diff --git a/compact_sets_extended.ipynb b/compact_sets_extended.ipynb index 9598241..e7496eb 100644 --- a/compact_sets_extended.ipynb +++ b/compact_sets_extended.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 108, + "execution_count": 1, "id": "41af0ca5-e67c-405f-9a31-cf49a073b0e3", "metadata": {}, "outputs": [], @@ -16,6 +16,11 @@ "import random\n", "from fractions import Fraction\n", "import math\n", + "import numpy as np\n", + "from functools import reduce\n", + "from operator import mul\n", + "import json\n", + "import re\n", "\n", "def collapse(fraction):\n", " if fraction < 1:\n", @@ -26,7 +31,10 @@ " fraction *= Fraction(1, 2)\n", " return fraction\n", "\n", - "def hsPointToFR(point):\n", + "def collapse_point(point):\n", + " return tuple([p for p in point if abs(p) != 2])\n", + "\n", + "def hs_point_to_fr(point):\n", " if point is None:\n", " return None\n", " else:\n", @@ -39,16 +47,16 @@ " return fraction\n", " \n", "def pitches(iterable, r):\n", - " for base in it.combinations_with_replacement(iterable, r - 1):\n", + " for base in it.combinations_with_replacement(iterable, r):\n", " split = tuple(list(g) for k, g in it.groupby(tuple(b for b in base if b != 1)))\n", " mults = list(it.product([-1, 1], repeat = len(split)))\n", " for mult in mults:\n", " yield tuple(it.chain(*[[val * mult[idx] for val in g] for idx, g in enumerate(split)]))\n", "\n", - "def expandPitch(pitch):\n", + "def expand_pitch(pitch):\n", " num = 1;\n", " den = 1;\n", - " expandedPitch = list(pitch)\n", + " expanded_pitch = list(pitch)\n", " for dim in pitch:\n", " if dim > 0:\n", " num *= dim\n", @@ -58,48 +66,47 @@ " if fraction < 1:\n", " while fraction < 1:\n", " fraction *= 2\n", - " expandedPitch = [2] + expandedPitch\n", + " expanded_pitch = [2] + expanded_pitch\n", " elif fraction >= 2:\n", " while fraction >= 2:\n", " fraction *= 1/2\n", - " expandedPitch = [-2] + expandedPitch\n", - " return tuple(expandedPitch)\n", + " expanded_pitch = [-2] + expanded_pitch\n", + " return tuple(expanded_pitch)\n", "\n", - "def expandChord(chord):\n", - " return tuple([expandPitch(p) for p in chord])\n", + "def expand_chord(chord):\n", + " return tuple([expand_pitch(p) for p in chord])\n", "\n", - " \n", - "def transposePitch(pitch, trans):\n", + "def transpose_pitch(pitch, trans):\n", " if pitch is None:\n", " return None\n", " else:\n", - " transposedPitch = list(pitch)\n", + " transposed_pitch = list(pitch)\n", " for t in trans:\n", - " if (t * -1) in transposedPitch:\n", - " transposedPitch.remove(t * -1)\n", + " if (t * -1) in transposed_pitch:\n", + " transposed_pitch.remove(t * -1)\n", " else:\n", - " transposedPitch.append(t)\n", - " transposedPitch.sort(key=lambda val: abs(val))\n", - " return tuple(transposedPitch)\n", + " transposed_pitch.append(t)\n", + " transposed_pitch.sort(key=lambda val: abs(val))\n", + " return tuple(transposed_pitch)\n", " \n", - "def transposeChord(chord, trans):\n", - " transposedChord = list(chord)\n", + "def transpose_chord(chord, trans):\n", + " transposed_chord = list(chord)\n", " for pdx, pitch in enumerate(chord):\n", - " transposedPitch = transposePitch(pitch, trans)\n", - " transposedChord[pdx] = tuple(transposedPitch)\n", - " return tuple(transposedChord)\n", + " transposed_pitch = transpose_pitch(pitch, trans)\n", + " transposed_chord[pdx] = tuple(transposed_pitch)\n", + " return tuple(transposed_chord)\n", " \n", - "def chords(pitches, minChordSize, maxChordSize):\n", + "def chords(pitches, min_chord_size, max_chord_size):\n", " def is_connected(iterable):\n", " points = comparitors = list(iterable)\n", - " connectedPoints = []\n", + " connected_points = []\n", " base = points[0]\n", - " bIdxScroll = 0\n", + " bidx = 0\n", " while True:\n", " for comp in comparitors:\n", " comps = sorted([base, comp], key=len, reverse=True)\n", " if ((Counter(comps[0]) - Counter(comps[1])).total() == 1) and (len(comps[0]) - len(comps[1]) == 1):\n", - " comparitors = connectedPoints = connectedPoints + comps\n", + " comparitors = connected_points = connected_points + comps\n", " points.remove(base)\n", " if comp in points:\n", " points.remove(comp)\n", @@ -107,80 +114,84 @@ " return True\n", " else:\n", " base = points[0]\n", - " bIdxScroll = 0\n", + " bidx = 0\n", " break\n", " else:\n", - " if bIdxScroll < (len(points) - 1):\n", - " bIdxScroll += 1\n", - " base = points[bIdxScroll]\n", + " if bidx < (len(points) - 1):\n", + " bidx += 1\n", + " base = points[bidx]\n", " else:\n", " return False\n", " def is_centered(iterable):\n", " return len(list(iterable)[0]) == 0\n", " #return filter(is_connected, it.takewhile(is_centered, it.combinations(pitches, r)))\n", - " #return {c for c in it.takewhile(is_centered, it.combinations(pitches, minChordSize)) if is_connected(c)}\n", + " #return {c for c in it.takewhile(is_centered, it.combinations(pitches, min_chord_size)) if is_connected(c)}\n", " chords = []\n", " pitches = list(pitches)\n", - " for cSize in range(minChordSize, maxChordSize + 1):\n", - " chords = chords + list({c for c in it.takewhile(is_centered, it.combinations(pitches, cSize)) if is_connected(c)})\n", + " for chord_size in range(min_chord_size, max_chord_size + 1):\n", + " chords = chords + list({c for c in it.takewhile(is_centered, it.combinations(pitches, chord_size)) if is_connected(c)})\n", " return chords\n", "\n", - "def pitchDifference(frs):\n", + "def pitch_difference(frs):\n", " if None in frs:\n", " return None\n", " else:\n", - " cents1 = (1200 * math.log(hsPointToFR(frs[0]), 2))\n", - " cents2 = (1200 * math.log(hsPointToFR(frs[1]), 2))\n", - " return abs(cents2 - cents1)\n", + " cents1 = (1200 * math.log(hs_point_to_fr(frs[0]), 2))\n", + " cents2 = (1200 * math.log(hs_point_to_fr(frs[1]), 2))\n", + " return cents2 - cents1\n", "\n", "def difference(p1, p2):\n", - " return transposePitch(p1, [p * -1 for p in p2])\n", + " return transpose_pitch(p1, [p * -1 for p in p2])\n", "\n", - "def edges(chords, minSymDiff, maxSymDiff, maxChordSize): \n", - " def reverseDict(dict):\n", - " revDict = copy.deepcopy(dict)\n", - " revTrans = tuple(t * -1 for t in revDict['transposition'])\n", - " revDict['transposition'] = revTrans\n", - " #revDict['movements'] = {transposePitch(value['destination'], revTrans):{'destination':transposePitch(key, revTrans), 'pitch_difference':value['pitch_difference']} for key, value in revDict['movements'].items()}\n", - " revDict['movements'] = {value['destination']:{'destination':key, 'pitch_difference':value['pitch_difference']} for key, value in revDict['movements'].items()}\n", - " return revDict\n", + "def edges(chords, min_symdiff, max_symdiff, max_chord_size): \n", + " def reverse_dict(dict):\n", + " rev_dict = copy.deepcopy(dict)\n", + " rev_trans = tuple(t * -1 for t in rev_dict['transposition'])\n", + " rev_dict['transposition'] = rev_trans\n", + " #rev_dict['movements'] = {transpose_pitch(value['destination'], rev_trans):{'destination':transpose_pitch(key, rev_trans), 'pitch_difference':value['pitch_difference']} for key, value in rev_dict['movements'].items()}\n", + " rev_dict['movements'] = {value['destination']:{'destination':key, 'pitch_difference':value['pitch_difference']} for key, value in rev_dict['movements'].items()}\n", + " return rev_dict\n", + "\n", + " def is_directly_tunable(intersection, diff):\n", + " return max([len(collapse_point(difference(d, set(list(intersection)[0])))) for d in diff]) == 1\n", " \n", - " def edgeData(iterable):\n", + " def edge_data(iterable):\n", " [base, comp] = list(iterable)\n", - " expandedBase = expandChord(base)\n", - " expandedComp = expandChord(comp)\n", + " expanded_base = expand_chord(base)\n", + " expanded_comp = expand_chord(comp)\n", " edges = []\n", - " transpositions = set([tuple(difference(pair[0], pair[1])) for pair in set(it.product(expandedBase, expandedComp))])\n", + " transpositions = set([tuple(difference(pair[0], pair[1])) for pair in set(it.product(expanded_base, expanded_comp))])\n", " for trans in transpositions:\n", - " revTrans = tuple(t * -1 for t in trans)\n", - " expandedCompTransposed = transposeChord(expandedComp, trans)\n", - " intersection = set(expandedBase) & set(expandedCompTransposed)\n", - " diff1 = list(set(expandedBase) - intersection)\n", - " diff2 = list(set(expandedCompTransposed) - intersection)\n", - " baseMap = {val: {'destination':transposePitch(val, revTrans), 'pitch_difference': 0} for val in intersection}\n", - " symDiffLen = (len(diff1) + len(diff2))\n", - " if minSymDiff <= (len(diff1) + len(diff2)) <= maxSymDiff:\n", - " edgeDict = {}\n", - " edgeDict['transposition'] = trans\n", - " edgeDict['symmetric_difference'] = symDiffLen\n", + " rev_trans = tuple(t * -1 for t in trans)\n", + " expanded_compTransposed = transpose_chord(expanded_comp, trans)\n", + " intersection = set(expanded_base) & set(expanded_compTransposed)\n", + " diff1 = list(set(expanded_base) - intersection)\n", + " diff2 = list(set(expanded_compTransposed) - intersection)\n", + " base_map = {val: {'destination':transpose_pitch(val, rev_trans), 'pitch_difference': 0} for val in intersection}\n", + " symdiff_len = (len(diff1) + len(diff2))\n", + " if (min_symdiff <= (len(diff1) + len(diff2)) <= max_symdiff):\n", + " edge_dict = {}\n", + " edge_dict['transposition'] = trans\n", + " edge_dict['symmetric_difference'] = symdiff_len\n", + " edge_dict['is_directly_tunable'] = is_directly_tunable(intersection, diff2)\n", " maps = []\n", - " diff1 += [None] * (maxChordSize - len(diff1) - len(intersection))\n", - " #diff2 += [None] * (maxChordSize - len(diff2) - len(intersection))\n", + " diff1 += [None] * (max_chord_size - len(diff1) - len(intersection))\n", + " #diff2 += [None] * (max_chord_size - len(diff2) - len(intersection))\n", " #this could be faster\n", " perms = set(it.permutations(diff2))\n", - " perms = [list(perm) + [None] * (maxChordSize - len(perm) - len(intersection)) for perm in perms]\n", + " perms = [list(perm) + [None] * (max_chord_size - len(perm) - len(intersection)) for perm in perms]\n", " for p in perms:\n", - " appendedMap = {diff1[index]: {'destination':transposePitch(val, revTrans), 'pitch_difference': pitchDifference([diff1[index], val])} for index, val in enumerate(p)}\n", - " edgeDict['movements'] = baseMap | appendedMap\n", - " edges.append((expandedBase, expandedComp, edgeDict))\n", - " edges.append((expandedComp, expandedBase, reverseDict(edgeDict)))\n", + " appended_map = {diff1[index]: {'destination':transpose_pitch(val, rev_trans), 'pitch_difference': pitch_difference([diff1[index], val])} for index, val in enumerate(p)}\n", + " edge_dict['movements'] = base_map | appended_map\n", + " edges.append((expanded_base, expanded_comp, edge_dict))\n", + " edges.append((expanded_comp, expanded_base, reverse_dict(edge_dict)))\n", " if edges != []:\n", " return edges\n", " else:\n", " return None\n", - " return list(it.chain(*[e for c in it.combinations(chords, 2) if (e := edgeData(c)) is not None]))\n", + " return list(it.chain(*[e for c in it.combinations(chords, 2) if (e := edge_data(c)) is not None]))\n", "\n", - "def graph(edges):\n", + "def graph_from_edges(edges):\n", " G = nx.MultiDiGraph()\n", " G.add_edges_from(edges)\n", " return G\n", @@ -206,10685 +217,301 @@ " F.append((g,p))\n", " return None\n", "\n", - "def stochastic_hamiltonian(graph):\n", - " check_graph = graph.copy()\n", - " #next_node = random.choice(list(graph.nodes()))\n", - " next_node = list(graph.nodes())[0]\n", - " check_graph.remove_node(next_node)\n", - " path = [next_node]\n", - " while (nx.number_of_nodes(check_graph) > 0) and (len(path) < 5000):\n", - " neighbors = graph[next_node]\n", - " nd_list = list(graph.degree(list(neighbors)))\n", - " neighbors, weights = zip(*[[n, 1/pow(d, 2) if n not in path else 0.0000001] for n, d in nd_list]) \n", - " next_node = random.choices(neighbors, weights=weights)[0]\n", - " path.append(next_node)\n", - " if next_node in check_graph.nodes:\n", - " check_graph.remove_node(next_node)\n", - " return [path, check_graph]\n", + "def generate_graph(primes, min_chord_size, max_chord_size, min_symdiff, max_symdiff):\n", + " pitch_set = pitches(primes, max_chord_size)\n", + " #print(len(list(pitch_set)))\n", + " chord_set = chords(pitch_set, min_chord_size, max_chord_size)\n", + " #print(chord_set)\n", + " edge_set = edges(chord_set, min_symdiff, max_symdiff, max_chord_size)\n", + " #for e in edge_set:\n", + " # print(e)\n", + " res_graph = graph_from_edges(edge_set)\n", + " return res_graph\n", + "\n", + "def display_graph(graph):\n", + " show_graph = nx.Graph(graph)\n", + " pos = nx.draw_spring(show_graph, node_size=5, width=0.1)\n", + " \n", + " # larger figure size\n", + " plt.figure(1, figsize=(12,12)) \n", + " nx.draw(show_graph, pos, node_size=5, width=0.1)\n", + " #plt.show()\n", + " plt.savefig('compact_sets.png', dpi=150)\n", + "\n", + "def reconcile_path(path):\n", + " reconciled_path = [[(), sorted([p for p in list(path[0][2]['movements'].keys())])]] \n", + " #print(reconciled_path)\n", + " for cdx in range(len(path)-1):\n", + " movements = path[cdx][2]['movements']\n", + " next_chord = [movements[p]['destination'] for p in reconciled_path[-1][1]]\n", + " trans = path[cdx][2]['transposition']\n", + " reconciled_path.append([trans, next_chord])\n", + " return reconciled_path\n", "\n", + "def reconcile_path_alt(path):\n", + " def build_dict_entry(cur_root, transposed_chord, transposed_frs, trans, untransposed_chord, untransposed_frs):\n", + " dict_entry = {\n", + " 'current_root': cur_root, \n", + " 'hs_array_transposed': transposed_chord, \n", + " 'frequency_ratios_transposed': transposed_frs, \n", + " 'transposition': trans, \n", + " 'hs_array_untransposed': untransposed_chord,\n", + " 'frequency_ratios_untransposed': untransposed_frs\n", + " }\n", + " return dict_entry\n", + " \n", + " current_root = []\n", + " init_chord = sorted([p for p in list(path[0][2]['movements'].keys())])\n", + " init_frs = [float(hs_point_to_fr(p)) for p in init_chord]\n", + " reconciled_path = [build_dict_entry(current_root, init_chord, init_frs, current_root, init_chord, init_frs)]\n", + " #print(reconciled_path)\n", + " for cdx in