTCTAA +CCTCTCCAAAAAACCCAGTTAAGAATGTAACGAGATTTGTGGCTCAAATTGCTATTGTCGAATTGAAATC +GATCATGTCTGCTGGTTTCTCGTGCGTTATGCATATTCATACAGCTATCGAAGAAGTCACCGTCACAAGA +TTGCTTCACAAGCTTGAGAAGGGGTCAAACAGAAAATCAAAGAAGCCTCCAGCATTTGCTAAAAAGGGTA +TGAAGATCATTGCCGTTATCGAGACTAATGAACCGGTATGTGTTGAAACATACGATGATTACCCACAATT +GGGTAGATTCACTTTAAGAGATCAAGGTACCACCATTGCTATCGGTAAGATTGTGAAAATCCTTGAAAAT +TGA +>Seq2 +ATGTCGGAGGAAGATCAAATTCAATCGCAAGGCAACGACCAAGGCCAGTCGCAAGCCAAGGATCAAGGTC +AAAATCAAGGTCAGGGGCAGCAAAATTTCGGCCAATACTACAACCCAAGTAACTTCCAGAATTACCAGGG +GTATGTGCCTCAGGGAGGTTACCAGGCGTATGGCCAACAGGCAGGTGGGTACCAAGGCTATGCGCAATAC +AACCAGCAAGCCGGCGGGTACCAGGGTTATCAGGGATACCAGCAGTACAACCCAGCACAAGCTGGCTACC +AAGGTTACCAGCAATACAATGCGCAAGGTGGGTATCAGAGCTACAAGCAGTACAACTCACAGCCACAGGG +GAACCGTAAGGGGAACCAGAGCTATGGTTACGGACAGGGCCAGTCAGCCACCGCTCCGGTGACGCTGAAC +AACTTTGAGAAGGGAACTGTGCCGAATGCGACTGCTCCAAAACCAAAGAAGACCCTCAAGTTGGCTTCCA +GCTCCGGTATCAAGCTAGTTGGTGCTAAGAAACCTGTCGCGAAGAAAGAAGAGGCTAAGGCGGAGGAGCC +AACAAAGGAGGAGCCTAAGAGCAGCGCAGAGGGCGCTCCTAAGAGTGAGGATGCTACCGCTTCCTCTGAA +GATAAGGCAGTCCCAAGTATTGAGAAGCTAAGTATTTCGGAAGCCGATACCGCGAAGAAAGACACAGCGG +ACGCGGCCGGTGCCACCTCATCGGATGCTCTGATCAAGGAACAGGAAGACGAAGTTGATGAAGAAGTTGT +GAAGGACATGTTTGGTGGAAAGGACCATGTTTCTATCATCTTTATGGGTCACGTCGATGCGGGGAAATCC +ACCATGGGCGGAAACTTGTTGTATCTAACCGGCTCGGTAGACAAAAGAACAGTTGAGAAGTATGAGAAGG +AGGCGAAGGAAGCAGGGAGACAGGGTTGGTACTTGTCTTGGATTATGGATACAAATAAGGAGGAGAGAAA +CGATGGTAAGACCATTGAAGTGGGTAGATCCTACTTTGAAACTGAAAAGAGACGGTATACCATTTTGGAT +GCACCAGGCCACAAAATGTACGTCTCTGAAATGATTGGTGGTGCGTCTCAAGCCGATGTTGGTATATTGG +TCATCTCAGCCAGAAAGGGTGAGTACGAGACTGGTTTTGAGAGAGGTGGACAAACGCGTGAGCATGCGCT +ATTAGCGAAGACCCAGGGTGTCAATAAAATGGTGGTCGTCGTGAACAAAATGGATGACCCCACGGTAAAC +TGGGACAAGGCACGTTATGACCAGTGTATTAAGAACGTCTCCAATTTCTTGCAAGCTATTGGCTACAACG +TTAAGGAGGATGTTATGTATATGCCTGTTTCTGGGTTTACTGGTGCTGGTCTGAAGGACCGCGTTGACAA +GAAGGACTGTCCTTGGTACGATGGTCCTTCCCTTTTGGAATACCTAGACAACATGCAGCATGTTGACCGC +TTCATCAACGCGCCTTTCATGCTTCCAATTGCAAGCAAGATGAAGGATATGGGTACAGTGGTCGAAGGTA +AAATCGAATCTGGTCATATTAAGAAGGGTAATCAAACACTACTGATGCCAAACAAAATTCCAGTGGAGAT +TCTAGCCATCCAAAATGAGACCGAACAGGAAGTTGATATGGCTGTGTGTGGTGAGCAGGTCAGATTGAGA +CTGAAGGGAGTTGAGGAGGAAGACATTTCTGCAGGTTTTGTTTTGACTTCGCCAAAGAACCCTGTCAAGA +ACGTCACGAAGTTTGTTGCCCAGATTGCCATTGTGGAATTGAAGTCCATTATGTCAGCAGGTTTCTCCTG +TGTGATGCACGTGCATACCGCTATTGAGGAAGTCTCTATCACTAGACTACTTCATAAGCTGGAGAAGGGC +ACCAACAGAAAGTCCAAGAAGCCACCTGCCTTTGCTAAGAAGGGCATGAAGATAATAGCGGTCCTTGAGA +CAGAGGAGCCAGTATGTGTGGAAACCTACCAGGATTACCCACACTTGGGTAGATTCACATTGAGAGACCA +GGGTATTACAATCGCCATCGGTAAGATTGTGAAGATCTTGGAATGA +>Seq3 +ATGTCGGATTCAAACCAAGGCAACAATCAGCAAAACTACCAGCAATACAGCCAGAACGGTAACCAACAAC +AAGGTAACAACAGATACCAAGGTTATCAAGCTTACAATGCTCAAGCCCAACCTGCAGGTGGGTACTACCA +AAATTACCAAGGTTATTCTGGGTACCAACAAGGTGGCTATCAACAGTACAATCCCGACGCCGGTTACCAG +CAACAGTATAATCCTCAAGGAGGCTATCAACAGTACAATCCTCAAGGCGGTTATCAGCAGCAATTCAATC +CACAAGGTGGCCGTGGAAATTACAAAAACTTCAACTACAATAACAATTTGCAAGGATATCAAGCTGGTTT +CCAACCACAGTCTCAAGGTATGTCTTTGAACGACTTTCAAAAGCAACAAAAGCAGGCCGCTCCCAAACCA +AAGAAGACTTTGAAGCTTGTCTCCAGTTCCGGTATCAAGTTGGCCAATGCTACCAAGAAGGTTGGCACAA +AACCTGCCGAATCTGATAAGAAAGAGGAAGAGAAGTCTGCTGAAACCAAAGAACCAACTAAAGAGCCAAC +AAAGGTCGAAGAACCAGTTAAAAAGGAGGAGAAACCAGTCCAGACTGAAGAAAAGACGGAGGAAAAATCG +GAACTTCCAAAGGTAGAAGACCTTAAAATCTCTGAATCAACACATAATACCAACAATGCCAATGTTACCA +GTGCTGATGCCTTGATCAAGGAACAGGAAGAAGAAGTGGATGACGAAGTTGTTAACGATATGTTTGGTGG +TAAAGATCACGTTTCTTTAATTTTCATGGGTCATGTTGATGCCGGTAAATCTACTATGGGTGGTAATCTA +CTATACTTGACTGGCTCTGTGGATAAGAGAACTATTGAGAAATATGAAAGAGAAGCCAAGGATGCAGGCA +GACAAGGTTGGTACTTGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACTATCGA +AGTTGGTAAGGCCTACTTTGAAACTGAAAAAAGGCGTTATACCATATTGGATGCTCCTGGTCATAAAATG +TACGTTTCCGAGATGATCGGTGGTGCTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGG +GTGAGTACGAAACCGGTTTTGAGAGAGGTGGTCAAACTCGTGAACACGCCCTATTGGCCAAGACCCAAGG +TGTTAATAAGATGGTTGTCGTCGTAAATAAGATGGATGACCCAACCGTTAACTGGTCTAAGGAACGTTAC +GACCAATGTGTGAGTAATGTCAGCAATTTCTTGAGAGCAATTGGTTACAACATTAAGACAGACGTTGTAT +TTATGCCAGTATCCGGCTACAGTGGTGCAAATTTGAAAGATCACGTAGATCCAAAAGAATGCCCATGGTA +CACCGGCCCAACTCTGTTAGAATATCTGGATACAATGAACCACGTCGACCGTCACATCAATGCTCCATTC +ATGTTGCCTATTGCCGCTAAGATGAAGGATCTAGGTACCATCGTTGAAGGTAAAATTGAATCCGGTCATA +TCAAAAAGGGTCAATCCACCCTACTGATGCCTAACAAAACCGCTGTGGAAATTCAAAATATTTACAACGA +AACTGAAAATGAAGTTGATATGGCTATGTGTGGTGAGCAAGTTAAACTAAGAATCAAAGGTGTTGAAGAA +GAAGACATTTCACCAGGTTTTGTACTAACATCGCCAAAGAACCCTATCAAGAGTGTTACCAAGTTTGTAG +CTCAAATTGCTATTGTAGAATTAAAATCTATCATAGCAGCCGGTTTTTCATGTGTTATGCATGTTCATAC +AGCAATTGAAGAGGTACATATTGTTAAGTTATTGCACAAATTAGAAAAGGGTACCAACCGTAAGTCAAAG +AAACCACCTGCTTTTGCTAAGAAGGGTATGAAGGTCATCGCTGTTTTAGAAACTGAAGCTCCAGTTTGTG +TGGAAACTTACCAAGATTACCCTCAATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAAT +TGGTAAAATTGTTAAAATTGCCGAGTAA +>Seq4 +ATGTCGGATTCAAACCAAGGTAACAATCAGCAAAGCTACCAGCAATACGGCCAAAACCCTAACCAACAAC +AAGGTAACAACAGATACCAAGGTTATCAAGCTTACAATGCTCAATCCCAACCTGCAGGTGGGTATTACCA +AAATTACCAAGGTTATTCTGGATACCAACAAGGCAGCTACCAACAGTACAACCCAGATGCCGGTTACCAG +CAACAATATAATCCCCAAGGTGGCTATCAACAGTACAATCCTCAAGGCGGTTATCAGCAACAGTTCAATC +CACAAGGTGGCCGTGGCAATTACAAAAACTTCAACTACAATAACAATGCACAAGGATATCAAGCTGGTTT +CCAACCACAGTCTCAAGGTATGTCTTTGAACGACTTCCAAAAGCAACAAAAGCAAGCCGCTCCCAAGCCA +AAGAAAACTTTGAAGCTTGTTTCCAGTTCTGGTATCAAGTTGGCCAATGCTACCAAGAAGGTCGACACAA +AACCTGCTGAATCTGAAAAGAAGAAGGAAGACAAACCCACCGAAAACAAAGAACCAACAAAACTCGAAGA +ACCAGTTAAAAAAGAGGAGAAACTAGTCAAGACCGAAGAAAAAAAGGAGGAGAAATCGGAACTCCCAAAG +GTAGAAGACCTGAAAATCTCTGAATCAACAGATAACACCAACAATGCCAATGTTAACAGTGCTGATGCCT +TGATCAAAGAACAGGAAGAAGAAGTCGATGACGAAGTTGTTAACGACATGTTCGGGGGTAAAGATCACGT +TTCCTTAATTTTCATGGGTCATGTTGATGCTGGTAAATCTACTATGGGTGGTAATCTACTGTACTTGACT +GGCTCTGTCGATAAGAGAACCATTGAGAAATATGAAAGAGAGGCCAAGGATGCGGGAAGACAGGGTTGGT +ACTTGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAAACTATCGAAGTTGGTAAAGC +CTACTTCGAAACTGAAAAAAGGCGTTATACCATATTGGATGCCCCTGGTCATAAAATGTACGTTTCCGAG +ATGATCGGTGGTGCTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGGGTGAGTACGAAA +CTGGTTTTGAAAGAGGTGGTCAAACACGTGAACACGCTCTATTAGCCAAGACCCAAGGTGTTAATAAGAT +GGTTGTTGTCGTAAATAAGATGGATGACCCAACTGTTAACTGGTCTAAGGAACGTTATGACCAATGTGTG +AGTAATGTCAGCAATTTCTTGAGAGCAATTGGCTACAATATCAAGACGGATGTTGTATTTATGCCAGTAT +CTGGTTACAGTGGTGCAAACCTGAAAGATCACGTAGACCCAAAAGAATGCCCATGGTACACTGGCCCAAC +TCTGTTGGAATATTTGGACACAATGAACCACGTCGACCGTCACATCAATGCTCCTTTCATGTTGCCTATT +GCCGCTAAAATGAAGGATTTAGGTACCATCGTTGAAGGTAAGATTGAATCTGGTCATATCAAAAAGGGCC +AATCCACGCTATTGATGCCTAACAAAACTGCAGTGGAAATTCAAAACATTTACAACGAAACAGAAAATGA +AGTTGACATGGCTATGTGTGGTGAACAAGTTAAACTAAGAATCAAAGGTGTTGAAGAAGAAGACATTTCA +CCAGGGTTCGTACTAACATCACCAAAGAACCCTATCAAAAGTGTTACCAAGTTTGTAGCTCAAATTGCAA +TTGTCGAATTAAAATCTATTATTGCTGCTGGGTTTTCATGCGTTATGCATGTTCATACAGCAATTGAAGA +AGTTCATATTGTTAAATTATTGCACAAATTGGAAAAGGGTACTAACCGTAAATCAAAGAAACCACCTGCG +TTTGCTAAGAAAGGTATGAAGGTCATTGCTGTCTTAGAGACTGAAGCTCCAGTTTGTGTTGAAACTTACC +AAGATTACCCTCAATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAATTGGTAAGATTGT +TAAAATTGCTGAATAA +>Seq5 +ATGTCTGATTCAAACCAAGGTAATAATCAGCAAAACTACCAGCAATACAACCAAAACCCCAACCAACAGC +AAGGTAACAATAGATACCAAGGTTATCAAGCTTATAATGCTCAAGCGCAACCTGCAAGTGGCCATTACCA +AAACTACCAAGGCTACTCTGGGTACCAACAAGGCGCTTTTCAACAGTACAACCCAGAGGCTGGCTACCAA +CAACAGTACAACCCCCAAGGTGGCTATCAACAATACAATTCCCAGGGCGGTTATCAGCAACAATTCAATC +CACAAGGCGGTCGTGGAAATTACCAAAACATCAATTATAACAGCAATATACAAGGATACCAAGCTGGTTT +TCAACCACAGTCTCAAAGTATGTCTTTAAATGACTTCCAAAAGCAACAAAAGCAAGCTGCGCCTAAGCCA +AAGAAGACTTTGAAGCTTGTTTCCAGTTCTGGTATCAAGCTAGCTAATGCTACCAAGAAAGTTGATACAA +AACCTTCCGAAACTGAAAAGAAAGAGGAAGTCAAGCCTGTCGAAACCAAAAAACCAATTAAAGTTGAAGA +ACCAGTCAAGAAAGAGGAAATGCCAGTAAAGGCCGAAGAAAAGAAGGAAGAAAAGTCTGAACTGCCAAAA +GTAGGAGACTTAAAAATTTCTGAATCGACAGATAACAGCAACACTACCAGTGCTACCAGTGCTGATGCCT +TGATCAAAGAACAGGAAGAAGAAGTTGATGATGAGGTTGTTAATGATATGTTCGGGGGCAAAGATCACGT +TTCTTTAATCTTTATGGGTCATGTCGATGCTGGTAAGTCTACTATGGGTGGTAACTTACTGTACTTGACA +GGCTCTGTGGATAAGAGAACTATAGAGAAATATGAAAGAGAGGCCAAGGATGCTGGTAGACAAGGTTGGT +ATTTGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACCATTGAAGTTGGTAAGGC +CTACTTCGAAACTGAGAAAAGGCGTTATACTATATTGGATGCTCCTGGTCATAAAATGTACGTTTCCGAA +ATGATTGGTGGTGCTTCTCAAGCTGATGTCGGTGTTTTAGTCATTTCTGCCAGAAAGGGTGAATACGAGA +CTGGTTTTGAAAGAGGTGGTCAAACTCGTGAACATGCCTTATTGGCCAAGACCCAAGGTGTTAATAAGAT +GGTTGTCGTCGTAAATAAAATGGATGATCCAACTGTCAATTGGTCCAAGGAACGTTATGATCAATGTGTA +AGTAATGTCAGCAATTTCTTGAAAGCCATTGGCTATAACATCAAGACGGATGTTGTGTTTATGCCAGTAT +CAGGTTACAGTGGTGCAAACTTGAAAAACCGTGTAGATCCAAAAGAATGTCCATGGTATACTGGCCCAAC +TCTATTGGAGTATTTAGATACAATGAACCATGTCGATCGTCACATCAACGCTCCATTCATGTTGCCTATT +GCCGCTAAGATGAAGGATCTGGGCACGATCGTTGAAGGTAAGATTGAATCTGGTCATATCAAGAAGGGTC +AATCCACCCTATTAATGCCCAACAAAACGGCAGTGGAAATTCAAAACATTTATAATGAAACTGAAAACGA +AGTTGACATGGCTATGTGTGGTGAGCAAGTCAAGCTGAGAATTAAGGGTGTTGAAGAAGAAGATATTTCC +CCAGGGTTTGTACTAACATCACCAAAGAATCCTATCAAGAGTGTCACCAAGTTTGTGGCCCAAATTGCCA +TTGTCGAACTAAAATCTATTATAGCTGCTGGGTTTTCATGTGTTATGCATGTTCATACAGCAATTGAAGA +AGTTCATATTGTTAAATTATTGCACAAATTGGAAAAGGGTACTAACCGTAAATCAAAGAAGCCACCTGCT +TTTGCCAAGAAGGGTATGAAAGTCATTGCTGTTTTAGAGACTGAAGCTCCGGTTTGTGTCGAAACTTACC +AGGATTACCCTCAGTTAGGTAGATTCACCTTAAGAGATCAAGGTGCTACAATAGCAATTGGTAAGATCGT +TAAGATTGCTGAATGA +>Seq6 +ATGTCAGATCCAAATCAAGGTAACAATCAACAACAATACGGTCAAAATCCTAACCAACAGCAAGGCAATA +ACAAGTACCAAGGTTATCAAGCTTACAATGCTCAAGCCCAACCTGCAAACGGCTACTATCAAAACTACCA +AGGATTTGCCGGCTATCAACAAGGCGGCTACCAACAGTATGACCGAGACGCCGGTAGTCAGCAACAATAC +AACCCACAAGGTGGCTATCAACAGTACCCCCCACAGGAAGGTTACCAACAACAGTCCAATCCACAAGGTG +GTCGTGGTAATTACAAAAGCTTCAACTATAACAACAATGTTCAAGGGTATCAAGCTGGCTTCCAACCGCA +ATCTCAAGGTATGTCTCTGAACGACTTCCAAAAGCAACAAAAGCAAACTGCTCCTAAGCCAAAGAAGACT +TTGAAGCTTGTTTCAAGCTCTGGTATCAAGTTAGCTAATGCTACGAAGAAGGTCAGCACAAAGCCTGCCG +AAACCGAAAAGAAAGAGGAAGACAAGCCTGTCAAAACCGAGGAACAAATCAAGGTCGAAGAACCAATTAA +AGAAGAGAAAAAAGCAGTCAAGACTGAGGAAAAGAAAGAGGTAGAATCTGAACTACCAAGGGTCGAAGAC +TTGAAGATATCCGAATCGACTGATAATAGCAATACTGCTAACGTCACAAGTGCAGACACTTTGATAAAAG +AACAAGAAGAAGAAGTTGATGACGAAGTTGTTAATGATATGTTTGGCGGTAAAGATCACGTTTCTTTGAT +TTTCATGGGACATGTTGATGCTGGTAAGTCTACTATGGGTGGTAATCTGCTATACTTGACTGGCTCCGTG +GATAAAAGAACAATTGAAAAATACGAAAGAGAAGCTAAGGATGCTGGTAGGCAAGGTTGGTACTTGTCAT +GGGTCATGGATACAAATAAGGAAGAGAGAAACGACGGTAAGACCATTGAAGTTGGTAAAGCTTATTTCGA +AACTGAGAAAAGACGTTATACCATTCTGGATGCTCCTGGTCATAAAATGTACGTTTCCGAAATGATTGGT +GGTGCTTCGCAAGCCGATGTTGGTGTTTTAGTCATATCTGCCAGAAAGGGTGAATATGAAACCGGTTTCG +AAAGAGGTGGCCAAACACGTGAACACGCCCTATTGGCCAAGACCCAGGGTGTTAATAAAATGGTTGTTGT +CGTAAATAAGATGGATGATGCAACCGTCAACTGGTCCAAAGAACGTTACGATCAATGTGTAGGTAATGTT +AGCAACTTTTTGAAAGCGATTGGTTACAACATCAAGACAGATGTTGCGTTTATGCCAGTATCAGGTTACA +GCGGTGCAAACTTGAAAAATCGTGTAGATCCAAAGGAGTGTTCATGGTATACCGGCCCAACTCTGTTGGA +ATACCTGGACACAATGAACCACGTCGATCGTCATGTCAATGCTCCATTCATGTTGCCTATTGCTGCTAAG +ATGAAGGATTTAGGTACCATAGTTGAAGGCAAGATCGAATCCGGTCATATCAAGAAGGGTCAATCCACCT +TGTTGATGCCTAACAAAACCTCAGTGGAAATTCAAAACATTTACAACGAAACTGAAAACGAAGTTGACAT +GGCTATGTGCGGTGAACAGGTTAAGTTGAGAATTAAAGGAGTTGAAGAAGAAGACATCTCTCCAGGGTTT +GTGTTAACATCACCAAAGAACCCTATCAAAAGTGTTACCAAATTTGTTGCCCAAATTGCCATTGTAGAGT +TAAAGTCCATTATAGCTGCTGGGTTTTCATGTGTCATGCACGTTCATACAGCCATTGAAGAGGTTCATAT +TGTTAAATTATTGCACAAATTAGAAAAGGGTAGCAATCGTAAATCGAAGAAGCCACCTGCTTTCGCTAAG +AAAGGTATGAAGGTTATTGCTGTTTTAGAGACTGAAGCTCCAGTTTGTGTCGAAGCTTACCAAGATTATC +CTCAATTGGGTAGATTCACTCTAAGAGATCAAGGTACCACAATCGCCATCGGTAAAATTGTTAAGATTGC +TGAATAA +>Seq7 +ATGTCGGATTCAAACCAAGGCAACAATCAGCAAAACTACCAGCAATACAGCCAGAACGGTAACCAACAAC +AAGGTAACAACAGATACCAAGGTTATCAAGCTTACAATGCTCAAGCCCAACCTGCAGGTGGGTACTACCA +AAATTACCAAGGTTATTCTGGGTACCAACAAGGTGGCTATCAACAGTACAATCCCGACGCCGGTTACCAG +CAACAGTATAATCCTCAAGGAGGCTATCAACAGTACAATCCTCAAGGCGGTTATCAGCAGCAATTCAATC +CACAAGGTGGCCGTGGAAATTACAAAAACTTCAACTACAATAACAATTTGCAAGGATATCAAGCTGGTTT +CCAACCACAGTCTCAAGGTATGTCTTTGAACGACTTTCAAAAGCAACAAAAGCAGGCCGCTCCCAAACCA +AAGAAGACTTTGAAGCTTGTCTCCAGTTCCGGTATCAAGTTGGCCAATGCTACCAAGAAGGTTGACACAA +AACCTGCCGAATCTGATAAGAAAGAGGAAGAGAAGTCTGCTGAAACCAAAGAACCAACTAAAGAGCCAAC +AAAGGTCGAAGAACCAGTTAAAAAGGAGGAGAAACCAGTCCAGACTGAAGAAAAGACGGAGGAAAAATCG +GAACTTCCAAAGGTAGAAGACCTTAAAATCTCTGAATCAACACATAATACCAACAATGCCAATGTTACCA +GTGCTGATGCCTTGATCAAGGAACAGGAAGAAGAAGTGGATGACGAAGTTGTTAACGATATGTTTGGTGG +TAAAGATCACGTTTCTTTAATTTTCATGGGTCATGTTGATGCCGGTAAATCTACTATGGGTGGTAATCTA +CTATACTTGACTGGCTCTGTGGATAAGAGAACTATTGAGAAATATGAAAGAGAAGCCAAGGATGCAGGCA +GACAAGGTTGGTACTTGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACTATCGA +AGTTGGTAAGGCCTACTTTGAAACTGAAAAAAGGCGTTATACCATATTGGATGCTCCTGGTCATAAAATG +TACGTTTCCGAGATGATCGGTGGTGCTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGG +GTGAGTACGAAACCGGTTTTGAGAGAGGTGGTCAAACTCGTGAACACGCCCTATTGGCCAAGACCCAAGG +TGTTAATAAGATGGTTGTCGTCGTAAATAAGATGGATGACCCAACCGTTAACTGGTCTAAGGAACGTTAC +GACCAATGTGTGAGTAATGTCAGCAATTTCTTGAGAGCAATTGGTTACAACATTAAGACAGACGTTGTAT +TTATGCCAGTATCCGGCTACAGTGGTGCAAATTTGAAAGATCACGTAGATCCAAAAGAATGCCCATGGTA +CACCGGCCCAACTCTGTTAGAATATCTGGATACAATGAACCACGTCGACCGTCACATCAATGCTCCATTC +ATGTTGCCTATTGCCGCTAAGATGAAGGATCTAGGTACCATCGTTGAAGGTAAAATTGAATCCGGTCATA +TCAAAAAGGGTCAATCCACCCTACTGATGCCTAACAAAACCGCTGTGGAAATTCAAAATATTTACAACGA +AACTGAAAATGAAGTTGATATGGCTATGTGTGGTGAGCAAGTTAAACTAAGAATCAAAGGTGTTGAAGAA +GAAGACATTTCACCAGGTTTTGTACTAACATCGCCAAAGAACCCTATCAAGAGTGTTACCAAGTTTGTAG +CTCAAATTGCTATTGTAGAATTAAAATCTATCATAGCAGCCGGTTTTTCATGTGTTATGCATGTTCATAC +AGCAATTGAAGAGGTACATATTGTTAAGTTATTGCACAAATTAGAAAAGGGTACCAACCGTAAGTCAAAG +AAACCACCTGCTTTTGCTAAGAAGGGTATGAAGGTCATCGCTGTTTTAGAAACTGAAGCTCCAGTTTGTG +TGGAAACTTACCAAGATTACCCTCAATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAAT +TGGTAAAATTGTTAAAATCGCCGAGTAA +>Seq8 +CCAGCAATACAGCCAGAACGGTAACCAACAACAAGGTAACAACAGATACCAAGGTTATCAAGCTTACAAT +GCTCAAGCCCAACCTGCAGGTGGGTACTACCAAAATTACCAAGGTTATTCTGGGTACCAACAAGGTGGCT +ATCAACAGTACAATCCTCAAGGCGGTTATCAGCAGCAATTCAATCCACAAGGTGGCCGTGGAAATTACAA +AAACTTCAACTACAATAACAATTTGCAAGGATATCAAGCTGGTTTCCAACCACAGTCTCAAGGTATGTCT +TTGAACGACTTTCAAAAGCAACAAAAGCAGGCCGCTCCCAAACCAAAGAAGACTTTGAAGCTTGTCTCCA +GTTCCGGTATCAAGTTGGCCAATGCTACCAAGAAGGTTGACACAAAACCTGCCGAATCTGATAAGAAAGA +GGAAGAGAAGTCTGCTGAAACCAAAGAACCAACTAAAGAGCCAACAAAGGTCGAAGAACCAGTTAAAAAG +GAGGAGAAACCAGTCCAGACTGAAGAAAAGACGGAGGAAAAATCGGAACTTCCAAAGGTAGAAGACCTTA +AAATCTCTGAATCAACACATAATACCAACAATGCCAATGTTACCAGTGCTGATGCCTTGATCAAGGAACA +GGAAGAAGAAGTGGATGACGAAGTTGTTAACGATATGTTTGGTGGTAAAGATCACGTTTCTTTAATTTTC +ATGGGTCATGTTGATGCCGGTAAATCTACTATGGGTGGTAATCTACTATACTTGACTGGCTCTGTGGATA +AGAGAACTATTGAGAAATATGAAAGAGAAGCCAAGGATGCAGGCAGACAAGGTTGGTACTTGTCATGGGT +CATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACTATCGAAGTTGGTAAGGCCTACTTTGAAACT +GAAAAAAGGCGTTATACCATATTGGATGCTCCTGGTCATAAAATGTACGTTTCCGAGATGATCGGTGGTG +CTTCTCAAGCTGATGTTGGTGTTTTGGTCATTTCCGCCAGAAAGGGTGAGTACGAAACCGGTTTTGAGAG +AGGTGGTCAAACTCGTGAACACGCCCTATTGGCCAAGACCCAAGGTGTTAATAAGATGGTTGTCGTCGTA +AATAAGATGGATGACCCAACCGTTAACTGGTCTAAGGAACGTTACGACCAATGTGTGAGTAATGTCAGCA +ATTTCTTGAGAGCAATTGGTTACAACATTAAGACAGACGTTGTATTTATGCCAGTATCCGGCTACAGTGG +TGCAAATTTGAAAGATCACGTAGATCCAAAAGAATGCCCATGGTACACCGGCCCAACTCTGTTAGAATAT +CTGGATACAATGAACCACGTCGACCGTCACATCAATGCTCCATTCATGTTGCCTATTGCCGCTAAGATGA +AGGATCTAGGTACCATCGTTGAAGGTAAAATTGAATCCGGTCATATCAAAAAGGGTCAATCCACCCTACT +GATGCCTAACAAAACCGCTGTGGAAATTCAAAATATTTACAACGAAACTGAAAATGAAGTTGATATGGCT +ATGTGTGGTGAGCAAGTTAAACTAAGAATCAAAGGTGTTGAAGAAGAAGACATTTCACCAGGTTTTGTAC +TAACATCGCCAAAGAACCCTATCAAGAGTGTTACCAAGTTTGTAGCTCAAATTGCTATTGTAGAATTAAA +ATCTATCATAGCAGCCGGTTTTTCATGTGTTATGCATGTTCATACAGCAATTGAAGAGGTACATATTGTT +AAGTTATTGCACAAATTAGAAAAGGGTACCAACCGTAAGTCAAAGAAACCACCTGCTTTTGCTAAGAAGG +GTATGAAGGTCATCGCTGTTTTAGAAACTGAAGCTCCAGTTTGTGTGGAAACTTACCAAGATTACCCTCA +ATTAGGTAGATTCACTTTGAGAGATCAAGGTACCACAATAGCAATTGGTAAAATTGTTAAAATTGCCGAG +TAA +>Seq9 +ATGTCTGATCCAACTAATGGTAATAATGAGCAGAGCTCTCAACAGCAAGGCCAAAACCCTAGCCAACAGC +AAGGTAACAACAGATATCAAGGCTATCAAGCTTATAATGCTCAAACTCAACCAGCAGGTGGCTATTACCA +AAACTACCAAGGCTATGCTGGCTACCAACAAGGTGGATACCAACAGTTCACTCCAGAGGCTGGTTACCAA +CAACAGTACAACCCCCAAGGTGGCTATCAACAGTTCAACCCCCAAGGCGGTTATCAACAACAGTTCAATC +CACAAGGTGGCCGTGGCAACTACAAAAACTTTAACAATAACAACCAACAAGGATACCAAAGTAATTTTCA +ACCGCAATCTCAAGGTATGTCTTTAAACGATTTCCAAAAGCAACAAAAGCAATCCACTCCTAAACCGAAG +AAAACTTTGAAGCTTGTTTCAAGTTCCGGTATCAAGTTGGCTAATGCTACTAAGAAGGTCGATACAAAGC +CCGTCGAAACCGAAAAGAAAGAAGAAGACAAGCCTGTTGAAACTAAAAAACCAACGAAGGTCGAAGAACC +AGCTAAGAAAGAGGAAGAGCCCGTCAAGGCTGAAGAAGCAAAGGAGGAAAAATCAGAACTACCAAAGGTT +GAAGACTTAAAAATATCTGAACCAACCGATAACAGCAACGCTGCTAGCGTCAACAATGCAGACGCCTTAA +TTAAAGAACAAGAAGAAGAAGTCGATGATGAAGTTGTCAACGATATGTTTGGGGGCAAAGATCACGTTTC +TTTGATCTTCATGGGTCATGTCGATGCTGGTAAGTCCACGATGGGTGGTAATCTGCTTTACTTGACCGGG +TCCGTGGATAAGAGAACTATTGAAAAATATGAAAGAGAAGCTAAGGATGCCGGTAGACAAGGTTGGTATT +TGTCATGGGTCATGGATACCAACAAAGAAGAAAGAAATGATGGTAAGACCATTGAAGTTGGTAAAGCTTA +TTTCGAAACTGAAAAAAGACGTTATACCATTTTGGATGCTCCAGGTCATAAAATGTACGTTTCAGAAATG +ATTGGTGGTGCCTCTCAAGCTGATGTTGGTGTCTTAGTAATTTCTGCCAGAAAGGGTGAATATGAAACTG +GTTTCGAAAGAGGTGGTCAAACACGTGAACACGCTTTATTGGCCAAAACTCAAGGTGTTAATAAAATGGT +TGTTGTCGTAAATAAGATGGACGACCCAACTGTCAACTGGTCCAAGGAACGTTACGACCAATGTGTAAGT +AATGTCAGCAATTTCTTAAAGGCCATTGGTTACAATATCAAGACTGATGTTGTATTCATGCCAGTATCAG +GTTACAGTGGTGCAAACTTGAAAGAACATGTAAATCCAAAAGAATGTTCATGGTACACCGGGCCAACTCT +GTTGGAATACTTGGATAAAATGAATCACGTCGACCGTCACATCAATGCTCCATTCATGTTACCTATTGCT +GCTAAGATGAAAGATCTAGGTACCATTGTAGAAGGTAAGATCGAATCCGGTCACATAAAGAAGGGTCAAT +CAACTCTTTTAATGCCTAACAAAACATCAGTGGAAATTCAAAATATTTACAATGAAACTGAAAACGAAGT +TGATATGGCTATGTGTGGTGAACAAGTTAAATTAAGAATTAAAGGTGTTGAAGAAGAAGATATTTCACCA +GGGTTCGTCTTGACATCACCAAAGAACCCAATTAAGAGTGTTACCAAGTTTGTAGCTCAAATTGCCATTG +TTGAACTGAAATCTATTATAGCTGCTGGGTTTTCATGTGTTATGCACGTTCACACAGCCATTGAAGAAGT +TCATATCGTTAAGCTATTGCACAAGTTAGAAAAGGGTACTAACCGTAAATCGAAGAAGCCACCTGCTTTT +GCTAAGAAGGGTATGAAGGTCATTGCTGTTCTAGAGACTGAAGCTCCAGTTTGTGTCGAGACTTACCAAG +ACTACCCTCAATTGGGTAGATTCACTTTAAGAGACCAAGGTACCACAATCGCCATTGGTAAGATTGTTAA +GATTGCTGAATAA +>Seq10 +ATGTCTGATCCAAACCAAGGTAACAATCAGCAAAACTATCAACAGTACGGTCAAAACTTCAACCAACAGC +AAGGTAACAACAAATTTCAAGGTTACCAAGCTTACAATGCTCAAGCCCAACAACCTGCAGGTGGCTATTA +CCAAAACCCCCAAGGTTACGCTGGCTACCAACAGGGCGGTTATGACCAACAATTTAACCCGGAAGTAGGT +TACCAACAACAATACAACGCCCAAGGTGGTTACCAACAACAGTTCAATCCACAAGGTGGCCGTGGCAATT +ACAAGAACTTCAACTACAACAACAGCCAACAGGGATTCCAAGCTGGCTTTCAACCACAATCTCAAGGAAT +GTCTTTGAACGACTTCCAAAAGCAACAAAAACAAACTGCTCCTAAGCCAAAGAAGACTTTAAAACTTGTT +TCAAGTTCCGGTATCAAGTTAGCTAATGCGACCAAGAAGGTCGACACAAAGCCTGTCGAAACTGAGAAGA +AAGAGGAAGAAAAGCCTACCGAAACCAAAGAACCAGCCAAGGTCGAAGAATCAATCAAAGATGTGGAAAC +TCCAGCCAGCGCTGAAGAAAAGAAGGAGGTGAATTCTGAATTACCAAAGGTCGAAGATTTGAAAATATCC +GAATCGAACGATAACAGCAAGCCTGCTAACCCTATCAACGCCGATGCCTTGATCAAAGAACAAGAAGATG +AAGTAGACGATGAAGTTGTTAATGATATGTTCGGAGGTAAAGATCACGTTTCTTTAATTTTCATGGGTCA +CGTCGATGCTGGTAAGTCCACTATGGGTGGTAATCTACTATATTTGACTGGCTCTGTGGACAAGAGAACC +ATTGAAAAATATGAAAGAGAAGCTAAAGATGCTGGTAGACAAGGTTGGTATTTGTCTTGGGTCATGGACA +CCAATAAAGAAGAAAGAAACGACGGTAAGACCATTGAGGTCGGTAAGGCTTATTTCGAAACCGAAAAAAG +ACGTTACACCATTCTGGATGCACCAGGTCATAAAATGTACGTTTCCGAAATGATTGGTGGTGCCTCTCAA +GCCGATGTTGGTGTTCTAGTCATTTCTGCCAGAAAGGGTGAATACGAAACCGGTTTCGAAAGAGGTGGTC +AAACACGTGAACACGCCTTATTGGCCAAGACCCAAGGTGTTAATAAGATGATCGTTGTCGTAAATAAGAT +GGATGATCCTACTGTCAAATGGTCCAAAGAACGTTACGACCAATGTGTAGGTAACGTCAGCAATTTCTTA +AAGGCCATCGGTTACAATATAAAGACTGATGTTATATTCATGCCAGTATCAGGTTACAGTGGTGCTAACT +TGAAAGAACATGTAGATCCAAAGGAATGTTCATGGTACACCGGCCCAACTTTACTGGAATACTTGGACAA +AATGACCCACGTTGACCGTCGTATCAACGCTCCATTCATGTTACCTATTGCTGCTAAAATGAAGGATTTA +GGTACAATCGTAGAAGGTAAGATTGAATCTGGTCACATCAAGAAGGGCCAATCCACTTTATTGATGCCTA +ATAAGACCACTGTGGAAATCCAAAACATCTATAACGAAACTGAAACCGAAGTCGATATGGCCATGTGTGG +TGAACAAGTCAAACTAAGAATTAAAGGTGTCGAAGAAGACGACATTTCACCAGGGTTTGTGTTGACATCC +CCAAAGAACCCAATTAAGAATGTTACCAAGTTTGTGGCGCAAATTGCCATTGTCGAATTAAAGTCCATTA +TAGCCGCCGGATTTTCATGTGTTATGCATGTTCACACAGCCATTGAAGAGGTTCATATTGTTAAACTACT +GCATAAGTTAGAAAAGGGTACAAATCGTAAATCGAAGAAGCCACCTGCTTTTGCTAAGAAGGGTATGAAG +GTCATTGCTGTTTTAGAGACTGAAGCTCCAGTTTGCGTCGAGACTTACCAAGATTATCCACAGTTGGGTA +GATTTACACTTAGAGACCAAGGTACCACAATTGCCATTGGTAAGATTGTCAAGATTGCTGAATGA diff --git a/hw12/requirements.txt b/hw12/requirements.txt new file mode 100644 index 0000000..e3c003b --- /dev/null +++ b/hw12/requirements.txt @@ -0,0 +1 @@ +numpy==1.20.0