range(len(path)-1):\n", + " movements = path[cdx][2]['movements']\n", + " next_chord_untransposed = [movements[p]['destination'] for p in reconciled_path[-1]['hs_array_untransposed']]\n", + " trans = path[cdx][2]['transposition']\n", + " current_root = transpose_pitch(current_root, trans)\n", + " next_chord_transposed = [transpose_pitch(p, current_root) for p in next_chord_untransposed]\n", + " frs = [hs_point_to_fr(p) for p in next_chord_transposed]\n", + " reconciled_path.append(build_dict_entry(current_root, next_chord_transposed, init_frs, trans, next_chord_untransposed, init_frs))\n", + " return reconciled_path\n", + "\n", + "def path_to_chords(path):\n", + " current_root = Fraction(1, 1)\n", + " chords = []\n", + " for trans, points in path:\n", + " current_root = current_root * hs_point_to_fr(trans)\n", + " chord = [float(current_root * hs_point_to_fr(p)) if p is not None else None for p in points]\n", + " chords.append(chord)\n", + " return chords\n", + "\n", + "def gen_chord_sequence(graph, path_func):\n", + " ipath = path_func(graph)\n", + " print(ipath[0])\n", + " ipath = [list(e) for e in ipath]\n", + " #print(ipath)\n", + " reconciled_path_alt = reconcile_path_alt(ipath)\n", + " reconciled_path = reconcile_path(ipath)\n", + " print(reconciled_path[0:5])\n", + " print(reconciled_path_alt[0:5])\n", + " res_path = path_to_chords(reconciled_path)\n", + " #return res_path\n", + " return reconciled_path_alt\n", + "\n", + "def write_chord_sequence(path):\n", + " # Opening a file in write mode{\n", + " file = open(\"seq.txt\", \"w+\")\n", + " \n", + " # Converting the array to a string and writing to the file\n", + " #content = str(path).replace(\"None\", \"[\\\"Rest\\\"]\")\n", + " content = json.dumps(path)\n", + " content = content.replace(\", \\\"\", \",\\n\\t\\\"\")\n", + " file.write(content)\n", + " \n", + " # Closing the file\n", + " file.close()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "b9f89d3c-b6ca-414a-b02f-f851587267a8", + "metadata": {}, + "outputs": [], + "source": [ + "graph = generate_graph([1, 3, 5, 7, 11], 3, 3, 4, 4)" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "4d4355b8-ca3e-4390-8879-aad646b71784", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(((), (-2, 3), (-2, -2, 5)), ((), (2, 2, -3), (2, 2, 2, -5)), {'transposition': (), 'symmetric_difference': 4, 'is_directly_tunable': True, 'movements': {(): {'destination': (), 'pitch_difference': 0}, (-2, -2, 5): {'destination': (2, 2, -3), 'pitch_difference': -111.73128526977763}, (-2, 3): {'destination': (2, 2, 2, -5), 'pitch_difference': -111.73128526977791}}})\n", + "[[(), [(), (-2, -2, 5), (-2, 3)]], [(), [(), (2, 2, -3), (2, 2, 2, -5)]], [(), [(), (-2, -2, -2, -2, -2, -2, 7, 11), (-2, -2, 7)]], [(-2, -2, -2, -2, -2, 5, 7), [(), (2, 2, 2, 2, -3, -5), (2, 2, 2, -5)]], [(2, 2, 2, 2, 2, 2, 2, 2, -5, -5, -11), [(), (-2, -2, 5), (-2, -2, -2, -2, -2, 5, 11)]]]\n", + "[{'current_root': [], 'hs_array_transposed': [(), (-2, -2, 5), (-2, 3)], 'frequency_ratios_transposed': [1.0, 1.25, 1.5], 'transposition': [], 'hs_array_untransposed': [(), (-2, -2, 5), (-2, 3)], 'frequency_ratios_untransposed': [1.0, 1.25, 1.5]}, {'current_root': (), 'hs_array_transposed': [(), (2, 2, -3), (2, 2, 2, -5)], 'frequency_ratios_transposed': [1.0, 1.25, 1.5], 'transposition': (), 'hs_array_untransposed': [(), (2, 2, -3), (2, 2, 2, -5)], 'frequency_ratios_untransposed': [1.0, 1.25, 1.5]}, {'current_root': (), 'hs_array_transposed': [(), (-2, -2, -2, -2, -2, -2, 7, 11), (-2, -2, 7)], 'frequency_ratios_transposed': [1.0, 1.25, 1.5], 'transposition': (), 'hs_array_untransposed': [(), (-2, -2, -2, -2, -2, -2, 7, 11), (-2, -2, 7)], 'frequency_ratios_untransposed': [1.0, 1.25, 1.5]}, {'current_root': (-2, -2, -2, -2, -2, 5, 7), 'hs_array_transposed': [(-2, -2, -2, -2, -2, 5, 7), (-2, -3, 7), (-2, -2, 7)], 'frequency_ratios_transposed': [1.0, 1.25, 1.5], 'transposition': (-2, -2, -2, -2, -2, 5, 7), 'hs_array_untransposed': [(), (2, 2, 2, 2, -3, -5), (2, 2, 2, -5)], 'frequency_ratios_untransposed': [1.0, 1.25, 1.5]}, {'current_root': (2, 2, 2, -5, 7, -11), 'hs_array_transposed': [(2, 2, 2, -5, 7, -11), (2, 7, -11), (-2, -2, 7)], 'frequency_ratios_transposed': [1.0, 1.25, 1.5], 'transposition': (2, 2, 2, 2, 2, 2, 2, 2, -5, -5, -11), 'hs_array_untransposed': [(), (-2, -2, 5), (-2, -2, -2, -2, -2, 5, 11)], 'frequency_ratios_untransposed': [1.0, 1.25, 1.5]}]\n" + ] + }, + { + "data": { + "text/plain": [ + "255" + ] + }, + "execution_count": 33, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ "def stochastic_hamiltonian(graph):\n", - " def getMaxPitchDifference(edge):\n", - " return max([v for val in edge[2]['movements'].values() if (v:=val['pitch_difference']) is not None])\n", + " \n", + " def movement_size_weights(edges):\n", + " \n", + " def max_pitch_diff(edge):\n", + " res = max([abs(v) for val in edge[2]['movements'].values() if (v:=val['pitch_difference']) is not None])\n", + " return res\n", + " \n", + " def min_pitch_diff(edge):\n", + " res = [abs(v) for val in edge[2]['movements'].values() if (v:=val['pitch_difference']) is not None]\n", + " res.remove(0)\n", + " return min(res)\n", + " \n", + " return [(1000 if ((max_pitch_diff(e) < 200) and (min_pitch_diff(e)) > 50) else 1) for e in edges]\n", + "\n", + " \n", + " def hamiltonian_weights(edges):\n", + " return [(10 if e[1] not in [path_edge[0] for path_edge in path] else 1) for e in edges] \n", + "\n", + " \n", + " def contrary_motion_weights(edges):\n", + "\n", + " def is_contrary(edge):\n", + " pitch_diffs = [v for val in edge[2]['movements'].values() if (v:=val['pitch_difference']) is not None]\n", + " pitch_diffs.sort()\n", + " return (pitch_diffs[0] < 0) and (pitch_diffs[1] == 0) and (pitch_diffs[2] > 0)\n", + " \n", + " return [(2 if is_contrary(e) else 1) for e in edges]\n", + "\n", + " \n", + " def is_directly_tunable_weights(edges):\n", + " return [(10 if e[2]['is_directly_tunable'] else 1) for e in edges]\n", + "\n", + " \n", + " def voice_crossing_weights(edges):\n", + " \n", + " def has_voice_crossing(edge):\n", + " source = list(edge[0])\n", + " ordered_source = sorted(source, key=hs_point_to_fr) \n", + " source_order = [ordered_source.index(p) for p in source]\n", + " destination = [transpose_pitch(edge[2]['movements'][p]['destination'], edge[2]['transposition']) for p in source]\n", + " ordered_destination = sorted(destination, key=hs_point_to_fr)\n", + " destination_order = [ordered_destination.index(p) for p in destination]\n", + " #print(source_order != destination_order)\n", + " return source_order != destination_order\n", + " \n", + " return [(10 if not has_voice_crossing(e) else 0) for e in edges]\n", + " \n", + " \n", " check_graph = graph.copy()\n", - " #next_node = random.choice(list(graph.nodes()))\n", - " next_node = list(graph.nodes())[0]\n", + " next_node = random.choice(list(graph.nodes()))\n", " check_graph.remove_node(next_node)\n", " path = []\n", " while (nx.number_of_nodes(check_graph) > 0) and (len(path) < 5000):\n", - " outEdges = list(graph.out_edges(next_node, data=True))\n", - " weights = [(1 if getMaxPitchDifference(e) < 200 else 0.001) * (1 if e[1] not in [pE[0] for pE in path] else 0.0000001) for e in outEdges]\n", - " #weights = [(1 if e[1] not in [pE[0] for pE in path] else 0.0000001) for e in outEdges]\n", - " edge = random.choices(outEdges, weights=weights)[0]\n", + " out_edges = list(graph.out_edges(next_node, data=True))\n", + " #print([l for l in zip(movement_size_weights(out_edges), hamiltonian_weights(out_edges))])\n", + " factors = [\n", + " movement_size_weights(out_edges), \n", + " hamiltonian_weights(out_edges), \n", + " contrary_motion_weights(out_edges), \n", + " is_directly_tunable_weights(out_edges),\n", + " voice_crossing_weights(out_edges)\n", + " ]\n", + " weights = [math.prod(a) for a in zip(*factors)]\n", + " #weights = [reduce(mul, x) for x in [movement_size_weights(out_edges), hamiltonian_weights(out_edges)]]\n", + " #print(weights)\n", + " edge = random.choices(out_edges, weights=weights)[0]\n", + " #edge = random.choice(out_edges)\n", " next_node = edge[1]\n", " path.append(edge)\n", " if next_node in check_graph.nodes:\n", " check_graph.remove_node(next_node)\n", - " return path" + " return path\n", + " \n", + "seq = gen_chord_sequence(graph, stochastic_hamiltonian)\n", + "write_chord_sequence(seq)\n", + "len(seq)" ] }, { "cell_type": "code", - "execution_count": 121, - "id": "38636490-6b16-4346-8ac9-a9ba02a830c1", + "execution_count": 91, + "id": "bfaeae47-003e-413d-9b0f-50a13f75db1a", "metadata": {}, 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" 'symmetric_difference': 2,\n", - " 'movements': {(2, 3, -5): {'destination': (2, 3, -5),\n", - " 'pitch_difference': 0},\n", - " (): {'destination': (), 'pitch_difference': 0},\n", - " (-2, 3): {'destination': (-2, 3), 'pitch_difference': 0},\n", - " (2, 2, 2, 2, 2, -5, -5): {'destination': None,\n", - " 'pitch_difference': None}}}),\n", - " (((), (-2, 3), (2, 3, -5)),\n", - " ((), (2, 2, -3), (2, 2, 2, 2, -3, -3), (-3, 5), (2, -3, -3, 5)),\n", - " {'transposition': (-2, 3, 3, -5),\n", - " 'symmetric_difference': 2,\n", - " 'movements': {(2, 3, -5): {'destination': (2, 2, -3),\n", - " 'pitch_difference': 0},\n", - " (): {'destination': (2, -3, -3, 5), 'pitch_difference': 0},\n", - " (-2, 3): {'destination': (-3, 5), 'pitch_difference': 0},\n", - " None: {'destination': (2, 2, 2, 2, -3, -3), 'pitch_difference': None}}}),\n", - " (((), (2, 2, -3), (2, 2, 2, 2, -3, -3), (-3, 5), (2, -3, -3, 5)),\n", - " ((), (-2, 3), (2, 3, -5)),\n", - " {'transposition': (2, -3, -3, 5),\n", - " 'symmetric_difference': 2,\n", - " 'movements': {(2, 2, -3): {'destination': (2, 3, -5),\n", - " 'pitch_difference': 0},\n", - " (2, -3, -3, 5): {'destination': (), 'pitch_difference': 0},\n", - " (-3, 5): {'destination': (-2, 3), 'pitch_difference': 0},\n", - " (): {'destination': None, 'pitch_difference': None}}}),\n", - " (((), (-2, 3), (2, 3, -5)),\n", - " ((), (2, 2, -3), (2, 2, 2, 2, -3, -3), (-3, 5), (2, -3, -3, 5)),\n", - " {'transposition': (-2, 3, 3, -5),\n", - " 'symmetric_difference': 2,\n", - " 'movements': {(2, 3, -5): {'destination': (2, 2, -3),\n", - " 'pitch_difference': 0},\n", - " (): {'destination': (2, -3, -3, 5), 'pitch_difference': 0},\n", - " (-2, 3): {'destination': (-3, 5), 'pitch_difference': 0},\n", - " None: {'destination': (2, 2, 2, 2, -3, -3), 'pitch_difference': None}}}),\n", - " (((), (2, 2, -3), (2, 2, 2, 2, -3, -3), (-3, 5), (2, -3, -3, 5)),\n", - " ((), (-2, 3), (2, 3, -5)),\n", - " {'transposition': (2, -3, -3, 5),\n", - " 'symmetric_difference': 2,\n", - " 'movements': {(2, 2, -3): {'destination': (2, 3, -5),\n", - " 'pitch_difference': 0},\n", - " (2, -3, -3, 5): {'destination': (), 'pitch_difference': 0},\n", - " (-3, 5): {'destination': (-2, 3), 'pitch_difference': 0},\n", - " (2, 2, 2, 2, -3, -3): {'destination': None, 'pitch_difference': None}}}),\n", - " ...]" + "[(), (-2, -2, -2, 3, 3), (-2, 3)]" ] }, - "execution_count": 121, + "execution_count": 91, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "pSet = pitches([1, 3, 5], 4)\n", - "#print(len(list(pSet)))\n", - "cSet = chords(pSet, 3, 5)\n", - "print(cSet)\n", - "eSet = edges(cSet, 1, 2, 5)\n", - "#for e in eSet:\n", + "sorted(((), (-2, 3), (-2, -2, -2, 3, 3)))" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "38636490-6b16-4346-8ac9-a9ba02a830c1", + "metadata": {}, + "outputs": [], + "source": [ + "pitch_set = pitches([1, 3, 5, 7, 11], 3)\n", + "#print(list(pitch_set))\n", + "chord_set = chords(pitch_set, 3, 3)\n", + "#test = list(chord_set)\n", + "#print(len(test))\n", + "#print(test)\n", + "#edge_set = edges(chord_set, 4, 4, 3)\n", + "#for e in edge_set:\n", "# print(e)\n", - "testGraph = graph(eSet)\n", - "eSet" + "#testGraph = graph_from_edges(edge_set)\n", + "#edge_set" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "be57b92e-0408-4a93-a844-2bab324d5685", + "metadata": {}, + "outputs": [], + "source": [ + "test = edges(chord_set, 4, 4, 3)" ] }, { "cell_type": "code", - "execution_count": 116, + "execution_count": 6, "id": "cc1fc93b-a737-42f9-9ab1-f123bda58dde", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "349" + "110712" ] }, - "execution_count": 116, + "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "len(testGraph.nodes)" + "len(test)" ] }, { "cell_type": "code", - "execution_count": 117, + "execution_count": 24, "id": "f3a85a37-6c81-4d99-9d4e-7435b7e47b4e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ - "14378" + "302730" ] }, - "execution_count": 117, + "execution_count": 24, "metadata": {}, "output_type": "execute_result" } @@ -10895,13 +522,13 @@ }, { "cell_type": "code", - "execution_count": 118, + "execution_count": 5, "id": "9f2b39bf-fad3-474f-8bbe-f2decff5d91b", "metadata": {}, "outputs": [ { "data": { - "image/png": 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", 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UwuFwiKPwkpIS7t69y+joKJubmyLQPZ1O4/f7WVhYEI52vV6PTqfDYDDQ0tJCX18fDQ0NBINBLBYLKpWKXC4nwt+lI3EJiZ9OJEEpISHxP0whtgceCpdcLkculxPH1gaD4UfuAf7grmDBaT03N8fu7i42m01MGSORCCqVimQySXl5OaWlpTx48ACn04nD4eB73/searWaX/zFX+Sdd95heXkZuVzO4uIin/nMZ3jzzTdpaWnh0qVL1NXVUVtby/T0NB6PB5fLhd/vZ3d3l3g8TlVVFVarlenpaVQqFS0tLRQXFzM3N0c6naakpISVlRVMJhPt7e3IZDLGxsb41V/9VWQyGdvb27zzzjt8+tOfxul0MjIygl6vx+PxcOzYMRQKBWNjYzz66KPcu3ePZDIpJobHjh1DLpczODiIWq2mpaWFQCDA2toaqVQKq9VKY2MjwWCQ5eVlkskk+XyenZ0dLm6pueLVATJkwM/ts/Kzez9+vKxUKkU95Nra2sfqIQtVkIXfmdlsFrumhR3RyclJ8vk8drudTCZDIpEQYnN5eZmysjLm5+dxuVzkcjmi0SinT5/m3r17nDx5EqPRyJEjR/D7/eTzeZRKJVVVVayvr5PP57FYLNjt9r/tp6eEhMQ/IJKglJCQ+JEUImx+EKvVSjgcFgJFqVSKPci/GiPzC4erWF1xI5PJUCgUVFZWMjMzw8bGBgaDgYaGBnZ3d1leXsZoNKLVatnZ2cHpdGK1Wrl+/ToajYbOzk7u3r3LrVu36O3tpbu7m5dffhmTyUQymWRzc5P9+/dz+/ZtMpkMTU1NXL58mWPHjqHRaFhYWCCdTvPkk0/y+uuvYzQaWV9fp7e3l4qKCm7evEkikeALX/gCCwsLYt/xq1/9Kt/85jepqalhe3uburo66urquHLlCi0tLVRWVlJWVsb3vvc9vvzlL9PW1sadO3fw+XxMT09z5MgR9u3bx/nz5zl69CgGg4HFxUWy2SzDw8PAw9xJlUrF4uIiBoOB5uZmsde4sbGB3W7HarWyvLzM6Ojow8loySMoKzvE76ShKMN3fm4flZWVP1T9CIjpaD6fJ5/Po9FosFqtrK+vi9/zzMwMg4ODBAIBrFYrVVVVZLNZkskkuVyORCJBKpViY2NDTG8XFhaw2WxEIhHKy8vFUfzS0hJPPPEEiUSCvr4+YUzK5/Nks1kaGhoIhUL4fD7y+TwulwudTvd3+VSWkJD4e0ASlBISEuTzedbX10kkEsJ1rdFocLlceL1eAoGAOKp0uVw/cifu/700x+9dnKXwB+WZBjX/9JEaVldXWVtbQyaT4XK5MBgMuN1uwuEwTqeTXC7H+vq6qDZcXFxEo9Fw8uRJcrkcH374IUtLS3zxi19ka2uLmzdv0tbWhtfrZXd3F7PZzMrKCuvr63zlK1/h//q//i+effZZPB4PNpuNd955h8985jMMDQ0BDyd0xcXFWCwWSktLGR4exmg0YrFY2Lt3L+fPnxfxQ3q9Hp/Ph9frpbu7m8XFRdxuN//23/5b3nrrLaampqisrCQQCHDq1CkcDgfz8/OoVCpu376NQqEQR+elpaXU1dUJcfeDveBWq5XZ2VlmZ2dFbuXKygqrq6ssLi6SSCSQy+WMjY3hr+jHcOBzwgzTlJzjoGmXfD5PfX09/f39eL1eHA4H8JdZlvF4XJh+dDodJpOJK1euMDIyIhp+TCYTgUAAv99PLBbDaDTi8/koLy8nEAgwOjrK2bNnGR0dJZFI4HA42NnZ4cSJEwwMDHDmzBnGxsbI5XKcOHFCuOVra2tZXFyktLSUQCBANpulsbERhULBysoKyWQShUJBbW2tdCQuIfETiiQoJST+ERKJREQ9YOENvKKiAr1eTzQaFdMreGgKKSkp+ZFfp9BVfffuXf7NNR+pkr/szTZG1jiQuE9vby+9vb14vV42NjYwGo10dnaSyWRYWVmhpqYGk8nE2toauVyO9vZ2TCYTo6OjXL58GZ1Ox9NPP82VK1fI5/PCoBKNRllYWBAT0KKiIlwuF2+++SYHDx5ELpczNTVFRUUFJSUl3Lp1i87OTi5fvszRo0fZ3t7G4/EQi8Wor6+nuLgYv99PJpPB6/Xy6KOPcuvWLRwOB2azmeXlZRwOB36/H4/Hw+HDhykrK2NwcJDBwUHOnDnD3r170el0rKysiHpHp9NJZWUlIyMjeL1ejh07RiwWY319HbvdztzcHLOzs9TW1hKLxZiZmWF7e5uKigo0Gg0qlQqPxyNagDLZHPm2s2icreiiG9h3hqhyVXLkyBHS6TSJREKYkRwOB+FwGIVCQXNzM5WVlQwPDzMyMsLa2houl0vEIiWTSRKJBAaDAb/fT3l5OWNjY9hsNqanp5mfnxe95VNTU3R1dbGysoJcLqe/v5+bN29y6tQp9Ho9N27coLS0lN7eXuRyOalUioMHD7K1tYXf76epqYnFxUVyuZwQlul0WqxFmM1mEa0kISHxk4EkKCUkfsrJ5XKsrKwIY0dBlJWXlwN/aZIpGGv0ej2VlZU/9HUK9YfpdBp4GCszNTXFzMwM4+Pj3I6UoNr3GdGbbXJfY49iA61WSzgcprW1VXRg53I5zGazuJ1IJCgrK6O0tJRwOMzg4CDz8/N0dnZSVlbG7u6uiMIxmUysr69z/vx5XC4XDoeDoaEhDh8+zMrKCgsLCzz66KO89tprPPfcc6yvrxMOh5mfn8doNJLL5XC5XCiVSmEuOXXqFKurq8TjcQKBABqNRkQGTU9Pc+jQIWQymRBQc3NznDx5klAoRGlpKf39/fzar/0aZ86c4ZlnnhEucJVKxcLCAgaDgQMHDhAIBLh48SJ2ux2j0cjm5qZozhkfH6e0tBSbzcbMzAxra2vs7OyICKXCmkE0GiUej2M2m8nlcrS1taHVatFoNHzhC18gEomwurpKIBBAqVRSVlZGVVUVDx48YHV1FY1GQ3l5OQ6HA5VKhVKpJBgMYrPZ2NzcRK/Xo9VqmZ6epq6ujsXFRUKhEOl0mr6+Pm7evInH4+Ho0aNcunQJu93O2bNnuXPnDna7HZfLRTKZZH19HYfDQXt7Ozqdjrm5Oc6ePQvAzMwMRUVFOJ1OUU3Z0NAgGoECgQAejweAysrK/24MkoSExD88kqCUkPgpozA1LCCXy6mqqhLtKoXInMLxduFY9q/W+8ViMXFUDQ9NOJWVlSwtLTE1NcXS0hJ6vZ7h4WHu3r1LNJ4gXvsIirJG8CygmLlEtasSp9PJnj17yOVyZLNZlEolyWRSTN4UCgV9fX1YLBbW19eZnp4ml8vR3d2N3+9HrVazuroqJlZer5fR0VH27t1LdXU1Q0NDGI1GfumXfolf/dVf5Ytf/CL3799Hp9Nx5MgRLl++TENDAyMjI8jlcrRaLfX19czPzzMyMkJFRQWNjY2o1WpxvKxWqzl8+DDz8/NoNBq6uroYGBjgy1/+MtevX2dgYIDu7m5xf7a3t+nv7+fSpUtUVlayb98+Ojs7CYVCLC0tMTo6KhzrhZ+7pKREiFN42Aw0MTFBJpMRImx5eZnZ2VmWlpYoLi4mEokQDAYxm81UV1ezsrKC3W4XWZput5sXXniB1tZWmpubOX/+PBMTE0xOTqLRaCgpKcFgMIjVg52dHfR6Pfl8nlwuR0tLC8FgkKWlJZqampibm6OoqIhbt25x6tQpFAoFk5OTyOVyent7ee211+js7MRkMrG6uorb7eb06dNUV1czMDCAVqvF6XTS3NyMxWLh2rVrPPnkk6hUKoLBIOvr61RVVaHX65mfnyefz9PY2CgMQ4AQ+v+9ViEJCYl/WCRBKSHxE0w6nWZlZYUffBlbLBYR21PA5/N9TGT+qKnP5uYmkUhE3Nbr9VRUVIiKQrfbzdraGl6vl2w2y8zMDOvr68TjcZLJJNlsVrz5FxcXYzAY0Gg0aDQazGYzSqUSm82Gy+Wivr6enZ0dXC4XdrudeDzO0NAQbrebfD6P0Whkz549ogO7vb2dYDBIJBJhZGSEhoYGuru7uXbtGolEgm984xu88sor3Lp1C7vdLr7Gzs4OSqWSfD7P5OQkra2tKBQKlEqlyMksCECdTsfQ0BAmk4k7d+7w1a9+lcnJSXE07Pf7Aejs7CSVSvGd73yHb3zjG6TTaba2tsQRfFFRESUlJcTjcSKRCI2NjVRWVrKxsSFyMKPRKKurq5SVlVFWViY6y1UqFaWlpczOzjI9PS0C3KuqqhgZGaGkpETkejocDm7cuIFCocDlctHX10dpaSmXL1/G6XSiUqnQ6/WUlpZSVVWF2+0mHo9TWVnJrVu3SKVSVFVVkUqlhMhcWVnB6/VSX19PKBTC6XTy2muv8elPf5qysjImJyfZ3d0llUrx6U9/mv/wH/4Dp06dQqlUolAoGBwc5PHHH2dycpL6+nquXbtGOp1m//79dHV14XA4eO+99zh+/LiIk3K73aRSKRoaGsjn80Jg/1VhWUgKyOfzFBcXix1RCQmJHw8kQSkh8RPE1tYW4XBY3FYqlVRXV3/sjRf+crpYwGq1CpGZTCbxer1MT0+LLMjCxxQVFYnbyWRSiKAfPO7W6XRkMhn0er3IJNzd3UWj0SCTyfB6vRQXFyOTydjd3aWsrIxsNktHR4fYU7RYLNTV1XH8+HGWlpZ455138Hg86PV6ent7OXjwIN///veFWCoYgzweD0VFRfT19XH58mVUKhV2u52WlhZu377Nzs4ONTU1ol/73r172O12nE4n169f55FHHkGn03H58mVhNKqoqKC+vp7x8XGi0ajYI00kEvT29qJSqYhEIpSVleF0OpmYmODYsWMMDAwQDofZ3Nykurqa+fl5nE4nH374IV/4whfERHVgYIBcLkdRUREmkwmTyUR/fz/z8/M8ePAAq9XKvn37GBkZQaVS8dFHH6HVaikuLmZmZoY9e/aILMlAIMDm5iZyuZzjx48zPj5OX18fq6ur7O7uEo1GicVipNNpamtrefrpp/F4PKjVavbt28fc3Byrq6vYbDZ0Op04ev5BU1Zvb6/o756dnaW+vp7y8nL0ej1zc3MoFAoaGxvp6enh937v93j22WcZGRmhqamJ5eVlAI4fP04wGGRlZQW9Xs/Y2Bhms5mOjg4sFgvj4+N0d3dTV1cHPLwwmpubw263Y7fbyeVyf62whL8Mz8/n8zidTgwGw9/WS0xCQuJviCQoJSR+TPirsTtfPVDB1n915RZwOBwoFAqRpVgQf4XpYCETUq1WU1ZWJkw3wWBQTNg0Gg0Wi4WWlhaUSuUP3Y/V1VVh2lGpVIyMjBCPxzl8+DA7OzsUFxczPj7O6uoq29vbGI1GdDodyWQSmUwmjDI6nQ6NRkM2m6W+vp61tTXq6+vp7e1le3sbjUbD3NwcwWAQpVJJc3Mz+/btw+v1cvHiRRGUnU6n2dzcZGpqimAwyNGjR7l37x7V1dW4XC46OzspKirif//f/3fKy8t59tlnWV9fZ2JiAqPRSFtbmzhGN5lMNDQ0cPHiRSHSKisrMRqNHD16lKtXr9La2srAwADHjh1jeHgYm82Gx+NBpVLhdrupra1laGiIxsZGkTl5+fJlsZNaWlrKyy+/zKFDh9izZw9tbW0sLCwQDAbZ2dkhl8vh8/no7e3F5XJx+/ZtQqEQ7e3tRCIRotEomUyGBw8e0NHRwcDAAB6Ph8cff5z5+XmxU1paWorP52N2dpZ8Pk9zc7P43cJDIatWq3n66adF/WR/fz8ymUxcCFRXVwMPJ9gFYby2tkY8HieVSuHz+di3bx92u52JiQn8fr9oLaqrq+ODDz7g537u53j77bd58sknWV9f5969ezz77LMsLi5y+vRpvvnNb9LR0SFMPydOnCAajXLt2jW0Wi1tbW3YbDYsFgs7Ozt4PB6amppQqVRks1nm5+eRyWQ0Njb+yOPuwv2Vy+XSkbiExD8gkqCUkPgx4f+9NMe/vzgLPNxzrAyM8Jn6h4HbBWczPDyKNplM+P1+4vG4ONpsbm6mqKgIuVzOysqK6HeGh67Z/1aQdCgUYnt7W0w/l5eXWVhYQKPRcObMGZELqVQqGR4eJpFIYLFYkMvlKJVKNjY2xMQvFAqRzWYxm800NzeL7MWmpia8Xq+oF9zc3GRxcZFIJEJDQwPl5eXI5XKsVivNzc3U1tby7rvvsrS0hNfrRa/X88u//Mu8//777N+/n+XlZQYHBzl58iQXLlxgeHiYr371q9jtdqanp4lGowwODlJfX49cLicWi1FeXs6+ffu4dOkSRUVFaLVaamtr8fv97N27l1deeYWnnnqKe/fuAVBSUsJbb71FX18fJpMJj8fD/v378fl8PHjwAK/Xy8/+7M9SVFTE5cuXcbvdVFVV4fF42NzcpKOjg9bWVuLxOPfv30cul5NMJnE6naTTaXp6eujq6mJoaIj79+9jNBppb2/ngw8+YM+ePQwNDVFbW4vb7RZT0+PHj/PgwQPMZjN+v5+ZmRmam5vJ5/O0tLRQUlJCIBCgvb2dy5cvMzc3x5EjR6itrcXj8ZBMJtm7dy+1tbXs7OyI7M09e/aISaHL5eKVV17h5MmTYndTqVQSi8VYXFykubmZZDLJ0NAQzz77LOfPn+eXfumXGBoaYnt7m66uLvH1KyoquHDhAkajkYaGBhYXFzl79iw6nY6JiQk8Hg/t7e2iajKfzwuXeUHw/o8Iyx8MzzcajZSVlX2CV6OEhMT/LJKglJD4McDv9/O5P7zOfOQvJ4bp1THKp18VR4X5fB6z2YzBYECpVNLe3k5tbS3JZJJYLEY2mxVGm/Ly8o91Zv8oCu7vfD5PLBYjGAzi8XjEkfTx48cxm81cuXJFHHvLZDLS6TT19fUsLS2h0WhYXV2ltraW27dvc+DAAe7evYvT6SSTybC7u4vD4RAO8pKSEsbGxtDr9SQSCWw2G0eOHCGTyZBOp8X0zuVykU6nUavV+P1+ZDIZTqeTK1euUFNTQzKZZG1tja9+9avs7u7y27/92/T19dHS0sLY2BgejwedTkc0GsVsNnP8+HHcbjetra1Eo1Heffdddnd3OXnyJPF4HK/Xi1arxe12YzKZyGQy2O12Dh06xLlz51heXuZrX/sa77zzjjDxNDU18c477+D1evnsZz9LMBgkl8sxMDDACy+8wH/8j/+RaDSKXC7H5XLx9NNPo9PpGB8fZ3Z2lmw2y9zcHJ2dnWi1WoLBIF6vl6mpKb72ta8xOzuL1Wrl7t27fOUrX/lYZuTy8jJtbW3U1NQwOzvLgQMHePvtt9mzZw8Gg4G+vj6mp6eprKxkbW2NqakpzGYzdXV1NDQ0sLa2hsFgEE7wM2fOMD4+ztTUFJ2dnbz88su88MIL+Hw+Eaw+MTGBy+XC6XSi1+tRqVTcvHmTI0eOcP78eV588UXef/99stksxcXFHDp0iEAgwJEjR7hw4QIVFRVMTExw4sQJBgcHhTlnfX2doaEhPvWpT4mJeSAQwO12s7m5KfZMy8vLxWOmUChoaGj4a6eRwWCQ7e1t4GEc1g9ekElISPzdIAlKCYl/QMLhMCsrKwwNDfHNmyusmfeATEY+nycz/Bbq2Yuiiaa+vl4cA8vlcra3t8lms1RUVKDT6YRoM5vNWCwWHA6H2D0rLi7GZrMhk8nweDwEAgEAPB4PGxsbJBIJZDIZVquVAwcOUFRUxNTUFO+88w6dnZ1ks1lKS0uZm5ujurqa119/HbVaTTAYJBQKUVZWxuzsLKdOneLmzZuUlJTgcDjY3d2lpqaGRCJBJBLB5/ORyWSYnZ2lpqaGvr4+5HI5FouF1dVV5HI5TqeThYUFsY9nNpuxWq3IZDJaW1vR6/XcvHkTh8NBeXk5w8PDLC8v88UvfpHm5mY+/PBDlEolDQ0NvPXWW9TW1goHd01NDX6/n0gkwsLCAr29vchkMsLhMBaLhaWlJSFqUqkUJSUlYofyqaeeIpfLMTw8jNlsJhQKsW/fPr7//e9z8uRJurq6CAQC3Llzh8HBQerq6pifn+fLX/4yiUSCra0tPB4PR44cwWg0Mjg4iNvtZmhoiKqqKp555hkGBgY4cOAAN2/eFL3k09PTKJVKpqamcDqdYgexpaUFo9HI1tYWXq+XJ598Uhztq9VqDh48SD6fp6ysjI8++gi/3y/c3dXV1ayvrxONRjlz5gz37t0Thp3BwUFMJhPl5eXY7XbkcjkKhYJbt26xvb3NqVOnMJlMzM3NMTk5yRe+8AVu3LjBz/7sz3L37l2y2SxXrlzh8OHDRCIRYrEYx44d46WXXuJLX/oSFy9e5LOf/SxXr17lqaeeQi6XEw6HuXTpEqdOncJoNH7sNbK6usrOzg5GoxHZf31tFOo5/3vCEhA/Z+FI/K/uY0pISPztIAlKCYl/AOLxOMvLy2QyGebn5xkfH+eja9fxlPYQ0tiReRfJjb2Hs+LhVEan09HR0SF2IpVKJXV1dXR3dyOTyYjH48DDiCCdTodarWZ3d1e4vwsTH4vFgkqlIhqN4vf7xSRRr9dz5MgRlEolm5ubnD9/nkwmw5NPPsno6Kg4Rtbr9bjdbvR6PQqFAoVCgc1mo6amhvfff5/Ozk5u3LjBE088wYMHD4Q7e2dnh/X1dbxeL/F4nMcffxyZTMbW1hZOp5P19XURWTM7O8vu7q44wh8eHhbiprW1lVu3bmGxWDh8+DDj4+PcvHkTrVZLeXk5q6ur6HQ6dnd3+dKXvsR/+k//iePHj4sj00LmpkKhYHNzk7q6OgwGg3j80um0CAXv6Oigurqat956C6PRyPT0NE1NTSJEPR6PYzKZiMfjoue6tLSU7u5uRkdHqa6uZm5ujgcPHnDgwAHMZjMtLS386Z/+Kel0msrKSkpKSjCZTNy+fZvZ2Vm+8pWvYDabWVhY4Nq1a+zu7vILv/ALvP322zgcDjY2Njhw4ACbm5totVpWVlZwOBysra1RVVXFxYsX+V/+l/+Fjz76SITRFwLfE4kEi4uLwEOXfyKR4NixY8zPz6PT6SgvL8fv93Pt2jX6+/vJ5XJUVlayuLjIwsICn//853n99dfZs2cPDQ0NXL9+HbfbzdmzZ7l27Ro9PT0olUq0Wi1TU1NUV1dz6NAhrly5Qnl5Obu7u3zwwQc0Njbi9Xp57LHHWFlZ4dOf/jQymYxMJsMHH3zA3r17f6gPvpAqUFJSQllZGfF4nLW1NTKZDG63G41GI/rR/zqy2SyLi4siAaCw8yohIfG3gyQoJST+HikISI1GQzKZ5Pbt22xubrK2tsbq6ipGo5HV1VWi0ShGo5FAIEBnZydqtZpQKER9fT2VlZVotVrMZjNLS0v4fD4hLru7u1ldXWV9fZ1UKoXH4xEfm8/nGRoaEruVmUyGZDKJ3W5HoVAQCASQy+WEQiEeeeQRWlpauHTpEs3NzVy9elUcOW5ubtLY2EgmkxHNNltbW3z44Yc8/fTT3L59m8cee4xz587R29vLe++9h8ViYWZmhnw+z6FDh0in02QyGYqKitje3hZB6nK5HJVKhcFgIBqNcuPGDZ5++mk0Gg3xeJyxsTG0Wi3t7e3ClDI8PEx/fz9Wq5WJiQlmZ2cJhUL4/X6CwSC9vb3Y7XZMJhM7OztMTk7S0NBAIBDAaDSyd+9e3G43S0tLhEIh1Go1SqUSvV7P3r17uX//PgqFAplMJn72gliMRCIkEgnm5uY4deoU8/PzHDx4kO7ubm7evEksFuPixYtiHzAajVJXV8fy8jJra2scOnSIRCIhmnI2NjZYWlqipqYGs9nM2NgYjzzyCKFQiEgkQk9PD/F4nHPnzvHkk0/S29vL9773PcbHx/nsZz+LXq/n8uXLPP7441y4cIHa2lrRl+1wOJidncXn8zE2NsbnPvc5vF4vkUgEj8dDY2MjN2/e5Mknn0StVgu3e6F7vKSkhEwmQ2NjI0899RSvvfYay8vL9Pb2cvPmTc6cOQPA3NwcPp+PkpISenp60Ov1bG9v09vby7lz5ygvL2dhYYFIJEJRURFzc3McOHCAyspKampqxPS5ra3th14/Pp+P7e1t6uvrP7bSUXiuKBQKqqqqRPrBX81WLRAKhdja2kImk1FeXi4diUtI/C0gCUoJib8HCvl6oVAIjUbD1NQUmUyGSCTC7Owsbreb5uZmdnd3WV1dpa2tjaGhIVwuF4uLi5w8eZLV1VUqKiqYmZnhySefRC6XEwwG2bNnD9FolPHxcba2tjCZTKhUKuHiHhoawuPxYDKZsNlsJJNJysrKxE7d1taW6KwuBFpnMhlu374tpn42m41AIEAsFqOzs1MI0dHRUXQ6HfF4HI1GQ1NTE0tLS2SzWVFruLW1RSgU4siRI+zbt4+ZmRn0er2oMSwc51osFrLZLAaDgf379/P6669TX1+P0+kkFApht9uZnZ0Vk9HNzU06OzsZGxujqqqK5eVlSktLcbvd4njzwYMH9Pb2srCwgFarJZvNsra2xr59++jv7+f27dt0dXURDocJBoOMj4+TzWbp6+vjgw8+oL6+ntHRUeGu//KXv8xrr71GS0sL+Xwer9eLWq1maWmJs2fPcvz4cX77t38bpVKJ2+3m8OHD6HQ6fvd3f5e9e/dSU1NDVVUV8Xgcm83GhQsX2NzcpL+/n3A4zMjICHa7nWAwiNvt5sUXX2R8fJxIJCJqFA8cOMD09DQqlQq5XE4ulxO1hQcOHOCjjz7i2LFjRCIR5PKHrUWBQIB4PE51dTV+v5/W1lbu3r1LfX29yPH81V/9Verq6mhsbKSxsZGqqiquXr1KNBolHA6zsbEhHrP6+noGBwdxuVycOnWKDz/8kKNHj2Kz2bh//z41NTWi6rKxsZGRkRFOnDiB1Wrlm9/8Ji+88AIfffQRtbW1FBcXMzc3R1VVFWtra2JPUqPR8MUvfvFH9sbPz8+L7u8fJJ1Os7CwACDyR+FhKH8hVP6vsrGxIR4r6UhcQuJvjiQoJST+DkkkEty4cYNMJkN5eTlra2tEIhFMJhOhUIjl5WVqamq4f/8+VqsVlUrFwMAAvb29TE9PU1FRQTQaZWZmhq9+9atcvHiRw4cPc+HCBXQ6HcePHyedTovpZmlpKR6Ph/X1dWZnZ3G5XBw+fJj9+/cTjUZFbE0oFCKXyxGPxykvLxfH4YcOHUKhUPDyyy9z8OBBrl27Rjwex+FwEAgEUCgUyOVy1tfX2dzcpL29nfLyciHM4OHR4sjIiMhNrK6uxmw209TUxNbWlthpXFhYoKSkhEgkgk6n4969e/T39wuzR01NDb/+67/OBx98gNfrZWtrC6PRKARORUUF169fJ5fLoVAoOHv2LCsrK+zbt4+rV69y5swZBgYGcLlc1NTUEIlE+PDDD9Hr9SiVSlpaWpicnKSxsRGr1crS0pKYDpeXl2M2mzl58iTLy8vodDquX7+OXq/n7t27qNVqjh07hkKhwGAwUF5ezoULF6ipqRGxPGfOnGF0dJSSkhL0ej2//du/TWtrK7lcjpMnTzI1NcVHH31Ec3MzcrlcCL3N7R2mZFXEDOX01ZSwfeVP0agfRug8++yz1NfX84d/+IfClDM/P09VVRXvvfce7e3txGIxRkdH+fa3v823vvUturq6mJ+fF8+3/v5+0uk0wWCQ6elpTp48ybVr13A6nXR3d7OyskIoFMJgMNDQ0MCtW7d45pln+P73v8/XvvY17t69y8GDB/mjP/ojAoEAPT09PHjwgNraWvbu3cvg4CAqlYrp6WmREZrL5YQ7XKVS4fP5ePbZZ7ly5QpHjhwhFAqxu7tLf3+/eO3cvXuXjz76iI6ODnER0dPTQ5HRxB9cXeD2god6U55fOdOGrcTysdddKpUS1Zd1dXUiR7VQPwrgcrk+JlYL9zGXy0lH4hISfwMkQSkh8bdILpdjeXmZbDbL+Pg4oVCInp4e1Go1a2trGI1GrFYrfr+fBw8eUF5ezuXLlzl9+jRra2t4PB7u3LkjXN1bW1uUlJQQi8WYmZnhF3/xF7l16xYHDhwgnU5z6dIlamtraWxsBB5mDxaCs/v7+7l16xZjY2MsLS1htVqx2+3s37+fzs5O7HY7gUCAq1ev0tTUhEwm49q1a0xOTtLR0cHIyAg2m422tjYymQx+v5+6ujrGx8epqqoSsTiFyZ7JZMLn8xEMBhkdHaW5uZlEIsFnP/tZZmdnRU/11tYWbrcbnU7HxsYGpaWlRONxPPYexraiWDJ+auNz/POv/zLvvvuueGMfHBwkHA6L/uoTJ07wR3/0RzQ3Nwtjzc7ODmVlZSSTSZ5//nmGh4epqKjA6XSi0Wj47d/+bbq6ukgkEqTTaVGNuHfvXmZmZjh9+jSbm5uUlJRQXl6OwWDA6/Vy//59APbt24dKpeLOnTvCnT4/P8/Y2BhTU1M8+uijfPazn0Wj0XDz5k02Njbo7e0V3dZDQ0M4nU7hkD9+/DgzMzNsbGwIR3u8/gRjeRfIZECefaotTtjjzM/Pi3ijcDjM8ePHWVlZobOzkzfeeIOlpSVeeOEFcrkc58+fp6qqSrje9+/fz8rKCr29vUxMTDAzM8POzg5tbW3EYjGGhob4yle+IoLkXS4XL730EqlUilAoxBe+8AXef/999u7di91uR6PR8NJLL1FaWsrp06f5/d//fVQqFT09PSwtLaFWq1Gr1QAoFAqcTifT09O0t7eTSqV47bXX0Gq1YjJ+8OBBNjc3yWazQpQrlUpRTdnV1cXa2ho3btzgdqSEbNtZZDI5MuDn+8t4tlkvhPkPkkqlWFpaEsKyQD6fZ3V1lWQyKW7/YEB6IbAeoKysDJPJ9Hf2N0NC4qcFSVBKSHxCNjc32d3dZWNjg3w+j1KpJB6P09XVhdPpJBKJiMlHcXExU1NTzM3NYTQayWQyDA8P09fXh8/nE7V2XV1dJJNJ7ty5Q2NjIxqNhkQiwYMHD/iVX/kV3nzzTXE0+8YbbxCNRtmzZw+PPfYYRqORe/fu4fV6xVGfVqtle3tbHJEWws6NRiMnT55kbm6OxcVFwuEwNpuNpaUlKisraW5uZm5ujuXlZRobGwmHwygUCnH/1Go1ZrOZ27dvE4/H8fl8BAIB5ufnefHFF3nw4AFqtZqKigoRLxQMBgkGg0SjUSwWy8O4ndazvLWUAWSQz9PBCg7PIEqlklAohMlkor6+nuXlZfbt28eZM2f49re/Ldy/Tz31FO+++y7Nzc0MDw9TWlrKmTNnuHTpEo899hiDg4NUVFTw+7//+2LiJZPJcLlchEIhrFYrH330EcXFxXg8HoqLi1lbW6OmpoZgMEhtbS0zMzOiqlCn0zE3N4fZbKa4uBiNRkMoFMLj8VBeXs7y8jIWi0WYr3p7ewmFQsLlHo1G0el0NDQ0EIvF8Hq9yOXyh07wjhdQV+0Rzy9NYIk69znRZBQIBFhfX+fFF18UoiccDosJck9PD4FAgFu3btHS0sLu7i65XI7HHnsMn8/H+vo6+Xweu93O9vY258+fZ//+/ej1enp6etBoNCiVSqxWKw8ePCAej7O+vk5ra6t4vqytrXHv3j2cTienT5/mL/7iL8SEc2xsjHw+TzqdFmK2oaEBgAcPHtDZ2YnBYODdd9/lhRde4MaNG0xNTWG325mZmcFkMlFRUUE6nWZjY4OFhQXu3LkjgtY1j/0LdLV7xePTZMzyn1/sIh6PYzabf+RkMZlMsry8jFqt/qFj8gIbGxtEo1Fxu7S0lOLiYjY3NwmHw8hkMurq6v7avUwJiX/sSIJSQuJ/kt3dXRYXF/F6vQDC8KHX61lbW0OpVIrok83NTWKxGJlMhoqKCnZ3d8Wbk91u57333uP5559nfHwcuVyO2+2mvLxc7OB5PB4xrZydnUUmkzE5Ocmzzz7LzMwMi0vL2I/9DNP+DHLfEo9WZEmnklgsFhKJBCqVCplMxoEDB5DL5ej1emZmZvjwww/RaDSoVCo0Go2oTnzuuedYW1ujqalJHAP7fD5isZioUjSbzVy7do3m5mYMBgPBYJCbN28SjUZpaWnBYDCISdr6+joWi4WDBw/y6quvAg8zN0tKStjc3CSRSCCXy7lX1E/G1igeY5VvAevon1FWVkZlZSW7u7usra2JwHO328309LTYudTpdNTW1jI5OUk2mxXH6rdu3aKmpoaKigoCgQDhcFgEp5eVlSGXy7l9+zbHjx9nbGwMl8vF5cuXRb3kk08+KR53q9WKWq0WglGj0bC+vk5PTw8NDQ00Njby4osvsn//fj73uc/xp3/6p9TW1vLRRx8xPDzM2bNnuXv3LisrK+zfvx+r1Sp2XgtTW6/XS6zuOEUHP4dMJiefzyEbe4/K4BgdHR0UFRUJAV8Is//Upz7F/Pw8Bw4c4N//+3/PU089RSqV4ty5cxw5coR0Ok0ikUCr1WIwGLBYLCSTSZqbm/lP/+k/UVNTw/LyMslkkq2tLZ5++mm2t7dFxuXnPvc5/uAP/oCTJ0/y4MEDDh48SCaTYXx8HIfDwaFDh3jzzTex2WwcPXqUra0ttre3CYVCzM/P09XVJXrNp6enMRqNOJ1ONjc3mZub4+jRoyJ7tLGxkfPnz5PL5djY2BBiG2BpaYlIJIKs8wl0fc89jArK5/lMnZLT5Wny+bwI2nc6neh0OgARKZTP50VWa3FxMTU1Nf/N1/n29jbBYFB8vtlsJhgMks/nMRgMVFRU/O39UZGQ+Cngh3vXJCQkPlaDuLfSyF71DulUklAoBDyMXSkcoYVCIebm5igpKaGmpga73U4+n2dqakrEtbhcLnHE5vf7qampYX19HXjYu72zs4NcLkcmk5FKpdje3sbn84maQK1Wi8PhYHFxEZ1OxxtvvMFjjz2Gx9HL20tZkMlBVcfOg9uY127R3t5OVVUVNTU1ZDIZLl68iFKpRKfTsbW1xcmTJ0mn00xOTjIwMEBpaSlNTU383//3/01ZWRkTExPo9XpCoZCoBSyYgOrq6rDZbJSVlTEyMiLq8lQqFUqlkpKSEqanp1Gr1eh0OgwGA7dv3xZB6k6nk+HhYSwWC5FIhK2tLSIWLRprvRBR0eURtNEoW1tbIv7IZrNRVVVFRUUFe/fu5c///M+x2+10d3czOTmJwWCgrKyM0tJS0Y196NAhysrKxGPscrno6Oggm81y6tQpwuEwfr+f4uJiwuEw4XCYw4cPC3Hv8/lobGxkYGBACK9MJsPU1BSnTp3i6aef5s/+7M/I5XK8+eab7N+/n7GxMQYHB2lvb+fKlSscPHiQoqIihoaGaGtro7S0lFAoRCqVYnZ2VkwrCxS5b5DVacnb6klvTKNfvk7abmN9fZ1HHnkEpVIpwuUHBgaIx+NUVFRw48YNzGYzmUyGtbU19u7dy61bt/id3/kdbt26JRz7q6ur/PzP/zzf+ta3cDqd9Pf3c/ToUW7cuMHJkye5dOkSVquV3d1d5HI5paWl1NbW8tRTTxEOh6mqqsLtdgMP803Ly8vFqkdBfE1MTGCz2UgkEnzwwQdUVlZy7Ngxurq68Hq92Gw2nE4n8Xic8fFxysvLefnll1Gr1TgcDpaWltDpdKRSKRGBpdfrH9Z7zl5CaTSiqmhBE1rFbjSRsjbjcDhIpVIUFRWJQPTCXm+BdDrNzs4OwWCQCxcuoFKpqKys/JjoLFCo6Swco/t8PvH/Ozs7LC8vY7fbcTgcD8Pw/0p16i8fr0epkAw+Ev94kCaUEhI/gv/34iy/e3EGmUwO+Ty2rbv0andES4hOpxMROzqdDrPZDDychkQiEXZ3d9HpdOTzeYqKikSP9vLyMk6nE4VCwfDwML29vaLWbnd3F4VCgd1uZ35+XkwnL1++THd3N+FwWGRMejweLBYLd/R9+FR/WamoCSzRvnNZVN6VlJRQVFREU1MTg4OD4vP0ej3ZbBaZTMaxY8fQ6XR88MEHGAwG8vk88XhcHJG3t7eLdh6j0cja2hqlpaUigqZgdJDJZOIofHh4mLq6OnZ2dpifnyeXy2GxWPB6vRQXF1NVVSWyKbe3t1FrtERrjqAsbyGzOU36wbsUGR5WTBZMO62trZSXlxOLxRgfH0ej0dDT08P09DRFRUV4vV4cDgder5ejR4+ytraG1WolGAzicDhYWFggHA5TWloKwGOPPcb58+cJBoNYLBZisRgajUb0kyuVSrq6usTvwO/3s7W1RXV1NclkknA4THNzM1NTUwDU1tayu7vL2NgYzc3NBAIBDAYDTqeTZDLJgwcPUKlUOBwOpqenkclkOBwO4vE4u7u7eL1estks6XQamUyGWq1GoVCQz+fRaDSYzWZcLhf5fJ5cLkddXR0qlUoc1Rb6usvLy2lqaiIej7O0tERPT48wXs3NzXH27FkGBgbY3d3l+PHj5PN5LBYLuVwOv98vfp65uTlOnz7N6OgoqVSKQ4cOMTk5SXV1NcPDw8BDJ3V9fT2pVAqbzcbhw4epra3l5s2b4uh5YmKC/v5+RkZGUKvVjI6OUllZSVVVFcPDw9y8eRO73Y5Op2NzcxOFQiGaePL5PKlUiq2tLeLxuDCSyeVyDh8+TCqVIpVK8dWvfhWlUklFRYVwbctkMuH8/8EIoh90ficSCTY2NtBoNB/LvszlckSjUXZ3d8lms+LjC6HqWq2WdDotGqZUKhUf+Qy8MZckD8iAXzndxDdO/eXUXULipx1JUEpI/BWWlpb4zO9dIKT/gXDlrWnqV96jtLQUs9lMMpnE4XCIBheLxYJWqyWXy+F0OoVTtLC7qFarGRsbEztY29vbLC0t8Ru/8RtcuXIFmUzG7Ows4XAYuVxOIBCgqKiI+vp67t+/j8PhoKioiK6uLs6fP49Wq+Xtt99m3bIHRfenxWQvP/ouLZklId4KLTQej4cDBw7gdDoJBoPEYjH8fj/9/f2UlZWxsLBAR0cHPp9PCKd8Pk9VVRUKhULsBxZ2Nru6utje3qavr4+PPvoIvV6PXC4Xpo/5+XkRSTM/P08+n6e6uppQKMTCwgIVFRVMTU2hVCrJZDIsLy9js9nw+XzIZDLKyspQKpUEg0HKyspEh7Xf70ev1zM+Pg6AWq3m6NGjhEIhJiYmxMSotLSUpaUl9u3bRy6Xw2QyEQgEuHjxIp/61Kc4f/48VquVXC5HX18fV69eBeDYsWO43W5cLhdTU1O0trayurrK/Pw8DoeD2tpaDh48yMTEBJOTk4yOjrJnzx7m5uaIRqMcO3aMpaUlUqkUPT09yGQy7t69SyAQoLS0FLVaTT6fJxgMsri4KNYlCl3qOzs7ogO7kBeazWbF42u324XZ5dChQ3R1dbG1tcXU1BQTExPs2bOHe/fu8cwzz1BWVsba2hpXrlzhxIkTxONxrFYrRqOR9957j56eHjKZDGq1mq2tLZqbm1lYWBDTx6WlJfR6PTKZjCNHjhAIBNi3bx/l5eUsLi4SjUYJBoN86lOfYnR0lNnZWRoaGti/fz+Tk5Nid3NkZASTyYTL5UKhUDAxMcHCwgJWq5XOzk4SiQQjIyM4HA52dnZQqVSo1WrRX14Q4ZFIBHgoCKPRKBqNBovFgs1mA+DgwYOo1WqKioqwWq2sr68jk8lEt73D4cDhcHxsGlwgmUyys7ODRqMRFxwF8vk8u7u7rK+vi/zUQjFAIBBgcnKS1dVVFKd/5WO7nUcabHz/5/v/6reSkPipRTrylpD4r+Tzed5//32uXLmCPlpEUFchphLszIkpiU6no66uDqVSKbq1U6kUKysrVFZWcufOHUpKSkT+n8Ph+JhbW6PRsLS0xOHDh7l48SLT09MEAgEikQiRSISGhgbUarUw8Bw4cIBXX32V7u5uvvOd72Aymbhx48bDSeL9N9DkssgdTeR35kkNv82iyUhfXx9dXV0MDQ2xsLCA2WxmfX2dQCBARUWFCBgPBAJcv36dzs5Orly5ItzfLpcLr9eLQqHA6/Wys7ODUqnkjTfeYHFxkbW1NbRaLXfu3EEul4smm9LSUnG0Pj09zZe//GX+4A/+ALvdTlFREeFwGL1eL8RfIBAgk8nQ0tLC0tJDIaxQKMhmsyiVSkwmExsbGzz77LNcu3ZNTAE3Nzd5/vnnRbd1IpHgscceI5fLsbCwgE6nw+FwcPv2baqqqkR+pdfrZXx8HIVCgdlsxuPxMDExQTgcprGxkUOHDonj1lwux+bmJiqVikOHDhGNRkV9461bt/B4PPT29lJbW8vKygqpVEqEiYfDYa5fv87GxgY6nY7u7m5qamoYHh6mtraWUCiEVqsVz5FIJEI2m+WRRx4RjvD6+noCgQBqtZpsNovdbheGqsnJSSoqKlhYWKCyspJ9+/bR0NAgRHoqlWJtbQ2dTodCoeD69et0d3eztbXFH//xH1NdXc3du3ex2+1YrVba2tqwWq2YzWZ+/dd/ne9///vs37+fs2fP8vWvf5329nbW19dpaGhgz549uN1uiouLqaysFBdTP7gGEQwGaW1tRS6Xi+mr1+ulvLycz33uc+K1FAqFiMVimM1m9uzZQ3NzM6+++iqRSIQnn3xSTOqDwSB2u51sNktrayt+v5+uri6uXbuGxWIhlUqRTqc5fPgwJpOJZDLJqVOnRC7l4cOHSSaTBINB5HK5EI8F1Go1lZWVJJNJVldXUSqVKBQK0umHu5lms5mKigoRx1VYoSgY8hKJBMq1CbQ1ex6eapBnT4UUli7xjwtpQikhwcNqwrfeeuvhG4NSydvvvIu7qJWYoZz0xhT65RvotRrKyspIpVK4XC6qq6spKSkhlUqJJf25uTkxTfT7/eIIzmAwUFRURDKZZG5ujvv379PS0iLqDAvHhru7u9jtdiKRCJ/97Gd55ZVX6O/v5/r16yKDMZvNEg6HWVhYIB6Ps7KyQklJCblcDq1WSywWI5lMYjabaW5uFruQsViM4uJisafW1tYmIl7cbjd1dXWEQiGqqqrY2tri+PHjwnl8/fp1MakrhHo7nU4RKG40GjGZTBw+fJhQKMTly5fF9HF2dpbq6mpWVlZobGxkfX2dUCgkzDWFoPXBwUHa2trwer14PB4xUausrCQSifDss88yOTnJtWvX2LdvH16vl/7+flZWVkin07S3t/ONb3yDy5cvk8lkuH79Olqtlo2NDdxut6iJdDqd4ohVLpeTzWZZWFgQLTbr6+uYzWYxwXU6ndy5c4dDhw5x6dIldnZ2eO6557h37x4TExMkk0n27NmD2Wzmvffeo7i4mO3tbRwOB8XFxQQCAbRaLUVFRSgUCmZnZ2lubsbpdPKHf/iHlJSUUFtbK0RuOp1mfX1dOM7T6TRGoxGFQsGv/dqv8cd//MckEgn0er0wSxV2e0tKStja2sJisVBSUiKC100mE7/wC7/Am2++idvt5tFHH6W1tZXl5WUxDY/FYsjlcg4cOMDU1BT19fWiDUipVDIzM8MLL7zA3NwcGxsbWK1WQqEQRqORWCwmMi0feeQR/uIv/oIHDx6QyWTo7e0lGo2yb98+VlZWqKurY3h4mJ2dHaqrq2loaMBkMvHv/t2/o7Kyko6ODmZnZ1lbW+PYsWMMDg4il8vRaDRiFWBubo7e3l40Gg0jIyNUVFSws7NDU1OT+Hnlcjn19fUoFAri8Tgej0dUk+7Zs0fsz5aWlmI0GsVReCKRYGJiAq/Xi8/nE49tNpsV5rqBgQEikYi4IPL5fGRzeTT7nsJUt5eOMh2f7yqhu6vzv2v+kZD4aUESlBL/qMnn84yPj3P37l3RIpNMJjl37hzJZBKtVsvi4qIQI0qlksrKSsLhMJlMBoVCQXt7u3BTl5aW4nA4cLvdtLe3MzMzw9LSElVVVWKn68GDB7S2tvKpT31KNJ4oFApWV1fZ2NigoqKCiYkJDh8+zNtvv80jjzzC7du3kcvlmM1mwuGwiNPZ3NzE5XIxNDREV1cXOzs7FBUVsbOzQzKZpLOzk66uLpqamhgeHmZhYQGbzcb+/fu5cuWKmLy0tbXh9/vZ2dkRU8dcLkcsFiMajVJSUsLevXtFbmQoFBLT2lAoRFNTE9FoFJlMxszMDBUVFQwODnLo0CGqqqqYnJzEbrdjNBqFgWllZYWKigqWl5dZX19Hq9UKobS6ukpxcTFyuZzm5may2SwbGxui8xkQUUI+n4+amhrGx8epqKjAaDTywgsvcPnyZba3twkEAhw/fpzBwUESiQShUIh/9a/+FSMjI5SXlxOPx7l9+7Z47FZWVtBqtchkMiGGRkZGxE5oVVUVdXV1fPTRR7S1taHX67lw4QIWi4W+vj7m5ubweDykUiksFgulpaXMzMyIzvSVlRVRP7h3717u3r1LMBikp6cHo9EoguFbW1uZn59nY2OD1tZWotEoZWVlwMNdXKvVSnFxMfl8ntraWnK5nDjyvXbtGgcPHhQXOzdu3KCsrIyioiK+9rWv8dprr1FXV0dDQwPLy8tUVVVx+fJlnn76aV5++WWMRiPPPfccf/Inf4Ldbufw4cO8/PLLokt7cnISgLa2Nr70pS/x7rvv8v3vf5+ioiKUSiW/+Iu/yP379+ns7GRpaYnR0VEMBgN6vZ7S0lI0Gg2xWIyOjg5WV1dZXV0lEAiwsrJCLBYjEAhgsVgIBALY7Xa0Wq24nw6HQ6yPFJ6jhQucwv1OJpOkUilRGVlTU4PBYBCrG4lEAofDQXV1Nffv38fj8RCJRAiHwyLYvnCxUZgmZzIZFhYW8Hg8WK1WNjc3RSB94fsVTGHd3d3U1dVRVlaGTqejra3tRzb+SEj8NCEJSol/tOzu7nLv3j1h1EgkEphMJl566SWRk1hdXc3m5qaIuikELhccrPl8nnA4jNlspqWlhdLSUlZXV6mrq2NychK5XC7qEguGC5/Px9e+9jVGR0fZ3t5mYWFBRPD4/X66u7u5ePEiTzzxBK+//jr9/f243W5GR0fZu3cvIyMjoh1mfn6e0tJSNjY2hBEoHo/T19cnBKzD4RBTsPr6epaWlrh16xbl5eXU1dURjUZZXV0VYdQGg4HOzk5GRkbw+XwYjUYsFguLi4sYjUbRuexyuQiHw7z55psiWqggLDc3N0mn01itVjKZjFgd0Gg0FBUVsbS0JCZvhaPg8vJy9Hq9MKfAw1Ds8vJyLBYLa2trLCwsoFKpsFgsZDIZIciKi4s5ceIEV65cwev1Ul1dTTAY5PHHH2diYoKWlhZGR0f52te+xgcffCAifw4cOEAmk2FlZUUI/fr6eoLBoDAmFQROcXExZWVlzM7Oip9jYWEBk8kkvk7B/LS6usr29jZf+9rXSCaTxONxbt68SSaTobi4mJs3b9LX10cgEGBwcJB4PE5tba3oIy+I5cJUrTAVLzy3LBYL29vbFBcXi7ajwrqBSqXiww8/pL+/X0yNZ2Zm+K3f+i0aGhowGAy0tbWJbvgvfelLnD9/HoVCwa1bt8hms0SjUT7zmc/w7rvv0traKhzwBUNZKpXiwYMHrK+v09HRgdlsRqlU0tjYSH19PVeuXGFqaory8nISiQSTk5Pk83kqKyvJ5/OcPn2ayclJHjx4ILq3XS4XFy5cwG638+ijj3L16lXW19c5ePAgu7u7aLVadnd3OXPmDG+99RaHDh1Cq9USCATY2Nhge3ub1dVVuru72bNnjwiODwQCbG9vi85ytVpNLBZjYWFBmKzKysqEi7wQeu9wODAajUxMTDAyMkIsFqOrq4upqSm0Wi1KpZJIJCJWXQKBAOXl5ahUKhoaGsTFRiGLtqys7GPGHwmJnzYkQSnxj5L5+Xmmp6cpKSkRu1IymYx0Os23v/1tGhoaiMfjADidTqampkTryfz8PAaDAaPRSElJCfF4HKVSSTgcBqCxsVFMWwoCz+VyiZ230tJSVCoVs7OztLe3Y7PZGBgYoK2tjUuXLlFeXs74+Dif//znWVlZYXNzk2eeeYY33niDTCZDSUkJoVCIra0tVldXMZlMhMNhlpeXMRgMnD17lsHBQQ4cOEAwGOTu3bsUFRVRWVkpImUKO4o6nY7q6mpKS0vJZrNotVq6u7u5du0a6XRaTB1LSkrY3t7mmWeeIR6Pi8lNQWgUjhTNZrPo/i4YJ3p6enj55ZexWq3k83l6e3u5c+eOOFYuiMJIJCKEXnV1NdlsloaGBra2tkRAdzAYxO/3C9H7wQcf8Oijjwpx7nQ6+Tf/5t/w/vvvc/78efbs2cPGxgb79+9nfX2d9vZ2Njc3+cpXvsJ3vvMd0dRSMMrYbDZ2d3fZ2tpCrVYLo1WhE9tisTAzM0NPTw8lJSUi2/LYsWNcunSJra0tVCqVEGXpdFp0rXs8HrxerxDDhZ3Cwl6p2+3GZrMhl8ux2Wxiuud0OllZWWF1dRWLxcLOzg4mk0kIvsrKSqqrq9nY2GBra4u6ujpWVlaIRCKi+afw/T/zmc9QU1PDG2+8wfLysoh60uv17Nmzh+LiYq5evcrhw4cZHR1lc3OTr3/964yPjxONRsVR9MLCAk6nE5PJJJqJChdke/fuJR6PEwgEWFxcxGQyYTKZ0Gq1PProo+zu7jI0NAQg9hPb2tq4evUqVquV2dlZ6urq8Pv9JBIJtra2yGazFBcXU1xcDMDa2hr79+/n0KFDjI+PU1paKlZG3nzzTRH9FI1GsVqteL1eDAaD2LfNZrPC0BMKhVhbWxPrEDU1NYyNjXHhwgWSySQ1NTW0trYyNzfH+Pg4dXV1Ikt2fn5eXERls1nUajV9fX08ePBAdJcXprLRaJRcLkdTU9OP7BSXkPhJRxKUEv+oCAaDLC8vs7S0RFdXF36/X0wZ8/k8169fx+VyCeGVz+c5cuQIly5dIp/PMz8/z7Fjx8REL5vNcvjwYba3t8WbuNvtJpVK0dDQQFVVFfv378fj8XDlyhU2Nzc5e/Yse/fuZWBgQExBp6enOXDgAOfOnaOvr4/x8XE+97nP8eabb6LXP4zPuX79usgBLByxKRQKpqamqK2tRafTkc1m8Xg8HDp0iOvXrwMP4062t7dJJpPYbDZaW1s5ePAg4XCYqakpIeTMZjMjIyPE43HKysowm81inzOXy4n2HJvNRk1NjTguvXr1KqWlpeh0OnZ3d6moqMDj8XD//n26u7vFFKcgIBOJhHAKHz16lIWFBdra2rh9+zYGg4EDBw7gdruJRCL09/eL4PSqqiohcgvO9EJeYk1NDY8//ji/8zu/g06no6qqimAw+LF9Or1ej9FoZGBggGPHjrGyssLjjz9ONBrlj//4j1Gr1fT29lJVVYXf72dgYIDi4mLsdjtra2u43W7kcvnDzMFMBo1GQ3V1NWq1WmQwFp5HBWPOzMwMFosFi8UickaDwSA1NTVks1lR+1jI6ixUS9bW1rJnzx7u379PXV0dwWCQw4cP8+qrrxIKhaipqUGtVnPgwAExkb1x4wbxeBy73c709DRWq5UTJ07w1ltvEQ6H6ezsZHZ2lra2Nqqrq5mammJ6eppUKkUul0On06FUKtFqtdTU1IgLlrq6OpaXl2ltbcXlcqHRaNi7dy+vvPIKJpOJRx99lIsXL7K2toZer6e1tZWKigqCwSA6nU5cNMzPz4upfVdXF6lUilgsxvLyMolEAqfTKVYg7ty5Q19fH01NTVy9ehWz2YzNZhMO95s3b/K//W//GwsLC0JIF6br0WiUu3fvcvjwYVEZ2tzcjMlkQqVSYTQaxVpFLpcTU+PFxUUAsfNcXl6O1WolFovxxhtvcOLECSEa19fXGRsbo6Kigvr6euH2DwQCYg2jcOStUqkoLS3FZDIRDAaFOC6sL0hI/LQgpa5K/KNhfn6epaUllpaWOH36NLu7u8RiMTY3N8VkobDDV1RUhNFopLS0lHA4LJb2Kysr2dzcxOl0IpfL2bNnDx988AH37t0DIJPJUF9fT1NTEzabjZ2dHb73ve8xOTmJQqHg+eefp7a2lg8//JDd3V3i8TgKhQK1Wi0MQWfOnMHr9eJ2u3n++eeZmZnBbDbT0NCATCajoqKCzc1NJiYmCAaDNDY2imgUvV7P+vo6586dIxqNotfrOXbsGD/zMz/DoUOHKC4uxmg0Mjs7i06no6ysDLVazcrKCh988AEdHR2cPXsWh8NBMplkfHxchLM/+eSTdHd3o1arOX/+PL/zO7/DH//xH+NwOJifn2dgYICmpiZWVlYoLi7G5XKxuLhIKpWitLSUfD4v9sksFgtOpxO32008HhfVlKFQiGw2S1FREc3NzSLEu729XbQFNTc3s729LcwohTDv73znO7S1tfFP/+k/RavVipq9mpoatFotxcXFKBQK0eYzMzPDt7/9bTY3N9m3bx/9/f3Mz8/z+uuvC3G2u7sruq9zuZzYXXU4HFgsFiYmJkRjj9VqRaVS8dRTT3H48GEqKirQ6/VYrVaqqqro6+sTIdj5fJ6VlRXW1tZ48OABMzMzaLVaotGoqPvT6XR4PB5x5Ds8PEx9fT1Go1E49+VyOZlMhqtXrxIKhSgqKmJ4eJjq6mq2trZ46aWXhCloamoKr9fLxsYGOzs7HDhwgC9/+cvs2bOHw4cP09HRIZ6Du7u7zM3N0d7eTiaTET3sBaPQuXPnaGtrY3t7m5GREfbt2/cxwb+ysiJidQ4dOsT8/Dxvv/02gUCA6upq7t27RyaTIRQKiVUIl8slJv/19fXI5XIcDgeVlZUYDAbW1taEI3x7e5tvfvObTE9Pi53HbDaL1+sVXe/b29v09/fzG7/xGzgcDuBhFNL4+DgbGxu0t7fT3t6OVqsVmaqF15TVauXMmTOMjIxw//59fuu3fkusW+zs7LC7u0tDQwNNTU0sLy9TUlICICKuVCoVRUVF6HQ6iouL2draIpFIUFZWRjqdRqlUMjk5SS6X+wf7eygh8beNNKGU+KknFAqJZf9wOMzJkye5ffs26+vrwkTjcrn4i7/4C/L5PGVlZULs2e12xsfH0Wq1aDQa/H4/s7Oz7Nmzh1Qqxb179ygrK8NisaBWq2ltbeXOnTvCAGAymSgpKWFmZoZEIkF9fT0tLS0sLi5y7Ngxbt68SS6Xw+v18tRTTwlzx9bWFseOHUOhUPCtb32L7u5usRtXXFxMNptlbW2N7u5u1tbW0Gg0eDweWltb8Xq9LC4u4nQ6sVgs2O127Ha7EMs3btygsrISnU6H0WhEpVIxMjJCSUmJaOIpKysjFApRWVmJWq0mEonwzDPPMD4+ztraGslkko2NDbxeL8lkEgCbzUZDQwOVlZX4fD4uX75MV1cXtbW1eL1eJicnSSQSZDIZ7HY7hw4dYn19nUuXLtHX1ycMSnV1dULQX7p0ia6uLjQaDW+99ZY4Zq2oqKClpYXNzU2RS9je3s7q6iqHDx9GqVTy0ksviYBsnU5HLBYjFAqxtLQkJlXd3d0EAgGmp6dRKBTCHFR43HQ6HVarlZqaGkZHR8V0qeDa39raIpVKkUwmCQQCIgh8fHycRx99lMrKStEfXogLqqmpEUaVgvBWKBRkMhnu3bsncg+NRqNofonH49TV1WE0GkVNp0KhoLKykra2NnZ2dtBqtYTDYcrKyujs7OSVV15BJpPR09MjQthv3rwp7ucv/uIvMjc3x7lz58jn84yOjoq8zPLyckZHR3n22WcxmUy8/PLLHD16lGw2y61bt9je3qa0tFR0i3s8HtGoUwhdr6+vF25puVyOWq3G6/ViNBrp6OhArVbj9/tZWlqirKwMu93OysqKEMaBQAC3282ePXvEa3V7e1vsyhaamwrTv71796JSqTCZTCLCKZ1Oo9PpOHr0KB6PhyeeeIJsNsu5c+dYW1sTAr5gmClEPL399ttcunSJF198UUSBPfbYY8zNzTE0NCRipgrB9uvr6yJoPpvN8oUvfIE333yT6upqsd+6vb1NdXU1NpuNiYkJmpqaWFpawmq1/lD2pYTETyKSoJT4qWZhYQGFQiF2F5ubm3nvvfeQy+X09PSQzWbJ5XJUVVXx7/7dvxPO2EgkQiwWE1mETz75JH/yJ3+CVqvF4/Hg8/no7u7Gbrfj8XjQ6XT4fD7m5uZ45plnSKVS2O12BgcHyefzTExMUFpayokTJ8jn89y5c0dMsBobG4Xp57vf/S4vvPACCwsLrKys0NHRwcDAAIuLixgMBhwOh3DwRiIROjo68Hq9okHl1q1bOJ1OIZ5sNpswyPT09LCxsUFtbS1TU1PEYjESiQRGo5G2tjaKi4uJRCKiks7hcIjg9bt376LX68lkMmJaOjMzw/T0NHV1dSIu6cyZM+zu7nLt2jWsVitOp5OtrS1qamq4cuUK/f39YjJlsVh46623hPFGqVSKxpqCk3ZsbIzS0lL0ej3hcFhMFxcWFjh69KiY5BVEVyKRQCaT0d7ezne/+1327NnD/Py8yHMsiNVjx44xPT3N/fv3SSQS4uvkcjkaGxspLi4mGo0Sj8f5mZ/5GTY3N7l7967IHd23bx8bGxvMzc2RSCTEc2hycpJYLMbjjz9OIpFgYGBA7ACazWZ6e3tFm45cLqeuro7FxUVqa2uprKxkfHwcmUzG+vo6hw8fZnFxUWRQWq1Wbt26hUqlIh6PYzKZhGHo6NGjeL1e4vE4arWajo4OLl26RDab5amnnqK9vZ3h4WHMZjMffvgh+Xweh8OBwWBg//79LC4uUllZSTqdpq+vj5deegmfz0dPTw9Wq5WNjQ3C4TAqlYpcLsfOzg5ut5tMJsOhQ4dYXFxkamqKhoYGKioqUKvV4ki54Jg2GAyoVCoymQyxWAyfz4fNZhMXIIWsUKvVSklJCZFIhPv37/Piiy8yOTnJzs6O2OdVqVQ88cQT3Lt3j4aGBrRaLYODgygUCpE8UGhH6unpQa1W09/fz6VLl4hGoyIfVKVSiSD106dPk0gk+IM/+ANyuRwvvvgif/qnf4pSqeTkyZO43W4mJycpLS2ltbWVfD7P3Nwc8XgcjUbDsWPHWFxcZHZ2ln/5L/8l3/3ud+nu7qaqqkrs3xY60i0WC9PT0yKGzOfz0dLSIiogJSR+EpEEpcRPJYVdxpKSEgYHB9m/f7+YhpSUlNDS0kIwGCQSidDe3s7bb78tdvE2NzdRKpWsrKyIZppC5aDFYsFkMuH3+4nH4+zd+7AZ4+7du+h0Otrb21leXqasrIxwOExlZSV3797FYrHQ1taGz+djZGSExsZG0aaiUCj48MMPcblc+P1+qqqqGBkZYXh4GLlcTiKRYN++fdTV1bG9vc3i4qIIkX700UfF9Oj9999naGiIr3/96wwPD2O1WoXRYf/+/aysrFBdXc3c3Bybm5usra1RXl5OMpmktrZWHP0/+eSTIkZpbm6OnZ0d/tW/+leipm50dJR8Po/VamV0dJTTp0/T1tbGzZs38Xq9hEIhMdX0+Xw0NzcTDoeJxWKcOXOGwcFBTp06RSwWY2BgAL/fz+7u7sMsv2yWxsZG1Go1a2truFwuFhYWhCN5eXmZXC4nXPmPPvooW1tbrK2t0djYyObmJrFYDJ1Ox8zMDE6nk0AgwNmzZ6mpqcHtdovw79raWmE6yuVyFBcXMzMzI1pyCk5+AK/XS1FRESdPnmRqakrUKxZWE1pbW7FYLKTTaQwGA7lcjvPnz9PT00NNTY3oRK+vr2djY4PNzU06OjrI5/O0tbXx0Ucf0dDQwOLiIkVFRajVaubn58UFQyAQwGg04nA4UCqVOJ1OPvroI6xWK4FAgNHRUfr6+kR94ubmJnq9HofDIabW4XAYk8n0MMIom8NX1kvGUkOdMU9jeoHF+XnKysrERM5qtQLg8Xg4ceKEiFSKRCIkk0n27t3L7du36e3txeVyIZfLhXmnqKiIdDrNnTt3RF1hYVK9tbWF1WZnVlVLzlpLuTKGKzyFz7Mjjrztdjs3btzAZDKRTqfp6uri7NmzuN1uEZGl0+lExeLMzAxFRUWUlZWJPUabzYbf72d5eZl4PM7q6qowex07dkzsTxfE5u///u8zNTXFE088wec+9zn+w3/4D9TV1REIBLh16xaZTEZc+BQVFVFTU8PMzAwqlQq73Y5MJsPv9xONRvnlX/5l/s//8//ky1/+MuFwmJKSEjQaDZlMhkwmI2KM3G43arVaREuVlZWJ43MJiZ80JEEp8VPH0tKSyCucn5/H5XKJ9pBEIiGq8gwGAzabjaKiIv6f/+f/oa2tDYfDwYULFygrKxMZhrOzs3zjG99gfn6e1dVVYRwAUKlU4o13bm6Ouro6vF4vMplMmFcK+1klJSU4HA42Nzdpb2/nypUr7Nu3j1deeQVA7Ibt27ePxcVF4vE43/jGNxgfH+edd97h+eefZ3t7m83NTVKpFN3d3dTW1vInf/InZLNZHA6H2Fd0OBzcuXOHcDgswpcPHDggTDs6nY6Kigo+/PBDnE4na2trtLa2otPp0Gq1mM1mQqGQEHkWi4VEIiF6lguh2kqlkp6eHiwWC//lv/wXamtrhZicn5+ntraWVColDEM+n4+VlRUaGhoIBAIsLy/jcrlQqVSiVaW+vp6rV69SVVVFY2MjAwMD+Hw+ioqKcDqdLC4ucvDgQebm5nA6naTTaXZ3dwmFQmIK6/V62dzeoe/L/5opb4pyZQztwlVK7Q9Fci6XE7mjvb29ImT79u3buN1u6uvr6e7uFvmfzc3N3L17F6fTKVYDDh8+LI7/I5EIVquV+vp6dnd3uXHjBvv37yccDuNyuXjttdfYt28fmUwGnU4nuqP37dvH7du38fv93Lx5k2effZaBgQHKy8vFLmptbS0ejweFQsHRo0e5cuWK6BovTOFqa2tJp9OEQiGUSqU4wh8aGsJsNlNXV0csFiObzXLo0CHeXc6xUdINMhnk83QrNzAsfcRv/MZvsLKywu3bt9m7dy9qtZpz584RCARobm6mrKyMjz76CIvFQj6fJxQKiXzO8vJytra2WFpawmaziQrJQnxUKpXi+vXrVFZWslPaw3ZpLw9br/OUbt+nJjIpcjsVCoXo4R4YGKCxsZGioiKxXxqPx+nv7xcXddevX+fQoUNin7Ywic3lcly7do329nbMZjNWqxWbzYbH4+H48eM0NTVx4cIFvvvd79LR0cE3vvENgsEgv/mbv8np06dJJpMoFAo2NjZYX19nbW2Nw4cPi93HWCyG1+vFbreLSeTm5iZVVVWEw2G0Wi3BYJCWlhacTqf4fSkUCuH23tnZIRKJUFdXJybBTU1N0rRS4icOSVBK/NQQjUZZXl6murqa0dFRdnZ2aGlpoaGhgenpaWHumJmZEdO+uro67t27x+TkJDabjdu3b5NIJEilUvT19bG9vS2iXwpvcj6fD4VCQS6Xw+fzIZfLUSqV1NXVcf/+fSH8QqEQN27cwGq10tXVhcvlYnJykpmZGfR6PfPz86RSKWQyGS+88AJut5tr167x6KOPolKpmJycFDFFPp+Pf/kv/yUXL14kl8vxxhtvsGfPHlQqFcPDw5SVlYl4lHg8LvIyz549y8jICOvr64TDYdRqNU6nUzTs9Pf3c+/ePVwuF+Xl5cLxrlKp6O7uZnBwkPn5ebLZLMFgEJfLhdlsJpFI8Mwzz4i9yGw2y/b2NqdOnRKPo8Vi4dVXX0WpVNLb24tcLufOnTvY7XbkcrkIqi6Epc/Pz1NTU8Pp06d5//33RV94ocqyqKiIqqoqUqkUfr8frVaL3+/HarXS2NjI/fv3xc7d7OwsoaojZNvOPqzCy+eRjb9HXfzhBLLQ81z43gUXdmFnNJfLcfv2bcrKyjhy5IgwUm1ubjI/P49arUav13P69Gk2NjbE5LqmpoY/+qM/EgIvnU6zuroqgrwLj1VdXR1VVVXCbS2TyRgfH6e9vZ2NjQ0xXYtEIoRCIX7+53+eu3fvilWG48ePs7GxQSwWIxgMUlxcTEdHB+fPn2dkZESsEWxvb4ud2EKzTSAQYKvlOeTOdvHa0QXd9IRuiS76xcVFnnrqKaamptjZ2eHQoUMMDQ1htVrxeDyUlJRw9OhRLl68KFzlCwsLJBIJurq6RMPSwYMHWVhYQCaTcefOHaqrqxkbGyP7yD9FWdkhvn85uxzNjpDNZvnn//yf89JLL3Hs2DE2NzcZHh4mEAiQTCZRq9Xi+WCz2eju7haJCQXznFqtZmNj4+HXLS+nurpaGMa8Xi8tLS088sgjjI2NcefOHSKRCM899xwOh4OJiQnu3bvHL/3SLzE5OYnX6xV7nalUipMnT3Ljxg2xO9nV1cX09DS1tbUEAgFRjWm32/nMZz7Dv/7X/5rjx4+LNqFCisHCwgKpVIquri6RDrCyskJbWxvpdJq5uTkqKytFTJKExE8CkqCU+KlgeXmZfD6PzWbj7bffxuFwcPjwYXQ6HWNjYwDU19eztbUlmmza2toA+Lf/9t+KLuXa2loMBgNLS0s0NDSg0WgoLi5Go9EQDAaFG7e1tZULFy6wtbWFwWDgkUceEXlzFy9exGAwsLGxwczMDAqFgo6ODmpqavD5fBgMBgYHB3G5XNjtdpHZt729jdlspqmpidXVVWZmZjh27BgqlYpIJMLOzg6ZTAaj0ciFCxdwOBxikmqxWNBoNDz99NP82Z/9GdXV1cTjcdGBPDo6yurqqniTstlsIlKltraWTCbD1NSU6DN+4oknCAaD/MVf/AWPPPIIW1tbIp9RLpfT0tIipm/379+nvLycSCRCS0sLGxsbRKNRsTt68OBB9Ho9Ho+HsbEx/o//4//gt37rt6iurgagsrKSsbExNBoNcrkcp9NJMBgEIJVKibzLgou3YHw5cOAAs7OzzM7O4nK5hImq4C4OdP8Mmuo94jmi8s1jHf1zfD4fpaWlfOlLX2JnZ4fh4WFWVlZ45JFHUCqVDA4OUlVVhd1up7i4WHStF0RkLpcTjvqqqioee+wx7t27RyAQIBaL0draKnb71tbWxM7lq6++SiqV+pgzXyaTYTAYhADb3t5Go9HQ2toqzGQymYz+/n5CoZAQeD09PRgMBnZ3dwmHw2Jdw+v10traytbWloj4uXPnDiqVSlwoeDweAs4DGA58DpnsYb4mY+9SH5+lrKwMn8+HWq1m7969nDx5knPnztHZ2cnq6iorKyv4fD6xIlDIMi1M1I1GI8FgkLq6OuRyOfPz86J9xmg0ivubajpF0cEXxPevDo3xVN3D/cqJiQmRQVoQYl6vF4Df/M3f5M0332R7e5vp6WkSiQSf/vSnmZubo7q6mtdffx2r1YrBYKCvr4+hoSHKy8uZmppCp9Nx6NAhsfaQTqdpaGjgX/yLf0FxcTFvvvmmOPIutOmoVCqmpqYoKipCo9GI43yVSsXdu3fJZrOcOnVKdNGvra0RDAbRaDR0dHTw1ltv8fWvf52bN29it9vFDqrT6RS7np2dncDDhIjJyUlaWlrEDmoqlaK+vv7v7e+ohMQnQRKUEj/RxGIxlpaWxG7g/fv3OXv2LFVVVQCMjY2hUCiE4MjlciJ3b3FxkZGREe7evcsjjzxCZWUl2WxW5A0+/vjjzM7OEo/HRU7k+vo6q6urIgQ8mUySz+fRarVotVpCoRDDw8OkUilMJhO1tbWUlJRQWVmJXq9ncnJSZDXq9Xqmp6eJx+McO3aMnZ0dzp0797E9zpqaGmw2GxsbGyJk+f79+yiVSmKxGM8//zzJZFLEH+VyOYaHh3n++ed5//33SaVSaLVaysrK2NjYYH5+niNHjrC6ukpvby9Wq5Xl5WXxcQVzhs/nIxKJUF9fj8FgYGxsTISA7927l8nJSfE4ZDIZ9uzZQz6fp76+HrVazeLiIrdu3cJms9Hc3CxafQpTJq/XS1VVFT6fj2eeeYbXX3+dz3/+81y7dg2ZTMbTTz/N9PQ0t27doq2tjYWFBSoqKvB6vdhsNux2O3fu3EGr1ZJOp9Hr9aI5ZmxsjN3dXQz9z/2AaMkRvf0KbbllFAoFa2trtLW1iQDteDyOz+cjlUpRXFwsMisLGZA7OzvMzMywu7uLXC7H5XKJncZCNWc+n6eiooKamhry+TyRSIS5uTny+Twej4fd3V2Ki4vp7+8X+6ozMzM0NTUxMzNDaWkpS0tLFBcXi+cPPNwH3rt3L0qlEr/fz8TEhAjj7+/vZ3d3l/7+ft566y2KioowmUyiezuTyYj6xUJOaCAQIBSOoNzzBKqKFjTBNcybd7GVWIhEIsKEplQqxRTX5XLxqU99it3dXQYHB8lkMiiVSoaGhujt7SWZTKLX63nllVdEfJLdbicYDOJ2uykvLycWixGLxR6KZLkCVfeTqJ2tyH3LFK/fptpVyd69e3nw4AEWiwWj0ShC3rVaLQMDA7z44ousrKxQW1vL6OgoMplM7HSurKzQ3t5OJBKhtbVVGG5KS0s5dOgQFy9eZGNjg8XFRfx+Pw6HA6vVSlFREWNjYzgcDo4dO8bAwAChUIje3l4mJibo7u7G7XZz4sQJ4eZ+9dVX6evr49VXX6W0tJTHH39c/K48Hg82m42jR4/y//1//x/Nzc243W46OzuJRqMoFAqKi4vx+XzU1taiVCppaWkRf9OmpqaoqKgQLUiLi4tUV1dTVFT09/8HVkLifwJJUEr8xOJ2u8lms5hMJq5evYpOp+Ps2bMolUoARkdH0Wq1ogt4YWFB5PkV3kzefPNNDh48iEajobOzk4mJCTFxaWpqYnt7m56eHn7v936Pp59+mkgkIiaeuVyORCJBNBrF6/WKJo8zZ87g8/m4cuUKe/bs4YknnuD69evMzMwwMTHB008/zdWrV3nkkUcIhUKMjY1x8uRJxsfHmZ2dpampiUwmw9zcHB0dHZw8eZJvfetbrK6u8hu/8RvcvXuXlZUVMUErLS0lnU4zMzMjjkRTqZQQEm1tbeyGwizpmlhNqPFM3uZkWRq9VoPP56O3txe/3y/208bGxjAajSwtLaHX69HpdKRSKWpqaoT5YHp6mtXVVWQyGZWVlWJ1QC6XU19fz/T0NI8//rh4I71x4waxWExkVjY1NYnH+ODBg7z88svo9XpCoRBOp5O9e/cyODgojFGjo6PI5XLa29sZGhqioqKCdDotxMXs7Cwej4euri4UCgVLS0sEdoMY+p4la6kmvTlN/P6bGPQ6seepUqlYWVnBaDTyxS9+kX379vHnf/7nIm/w4MGDotlmcnJSTEvVarUIOC8YXebn5/H7/aRSKUpKSkRDUm1tLWazmUAgIILMa2tricViqFQqYVgpHIPrdDqGh4ex2Wy0tbXhdDp56aWXMBqNIuPRarWi0+kwm82sra0Jd3g0GiUcDovj9kceeYRwOMzFixdFw1LhQkqv12MwGFhZWRGB952dnaRSKebn51GpVLhcLrLZLD/zMz9DRUUFgUCAnZ0dRkdHxYT//v37ogVHq9VSXl5OKpUinU6ztbWFUqkkkUgwNzcnYo0KAfeFgPrCpNNoNGIymQgEAjz55JNUVVVx//599u/fL3ZpFxcXheheWlqiqKiI7e1tvvCFL7C6uirMX+l0mpKSEh5//HExnRweHmZjY4Pjx4/z3HPPodVqGRoa4nvf+x579+7l+eefF5FMVquV//yf/zNNTU0sLCxw8OBB0QCl0+m4f/8+/f39bGxsEIlEqKqqIpPJoFarsdlsxONxXnjhBXZ2dnj55Zf5+Z//ec6dO4fFYhF/LxobG1laWsJgMOByuejr6xN/25aXl8WFYOE2QE1Nzd/r31gJif8ZJEEp8RNHIpFgfn5emFgKLtvW1lbgYZ3b2NiYyAr0+/1cuHABs9ks9igLUS/T09Pi+HBhYYFwOIzNZmNpaYnW1lbOnTtHRUUF09PTfPGLX/xYY86JEycIh8NCwDmdTvR6PdXV1dy6dQt4+EbQ0dFBJpPhwYMH6PV66uvrMZvN9Pf3Mzk5iUwmY3Fxkfv374s4o1wux9jYGGfPnmVpaUm8SZvNZqampjh58qQI2y70h6fTaXHcptPp+Cf/5J/wu7/7u6ysrKDY8yTzuv8aS5LPw9g5ynzDtLS0sL6+Lhzd6XRaOKsLRhODwUBXVxdqtRqdTofb7Ra7gY888ggPHjwQx4AnT57k9ddfp7S0lO7ubkZHRyktLWVwcJDnn3+e4eFhstkszz//PL/5m78pImlcLheRSIR9+/axsrJCRUWFcEVfvnxZHDcW3OrLy8s0NDQwNDSERqOhvr5eiBa/3086nSaZTKLVasU0LZPJoFAoiEajpFIpkQ9YuIgoKiqiqKiI8vJylpaWRIOQ3W6npqZGNK5UV1fj9/u5ffs2RUVFhEIhiouLUalUwrjU0tLC3bt3MRqN7OzsUFZWJia6jY2NPProo0xMTAiHelFREaWlpQSDQTHhKkzAC+Hf8Xgcs9nM7OwsnZ2dQogGAgG2trZ4/PHH2bNnDx9++CE2m43JyUngoUltd3dXOK/T6bSok7TZbLjdbhHwrdfryWazIhczFApht9sxmUyibanQz15WViaaabRarQjXLwTEr62tEY/HSSaTop9do9FQWlrKwsKC2D02Go2cPn1ahH13dHQQCASorKzk4MGDbG9vc//+faxWK8XFxVy7do2WlhZSqRTPPfcc7777LplMhkgkgs1mE2aY7e1tDh06hN/vZ3FxUQTB53I59u3bx/T0NFtbW/T29qJQKBgYGKC0tJT29nauXbtGT08PIyMj1NTUiKD/QoOQxWLh7t27dHR0MD8/L7JjZ2dnyeVyJJNJvvKVr4j81N/8zd/kxo0bImKppKREuM8nJyfJZDIYDAZOnDghjrgLPfK1tbXAXyZXFC48JCR+3JAEpcRPFKurqwSDQXHku7u7S1tbm7iSL4jJQrag3+8nFAoJB3NJSQn5fB6Xy8XFixex2WwAwmxTmDK+9957WK1Wkskkn/70pzl//jxdXV1UVVWJfcKCU1ytVosg6L6+PpaWlkQrTE9PD9/85jdpaWlBr9dz5swZrl+/LvIC7XY7r732mqhpu3XrFl/84hdJJBK89dZbfOlLX0Kr1XL37l3efvtt2tvbaWtrY3JyEpfLxezsLOvr60QiETH5SafTFBUVYTabSSaTD+/v3p9FXdUlHsf06hjpD3+XyspK4TQtxK7odDq8Xi9KpZKuri7R7FLIB3z99ddFvWKhn9xut4vGkNbWVpRKJWNjYyiVSnZ2dmhubqaiooKGhgb+5E/+hFAohEKhoK6uDpfLxYMHDwAoKipCq9WK6kWFQiHyEAuRRHK5XPychUicaDSKTqdjZWWFbDYrdvkqKirY3d0VIdxer5dIJIJer6e7uxuLxcLIyAgajQaHwyF2GD0eDxqNhkQiQVtbGysrK8KNLpPJyGazH+sc9/v9qNVq0uk0NTU1jI+P43Q6qa6uZmZmRtRXdnV14fV6aW5uZmFhAUDsZ3o8HpRKpQhrLxy9x2Ix9Ho96XSa9fV1MpmMyI589NFHefvttzEYDMTjcbq7u8VELp/PU1VVxerqKvF4XLjAU6mUyPssKysT5qiCeK2urqasrEzsGRZyQAvZkC6XSxzXjo2N8bWvfY2VlRWmp6dFOLvFYkGr1RIIBJDJZGi1WhQKBVtbW3i9XhQKhQipz+fzNDY2Ultby8D/z95/B0l+X+fd6NM55zjdPd2Tc56dmZ2Ns9iERQYIEAQYJJISZZq2yPvqStSVXS5X+ap0LblsWZZdSiRBCSRAEgQXYYHFApvD7OzMTo49qWemp3POue8fy+8x4Xp9X7/XFiVZc6pQheWCMx1+3b/zPed5Ps/4OAYHByGXy3Hz5k3o9XoMDw8/WtMnEvS5+8IXvgCfz4dnn30WP/rRj9DZ2Ynbt2/jj/7oj/DgwQPE43EsLi7iBz/4AaxWK0QiEZ5//nmMjIxgdXUVMzMzEIlEqK+vR1dXF959913k83kcOXIEN27cIFyTXC5HV1cXZmZmcPToUfB4PPzgBz/ASy+9hDfffJO4quxAwjBbTCfL5/Nx8+ZNjIyMoFAoEEpMoVAgGo1SzGu5XEahUKAYykOHDuHUY6fxH64sY3wjgLGOWnzjVBP4PC42NzchFApRW1v7y/3yPaiD+r+og4byoP5BVD6fx8rKCvL5PEwmE7LZLJkTmLYoEong2rVrdENmBhSWt8smacy08Kd/+qeEs2lubsb09DRisRiOHj2K6elpHD58GJVKBaOjo/jRj34Eq9UKhUKByclJukG+8MILn0rh+cWowWKxCI/Hg9OnT2N3dxeVSgXt7e348MMPoVQqUS6Xsbq6ipqaGpw4cQIPHz5EKpWC1WrFhx9+CI1GA5PJhFgshs3NTYq9MxgM1PyNj4+jVCphcHAQer2emq8PPviAzEerq6uodl6AZPgzZILIPvgJMg9+CqFQiLq6OuLfJZNJBAIBVKtVNDU1EXRZp9NhY2MDPB4PDocDAwMDGB8fx6lTpzA5OYmWlhbcunUL+XweHA4HEokEx44do1QVvV6PhoYGGAwG0meyrx4Oh4Pt7W10dXVhamqKQO2xWAyDg4OUtpLL5SCRSGiaVSqVYLfbMT8/j+3tbdTW1sLr9SIYDEIsFkOr1aK3txd3796l39fR0UETOJfLRVOr0dFRZLNZTExMgM/no1qtolgsQiQSwefzwWg0UkLOiy++iMnJSYTDYRgMBszOzqJSqcBiscBisWBychJ2ux2/9mu/hj/7sz9DS0sLJiYm8Pzzz2NnZ4cYj2ziOD09TVOt3/7t38b4+DjkcjkCgQClHjHjjl6vh8vlwm//9m/D7/djeXkZXq+XjGTsumTa1lKphM997nO4ePEikskkmcwikQhFSabTaXK4RyIR1NTUoLW1FXK5HB9//DHlpdtsNgQCAULmNDc3I5vNore3F7FYDKurq1hZWUF7ezuy2Sw1/2y9z+PxoFar6b0slUpQKpWUkT0zMwOj0Ui4HAbaZwD0wcFB1NfX49KlS4jH4xCLxTh69CgdGNm1W1tbi8nJSSSTSUQiEXR3d6OlpQXz8/PU4FWrVZw/fx49PT0YHx9He3s7bDYb/uiP/gg1NTVoaGiA2+2mzy77njAajXC5XJSzXlNTQ68L+9+ARzGvw8PDMBgMlHP+2GOPYXZ2Fq2trVhfX4dGo4HH44FWq8X6+jpisRhKpRJtQIKmIchHHxmnOAD++alG/B/nHmkt4/E49vb20NLSQvnmB3VQf9d10FAe1N/72t3dxfLyMhobG2Gz2TA7OwuRSIT+/n7k83ns7OxgbW0Ns7OzFJM3ODgIkUiEVCoFlUqFt956Cy0tLcSBvHLlCjweD3Q6HSKRCKWYFItFNDY24sMPP8Tjjz+OarWKtrY2vP3228hms+ByuWhqagKPxyNzjVAoxNWrV9HW1ka6P5fLhc7OTrS0tNDUlE11WAzexYsXodVqIZPJoFaraarX3d0NjUaD3d1dStKoVqvI5/OIxWJoaGiASCSiaQi7CfN4PEpQmZ6eRi6Xg1AofJQUtLUN8eCzEFjaUPGvQ+C8hnKpiEgkAo1GQ0gVjUZDUgJm+MhkMrS2ZHGExWIRXC4Xfr8fgUCAppwsepFNxdLpNPh8Pux2O/R6PQQCAa1RmRbQ6/UiGo3ilVdeIYc6h8PB66+/DgAQiUQYHR1FqVSCXq9HIpFAbW0trl69inw+j6NHj+L69euoq6uD3+/H4cOHcfnyZTQ1NUGlUmFlZYVMSey9m56ehtFoRKlUQi6Xo8k0h8NBLBYDh8OBSCSCXC4npBK7DvP5PAQCASwWCwqFAp577jmUy2V4vV4IBALs7+/jmWeewZ/92Z+hVCohFouhUqng2LFj8Hg8NFVubm4Gh8OBQqGAQqFAMBiEXC6H0+mE1WpFoVCAQqHAoUOH4Ha7sbu7C6VSicnJSTQ0NFC+NYfDIRmFy+WCUqlEIBCgmMiVlRVUKhUCvlssFsTjcZI6GAwGBAIBaLVaHDp0CMCjuNJisYhcLkeGm1KphPr6euzv75MUYHZ2FtVqFXK5nAgGjH06MDAADodDkgfmamZmtdu3b8NqtaKlpQVut5t0zYykEAgE0NjYiK9+9as0aRQKhYjH48Rj/fVf/3WsrKygo6MDPB4P3/ve96BSqcDlcmG323Hu3Dm8++67qKurQzQaxfj4OFpbW4lwEI/HIZVKYTab4XQ6YTQaUSgUEAwG8eyzzyIcDiMYDEKhUKBSqWBiYgIXLlygqTzT7a6vr6O7u5tkBtVqFVqtFnw+H0KhEDdv3sTAwADB1LPZLKRSKcRiMWk+vV4vufgjkQh0L/5rSOr76Xuwv0aC7//qITJrAYDT6YRcLofFYvklfiMf1EH9nxf/7/oBHNRB/fcqn88T5+7cuXMIhUKYmpqC1WqlL/eZmRky4bz00ktkcmDQbLvdjk8++QTpdBp3795FtVqFSCTC7OwsDh06BIfDgZGREQgEAgCPjDwCgQCHDx+GwWCA0+nEf/yP//ERaiUaxUsvvYRgMIidnR1YrVb81V/9Ferr6yESifDhhx+SDrO1tRUSiQQ8Hg+ZTAYWi4VunMlkEi6XC6dOnaJmh61zh4eHIZFIwOVyKTt8b28Px44dw8bGBjKZDCKRCDWhQqGQXL8MLbOwsACPx4P+/n7KFlfIZVD5JhFduQKJRAK+SAiV0YDGxkbMz89jcnIS9fX14HA4WF9fR1NTE/b39wGAHrPJZAKHw6HX1mq1wmazEVJleHgYXV1d2Nvbg0AgQKFQwPz8PBQKBVpaWmCxWPDhhx9Snjafz4fRaITRaIREIoFer0elUsH4+DhEIhFEIhF0Oh0uXLiApaUlqFQqlEoliiO0Wq1Ip9MUN7m1tYXBwUG0tLTg4sWL2NraQnt7O1KpFAYHB8HhcOD1epHL5eBwOBCNRqlR9/v9OH/+PEKhEIHp2Wui1WrJ6HL79m309PQgl8thbW2NXj+BQEBNULVaxcWLF8mlGwwGUS6X8cYbb8BkMsFqtUKtVqO/v58MXouLi8jn81AqlWhpaUFfXx8qlQp8Ph/pMHt6erC9vQ0A8Hg81MAfPnwY4XCYJvhOpxMNDQ30u/v7+4nRWi6XATwC8rMGTaFQoFwuI5VKYXx8HN3d3dje3kYwGERdXR3y+TwkEgmSySSuXr0KvV5PjnWRSAShUEjRpvv7++ByuQRjZ657kUhEOek7OzvgcDg0ZZyYmCB26t7eHvh8Prnwc7kcfv/3fx/19fWQSqW4d+8elEolTUF3dnZID/qzn/2Mpq2jo6NoampCJBJBXV0dNjc3sbW1hccee4zc2q+//jp0Oh1efvll/OxnP0NjYyOampqws7ODXC6HW7duoaamBh0dHVAqldBoNER3CAaDePHFF7GxsYHTp0+TiatarSISiaBcLiMQCKCzs5Pc7Xq9njLTX3jhBaysrGBlZQVbW1u0AmdTcZlMhrJvDdW6vp9PbKuwCrJEOzCZTACAlpYWRCIRLC4uor29HTwe75f5FX1QB/WpOphQHtTfy5qYmEAwHMYarx4z7gQalVV087yoMRlpdcVA0n6/nzRfdXV1yOVymJychEKhIK3dCy+8gGw2i3v37mF5eRkGgwFtbW00kdzd3UUul4PP50NLSwt2d3chFouxtraGkZERpNNp7O3t4Wtf+xru3r0Lv98Pj8eDeDwOHo9HE5NqtQqDwYDe3l40NzejXC6jra0N7777Lmpraym9o6GhARwOh6ZQLS0thBT67Gc/i3w+j/feew81NTU4duwYTCYTvve97yGXy8FsNmNjY4PE+Z988gmKxSKAR5ORUqlEzbBSqaQUGp/Ph0wmA51OR9o8DocDv98Pq9UKPp8PqVQKAOjt7UWhUMDm5iasVivp3G7dugWFQgEOh0MTL2bmUCqVUKlU2NraQj6fB5/PJ9jziRMnqMExmUx477330NDQAAC0qmTAdKbTY5Oczs5OPHz4EN3d3Zibm4NMJkNDQwM0Gg2mp6dRLBYRCARgtVrB4XCIgcma7v39fXR0dCCRSCCTycDj8UAkEqGlpQU+nw9isRjhcJg4lszYZLPZoNPpSGt348YNVCoV6HQ60l2mUinkcjnCUqnVapw+fRo//OEPUSwWweFwYLVace7cOWxtbZHxhE32TCYTamtrodfr0d7ejjfffBNGo5Hczx6PBwsLC2hsbKQp6+LiIjm2WXJRLBYjhBJLhYrFYoTvYc9zeHgYsVgMzc3NNN3KZrOPYOM/z7UfGhoCn8+HTqcjTub8/DxkMhlcLhd9rjQaDTY2NiCXyynbXalUwm63I5FIoKurC4FAACMjI3C73YTgYvIAFnNZLBbx8OFDKJVKPPbYY1CpVNjY2EAsFoPD4YBQKES1WsWxY8eQzWYxNzcHu91OppVUKgWbzUZQ/ldffRUXL17E4cOH0dbWhtnZWSwsLODs2bNkxgoGgwiFQjCZTLh+/Tr0ej3sdjtisRiCwSCOHz+OmZkZrK6uore3F0qlEnfv3oVMJgMArK2tQafToVgsoq+vj6I0WcPHgPUMp8Wg9AAQCASwublJeluZTIbFxUUyS7EDYzyZgnz4M+CZm3G8zYqvn6hHMOBHNptFTU0N+vr66PuyWq1ibW2NZDIHdVB/F3XQUB7U36va2dnB3NwcBgYG8NO1LP74EyceXaBV9HL30V5+5L6uVqsIhUKUJhIOh1FTUwMOh0NOTpb1q1arkUqlYDKZ0NTUhI2NDTQ2NpL2UqFQYHV1FUKhEHK5HGtra5ienoZCoUBHRwei0Sh0Oh2cTichZwBgZmYGUqkUXC4XdXV12N/fp/i1crmMbDaLXC6HlZUVQvyUy2V0dnbC5/MRP+9f/st/iRs3buDjjz/G1tYW8RmPHTtGTmGVSoX19XUsLy9DLBbj2Wefhdlsxk9+8hMkk0loNI8YggyTJJPJsL6+jubmZiwuLgIArS2Z49fn8yGfz+Ps2bO4d+8ereiMRiOhblgDxefzKWJQJBJhc3MTUqmU9HVPPvkkKpUK0uk0isUiHjx4gFKpRDfd06dP48/+7M9w9uxZkgg0NjYil8tRxKNKpYLZbEalUnkEJv/5BFGv15PreXZ2FoVCAUKhEOVymRp4n89HLmIul4tUKoWhoSG4XC643W6cOXOGNK0qlQqbm5uoqalBTU0NHj58CAAU4ajX69HZ2YlYLIZ0Oo2RkRG89957aGtrI0MQM2FsbW2htbUV6XQas7OzlDHe2dkJh8OB/f19mpJNTk7S9QYAXq8XRqMRhw4dQjqdRnt7O77//e9DrVbDZrNBLBZjdXUVlUqF8E2MCZrNZkmeEI/HUSwWEQ6HceHCBZjNZkxOTkIkEiGbzSKTyWBwcBDj4+NoampCOp2m52CxWCASifDw4UNKliqVSnjyySfx3nvv4dChQ3C5XDQ5K5VKdNiqVqukS3U6nZ/SY5rNZkQiEWqCY7EYXStMO6hSqWhKWVdXBw6HQ7nvfX19mJiYQCaTQTAYRHd3N/r6+uBwOLCzs4NAIIDbt2+jXC6Dw+Hg0KFD+OIXv4jp6WlotVpotVrCDNntdtTW1uLkyZO4ePEi5ufnMTAwgGPHjuGNN97Azs4OxZJev34djz32GJnZ2NR0YGAALpcLzz33HLxeL0KhECGYHA4HHj58iP7+fjpgtLa2kubX5/Nhd3cX9+7dw4ULF5BMJlGtVqFUKumzyWgELOqU5ZFXKhV0dHSgu7sbNpsNnZ2dhHbKZrMYHR2FRqOh789gMIhgMIj29vaD6MaD+qXXQUN5UH8vKhAIYHV1FVKpFF1dXdjZ2cH/85ILC8ES/Tcl9yK0cz+ARCKBTqejG5dKpUJzczOUSiWtnJubm0nrxZA3bKL04MEDmM1mcLlcSqEpFosoFArIZDKwWq3weH0Q9j+De+t+GBDH10804LXvfRc6nQ4ajQZ+v5+mdhcvXsSJEyfIVc6YfUqlEkKhEA8fPsTw8DDMZjOmp6fhcDjg9/tRKBSoUWhqasLbb79NOlGfz4fu7m68/fbb+MIXvoDV1VWCNzOzUT6fx8LCAunhWlpacP78eVy5cgVyuRwTExMol8sYGhpCtVrF3bt3odPp4Pf7KbqOaTWPHDmCe/fuIZ1Oo6+vD8FgEPF4nHiHxWIRYrEYIpEIPB4P6+vrOHToEMbHxzEwMIClpSXCndjtdqyvr6Ourg6xWAx7e3tQKBRwu93ED1QqldDpdNDpdFhfX0cul8Mrr7yChYUFMqHU19cT61MgEODYsWO4fv060uk0VldX0dXVBZfLhXw+DwAwm83EzxSJRLDb7aipqcFbb71FYO1kMomamhrCCsnlcno/VCoV0uk0otEoPY9wOEz8TKvVCqfTCQDo7u6G3++Hz+dDc3MzAoEAnn76abz33nvkYPd6vSiVSqirq4NUKsXXvvY17O3t4fr16xgbG8PVq1ehVqvh8Xho0rW7u4tCoYAXXngBb7zxBkqlEuRyOfL5PFQqFTQaDa5fvw6j0fipVTTLpZ6enqbm9hvf+AbeeustMlU1NTURdzMQCEAoFFLM5N7eHtLpNP3coaEhrK+vkw5ToVBgfX0dKpUKQ0NDuH37NvR6PekcdTodxW86HA7K9l5cXCS8USwWo8NRMBhEfX09Od3ZQYXJKrLZLM6ePQun04mamhrMzc3hxIkT2N3dRUNDA3K5HKLRKJaWllAsFqFUKtHb2wuLxYKlpSVUq1U4nU40NTXhqaeeomz5bDZLKUJ6vR4TExNEQxAIBGTaYrrkzs5OJJNJ/Pmf/zlKpRJ+5Vd+BT/84Q9x4cIFrK6uor29Hel0mnBhf/RHf4S9vT16jr29vaQ7npmZweDgICUgMe2uQqHAxsYGotEoHVqWl5cxMDCAaDSKWCyGM2fO4Atf+ALm5+cpY31tbQ1erxcOhwMWi4UaS4ZDY5rUgzqoX1YdNJQH9Xda0WgU+/v7iEajkEgklMUbi8Xwx584cTMsAzgcVKsVJO+9Ce7yRzCZTNBqtdSUML1ZKBQiULBEIqEECq/XS3pGp9MJk8kEi8WCbDZLCS6lUgnFYhHHjx/H9vY2boQk2FF2UQ60eOMaijPvQCgUwmazgcfjQSAQYGdnBxqNBtFoFHa7HTKZDK2trdBqtbhz5w6y2SzdpPL5PIrFIhoaGhCNRiGTyfDxxx/j7Nmz5BBvbm5GV1cXHj58iHA4jI2NDXz1q18lbWQwGASPx0NTUxOWl5chFArB4XCg1+sptScej0MoFGJ3dxfRaBQmkwkOh4OczaFQCKVSCe3t7dDpdGhtbSVOJzOdGI1GVCoVKBQK5HI5yrtm62SWQ87j8TA0NASJRELQ7unpaTIZMbcyW5UajUZEIhG4XC5IpVIMDQ0hnU5DpVLBZDJhdnYWHo+H3NzXrl3D4cOH0dHRAb/fj0gkgtnZWfD5fAKDKxQKZLNZMtiEw2FoNBoMDQ2RPEGr1dJN12azIZPJYH5+HsCjqbhcLifDlEqlQiwWg8fjAYfDgVqtJvYiS9Xh8/kYHBqGW9mJIJTghrfRmFvH7MyjyTZ7TqyBSqVS6OnpwfT0NI4cOQKVSkWvY7Vaxf7+PqRSKe7fvw+73U5IGZVKBaVSSVMpmUyG5eVlaDQaVKtVCIVCnD59GsViEdVqFZlMBktLS+js7CRtnlwuh8vlwvnz5/HWW2+hq6uLpocMAM4c/Cw1JhgMwuFwwGg0EoPTarXi+vXrEIlEaGpq+hRE3OFwQCQSoVAoYHFxEd3d3WTImZmZgVKphMvlgsViITkEM8IMDQ0hEolAIBDA6XTSQYel/qytrWF0dBR3795FOp3Gzs4OTCYTMpkMDh8+DKvVinv37uGpp55COBzG1atXodFoqGHWarVwOBy4ceMGhoaGIJfLsby8jEQigd/5nd/B8vIydnd3kc1m8Vu/9Vv4+OOP4XQ60d7eThrgra0tGAwGCIVC5HI5PPfcc9ja2oLFYsG7774Lv98PpVJJ2mom9+jr60M0GkU2m8Xt27fR1NREAH8ejweRSERTTo1GA7fbjVAohLGxMfpOlEqliEajaGlpQVdXF1KpFI4cOQKpVIqNjQ3s7OwQvspkMkGtVgN4NAGPx+NobW09mFYe1C+lDhrKg/o7qWQyCbfbjf39fcqrZQaTiYmJRw7iYAiLFSv2C2IUPSsozV0ClwNqVIRCIfh8PtRqNbmRjx07hiNHjiAYDNJ6kPEDc7kcXC4XuWu9Xi9NYGpraxGPx2EymeB2u/FDrw5pxX/lvJXcC6hc/RPo9XrU1dXB7XbTGttiseDBgwdobW2lx7a3twej0UireaaHs9lsyOVyiMfjpDUrl8twOp2QSqWw2WxIpVI0sdnf34fZbEYwGPzUNFWv18NoNNJNXSAQQKlUUpPJ0joKhQI1X8yNzaIc6+vrEQqFIJFI0NzcjBs3btDEisPh4MKFCxgbG8Pf/M3fIJfLIZPJIJfLQaPRoFQqkRNZIBBgYWEBdrudohuZ5ICZpLxeLxobGzE9PY1yuYwTJ06Ax+MhEAhQE2G1WuHz+SgNhmFU7HY7aWHZoSMcDsPr9eJLX/oS7ty5g2g0CqlUCo/HA71eT7q6bDYLr9eLkydPYnNzk2DnTKvGXOgs6aWlpQXhcBhOp5MMJK2trSiXy9jb26MGXiwWo9R2DuWO84RiKs++A533ATEkmR6RsTHT6TRxF5mjPplMwufzYXh4GKFQiJqSfD4PkUiEtrY2VKtVfOlLX8I3v/lNyuseGxvD7du3Ca+0tbWFp59+Gh9++CE+97nPwWaz4bvf/S40Gg2RAVimdiAQQH19PS5cuACxWIz33nsPTqcTCoWCAOGlUgmHDx9GoVBAJBJBW1sbNjc3aQ2cz+fR2tqKcDgMLpdLvMnOzk6k02mkUikkEgkymEQiETgcDiSTSZw6dQqffPIJzGYzHjx4AJFIBLVaTRP74eFh7OzsgM/nE0qKhRSsr6+Dy+VCLBYT7zSXy+Hu3bukF04mk5Qpz1BSdrudMFJWqxV/+qd/SsYvoVCIxcVFWrszBJFGo8HLL7+Mzc1NXLx4EU899RTeffddPHz4kKa9LS0tyOVyBH/f3d1FW1sbFAoF1tbWYDAYsLOzQ1zUubk5NDc3Q6FQ4MGDB1AqlcjlclCr1bT2Zua8ZDKJXC6HI0eOYH19HQKBAL/5m7+J+/fvw+/3o6urixr7+/fvo6+vj8xObHNTLBaJGsAazYM6qL+tOmgoD+pvvUrlCv7zjU1MuiLotykwqkwgnUpidnYWJpMJNTU1yOVymJ2dJQeux+NBuVzGw4cPsbW1hVQqBYlEgkwmQ65UdnNmoOb+/n4yCjAeYldXFwYHB8Hj8TAzMwOhUIhSqYTt7W1IJBL09PQgk8mgWq3StHF3dxeX3Ryg+ylwfj4dzU+9DdH6NUilUggEArS1tdHjSSQSn1ohf/TRRzCbzVCr1Xj48CHMZjOEQiEymQy0Wi3F0zFTAAOhsy99gUAAPp8Pp9NJa8ZisYimpiasr68Tz6+pqQkWiwVXr15FqVTCwsICurq6oNfroVKpMD09DaFQiGQyiaamJrjdbuj1enIdl0olGI1GCIVCWgeKxWJarTqdTmg0GnR3dyMejxMqJRAIkN7N4/HAZDI9SuPh8cDn81GpVBCLxdDf3w+j0Qin04lwOAy73Y61tTVYLBaCXFcqFQgEAoTDYQwMDGBxcREKhQJNTU2E+Zmbm6NV+be+9S0YjUZcu3YN8/PzOH/+PN5++21oNBqMjY1hamoK+/v78Pl8cDgchG85duwYXC4XMSJjsRikUilUKhUkEgk1wNlsluDZ1WoV7e3tWFxchNFopOZld3f3UX74k9/+FNaFG3CCc+NPUalUkM1m4XA4UFNTQ7F5BoOBVu01NTUkB5DL5fQ4zWYzRCIRzp49i6tXr1Jy0/LyMqUozczM4PDhw9jc3ERtbS2uX79OHMuuri5wOByEQiEyOUmlUrz00kt44403sLW1BYFAAKFQiNHRUWoIJycn0dzcjEqlghdffBF/+Zd/CR6PhyeeeAL379+Hw+GA0+kkDa7VasXq6ir0ev2nmvBYLEZpMgKBgNA4g4OD2Nvbw/b2Nj7/+c/jzp07hNyJRqNkvPL7/airq4NEIkE0GqVmLJfLwWq1IhgM4rHHHkNXVxfu37+PL3zhC+jt7cX3vvc9XL16FQKBAAqFAl/4wheQz+fx/e9/HzweD1tbW/jMZz6DUCiE5eVl6PV6cl9zuVzSX3M4HBgMBjz55JNYXFyEWq3GT3/6U2SzWej1ekxPT38qVens2bPg8/lEQZibmyNj3/z8PE6fPg3gEZdSKBTiypUr+Pa3v40PPvgAUqkUbrcbR48exTvvvAOLxYK5uTmYzWacOnUKkUgEbrcbdXV1EAqF6OjogEAgwIULFzA/P49KpUI8Wx6PR9fS4OAgvF4vEokENZZutxu5XA5NTU1/F7eAg/pHUgcN5UH9rdd/vLr+X8011SqkW9ehdo8TCoRBkLVaLUGCWcQbc5+yiYfRaMTOzg6Bq9kERKfTQSgUktGkoaEBp0+fRiqVwuTkJCqVCubn5yGRSOBwOGCz2VBTU4NyuQypVIp0Oo2bN2/CbDbj4cOHcO3sQjz4LEqaOlQDGxBv3UQ6maCsar1eT0kakUgEOp0Oe3t7aGtrQ21tLfx+P3K5HBlHamtrKVlGp9OhUqlge3sbBoMBoVAIxWKRkndsNhvW19cJpcJwI8x4FA6Hcfr0aQwMDOAnP/kJGSYY0icej8Nms6FUKtGalE2AxsbGcPnyZUKUtLe3IxqNIpfLAQBKpRKBq5mpSaVSobGxkSDrExMTMBgMkEqltD5PJpPg8/loaGhAPB7H0aNHcefOHVoTsyQj4BGyhq3TFxYW0NbWBpFIhJ2dHYRCIXR0dOBLX/oSrly5glu3bqGhoYGc9Cx33O12o1qtgsfjwWQy0WQ5FApR/GJ9fT0B8RsaGuBwOHDr1i1qBtg0i03OmC5WoVCQS5zF4uVyOZhMJmg0GuRyuUeGnfoTUBz53M8nlBXkJt+G1nOfGIMmk4ma/0qlgrW1NRSLRZRKJXLKZ7NZSk+pVqtIpVIYGRmBXC6n1JxQKASpVAqv10uyg1/7tV+jx7y5uYnNzU0kEgmMjo4iEAggGo2iubkZ+XweLS0tyGQydGhYXFwk7ejRo0fhcrmQTCYhkUhQV1cHtVqNjz76CDweD11dXejv78e/+lf/ClarlaIDt7e3acKu0WjQ2dmJS5cuoVgsIhQKUbqNWCymuE6lUgm5XI5yuYxEIgGfz4fGxkYkEgn09/djfX0d/f392NjYwGc/+1nMzMyQO9pisSCVSqG9vR1dXV20BfB4PDh79izFMTJpydLSElpbW7GxsUEa0ng8Dp/Ph5MnT+Kll17C6uoq1tbWIJPJ8LnPfQ53797F0tISVlZWKJN9Z2eHpqYrKysEOx8fH4dWq0VPTw+0Wi0hklhKD3PhS6VSjI2NIRKJoLa2Fu+//z4ikQg6OzvhcrnQ1tYGn8+H/v5+zMzMoFgsEuPW4XDA6/WiWCxic3MTX//61zE9PY2XX34Zzc3N2NraQrVaRWdnJ4rFIlwuF7a3t2lyz7YwiUQCNTU1hHey2+1kDDuog/pfWQcN5UH9rdcXvjOBOxsh+nNhdw7Sie9Cr9fTutFoNFJzxXRDu7u7qFarcLvdiMfj0Ov1iEaj6O/vh8fjgVKphNVqRSQSoamc3++nCZjH44FcLofdbofX6yVu4+rqKvh8PgwGA1ZXVz+1bisUClhdXaUb4e7uLumPGFRZJpOR+5vP5yORSEChUCCRSKC+vh4KhQKFQgGBQAA6nQ4WiwW7u7sIhUI0QfL5fBSFNzg4iLW1NYhEIng8HjQ0NMBkMhE2J5lMIh6Pk3FAIpFQcgefz4fP54NEIoFSqcTc3BysVivW1tbQ3t5ON8x4PA6j0QiLxQKn0wmJRIJwOAwOh0PPa2RkBM899xwuX76Mq1ev0tSGrSSNRiN8Pt+nGhumm9zf30ddXR2tdZkZIBAIIBAIoK6uDqurq7DZbKitrcWxY8dw5coVKBQKet5yuRwbGxuErzEYDLSy12g0FHu4traGRCKBnp4eeL1eKBQKWCwWjI8/OqSkUimSUDCsDZfLxfb2NvR6Pfx+P/EYY7EY+Hw+rFYr9vf3oVarkUwmodPpkMlkKKO5qakJ8/PzxAflcrnIZHPg9z6FsrYO3PAW8tPvolopQyKR0Fo8mUySXpdpDdn71NzcjI2NDRiNRjQ3N+PatWsEfNfr9Uin04jH4wiHw6hUKkilUjh+/DimpqbQ0dEBj8cDhUIBq9WK7e1tjI2NYXt7G62trQCAhw8fYmZmBlqtljLKmZklkUjQZFYgEKCvrw+pVIoQS/v7+zCZTNja2kKlUsHnPvc5/OVf/iWq1SpOnTpF0ZgtLS2IRqOYnZ3Fs88+i+XlZezv7yMej0MgEBAcnsVV5nI5iEQimuiNjo6Scz+VSqGmpgaBQAASiQStra3Y2dkh6Pz+/j52dnbwmc98Bi6Xi+QUc3Nz0Ol0eOaZZ2iit729jVwuh1AohNHRUfT09OA73/kOAoEAwdzFYjFCoRAsFgs2NjZQqVQQDAYxPDxM+suZmRmEw2H87u/+LkqlEm7cuIHnnnsOU1NTePDgAYBHTFAWT1ksFsnAlM/nUS6XYTab8fnPfx43b96E0+kk9uf58+fx13/912htbUVfXx9+/OMf4/jx42hra8Pt27dpy8Hn8ylKkn0e6+vrIZPJyMR08uRJ4vH6/X785Cc/wcjICOrr60niwgxpjN7AMsIP6qD+V9VBQ3lQf+v1T/70HVx288hck33wU3CXL0OtVkOv10OtVqOmpgalUgkmk4lwG9PT07Db7ZidnUV/fz/m5uZgsViIgccSSIxGI8RiMRk/zGYzBAIBpeB4PB4Eg0HodDr09vYSoLi2thZbW1u4e/cuANDK1+v1EkNyY2ODJmwikQjRaBQWi4VujCwCkE3cEokEOjs74ff7sbW1hY6ODkqZqaurQ3d3Ny5fvkz6yPr6euh0OnR1deHSpUs0MYxGo1Cr1ZiamsLRo0cJc/OZz3wGt27dgs/nw9mzZymZxefzIRgMIpPJ0ARILpdjdXUVFy5cwMrKCulIWbyjz+eDUqkkll9TUxM9JyY5YNNLrVZLjbNWq6VVKjOoJJNJajgLhQIMBgMSiQSampoQjUaxsLCAo0ePwmg0Ejsxn88TGmhlZYUSi4LBIDQaDaxWK0UmNjY2IhgMEoPw2LFjWF5exsLCAvL5PHp7exEIBOBwOAgArtFocP/+fRSLRQgEAmi1WszPz1NWN/AIDC0SibC3t0cJOQ6Hg1iYrOHe3NxET08Pbt68SXIL1uyy14VpBQFQwycSidDY2AilUonZ2VkoFApwuVzCNtXX19OK3Waz0USaNaJra2sQCoXweDwwGAyEmrLb7XTtNTQ0QCAQYHV1FcFgkMD4TOO3s7NDCCcWx2ixWKhpzWaz6OrqgtPpBI/HQzAYxK/8yq/gzTffhNfrxYsvvoj9/X3w+XxsbW3B6/Xi6NGjWFxcJGlCV1cX3G43Tpw4geXlZezs7FDjw+PxKK96ZGQE77zzDrxeL1599VXs7Oxgf38fPT09mJ2dxeLiIjQaDdrb2xGJRNDY2Aifz0eT+evXr6O1tRWtra0YHx9HXV0dvvCFL+AnP/kJPvvZz6KjowN//ud/jnA4jGeffRYmkwlOpxP3798n1uetW7cQDAYRiUTIDCaTyWg6HY1GSSsNAGq1GoFAAMVikbikPp8PVqsVCwsL2NjYwJkzZyASifCzn/0MnZ2dGBkZwf3795HL5VBXV4fLly9DpVIBeASx/+Y3v4nr16+Dw+EglUoBAOm5P/OZz5Bbv7u7G/v7+3jqqafw4x//GM8//zwePHgAtVqNrq4u3LlzBwKBgIxnbJNgs9lw9+5diMVi2g7U1NQgkUiQ8SwUCqGhoYHYswd1UP+zddBQHtTfak1NTeGjKx/j4noWUb4OJe8qsHwFXFTJSMJMMzwej1AuMpmMtFu5XA5dXV24fv062trakM/n8dJLL+HSpUvgcDioqanBysoK+vv7kc1mATyaPDGIcT6fh9frhVAoRCAQgEgkQi6XA5/Pp3xkBurO5XJwOp2oVCqIx+OoVCoQi8UYGRmB0+kkcwBbJ8XjcWg0GhiNRgwPD9O0pFQqQSwWo1AokHu5tbWVplwMLP2bv/mb2NjYwMTEBBliYrEYVlZW6GaczWZx7tw5WmkxoDiXy4VCoYDP56OGT6lUQiaTIRwOw+FwIBQKkTZUJpPh1KlTFEO5sbGBdDoNq9VKWJpwOEzTIYboYdrNdDqN2tpamM1m1NfXQ6lU4sMPP6TVuMViQSaTwdmzZ+H3+zExMUFyBNa85vN5nDx5EvF4HGNjY3jttdewtbVFcoVisYj6+nocOXIEoVAIXq8XqVQKr7zyCt5//334/X7U19ejXC6jUCggHo9je3sbHR0d0Ol0hJUJhUIEEQ+Hw2hpaSGgfDgcpiaOrZbr6+thNptRV1eHxcVFhEIhbG5ukjQiHo9jd3cXPT092NzcRCaToWkml8slNqbBYEAsFqP34Rd1nd3d3VhZWSF+ZyQSgVgsxvr6OgqFAlpaWuDxeNDW1kb8w1QqRTBwlUpFzSabVDETidvthkQiwfz8POx2O103zz//PMLhMD755BOCiO/t7SGTyaC7uxvpdBo+nw9yuRylUgktLS148OABUqkUpFIprFYrvF4vTpw4ga2tLZJXxONxGAwGCAQCnD59GrlcDu+99x5aW1uxu7uLzs5Oav6dTidaW1thNpvR29uLN998kxq4UqkEiURC2dQymYxkFK+++iqlzrDm7oMPPkAgEEAqlYLRaCRNslwuR0NDA9RqNaRSKT766CN8+ctfhkwmw1/91V9haWkJpVIJTU1NlC1/+vRpRKNRYldyOBwyOWm1WkSjUQiFQvzO7/wOPvzwQ7z77rs4e/YsotEodnd3cfjwYXR3d+O1115DLpdDpVLBqVOnMD09jXw+j2effRZ3796lHHQACIVCCAQCEIvFaGhooM/WJ598gtHRUTqEsINJbW0tNjY2YDKZsLe3hxMnTqBarRJPd2RkBFwulwyAwWAQPp8P4XAY+XyeNM4XLlz4VPMqEAiQz+eRz+ehVqtht9t/+TeHg/rfrg4ayoP6W6u1tTW8+eabsNlsmJmZwezsLKxWK8G5mbYvk8nQ+liv18NmsyGZTNIkbW1tjdZwDQ0N0Ov1eO+99zA2NobV1VWEw2F0dnZiZ2cHr776Kj766CNotVpiPM7Pz0OpVEKv14PH4xE8mOFi2AndbreTGYVpDLu6unD16lXSxe3t7ZG+qlR6xMjU6/XI5XLo6OhAIBAg0Pnu7i6EQiGKxSLS6TTS6TTkcjkhY/L5PIRCIbq6ulAqlSg9JRAI4Ny5c3j48CG8Xi+GhoZQLBZx6NAhNDU1Udzk+Pg4ampq4Pf7EQ6Hydm6srKCbDZLOB+24hKLxWSyaG5uxszMDDVEX/nKV/DWW29BqVTSjd3j8cDr9cJgMIDH46G1tRUajQbvvvsuDAYD5RsPDAxgenoaHo8HIyMj8Pl8NJH1er3wer0AgGeffZYi/RoaGuD1emEymTA9PU3cyVAoBLPZjHQ6jZqaGrz44ov49re/jWQySes7hlxiv4ehXBhsG3g07WGImlgsRkYK5uru7Owkg0ZnZycqlQqWlpbQ1tYGuVxOMYFer5d+18jICE1E2d+pVCrSSYbDYVSrVVgsFso6VygUcDgckEqlWFxcJNNZLBYjqQZrotxuN+n+2JS5vr4eZ86cAQCoVCpcunQJdrsde3t7xOdkyKBisYhyuUzmoqamJjQ0NBC4nU1SuVwu9vf36RCn0+lIu8zhcLC0tEROfRZDydidDHB/7NgxiiY8d+4cVlZW0NPTg+XlZYp4PHbsGNLpNBm0nE4nBgYG8Fd/9Vdob2/HoUOH8Pbbb8Pj8VB85ObmJkZGRmhqbbFY8PnPfx7r6+uEXXI6nZidnYVMJqNknlQqhe3tbaTTaZrCSiQSaLVaYnyytBuxWIzl5WWMjo7Cbrcjk8kgFAqhqakJlUqFKAELCwvI5XIYHh5GoVDAysoKurq6SHbCjDd7e3sYGxujVKNz586hq6sL3/ve97C5uYlvfvObWFhYgN/vx8svv4zXX38diUQCZ8+eRTwex4MHD8DhcPDYY49RQ2+xWKjR5fF4+PKXv4x//a//NRwOBxmeurq6sLi4SKlIZrMZUqkUFouF9OkajQa3bt0i/BE7WDIOp9/vp89NT08PRCLRL/s2cVD/G9VBQ3lQ/8urWq1ieXkZ77zzDl555RX8xV/8BQQCAdxuN2KxGK1HWQoGaxzFYjEEAgFheJ544gnMzs4iHA7j8OHDcLvdEIlEEAgEiMfjUCqVsNlspOGyWCyYnZ3FhQsXyGnr8/kQCATQ3d0NiURCEXWHDh2itW65XMbVq1dRX1+Pvb09ZLNZmnw0NTXho48+gkAgwJkzZ/DTn/6UYNsGg4G0YBKJhFZ/Pp8PUqmUGIaBQADpdJomAoxHyZzbXC4X6XSaohu7uroAgJAyzBTD9GwajQb7+/vIZrOw2WzkhhYIBEin08jlcujr60Mmk4HdbsfExAQlBu3u7pLpprGxEV6vF4FAAEePHkU4HCZHLJ/PR0tLC3p7e/Hv//2/R21tLWn+WGbwxMQE8fMYZmZzcxMqlQperxculwu5XI6aK5ZiJBaL4XA4kM1m4Xa7sb29DaPRiIaGBrhcLkgkEqTTaYr44/P5FK+5v78Pg8FACTqBQIBcrHV1dSgWi9jd3YVcLqfJKWswWlpaIJfLcf78eczMzGB8fJxe55qaGiSTSUSjUdTV1ZELPhQKIZlM4ujRo4jFYmhsbMSVK1fIEb2ysgKxWAyhUEgpL6VS6VNTP7FYjNHRUdLVLi4uorW1FdlsFj09PTRldblchHbJZrMYGxvD5uYmmpqaMDExgdraWsrKZs5kNuVkyCGG7GGHFy6Xi7GxMezv72Nubg7Hjh1DX18fFhcXCd01ODiImpoaXLp0CTs7O7Db7Xj55ZfhdDrhdrvhdruRz+dx4cIFAIDL5aLkpra2NnzyySfER/xvoenJZBKPP/44Zmdn0dHRgfX1dayvr+P48ePweDzg8XjgcrlwuVxQKpU4fvw4Td0ZgWF7exsCgYCc0oODgxAIBLh06RK+/vWvY2JiAvPz82Tsk0qllBbE3hs20c5ms+ByuYT4YoYsJilQKBQwmWvws7UMghwl+m1K9PC82Np8ZGg6c+YMlpaWkMlkUKlUKCI0HA4jmUyS3GZpaQl6vR4mk4l4pmfOnMHW1hbGx8ehUqlw+PBhKBQKvPPOO1Cr1fQZikajMBgM2N3dRVdXF95//31cuHABGxsbUKlUyGQyyGazOH/+PAwGA6LRKKU2VatVwpoxYgFzs7MtjVqtxvr6OsRiMaxWK208NBoNhoZH8JGbg0lXBEN1WnxjrBF8HveXfxM5qH+QddBQHtT/0gqHw/D5fJiYmEBDQwNKpRJcLhf29vYoa5aJ3WUyGcrlMn2paTQa1NfXY2VlBbu7u9BoNJR3azQaUSgUMDc3R6L2vb09jIyMYHx8HI2Njcjn83jyySdx69YtKJVKiEQifPTRIxA6W/V0d3dTU8n+4fP5xL1zuVwolUqknxsYGMBbb71FSKBgMEiuUYlEgt7eXqyurhLfj3EhdTod/tk/+2e4cuUK3Thra2tRqVQIjfN7v/d7WFlZwfvvv4+VlRVoNBpoNBrweDyYzWYyB7E1+7lz57CxsQG73Y53330XXq8XtbW12Nvbg9lshtvtpjjJoaEh+P1+aDQaVCoVzMzMoKOjg6IK7927h/Pnz+ODDz4A8CiyTavV0oTQbDaThtHr9cLj8aC1tRVut5v0pLW1tdjd3YXFYsHdu3fxzDPPQCKR4OHDh2htbcXU1BQ4HA7q6uqws7OD9vZ2et/VajU2Nzcpe7ujowMKhQJzc3MAHiF22JQmHA6jVCrh/PnzmJ6eppUyM3nw+XxUq1XS7O3t7SESiVDkntvthkwmw/b2No4ePYpkMgmBQICtrS2oVCqo1WqsrKxApVKBw+GQa7dSqcDr9eKpp57C5cuXoVAoKDPd6/VCKpWCx+ORBlWj0dBrk8lkIJfLkclkiN2o0+lQW1sLm82GlZUVLC8v06Houeeew49+9CPS6fb09JBzXi6X4+7du+ju7obL5UIwGERLSwu4XC4ZnarVKuRyOcVLdnR0UBIM8IjdylbearUakUgEwWAQtbW1kMvlSCaTcLlc0Ov1dHA7ffo05ufnqTnkcDgYGhrC3Nwctra28Pjjj8PtdqNSqdCqVqlUIplMor+/n9avQ0NDyGQyKBQKGB8fRyQSgUgkwsmTJ4mh2dXVRbri3t5eAI/Sc1pbW1FfX48f/ehHJDn5jd/4Ddy4cQPXrl1DoVCA2WwGn89HKpXCyy+/DJVKhdu3b+PatWtobGxEX18fmez29vbA5/PB4/Fw9epV1NbWorW1laDqoVAImYaTiNmOAhwOgCoGBF6M6bPo7e3FxsYGLl68iHPnzuGLX/wivvvd7yIQCODMmTMoFAq4ffs2tre30dTUhIGBAXzyySc4ceIEzpw5g8XFRTK73bx5E1/96lcxNzeHUqlE08SamhrMzs4ilUpBLpeju7sb09PTFO95//59nDp1CpOTk8jlchgZGaHrr1wuQywWE05KqVRSYEOhUEAikaADM4/HQ6FQQDQaRSqVouuh0nEeqmOvgsPhggPgW2da8M3Tzb/EO8hB/UOug4byoP6XVLVaxdraGn2ZZ7NZfOYzn8Hly5exu7sLr9dLSB+HwwG32w3g0ZqZ4XXYTYHd7H9xhcyMAx9//DEcDgdaWlqwsLCAWCyG559/HktLSzAajVheXkZNTQ12d3cRi8XQ09MDDodD66/NzU1Uq1XKE06lUpRBrVQqKYFGLBZDrVajXC5jamqKWJJyuZxwPydPnkQkEiEHdiqVwunTp3Hr1i1MTU2Bx+NRco1Go0FbWxvpRpnxJZlMEtolGAwil8tBp9ORpksikcDv99OEMR6PIx6PAwAsFgu5VJn+sVwuQ61WUyN28uRJTE9PIxQKob6+HmNjY9ja2kIgEKCbudFohM1mw+HDh3Hz5k2Kddzc3IRWq8UzzzyD1157DYFAAHK5nB4LcxgvLy9Dq9WipaWFHPYWiwUrKyuQSCQAHskfWJZ0Y2MjisUistksXC4X0uk0xsbGsLOzQ80IA203NjZieXkZALC/vw+ZTEaGJQDgcrmkF2RNFXPzS6VSmoinUqlHzuyfT23ZlHhra4uc+H6/n9z1xWIRPp8Po6OjiEaj8Hg8hMgxm82Ix+PgcDiE6Ekmk2S6YjD6crkMn89H+lGNRgORSASxWIyJiQm8+uqruHnzJrLZLIRCIarVKiqVCjV9jHkaDoehVquhUqnwySefoL6+ntzQPB4PoVAIBoOBVuwbGxsUEbq65oTuxKuICw2QpDwozV+CxWxCfX095ufnkUwmyRzX39+Pd999FwAgk8moQQ8Gg5ifn4dGo8HAwAAmJyfx9NNP42/+5m/Q3t5OZiR2gMnn86itrYVQKKTUH0Y8YNnk7DNgs9lQLpcJcTQ7O0sTNaFQSK91LpdDMBgk4DtzwrMYxVQqBZ/Ph0wmA5lMhlgsBoFAgEKhAKPRCJFYgrD5EEqaOmjLEajc95FKJuB0OsHlcqHVahGLxR59/5z7Pz7FF1XnvNDM/oBQWcePHydAf7VaxcDAABoaGvCDH/yAMr7Z51upVOKFF15AsVikqaVKpcKdO3cIe3Xo0CG43W767O7v71NEKjNOSSQS2Gw2bG1t4fDhw1hfX4fb7UZTUxMZhYBHsga9Xk/fP0qlkoDvCoUCYrGY4lqZztLr9VJame7Ff/2p536sSY/Xvzryt3vzOKj/beqgoTyo/+liN1yj0YgHDx4gFArhS1/6Eubm5vDd734XIpGI4uVOnjyJcrlMLEHmPNRoNNjc3ERraysuXrwIm82GEydO4M6dO7BYLCiVSsjn8xgfHyedW0NDA+7cuYNz584R441BnZubmxEMBrGysoIXX3wRer2ezAZjY2Ok51pYWIDX64XRaEQ0GiWto1QqRTAYhNfrBYfDgc1mw/b2Ntra2giuzla3lUoFzc3NBJ9ma8J0Og2Hw4FisYjBwUEEg0EsLi7CYDBga2uLYOjFYpH4kTU1NTh9+jSl3CwtLSGXyxFChSGW1tfXkUwm6edKJBLo9XrI5XKIRCKsrKzA7/eju7sbgUAAS0tLKBQK5LZljlKZTAaZTEYTkdbWVqysrEAmk8Hv96OxsREymQx6vR6ffPIJ3RQ1Gg28Xi9aW1vR2NgIl8sFnU6H+fl5NDU1weVywev1or29Haurq8S9YxNU9mcul4tQKIR4PI7m5mYIBAJK/qlWq4hEItQoZTIZNDQ0kGs5m80ilUrBZDKRKaGnpwerq6vw+Xzg8Xj49V//dfyn//SfyEi1s7OD2tpaFAoFcDgcYme2trbivffew/b2Nmw2G8LhME6cOIFAIIBCoYB8Pk8u+oGBAYRCIchkMqytrdFjFQgENOVUqVRIJBKkk2XOdQCIx+M0GVtdXSUnOdPGqVQq9Pb24oknnsBf/MVfwGq1Ynx8HDwejya+LKqTrfMPHz6MYDCIjY0NSCQSlEqlR5Px3qehPPo5ihA1BaeQHP8xIatYU9fb20t4rtbWVty4cQNKpRLNzc1IJBJIpVLY3d2lvHSz2Yx79+5R3F+lUqHmrlAoUOPOWJ/BYBDJZJL+3u/3w2AwoLa2llbnZrMZt2/fpgjMlZUV0sLq9XrKA29vb0cwGMT6+jqEQiEKhQLq6urIfLW8vAyDwYBIJAIej/dIFnDoBVQ6HqepoyOxhPzDn5F8JRAI0MGW1/sUTelQrQILl8BZvozHH38cSqUSS0tL9JlgMZv7+/uoVCpoaWmBRqPB7du3SXLAwhSam5vpuYXDYYyPj0MqlWJgYAB6vZ7MRel0Gp2dnbh9+zZOnDgBv9+P6elpZLNZ7O/v4/Dhw5DJZHC5XNjY2EB3dzeSySRkMhkRLFpaWrC2tkar+HK5THKMUChEbm+/308641KpBNHgcxANvgBwOAcTyoP6v10HDeVB/U8V46oxTdHs7CyeeeYZLC4u4rXXXkM+n8fx48fR0NCAe/fuwWAwIJvNQiKRoFgsYmpqCsPDw3j33Xdx+PBhrKysUONgsViwvLyMlpYWfPzxxwAeuR7ZWpBx2u7cuUO6qlAoBIVCQZOpl156Ca+99hrOnDlDBhWPx4N0Ok2aLKvVSukfzKQzMTGBWCyGsbExFAoFTE5O0gqSmXF4PB56enoosWdwcBB/8id/Aq1WCy6XSxndTAeXTCYhEokQi8Vw8+ZNQusYDAaEw2FaBT/11FMoFAq0Vn3rrbeIGSgSiQiaXSgUYLfbUV9fj7W1Nezt7VGzyianAwMD2NnZoaSPuro6vPjii6SX6+vrI7yJy+XC4cOHaaVutVrJ6MGi5e7fv09MQzbdVCgUCAaDlLIDgJBAYrGYGr9cLofe3l5Eo1Fa05UqVXA6H0dRbYcs40X0zpvgckA5x319fdQ85XI5muRVq1XU19cjHA5DJBJRfvehQ4dw8+ZNDA4OEvJJqVSiq6uLpqabm5vkRGeYpGg0ilAoRIaUo0ePYmVlhRrBnp4evPfee8RmZOYbNhllTuVisYhMJkPNHwOI+/1+JJNJyOVy0obabDbI5XLs7OxgYGAA8/Pz5FRvampCbW0t6WM/+OADmuparVZwuVyEw2EUCgWIxWIkEgnodDqaeiWTyUfg/af/X/9Nms8apBPfpde/UqnQRPfQoUMIBoPEzGTGpVwuh2QyieXl5Ucaw59LSNh7zyIsLRYLtra2IBaL6TpnpAE2rd/d3aVricVRisVicLlc0kan02loNBpwuVyo1Wo0NjaiubkZOp0OFy9exP7+PvL5PHw+H4xGI4BHBxQejwe3201aXTY5TSaTkDzxO596HYSRLUju/xVpK2OxGF1H4HChHH0JEnsXyr51HJKEwOf9VzJDbW0tzpw5Q9zUubk5tLS0EHze5XKhs7MTZrMZTU1NeP3116FWqylDvq6uDmtra3j//ffxla98BRsbGyiVSuDxeEilUnA4HNDpdHC73RAIBLDZbEin04SAYolJ7Hcx1JHL5YLH44HFYgEAmnLncjlsbm6Cz+eTTITli/t8PuRyObpeOTw+DCc/j5hAj5MdVnz9ZCOaGg54lQf1P1YHDeVB/f9VsVgM+/v74PF44PF4aGhowPe//32o1WpapZ05cwYqlYpQPrdv30ZbWxvl5s7NzUGhUGB2dhZf//rX8dOf/hRyuRxra2t45plnsLm5iVgshng8jkAggPPnzyObzWJychIOh4NwLeym+vjjj8Pr9WJvbw8bGxs0QWxvb8cf/uEfYnh4GEeOHAGfz8ef//mfQ6PRoKOjA06nE9lsFkeOHMGtW7coAefLX/4y5V/fu3cPR48exfLyMjmxjx07ho8//hhyuRwej4cSYPL5PF544QXiZn72s5/Fj370I8zPzwMABgcHaV3KGHuNjY24ffs2bDYbreoCgQBkMhn29vZw6tQpWK1Wyv5mq0E2uVMoFJDL5fB6vcT9W19fJ41qPp/H+fPnodFocPToUfzhH/4hTaNcLhcsFguSySRlZqfTabS3t9M0Q6PRwGAwYG5uDtFolCaMuVwOzc3NGBkZgcvlgkgkwuLiIvx+P0ZHR2G1WnH9+nXodDqKHeRyuZQG5DcMgNPzFOVhl2YuQrJ5g9brzKnPohFZ9jKb4MZiMeh0OhiNRsLs8Hg8WK1WBAIBtLa2Yn19ndbkdrudmi273U7av2q1Cr/fD6PRSEYXPp9PjSIAYmIKhUJ6DRghIBqNgsfjQSaToaGh4VPMSQbNL5fLyGQyxC3lcrmQSqWor69HIBCAWq2mVBlmlDAYDNTkdXZ2Ynt7G7FYDHa7nV6Pzc1NohewRjyfzz9aZx97BdKRlyjNJ3nvRyjOvINCoUDBAEzvWSgU4Ha7YTQaYbVaUSqVoNFooNVqce/ePdjtdlrDPvbYY5iYmMDw8DDu378PlUpF+KXLly/T+82SiIrFIuVWi8ViOJ1OHD58GHfv3qXIQKPRiHK5TE0pY3IysxkzHjFmrUgkgkQigd1up9jG1tZWSsRhus1cLgfxoedp6litVqHavQ1H8pEjnemb5+bmCGUEAL29vVCr1XC5XBgcHEQgEIDBYMCpU6fw4osv4jvf+Q6uXLlCUY1TU1PY2dmByWQC8OhQNDk5iXK5jMOHD5NkhiVYra6u4ktf+hIikQhOnjwJn89H+d9sE1IsFmE0GrGwsIDR0VG89tpr8Pv9OHHiBPb29pBIJBCNRjE8PIy6ujqUSiW89957SKVShI9i1+je3h7JEjKZDPb39+lgXygUIBAI6NApkUjQ19cHu90Og8EAq9X6y7u5HNQ/2DpoKA/q/3YxJiHTWGUyGfzBH/wBRCIRafEkEgmmpqbwmc98BtevX4fL5YLP54NIJEIqlUJ9fT1yuRzu3LkDqVSK2tpatLe34/XXX0d/fz+2trZgsVhw//591NbWQqVSYWRkBFqtFv/hP/wHchYPDQ1RHGB9fT06OjqQSCTg9/uhUqmwt7eHarWKz372s/jrv/5rFAoFVCoVHDp0iJzHLPKQ6Z5aWlpw+/ZtHD9+nBzfCwsLGBoawvb2NkqlEk2dmBaPrZR8Ph+OHTtG2rlqtYrm5mZa62azWWg0GkLEPPPMM1Cr1bh+/ToikQiefvpp+P1+uFwujI+Po1KpkMvd5/Ph/PnzWFpaIqevTqfD2toaABAQnmkXBQIBRkdHiTfJ8qhLpRJ2dnbA4/GgUCiQTCYhFotRX19Pq+JqtYrNzU04HA64XC4IhULw+Xxqhq9cuQKJRILBwUEUi0XMz8/Tv8fjcXg8HtTU1EAsFqOpqYluZgaDAQsLCxT1lx7+yqcmR/mdOcQv/r/B5XLhcDgIu8QMH/l8Hn6/H5VKhWL2GI/RarUim83SIaC/vx+hUAg+nw98Ph9HjhwhkPfy8jI1oxwOB/F4HCaTCZFIBHK5HH6/n2QNDHvU29uLeDyOjY0NKJVK4glarVYCnLe0tFAW++3btyGTySgfmsPhoLGxEXNzc+jr60O1WsXU1BQcDgdly7P/lh1Q4vE4EQMY1J9lpjPkk0KhwObmJk2hWRPF4XBQKlcgGngGIlsn8u5l5KffgUIuQ6lUglAoBABYrVZ4PB7SeLa2tiKTyWB6ehonTpygLHK9Xo+NjQ0UCgWcOHECSqUSAAifxK55xnBta2tDKBRCJBKBQqHA2bNn8c4775Dxh5nNdDodtra20NPTA4PBgLt370IqlSKZTKJQKMBqteLQoUNIpVK4ffs2BSCwSTBL04rFYvTzqtUqotHoo4kjgCo4EA8+C0ltFxDaRGL8JxgeOoTe3l7aPvB4PKTTaWLTlstlaLVazM3NYXR0lCbZfD4fKpWKkqSkUilEIhGcTie0Wi0cDgfq6+vh9/uxvb1NB8L19XW0tLQgm80SJ9Xr9eLMmTMYHh7GjRs38OGHH5JUYHd3F1qtlkyIHR0dCAaDmJ2dxZNPPgkul4toNIpIJEJT4kwmg/b2dgCPGMDMlFNTU0PXz/LyMvEnxWIx/H4/lEol1Go1UqkUbDYbdDod5HI5Tp06BeDRBJhNgw/qoP57ddBQHtT/cMXjcVpx22w2+Hw+jI+Pw+12w263o6amBv39/TQdef/993Hq1Cncvn2beJPBYBA8Ho9WTfl8Ht3d3RgfH0dXVxc2NzcRj8fR1dVFMOa6ujpMTk5Cq9UinU4T4DcUChF0OpPJ0FoIeORattvt1Ayxm7DT6UQkEsG3vvUtrK2toVQq4cc//jF6enqgUqmg0WiwuLiIYrGIb37zm7h//z4KhQIePHiA5uZmzM3NkX4zkUhgYGAA9+7dg0QiAY/Hoyi7hoYGbG9v4969ewRX7+npwc7ODtbX19Hc3Ayz2Qyj0Qi3241IJIL+/n6sra09MhGIRNjY2MCFCxfw/vvvE+Cd4UB6enrw8OFD9Pb2YnZ2FhKJhMw9xWIR+/v7FCfY29uL3d1dulkyoHs4HCasCouyYwk47DGwBpOtIJuamkgPOzU1BYvFQlGSZrMZzc3NWFlZgd1ux+7uLsLhMAYHB7G4uIhKpYLe3l5IJBJcv379UYzlyIu/MDmqIDPxE5Rm34NQKCRUEnuPGcqoVCqR276urg5bW1vQaDS0Yg4EAqipqaFrFQA1AG63G8VikZzjarUaoVCIUmqYttTr9SKbzeL48eNkipLL5RRbmcvliCnKmjPmCu/o6MDW1hY1duwxMAc/i+fLZDKUO84g4gzpFI/HyUxkMBhIUlIqleg6ZyY1pi3kcrmQSCQoFAo0qWSOdiaXSKVSkEgk0Ol0lAjD4XDIENTQ0IByuQy5XE5O95aWFuj1eoyPj0MgECAYDGJgYIAae5PJhP39fXA4HGxvb1M0JY/HI+NQe3s7CoUCQcrb29tx7Ngx/PEf/zHMZjOq1SqB8FOpFHQ6HaGc+vv7qWnc39+HSCTCwsICUqkUtFotGfpYghDbnlSrVTK08Pl8pNNpAI8iVDs7O+F2u+lAlc/nYTKZSMMqEAjoOioWi7DZbGhoaMDu7i4ZCgcGBmgDEI/HUVdXh8bGRuRyOczMzJABD3hklqmrqyPEkUgkIgxZV1cX0uk0enp6sL+/j2QySdQKpVKJqakp8Pl8vPrqq8jlcpicnERXVxfpTDkcDux2O02tP/nkE7jdbmp8xWIxcrkctra2SGet0+mIfWoymUjDyzY4zOx3+PBhyrVnKVkHdVD/vTpoKA/qf6icTiflNbOVZl1dHWw2G27evAkej0cZuBMTE8RLy+Vy2N3dRX9/P/x+P8GyGUS4ra0N09PTSKVSWF5eBo/Hg1arhVqthkajwcLCAgwGA7xeL3p6eqhxiUaj6OzsRCwWA/AIizIzM4OzZ88ik8lgZ2cHExMTOH36NNbX18HlcpFKpfDcc89hcXERDx48QG9vL7xeL7HylpeXYTKZ4Ha7sbi4iJdffhm7u7uw2Wy4cuUKMSPv3LkDs9kMh8OBYDBIwnwWLXf79m10dnYiEong4cOHUCgUaGtrw8zMDGpqaqjBY5NKBk1fW1vD8PAwGW74fD76+vqwu7uLxsZGcDgcbGxsoL+/H0KhED/+8Y/h9/tRKBRgs9lgMBhQLpehUCigVquh1Wpx/fp1iMViWtcqlcpPxa+ZTCak02kUi0VymKdSKdTV1UEgEMDj8XzqvaxWq7TCZDw9APS+JRIJSKVSWqXv7OwQb5Ot2ZgGlsfjgS8Qgt/7FPg1rSj71pB+8DY0ahVSqRTEYjGkUilsNhvUajWZSHZ2dgjebTQaoVKpkEwmIZVKsbKyQhgWlgLEUEgsiUkmk8FoNOL69etIJpMYHR2FXC4nNzLLuWYNdjabRXt7O7a2tiCXy9Hc3Ay3241oNIrm5mbSqAKPEkhSqRQ5a1OpFPh8PoRCIUwmE/FTzWYzPB4PAoEAent7MTExQZP6arWKUChEbu/u7m5ks1msr6+T05nP5xP+xmQyYXd3l3ifPB4PEomEMuDr6urIuZ5Op2nqp9FosLu7S02xTCYj7WttbS2CwSA1QtlsFvl8/pFzPpEEv/sJVA2NMCCO55olmJp8QDB7BlJnWlebzYaOjg4UCgWEw2GKOGXIpYWFBXC5XAwPD6O1tZUYmcePH8fa2hpWVlaI1crn89Hf308gejZVVCqV2N/fJy5pY2MjbVJYClSlUoFUKiWQvEqlQiwWI/c2a6xYJKNGo4FarYbVaqX3m8fj0Wc4kXjkEmcTcj6fT4YthvfK5/PY29uDzWYjrNf+/j7JNvb39/HP//k/RygUQrlchtPpRLlcJtD62NgYdDod3njjDUgkErhcLpK4fOMb36DP6J07d5DL5YixKZfLEYvFMD8/j3g8TprdQqGA+vp60jeXSiXo9Xrs7OwgkUjgscceowNQOByGVqvFk08+SSQLk8lEcpeDOqj/tg4ayoP6/1nJZBL3798Hn8/HxsYGeDweHnvsMYjFYmxtbeF73/seHA4Hzpw5Q0Blg8GAqakp1NTUwOfzEdxbq9XizTffREdHBzgcDoaHhymthJlJxGIxXnjhBczMzMDj8YDP54PD4SAYDOI3fuM3cOnSJdhsNoyPj2NoaAiLi4t46aWXaGpx5coVZLNZvPzyyyiVSrhy5Qry+TzBvgUCAU3uPvroI0ilUrzyyis4d+4cfvrTn2J5eRnRaBSFQgFjY2PY2NhAPB6n1TJzZFutVuh0OgiFQkJxFAoFagAZrNtqtWJmZoZSepiBhU2G2CQhk8nAaDSCy+USjzIejyMUCsHv96O9vR1ra2sEI2fgb2bAaGxshEgkolg6FhuXyWTIhcuSVfh8Prq6usiwIpFIcPfuXQgEAtKxtbW1EXNxdXUVSqUSqVQKMpkMKpUKtbW1FDsXDodpxRqJRGCxWNDQ0ICVlRWaEkVjcchHXoTI1oHc3hLku3chkzxaJ7MpKVstt7S0IJ1Og8fjkUOapeFUq1Xw+Xy6PplrnLm2mTGroaEBMpkMWq0Wa2triMfjdBCxWCyIxWKUDKPRaCj7nE06rVYrwuEwVlZWkM/nyRSyt7dHujM2AWLNONNcajQaSKVSNDQ04K233iKckdfrhd1uh0KhwLFjx/D2229Dr9cjHA4THigSicBqtUKtVhMwn8fjwe/3IxaLwe/3o1gsUpoLmyJLpVKaYLJm/BdThUqlEqXqRKNR2O12iq5keJl4PE66RJa4w2QVTK4RiUQgGfoMKp2Pkwuau/QhHKlleDwelEol1NXV0VYgmUzCZrMhHo9jf38ftbW11JywVSwz3zCIPWsy5XI5uZ55PB4aGxsJRs6uWRZOwOFw0NzcjO3tbWIyCoVCmsQWi0U4HA5q5rRaLTY2NmC1Wkmn6ff7iY3LNMkcDgdf+9rX8Nprr2FhYQFtbW344he/iHw+j4mJCWQyGWi1Wpw7dw6Li4vweDzY3NyESCRCS0sLcrkcfD4fTpw4AQC4cuUKNBoNnn/+eYyPj2N1dRX19fWoq6tDLBaDQqHA4cOHcfHiRSwvL6NQKBAe7PHHH8fhw4fhcrnw9ttvU5rR3t4eOjs7KQ2KMU/dbjcliTU1NcHn86FQKECv10OpVGJ9fR1DQ0Pw+XwYHBzElStXSLbCPgtutxtdXV0wGAxEuqivr4dYLP4l34kO6h9CHTSUB0VVKlfwn29sUkrCqDKO8Xt3wefzIRKJ0Nvbi1AoRLqkd955B93d3Whvbye2497eHmpra3Hp0iU89thj1JwxQ8G1a9fwu7/7u7h8+TIx4xwOB6rVKt588020trbSSvvKlSsYGhqCXC7HjRs34HA4MDY2hrt37+KDDz7AyZMnSXzObqoff/wxadEY8Npms2F5eZnAvzweDwKBAGazGTMzMzAYDOjp6YHf76ekkVQqhQsXLkAoFOK1115DqVSCUqlEd3c3qtUq1tfXUa1W0dvbi0gkQtm6bLrH4XCwsLAAoVCIRCJBK+Suri64XC5i9dntdvzwhz9EfX09SQBOnDiBhw8fUlPGnKtCoRDNzc341re+hVQqhW9961sUC8ies16vp2jD5uZmeL1erK6ufgoZxJy3VqsVQqEQGxsbkEql4PP5qKmpgVAopCg9l8sFrVaL9vZ2vPXWW2So0Wg0kEgkWFxcxN7eHvL5PPR6PUQiEU2zqtUq2tvbH+F6FB1A95Nkikjc/SE4S5dRqVQeaf1+7nJNJBLEAGWrdpZnzRiYjI3IVr9yuRyhUAg6nQ5er/dTExSmM8tms2hubkYgEMBLL72Ed999Fw6Hg0xGjY2N2N7epiluOp2mGMe2tjaCRfN4POzv70Oj0aClpQUOhwN37tyBWq3G9vY29Ho9Wltb4XA48P3vfx86nQ6JRIJyoicnJ9HU1ITt7W0yXORyOUQiEZhMJjIrvfzyy1hcXCSNnFgsRrFYRKVSQaFQQH9/P5aXl+mgxlbWwCODUKlUQi6Xg0wmAwBIJBJC7BQKBYhEIsJGsfdLr9dDIpEgHA6TnGNnZwc+n4+mVpFIBPyz/49P6V55wXUYFt9Ed3c37t27h+HhYVQqFczNzYHH46GjowNKpRLXrl2DWCxGY2MjYX8ymQwMBgPEYjFpYhlEnR1e/H4/enp6kEgk6Nrd39/H1tYWfu3Xfo0e4/r6OvL5PKxWK7a3t0kjWFtbCy6Xi3v37oHP55M5SKVSwWw2o1Kp0AS+vr4eJpMJFosFN2/eRKlUQl9fH3FbWUMWiUSIDHH8+HHs7u6Cw+EQy/Ts2bPo7+/HG2+8AZ/Ph5aWFsrWLhaLFNvI4XCQzWbxxBNPYG9vD7FYjMxb6XQaIyMjlGqjVqspQGF1dRVWqxW9vb30vVGpVGCz2cjUJRKJPqVfZglR29vbSCQSOHnyJLhcLhKJBOLxOCwWC1pbW5FIJCh6lAHqa2trkclkMDw8jIWFBXR0dIDH4/1S7ksH9Q+nDhrKg6L6j1fX8cefOFEFgGoV1ugcOqs7UKlUkEqlxB/MZrO4fv06Dh06hPr6ekK5hMNhxGIxRKNR7O/v4/jx47h58yYJ3AOBADVSExMT6O7uhsFggFwux0cffURf7CzPu1wuY3V1FcePH8fk5CQaGhrgdrsxMDCABw8eUKZuqVRCa2srYrEYFhcXKZu2ra0NsVgMXq8XFy5cQKFQwEcffQQOh4N8Po+jR4+iWCyCw+FgdnYW586dg1AohN/vx40bNwgqDAD9/f34+OOP8dhjj8HlcmFrawsjIyMEZQ6FQpiYmECpVCK+JVvt9fT0ECKFrX2Z2YG5dE0mEzY3N6HWahGtGQHH2ITC/goqix+Cz30U4XjmzBns7OwgGAyCw+FQc8DWZVqtlvR/XC4XgUCA1nFMfM/WokxHKRAIIBQKaRLFJlMajYZwIlqtFltbW7SGZz9fKBRCo9GAz+fTjRAASQDkcjnlBccHvghx3X9tQgq788hc+rek8UqlUrTK7enpwdTUFMVsjo6OYnV1FblcDgqFgpA0iUQCJpMJuVwOnZ2dWFtbg0wmQ3t7O03sHjx4gJ2dHcJDBQIBWmmOjIxgZmaGpnnMpMPe08XFRbrhsyQeAASvrqmpgUAgwP7+Ps6dO4dMJoPNzU3k83m0tbWRWcJoNMLj8cDv99PaXSKRkJObx+Ohra0Ns7OzKJfLaG1tJeg0ACiVSspjZzrPcrmM2tparK6uQqvV0uHDbrcTlJ1NMv1+P6RSKUkD2OFLq9WiubkZ6+vr5KTXaDTUnLIpLgsWyOVyj9bHRz/3Kcd04eHPwF2+jLq6Ouj1eoRCITJ+MaB2c3MzfbYYQ7RQKAAA/H4/Ojs7YTQaiW/KUrXYRF8oFJK+cmBgANvb28QIzeVyqKurQz6fp6Quu90OrVaL3t5efPjhh2SOymQyqFarxPMMhUIUGcma6oaGBqjValy9ehW5XA6Dg4PI5XIYGhrCzZs36bEwo9To6Ciamprw7/7dv0M4HKaDFTP3qNVqiEQiLC8vo76+HqdPn8bt27dhtVpRLpfxn//zf8bo6Ci2t7cxPDxMBi4W0cmc70zfzJzybKqs0+kQi8WQzWZRKpWg0+kQDofR2dmJra0tNDU1Qa1W49q1a3jiiScwMzODarUKk8mEtbU1tLS0IBqNoqGhAfF4HA6HAzKZDMlkEpOTk+jv78f58+exvr6ORCKB0dFRzM3Nobe3FxwO55d3gzqov/d10FAeFNUXvjOBOxsh+nNhdx7Sie+QnpG5TvP5PIxGI0wmE2pqamAwGKDX6ykt5PLlyxgZGUGhUMD09DTsdjtCoRCMRiOuXLmCjo4OlEolDA4OIplMYnFxEV6vFzKZDLlcDrW1tZBKpVAqlaivr8drr72G5uZm2O12mgIeOXIEd+7cIa1UTU0NwuEwrYCUSiWGh4fJ/MME/0zoL5VKsbu7i87OThw+fBjf+c53iLcIADs7Ozhy5AgWFhYQiUTQ3NxM4ODNzU3s7++jvb0dcrkcbrcbm5ub0Ov1NGmpVqvwer04evQoAoEAjEYjnnzySczPz+PSpUuwWq3Y2toizZPJZMLk5CS2ZW0QDDxHJpXi9EUkx38Mo9GI3t5eGAwG7O/vY3NzkzR6rOnr6OjA1atXoVAoYLfbCTbNplpMa3fu3DlK/HE6nbBYLMjlcqipqcHq6ipkMhlaW1tx9+5dNDQ0QCqV0mGgUqmgvr4eDx8+RDKZhNVqhc1mw97eHkKhEN1g2CpYKpVif38f6HoC8tHP/oL55i2UZt8lt3JLSwvK5TIEAgGt7fx+P/09M9wwF7ZarSZThV6vJ/QM01WywwnT5MnlcpI+MG5oNpul94q5knt7e5HNZjE3N4dgMIhjx44RtieTyYDP56OtrQ2rq6uIRqP41re+hR//+Mcko8hms9jd3SUDUWNjI6anp1GpVNDd3Y3Z2Vnw+Xxsb2+jUqmQVpVhcTgcDk3XWdOpUqlIb8jSfs6fP0/Obpbrnc/nP/Wc1tfX8Su/8isIhUJYXFxEPB4nPEylUqGMa5PJhOXlZdjtdnLIV6tV+uz8Iv+zXC4jly9AffRz4BgbUfY5odqfgFgooEkqc4MbjUYMDg7C6XQSh5Q1WgxjlUgk6Nrq6OiA1+uFVqtFIBDA/fv30d3dDYlEgoWFBZhMJoqozOfz5PZmJACJRAKn00nIokQiQVgzRilgJiyj0YiNjQ0oFAoyazGtJJNEsMl3d3c3zp8/T7GX1WqVcEvZbBa1tbVIJBJ07brdbqjVapw/f54ORru7u6hWq0ilUlCpVGTaaWtro4l3c3Mz6Wvdbjc8Hg+hoJgLncVsBgIBmEwmGAwGmM1mTExMkB5bp9NR7v3Ro0dRU1ODa9euQSQSEcWir68Pc3NzpC1dXV3FSy+9hJs3b2JkZISa897eXnz88cfQ6/X47Gc/S9uO9vZ2bG5uoqen5+/kXnVQfz/roKE8KKp/87MpfGfCB3A4qFYrSI3/GLyVj0iIzThzzPTAmIkikQh6vR77+/sol8vY2dlBQ0MDPB4PmpubCdgsk8kwPT2NF198kZzNDFC9vb0Nj8eDp59+Gl6vF11dXfjoo4/wT/7JP8Ht27fxne98B9/+9rdp3c50nb/1W7+F3/u934PD4cDU1BT6+/tRLpdhs9lw48YNdHd3082GpdiYzWZks1nw+XwEAgFy7QqFQty9excmkwkikQidnZ04c+YMfvKTn1AsJJtYfPzxxwiHwxQDubOzA71eT1+4DPTM+JFvvPEG+vr6KK/Y6XTizJkzuHv3LlKpFJxOJwCA89hvgm/rovckuz1DkzyZTEaNAJsAcrlcVCoVJJNJwtrU1tYSRFulUmFychJms5lc9s3NzYRLqaurQ21tLaLRKN566y2Ew2GagrHXiWkxS6USJfFUq1WMjo4SAmZ+fp4iEBlUOh6P05qwVK7AMPYFVHQNKPvWUF28jGjkUaRgpVKBTqej94A1PWKxGBqNhiL2vF4vhEIhHWoY05JlZHO5XDidTmo4fT4fTTADgQCq1Sr0ej0OHz6MiYkJapgkEgm9tszd6nK5MDY2Bh6PB5fLBS6XS1M3pjuNxWIwm81k+tjf30c8HodYLEYmk0FTUxOMRiOy2SxNyovFIoRCIa122T+BQABmsxnpdBp2u52MPG63G7u7u2SMYfid6elp0gMKBALU1NQgFHp0GMzlcrRaHRkZwdbWFhm/gEc8zZqaGjLJMNZiqVQigw6DgzNDXLVaRUNDA/x+P62Lf/G1YKieSCSC7u5uLC4ugsfjYWBgAFtbW1Aqldja2kJtbS1yuRzMZjNpkJPJJJ555hm88cYbiEQiFDvIZBMWi4Xe23g8jpaWFnK9s8hEPp+PQqGAVCqFc+fOYWlpiYDhzNFcX19PpqhIJAK1Wk0JM+x6i8ViSKfTMJlMKJVK6O7upmmvx+MhjXR3dzf0ej34fD5NiYeHhynG89KlSygUCmhpaUEikcCbb76JI0eOoL+/n2gQRqMR6XQaMzMzFGLArhGJRELmsJ6eHvp8cDgcuFwuDAwMYGpqCp2dnbhy5QqEQiHq6+vJQMe4pzwej66fUCiEnZ0djI6OQq1WY3Z2Fg6HAxaLBdevX8fv/d7v4cc//jEuXLiA7e1tBINBcr1vbW3h0KFDUCgURDVgeeAMU3RQB8X9u34AB/X3o/b399GY30RLfh3CyBbKs+9BvnOHcp3ZyZyBvbVaLUQiEYaGhlBXV4elpSX4fD5axwkEAtKXpdNp/Oqv/ioaGhqg0+koOSUajdKNiUG2PR4PDAYDrl27hlwuh29961s0PfmTP/kTAMDy8jLlVX/nO9/B5z//eVy5cgU1NTXU9LH/P2PoXbhwgaZmxWIROzs72NnZoTQNuVwOmUyGsbExBINBimb0er3I5XKkT+NwODAajdRUA4+A7Yyr2NbWBqVSiWKxSI2pXq+HyWTCpUuX4Pf7yeTys5/9DFtbW1hfX4fD4XikaysESbtXrVZQ9KxSo/OLhhv2xc5urDabDQ6HA0ajEa2trVCr1dDpdNjc3ERfXx+tTNVqNUqlEj744AMsLy/j7bffxscff4zr168jGAyCz+fDbrfTyos9ZybUZ9xHoVCI5eVleL1eiu8Ti8WQyWTo6uqi5BwAjxJ0lArItm8h/f7/B9nJt1Es5KlRZdGaAOh3spu40+nE1NQUdnd34fP5EAqFKJWEXU8mkwlqtZrSSABQ5rnP50MwGERdXR3a2togEokwOTkJAGTIYG5k1qCtrq6iXC7TRCoWi2FjYwMrKyuUZgIAlUqF3o9IJEITxHw+D5vNBplMhnQ6jba2NnR1daFSqaCvrw/PP/88mpub0djYCIVCgd3dXeh0OqjVahgMBkIUsZ8tlUoJtp/JZPDhhx9ifX0dIpEIuVwOiUSCJAnBYJDMVKz5YVN3BvoWiURIJBLY2NigqSOHw6HYz7GxMajVanJDM+mD0+lEIpGglTGTKzB5gVgspokwazrlcjk1wyKRiA4PLErV6XQinU4T4qmjowP5fB51dXV4+umn8cILLyAYDOLBgwe0vUin03jmmWdIxsDhcKBQKKjBvHHjBvb29vDkk0/CbrcjEomQo7q+vp50uozLyvS1zBDFnOMAsL29TYxZlmzFDHI7OzuYnJwk9uv3vvc9zM3N4Z133iE81euvv46VlRXSVTc3N0OhUKCvrw9jY2NoamoCn89HJBKBUCjEsWPHYDabweFw8O1vf5t0v3t7e6SxFAqF+Pjjj/HgwQPcuHEDbW1taG9vR0NDA5xOJ0qlEmpra9HW1kbSgUKhAD6fjyeeeAKbm5twOp2ETLpz5w6am5uxu7uL+fl5qFQqNDQ0YGhoiNibUqkUTqeTJtZ+v5/IC+wwfFAHdTChPCjs7e3B5/NhamoK0WgUa2trSKfTlFnL4/Eo8Ybp5tgNMx6PQyaTwePx4LHHHoPb7SYNI3NRMuD2wsICab9kMhmq1So6Ozuxu7uLSqWCEydOYGZmBgMDA/jhD3+IeDxOE0zGmSsUCujq6oJQKMTt27exubmJxsZGeDweQr2cPXsW7733HkQiEeLxOEZHR4mVWCwWaTXH4hd7enpw6NAhlMtlbG5uYm1tDbu7u7BarcTGfOaZZxAOhzE9PU3N497eHlQqFVQqFQwGA3K5HK0NFQoFrb1ZEzc1NUW535VKBW63mxzAbFK0vrH5CERt7UB6Zx7VxcvgoEqrNebilcvlaGpqgsFgINB2IpGgTG2GA2I3WpbXazabEYvFoNVqKZ6RrVXZhMrr9aKtrQ0WiwXpdJpA1QzDMzs7S7F6Xq8X+XyeXNXlchlut5umjZFIBAaDAclkEhqNhgwexWKRzFHs3xlY3GKxIBwOU6PDeHyMr8jwNTU1NWTCaWhowNTUFEwmE5xOJ2w2G7hcLgHLGQJHKpXCYDBAKBTS1KqxsRHxeJwwQiynWaPR0MSUQbJtNhsSiQQ1WnV1dTQBYxpQg8GAdDqNxsZGWr22trZifHwccrmcXhuWyc7n8xGPx3Ho0CGEQiFq/NLpNGVhM8MR0x2KxWIymLW3t0MkEmF9fZ0OFx6PB2fOnMHq6irm5+cJvs+wRF1dXYjH43C73SgUCoSRSiQSZJACgFKpRPGZbErN9LXVahVGo5GMLwzm7XK56Bpj2ekscnBoaAiXL1+maWwkEiHNKQBqRDkcDjXKJ06cwLVr17C3twer1YqOjg4sLS1BLBbTd8HDhw9JXqFSqXDu3DliYjJj2pEjR+ByuTA8PIxSqQS32w2NRoOpqSmYzWZCi7HoycHBQayvrwMAOjs7UalUoNfr0dXVhZmZGUxPT0MgEAAAYYsAoKmpCVKpFE1NTYhEIlhaWoJWq8XnP/95lEol3LlzBwqFAhKJBJubm+ju7sbrr7+OoaEhPP/88wgEApiYmCB5jlwuR2NjI0qlEmw2G+bn5zE5OYlSqQS73U6PZ3NzE4cOHSKEGUurYrGiDBXF4/Fw+fJlfOMb38Ds7CycTidqamrQ1dWFDz/8EIcPH0Y0GkVbWxs5xgUCASYnJ1FTU0OYJoPBAI1GA4/HA7FYjIGBgV/2reug/p7VQUP5j7x2dnaQy+UQDocRCoWwtrYGhUKBO3fuEEOws7OTxPQWi4XMDUzDtLu7i76+PqTTabz11lvo6OiAyWQCn8/HM888g9nZWeLgzc3NoaenBw0NDdjY2EBjYyMuXbpEa7tyuUwrQp/Ph8bGRqTTaRw5cgRHjx7F7OwsIpEIGhoacPXqVdy8eZPE5E899RSEQiFef/11WK1WyjVWKpV0Sn/55Zfx+7//+xCJRNBoNBCLxbh16xbq6+tRLBbR2toKgUCApaUlZDIZ7O7uklBfqVRSnCJb7zMxO8vp3dzchFqtRlNTEwQCAba2tsDj8TA/P490Ok0rTa1WS7F/mUyGVoZMy7i8vExxdWzNyzKb6+rqoNFokEwmEQ6HKf+Xw+FAqVQik8l8CkekUCig0WiQz+epYRAIBBAIBOBwOJBIJHA4HKitrSVxv9lsxurqKrq6ujAxMQGz2UwTLZYSw+L6mDu3VCqRTuwXMUUMX/OL0zDWDDFdWCAQQC6Xo+uyUChQg8oaTqPRiFAohI6ODqysrECtVqO1tRWbm5vUFLF1Kltbs4a1VCqhpqaGzDE2m430hkwzd/ToUUxNTVHkXW1tLTQaDeFsmNu1Wq1StN/o6Ci8Xi+54hUKBfEGNzc3MTw8jNXVVezt7UGr1dJ0k4HMnU7np7BObPrHpvyFQgHnzp1DLpfD0tIS9vf3CYVTX18Pg8FAq0ymv1Sr1djZ2YFOp4NWqyWIO5MraLVa2Gw2iEQiOhywv/f5fLBYLIRwqlarRAhQq9V08KhWq9SE8ng8Qj8xIkQ0GkVdXR08Hg9hjJgGW6PRwG63o7OzE5ubm9jZ2SEAem1tLVEQrFYrvF4vhoeH8fDhQyiVSnC5XNooeDweWK1W+Hw+GAwGqNVq1NTUUMLSzZs3AYB0xna7nbTDAHDy5ElMTU0R65YlYEkkEmo2/9vISIFAgOeeew5OpxPvv/8+tFotRRUWCgXs7e2hUqmgtbUVfD4f4XAYMpkM8/PzGB4epjABRm3I5/Mwm82Ym5tDMplEd3c30uk0vY8+nw+JRIJIFgyjxuIy2fXJkEo6nQ75fB6rq6v4/Oc/j7m5OaysrFB0J0vAymQyAIBz587hk08+wZEjR6DRaLC0tITjx4/D6XRic3OT8uqZ5KahoQF6vR6zs7MIBoPo7++HQCBANBqFQCAgPNJB/eOsg4byH3Ftb29DKpUiGAxidXUVx44dw9/8zd+Aw+FgfHwcw8PDmJ6epjVjNpuF3W7H+vo6xsbGIBKJcPXqVeITBoNBaLVajI2NQSAQ4MaNG8S6YwkNY2NjqKurw/DwML73ve8Rfken05Frk8vlwmq1Ym5uDjKZDGazGdvb2+jo6IDBYMB3v/tddHZ2QiaTkbNXqVSCw+HQBJAlhDAEkE6nw87ODuRyOXZ2dlBfX08Imng8jlKphNnZWfoiDwaDeOWVV8DhcPBf/st/oaaLPQ65XI7FxUUEg0HU19ejv7+fbgyzs7Ok0/L5fNS0MSSSUqlEXV0dkskk6agWFhZokmg0Gmlla7FYaFKbSqWg0WgodpChj1gUI5uWtLS0oFqtwmAwYHFxEaFQCAaDgZoWNoXr6uqiqZ9Wq4VCocDMzAw1WMwUwxzUhw8fpoY5m83S9cPiDBlj0eVyIRqNIpfLoVgsfmpFyiLxGOqmXC5Dr9fD6/USYkcgEFDTyxBB0WgU6XQaWq2W/p7P55McobGxkTRzbBrHmmixWIxDhw4hkUggk8kgmUySMz+bzcLr9cJoNMLhcGB1dZVkBKypZIxKg8GA9vZ2LC0t0bRQLBZDLpdDqVSSlpVF67EoyEqlgp2dHXC5XAwODlLak1wup8Z2Y2MDZrMZXq8XnZ2dxLtk18nq6ipdKywy9Pz589jY2MD+/v6nVpCVSgVKpZJMSqz5SiaTMJlMaGpqooMM06PKZDIKFshms1Cr1RQD+YuJOCqVCgqFAvX19bh06RJUKhVyuRzS6TTGxsawubkJuVxOBxc2ZWXNGpvGisVi0nl2d3eTbOAXNZzVahUulwvFYhGHDh3CysoKOjs7USwW0dPTg+vXr8Pr9aJUKqG+vp60f4lEgvSGm5ubGBgYAIfDwczMDD73uc+hXC5jcXGRDjHnz5/HG2+8gS9+8YuYnJzE6dOn8c4770Cr1ZJpTalUwmKxYHt7G5lMBgMDA4jH49je3kZ3dze0Wi0ymQwEAgHJRYaGhnDv3j34/X4kEgl0dXVhfn4eTU1N6OzshFgsRkNDA6LRKKanp0lDHovF6Dv3+vXr9B0ai8UwPDyMQqGASCSCSqWC8fFxjIyMUD68z+cj9iebZgsEArS2tsLn89HrOzY2hsuXL6NcLkOtVuPs2bO4c+cOwuEwHn/8cRSLRdy6dYu4pAxvFQgEaH3PPo/s+4p9Hk6dOkUJQQf1j6v4/9f/yUH971hbW1tQq9XEG2M3RjZJ6ezshMPhQCQSQSqVQiaTQVtbG6LRKD73uc/hvffeQzqdprUTQ5OIRCJCeuRyOTQ3NyOfz9Ma5ebNm7h48SKsViuJ6S0WC00DLly4AKfTifHxcRw/fhzLy8vI5XI0JREKhXjiiSdw48YN1NfXQyaTkdHh/fffx+DgIH2h+3w+ehwulwtPPPEEwuEwZZBPT08jFouhq6uLUihqampw9+5dAEAgEMDOzg7xG1dXV2GxWCAQCGjtxyZSDL7O3LbxeBwAqCHo7OzEE088gYsXL6JcLmNqagpHjx6F0WgkJA6LOGPpLAqFgm4CsVgMdXV12N3dhVKpJBg2YzUy1qZYLKY0mt3dXYjFYkoZYS7tsbExWsWazWYAjyZmW1tb0Gq18Pv9iEQihIlZWVlBLBajlTJr4s6cOYNoNIr5+XkCs7O1vFAoRKlUwv7+PjERs9ksPWamn2TOaYfDgUwmQxoxpstjSUAss5kx9zgcDkwmExKJBLhcLiUIsTQmxm1kK27mLj579ix+8IMf4NatW1AqlTCZTCiXy9jf34fX64Ver0d9fT2cTidpF5PJJOx2O8rlMm7dugW1Wo3jx48T1zAej6NSqcBgMCAQCEAqlVIDOjk5SaBsrVb7KX2hwWDAK6+8ggcPHtBETqVSURRkU1MTlpaW4HQ60dXVRTge5gr/6U9/inK5jJaWFooWZCxPk8kEDodDK3p2MMvlcggGgwiFQkgkElCr1fQ5ZNMvNg1mr7fFYkEikYDNZsPs7CxpbNlaV6/XY2VlBWtra9jb2yM5AtPxeTweTExMgMvlYmVlBXw+H62trWhoaMDExASuXbsGuVwOPp9PE+Pa2losLi7CZDLBaDTS9e73+9Hd3Y379+/TZJI1Zm+//TbsdjvFY+r1egwMDMBut2N6ehoGgwE+nw8ymQydnZ0ol8uIRCLweDxoamrC5uYm+Hw+3n33XTJr1dbWolwuExz8n/7Tf4p/8S/+BdbX12E2m9HR0YG2tjbE43FCkHG5XExPT+Pjjz9GX18fNeAikQinT5+mRiwQCODGjRvk4GazHdYMszX0J598Qg1hb28v+vv7ce3aNWxsbOCVV15BV1cXqtUq1tbWSHc+NzdHBwHGD2bObZFIRKbG1dVVOpgVCgWsrq7CYDAQn5IZpBYWFqDVasHj8cgBHw6Hcf36ddhsNlgsFjqILS8v4/zjF3A7IiOm8TfGGsHnHVg2/nevgwnlP8La2Nig9AutVotbt27BZrNhYmKC4vfYzfjWrVvE4mOZuvF4HF6vl76kmHt5fX0dBoOBtEt2u50mhKOjozQNXVtbw9jYGK5fv07A8ebmZtTX1+NXf/VX8YMf/ACpVAqnTp0idEZ7ezv+4A/+AMePH4dMJkOhUMDdu3eh0+mwv7+PQ4cOwefzIZvNQqPR4LHHHkO5XMYHH3xAa1wAKBaLePzxx7G3t4dSqYRCoUBon1giibdX0zB0HEZmZx7y3XtApQydTofBwUHMzc0R2N1kMiGVShEmh623TCYTaf6ampoQjUaxvr6O3t5elMtlzM7OQqVSkQZTKpXSz5DL5VhfX6emizk92YqxoaEBbW1tmJiYQKVSgUwmIzesQCCg6WZ3dzdl/JpMJuzs7KBQKEAulxNmR6VSweVywWazfYpPWCwW4ff7EY1GYTAY0NzcDI/HA+BRHrFWqyWDkkwmQyAQQCAQwODgIPb392kya7FYyPm+vb39qXW4UCik6EQ2HY1EIhgdHcXW1hbS6TSxMZlmlJm82ESKIWCYYUkkEpEZ5cknn0SxWMTly5fp8TBun1arpfeHafxY1KHVasXKygr0ej0lIFmtVmxublKai0wmw+7uLmKxGJnTmNu1UCjQoYo1wyaTCS0tLVhfX0djYyNWVlaws7ODuro6mM1mbG1tUVqPQqEgAL7b7YbX6yUgeiwWw97eHr22YrGYJs0sDYnpDr1eLyFlTp8+TZM8RkiQy+WoVCrkZq5UKgiHwyQpYM28TCaDRCKhBByWENTf34+2tjak02k8fPiQXMV7e3vo6uqiFbNKpaKEoWvXrqFQKMDhcGBtbQ37+/toaGiAXC4nlzQzzYVCITQ2NiIajWJkZATvv/8+GcsYfodpFgcGBtDe3g6/34+5uTkkEgnCYFksFgwODmJtbQ0DAwNYWloi2corr7yCd999F0ePHoVarcbFixfpemS4Kb/fT/zM7e1t9PX1IRKJ4IUXXsAf/MEf4MUXXwSPx8Py8jLOnTuHd955B7FYjLi7S0tLlATU0dGBdDqNgYEB+twEg0F85Stfoe/YmzdvEj5pbW0NDQ0NyOVyaGtrw8bGBvx+P1555RX6ucViETMzMzhy5Ajkcjk2NjZQqVSwsLBAh84jR44AAE2eWZRsJBLByZMn8cYbb6BareLZZ5+F2+3G2toa2traMDw8jK2tLZL1RKNR+P1+uibVajXJmBYWFugzwL4fS21nITv8CBPGAfCtMy345unmX9o97qD+buqgofxHVr+o2WJRiRMTE9DpdDS143A4cDgc+Ou//ms89thjiMfj2N3dJSbb5cuX0dfXR1GBn3zyCWmoRkZGUFNTg4mJCYpO7OjogEqlIgafx+PBuXPnEAgEsL29TbFhAPDRRx+htrYWqVQKEokER44cwdbWFonum5qa0NPTQ1OyP/zDP0RzczP6+/thsVgwMzODxcVFikY8ffo0Ll++jKWlJRgMBkSjURw9epRg2dPT0wQEXuM3oNh27ufYpCqw8D40+/cRi8Uoxo8Bpw8dOoS1tTWEQiFKIens7MTGxgZBotmE4f79+xTVx+VyKYu6s7OTIun8fj+hlw4dOoTNzU0YDAbEYjGK9mNrd7VajYWFBajValqFMaNHS0sLuFwuxdY5nU4kk0mIxWKYzWbS07GpiMFgoNg/tVpNLniJRIJUKgWbzQan00mPv6WlBWKxGDMzMzCZTKShdDgc8Pl8lHcsFotpasMSYZhpIZfL0eNjGjMGqWfYolQqRfpA1siwRi2TydBULhgMgsfjEetTo9EgGo2SzIAl2DCsjFQqpWlbKBRCX18f+Hw+TRs7OzshFAoxOztL7laFQgGFQoGTJ0/i1q1bFM/IDEnlchmVSoWyopmWjRmLqtUqhEIh8TXZilgikWBoaAgLCwvw+/1QqVTg8/mQy+XY2toiEwzLlfZ4PHR44HK5OHz4MGKxGHg8HsrlMsUwlkolmM1mhEIhCIVC7O3tkU6XYZ2Yy7lQKCAWi5GZSaFQkIyBTeKlUimtzFksJTNpyWQyatbZNoCFDLADEZfLpTU9j8eDxWKB3W7H+++/D5VKhba2NiwuLsJut5PO2Ov1oqamBplMhnBF7PczKDozpblcLjLCsU1BR0cHdDodGhoacP36dbS3t8PlcpGRkEG9f/u3fxsTExNIJBJYXl4mw9vg4CAAYHFxEWfOnIHH46HDdqlUQjweh0qlQm9vL27fvo1wOEwaTaFQiPHxcYKt19XVoVgsYm1tDVqtFj09PfScM5kMUqkUrFYrabcdDgeWlpbQ1NSEYrFIUoWtrS0IBAIcOnSIBgLb29v02WFMyvfffx+FQgGtra2fcsazjYDJZEIgEIDFYsHS0hJaW1tRKpWwu7sLkUhE2CeWfsakKcFgEFwulygbDF8WCoUQi8UobCCZTELzwr/6VJrSsSY9Xv/qyC//hndQv9Q6mEH/I6q1tTXU1NRAoVBQru77778PsVhMhhYANPVhKBZmXimXy3j77bfxta99jRy0Dx8+xEsvvQQANN3a29uDWq3GyZMnyZCytrYGo9GI0dFRSsx4+PAhrX90Oh14PB76+vrwzDPPkKvx8uXLeP311+H3+2nKyFapW1tb+NKXvoTt7W1oNBrodDpsbGzg13/91yl5hqFCmpqa4PV6CRJ8+fJlMq4wPEtFVw/8fFrI4XCQVz5yy7JYNpa4kk6n8dFHH5FWiTWKEomEploymYwmiIwNFwgE4HK5IJfL6SaQSqXICZ3P58kxLBKJoFAoYDabaRJQrVYxNzeHO3fuUHQdyylmsYurq6twu93Y3t7G5uYmisUiNcQWiwUKhYJyjRkgmaW71NbW4vnnn0djYyMAoKGhAbu7u+TQZtnSbF3KzBNMg1sqleDz+cDlcmnqzJiVDF7Nso9Zg8fn81FbW0u6P6ab7O7upjUsa1rZalOhUCAWi1HjzBpWJn+oq6uDVCqlm7hGoyHdamtrK0Urlstl+Hw+3Lt3jxosBgdn7v1CoUAGqPX1deRyOeJ52u12AvAz1AvLimfvPdPFjoyMwGg0oqenB1arFZ2dndDr9QTfZviYYDBIEY4KhYJWrkyfx0DkQ0NDMBqNSCaT2N/fh8vlwubmJsLhMKVWsWQdh8MBlUpFsaFML9rf349wOIy2tjaSVjCMDmM6Mu0gQ2XJZDJEo1E8/fTTGBwc/BRLUiKRQCKRwGKxUOKQSCSiVSuTrWxtbWF+fh4dHR00XVMoFFhbW8Px48dhtVrR1NRERiCG7mEIM4bdYbxaiUSC/v5+2Gw2HD16lNi4bOonFouxsbFBh7NKpUJsTJ/PB+BRElZjYyNsNhsUCgUSiQSOHj2KoaEh+P1+QhSxCW4ymYTX68WVK1fQ1tYGs9mMVCqFUCiEaDRKj4uZ5ZiJqqGhAdlsFnfu3EFXVxccDgdisRi2t7fh8/ngdrvpOTKt9AsvvEDGQ2ZUWlhYoKny4uIiHbSTySQcDgdMJhPC4TChvphMQi6X01ZjYmKCpr4rKytYX1+na6lSqSCRSMDj8cDpdCIYDJIsobGxkXSyjAIBgIx+QqEQ1cA6rfA5AIbqtL+0+9xB/d3VwYTyH0mxWDaZTIaFhQU0NjbiO9/5Durq6nDs2DFoNBpMTEzA7/djamoKX/nKV/Anf/InOHfuHG7fvk36r9raWgSDQbz66qv4t//23+LYsWPw+/0YGBhAKpXCJ598AgAE0j19+jT0ej14PB5u3rwJn88Hl8uFL3/5ywAeTST1ej3xJw8fPkwr11/MoK1Wq3jnnXfQ1taG8fFxNDQ0kJM8EAjA7Xbj3/ybf4NkMomJiQnSvqVSKZw4cQJerxcikQhLS0s0WWOGHpYgkW96DPnWsz83BFSQvPcmSrPvkbaRTfPYdCIUClFeuEwmIxNETU0NOjs76UufRRImEglq2qVSKbhcLtra2qgBZNMhAPB4PKitrcXy8jLkcjmCweCnHLaNjY2oVCrgcrnUsDF0kNFoJCDx/v4+0uk0mpqa0NTURI3g5uYmjEYjmTjsdjtpNHt6erC2tgYOh4Pd3V2Uy2UIhUIMDg5iYWGBXKcqlQobGxvk8GYYIIaaYY7fUChE687/L3v/GR3pfV75orsKhYqonBOqUMg5NNDoTLKbTbIpkaJMUqIs07Lmji2H5eV7PXeW75rxnDMzlr3OXM+M04xnHCWNZEuiLFIUm6G7yc4JjUZo5IxC5YBKKFRCpfuh/TzunvPtnHtsSqffL/aiSDS66q16n/9+9v5tr9fLWBxaXbe3t/N6OBwOw+VysSImFos5JEWoqUQiAb1eD4FAgJaWFrS3tyMYDPKwR8oocQmpS7tUKkGr1XLjUSQS4bYksixQeMnr9WJ/fx8ikQi1Wg1KpRIHBwdQqVQcGsnlctBqtdBoNMzmoyASeVd1Ot1j9XS0WrdYLLh//z57eIVCITY3N1Gv11npogFGIpFgenqaQd9Ur0isRKvVyl5T8i1HIhHuapdKpZifn4dUKmXVkoYpKixob2+HTCZj7mo+n+d7VyaTsbpNlgFS+gwGA6vbpMQqFAr09PRwV/Xo6ChisRiuX7+OxsZGrhB8lF9J7y+VElBdpUAgQCgU4m1Hc3MzGhoaYDAY4PP5OBBotVqh0+kYoSWVSjE3N8eYm56eHiwsLKBUKqG1tZUbk1KpFGKxGL70pS/hwYMHiEQi3IpFXuS9vT2oVCrmr3q9XgwMDCAej+P48eNcHJBIJPCZz3wGU1NTiMfjyOfzOHv2LHZ2djgE9fTTTyOVSuH69evo7+/nvnWiQKTTabS0tCCbzeLEiROYnp7GzMwMuru7+fNisVig0+mwuLiIer2OUCiEkZER9temUikAYGg+1V+WSiWMjY3hxo0bMJlMeO+99zA4OMhK940bN1AqldDb2wuhUMj95BqNBjKZjL8LqLyivb2dub9E5SCerFDUCPMzP4+CwoojbSb8wT9//omH8v8G15NQzv8NrqWlJVZtCC9y+fJlNDc3o6Ojg5PD+/v7yGQyEIlEnIglL088Hsf4+DhSqRQkEgl+7/d+D1/84heRz+cxMDCAP/iDP0BLSwvOnj2LYDCI6elpnDp1CtVqFdPT03jxxRfhdDrhcDhQKpXwySefsOJA6z9KTtdqNfh8PsaIUCiFAhC/9Vu/hffffx+lUgkbGxus7Pz2b/82XnnlFVbDzpw5g0uXLsHr9WJoaAjf//73eXghX53RaGSUjTkxi+3ZPOp6Dw5Cy6jNf8gqycHBAfb29qBUKvkBSIxAk8mEoaEhlEol6HQ6VCoV3Lhxg/8OxPErFAowm82s3iSTSdy9e5dDKzSo0IBGD1HiRBoMBlitVsbwyOVydHR04KOPPmKkh9/vx7PPPovl5WU8ePAAADA+Po5arYbr169DLBZDIpEwZxAAm/KDwSBisRg++OADKBQKAOCqPwpUPNo6NDs7y+ofKZWUJCdFlVLONpsNkUiE+6npPiBFgx58BoOBIc/URBKLxVgtLJVKcLlcUCqV2N7e5n5sv9/PLUSPDvY0zNMK+MSJE7h+/Tp2d3fR3NyMdDqNYDCIcrmMnp4eAGB4O63ZaT0YDocRjUa5DYX8lACg1Wq5I31ubg4dHR2w2WyYnp7mAZsQSKurq1hZWYFEIkFHRwc2Nzd5sCMLg9PphM1mw/r6Oh+OqHqyWCyiu7sbN27c4DU2taKUy2WuViQvIX2mKBhUrVY5gBSNRvHMM8/gyJEjuHPnDgQCAaOoqEGK+qPNZjMDytPpNBKJxGOsTLVajfX1dUZ1dXV1YX9/H++//z7S6TQGBwfZj0qoKAoS2Ww2lMtlbG5uYm9vj3mzMzMzKJfL8Hg86OvrQzabxb1795hA4HK5uI/bbrdzCr9QKPD7Q0ihU6dOwe/38z3hdruxs7MDl8uFhYUFSKVSHD16lH+ux+PB4uIiZmdn0dPTw6xQuVyOS5cuoampCZVKBUeOHEFDQwNWV1fx3e9+FyqViv/8g4MDhEIhbowym81sfbhz5w6EQiHK5TKOHDkCo9GI73//+0gkEjh16hR7b3/zN38TP/7xj3kobWhoYIRUa2srNBoN1tbWcPToUayursLtdj+GViKcVHNzMwfMKHhJFhLiTQaDQZRKJbS0tPCBa29vj+8xtVoNu93OyvOj321EO2hubsby8jKONCWh1wtgltSxn30YAHty/XRfTxTKn/Jrfn4e7e3tXCt25coVXl3SCqOlpQU+nw9erxdXr15FOp3GkSNHsLe3h8XFRXz5y1/G1NQUGhsbsbCwAL1ej+npaRw/fhx6vR5/93d/B61WC5lMhrNnz6KzsxNvvfUW+396e3sRi8UQDofxzDPP4M6dO/zQILyPxWJhX6LX62X/jkgk4laYu3fvoqenBzKZDNevX4dSqcQv/MIvIJFIYG5ujrmDfr+fh8Vz585hamoK+/v7aG1thd1uZ3P5+vo6nE4njEYj6vU6JicnkclkeJUjFot5FS2Xy1kNqdfrkEgkUCgU8Hq9PEBpNBqYTCYOWdCXNYUeKJGt1+uxtbXFlXvEXyQFgvAqbrcbfr+ffXA6nQ6Dg4PcIENr9oODA2xtbaGnp4eVF6oBpOSs2Wzm8IlSqeT6N7FYjFOnTvFw0NzczO0fm5ubHFwiWwL9jslkkpPipVIJIyMj2NzcZLVofn4eIyMjuHv3Lg/k5PFcWlriBo7GxkbodDqUy2WGSpvNZjQ3N+P+/fv40pe+hNu3b3M4ibA/Go0GdrsdtVqNH2ZUpWgymVAul7GyssJJcFq1U8NTc3MzHjx4AK1Wi3g8zn+vbDYLiUQCvV6PUCjE3ckEgCdVklikcrkcUqkUyWSSDxODg4NYXl6GSqXC/Pw8h4VoJdjZ2cmHJDo8EUmAOqPT6TQPfrTGpFATrfoJJ0XYLeDh4aCxsZGrFCkxv7e3h6effhorKyuQSqXw+XyQyWSQy+U8pJTLZTz11FMIhULQ6XTo7OzE3/zN30ChUDCs+86dO9DpdIz+KZfLaG1tZf8lweN1Oh3/nZPJJGOVKBG9tLQEq9WKTCbDXMVsNguLxcJ+093dXajVauj1ehwcHGB6ehrPPfccd4NTZ7ZQKGRVHgCam5t5qA8Gg1heXma1ViaTIZvN4uTJk/B6vY8xKFOpFFwuF4CHLUOXL19mPzfwkI1qMBi4knRrawsmkwnHjh3D9PQ0RCIR7t+/jyNHjiCXy0Eul3Ogqr29HVNTU+jo6EB3dzfkcjkmJiYwOTnJVgta82ezWWxsbKCrqwudnZ2sKK+urjK/Va1WY39/H3t7e8xhpVR/R0cHlxHEYjEAD73zHo+Hm37ocKxSqTA0NIRIJIKJiQlEIhFIJBK2PEgkEu6Vb2pqQjab5YpP+hk0Qjxav0uKqVKpxM/8zM/g7t27+MpXvvKP8ch7cv0TXk8Gyp/Sq16vY25uDt3d3RCLxSgWi/iLv/gLvPTSS3C5XPjoo4/g8XjQ0dEBgUCA2dlZ/O7v/i7efPNN3Lt3j1Ut8hqlUin09PQgkUjg29/+Np566ik8ePAAzz//PK5cuQKlUolf/dVfxUcffYTV1VV85StfQaFQwDe/+U2Ew2E0NTVhYGAAJpMJd+7cQVtbG5RKPDFuOgABAABJREFUJYRCIa5cucJ92EKhEB0dHSgWi+jo6MDt27fx4MEDtLe3Y2dnB6Ojo2xkF4vFXBkWi8UwNDSEq1evYnR0FMePH0cmk8Hs7Cy2trYQj8ehVCphNpu5JzwSiXBrxtbWFmKxGPb29hhdQqoSAPh8PjQ3NzNYmSrsOjo6UCqVsLq6ikKhAJPJhMHBQQAPVbjV1VX2qRGO6ODgAEqlkhmA1EjjcDiQSqVgt9s5BUson7W1NU5qOhwORKNRXmHHYjEOPh0+fBiBQAB3795FvV7Hyy+/jHfffRf1eh2NjY3sefP5fOxlJGVxZGQETqcTt2/fZqYjPVBIAWtoaEA0GkVvby+310SjUQbHP+r1i0QiaGhogNVq5b/37u4uKziUkicfIgVycrkcA5qpktLlcmFmZgaVSoWH3JGREfh8Pl5NWiwW1Go1DniZzWZ88sknkEqlaG1txfb2Nv95AHil7Pf7OUBBimoikYBKpYLL5eKHJHWEU2rdYDAgHo/zgYCUIPq80cHD6XTyP08kErDb7cxEpf9eoVBAr9fj8OHD7Nctl8uIx+MwGAzQaDRcr0gDosvlglwu58NXMBiEzWaDRqPB5OQkd2vTWplem5aWFm7kodfq3Llz0Ol0uHDhAqOrzGYzlpaWEIvF4PF4YDKZEAgEHqtaJcuHUqlEW1sb0xP29vZgNBrhdruZoUnqITFPnU4n3G43vvGNb2BzcxP/+l//a0xMTGBoaAg//OEPUSwW2XMYjUb5gGQ0Gll9pFYujUaDVCoFoVDI3sFarQaJRAKNRoOuri7Mzs6y2trd3Q2z2Yx33nkHfX19HEyjQBANseQ5fOONN/g+iUajaGpqQiAQYIj/Sy+9hNu3b8PpdLL63NXVhWQyCZ/Ph76+Pmxvb8PtduP69etwOp04ffo0NjY2oNVqsbu7i66uLmxubvLh5eTJk8hkMsz31Gq1+OCDD/hef+mll3DlyhXs7e1hYmICTqcTR44cQSAQgFqtZgxSIBCA2WzGyZMn8fHHH+Ppp5/Gu+++C5FIBK1Wi52dHdhsNj7k0OdIJBKhra0N6+vruHfvHn9OaQsQi8UgkUggl8vR19eHjY0NHD16FN///vfxi7/4i4hEIlxHCzykC4yPPwnm/DRfTwbKn8KLwhu9vb1obGxEIBDA22+/jX/+z/855HI57t27x8Bml8uFa9eu4eLFi1wr9uDBA7z55ptYW1vDn//5n+NrX/sahEIh3n77bdRqNZhMJhgMBjgcDvz+7/8++vv78dprr+Gjjz7CU089hb/8y79ENpvFmTNnGANCTEWCN9Oq2O12Y3V1FXq9HgsLC1wNRmgX4GE1JKFBGhsbMT09jaeffhp9fX24efMmxsbGIBaLceHCBTz99NM4f/48Mwbr9Tqmp6fR3t6OjY0NpFIpVobI/5nP57G7u4vPfOYzjHXp7OzkEA899EUiEcbGxjgURA8xkUgEs9kMv9//GNuRmJAtLS2oVCoIh8OszFKlX6VSYb6n2+1m7xqxDD0eD3p6ehCJRDA/P49wOMxrR3owU8pSLBZzoMLlcqFYLKJarWJ/fx9WqxW1Wg3JZJIDGffv3+c6y0QiwYBprVYLn8+HXC4Hq9WKVCrFYSQASCQSHNRwu92Ym5tjb55QKEQsFuNgDvk+nU4nJ4NJ3QQertTb29sRCAS4oYfWroRO6uvr4+7pZDIJh8PB6emhoSE0NjZiZmYGe3t77NeVSqXQ6XQckqAHJP1vhFmiQwAp72KxGAKBgDmEpPhR0lwmk0EgEGB5eZkDKtSiQv5YsjDQn2O1WrkXm7h+YrGY70VSHMmX2NDQALlczp7JwcFB9sZR48/169eRzWZhtVoZ6r+9vQ2xWAy9Xo++vj72XTY0NEChULAq/Ciw3GAwcFUkfV9QCGZnZwfpdBqdnZ3IZDKcsqfwEa1Xv/rVr+Lb3/422x1qtRofUt544w1cu3aNB2GhUAiXywWdToetrS0UCgX2qdLvo9VquW97fX2d7RfVapW9khSWGx4exuHDh5HJZHD9+nX4/X7YbDb4/X64XC7EYjFWUoVCIXZ3dyEQCHDkyBHUajUsLCzAarUimUxCJpNhYGAAkUgE0WiUPcRCoRBtbW1c80iFBclkkjcVxWIRoVCIuZPkxdXpdJiamkJ/fz/W19fZ8kIHOfJ3Hjt2DFNTU7hw4QLq9TpKpRK++MUvsq3EaDTy6lwkEmF4eBjhcBiZTAYqlQqbm5uw2+2w2Ww4fvw4gsEgbwA++eQTnDp1ChMTE0x+oNR/f38/SqUSpqenodPpoFAoMDo6iqWlJfYwk9c6n8+z1YC+xwBgdHQUExMT+NKXvoSPPvoILpeL7Q1arRbHjh1DLpdDNptFT08Pq8BPrp++68lA+VN21Wo1rjdsaGjA3bt34ff78dxzz0GtVqNWq+HChQvo6urC4uIim85zuRy2trbw7LPPYnNzkxWw69evo16v48yZM7h79y4OHz6MUqmEmzdvolarYW5uDlKpFG1tbaxuHTlyBJFIBLu7u3C73XC73dDpdLh06RKrIKOjoxCJRDyI2O12nDlzBkqlEn/913+N7e1tXjX19fVxUpqS3vF4nFeNCoUCDocDd+/exblz5yASiXD+/Hn83M/9HICH9ZKJRAJqtRrVahX37t1jUDitWclcLpfLWX2ikAGtPNva2hAIBNhvOj4+jng8zj8DeBi2icVinMyltGlDQwN/+Q8ODjIwnRidqVSKH4yzs7PMf9NoNNjf3+eGmTNnzuD27dt47bXXsL6+Dq/XC4FAgBdeeAFra2vIZDKYmZnhBzMNZ1RBSA06iUQCqVSKVUaRSIRyuQy1Ws2vlc1mQygUwuHDh+H1erlzXaVSsVcvm80ylojCGqVSiYeUQCAAq9UKu92O5557Dv/jf/wPVonIp5XNZtnTqtfr4XK5GHckkUhgMpm44pMGGwBwOp3Y2triGk1qRIrH4zg4OMDAwAAHIoaGhnDt2jV0dnbyvUWDCSXIqU6QhgFapQPgjnNqA8lkMjAajWhubsbCwgKMRiNzVolRKZFIkEwmoVQqcejQIfj9fgbeazQayOVyeL1eXqWSbWRpaQktLS3sR8tms0wjWFpaglwu53anQqEAm80GnU7HQxwp8QsLC6hWq6wWEjngs5/9LA4ODvDOO++gWq2is7MTWq0Ws7OzPHzmcjkkEglmMxKWqqGhAUKhEF/4whfw9ttv81BN69AjR44gFAphd3eXKytJwdrb28OhQ4cwNzcHm82GWCyG9fV1vPDCC9zolEgk4HQ68cILL+Djjz9GY2MjNjc3ATwc1Ds6OqBUKrGysgKBQIDXXnsNlUoFsVgMmUwGR48exfb2NnZ2dti2cuTIETx48ICxO9VqlSsg9Xo998sTdzIcDrMqb7FYEAwGmTvb1NQEnU4HrVYLj8eDq1evMjWBSiD0ej3MZjPcbje2t7fh8XgwPT3NGKNarQaNRsOtOfS7q9VqWCwWzM3NIRaLweFwoL29HR0dHXjnnXd43W6z2bCwsAC3241EIsGvM3liTSYTjEYjMpkMs0fJl/3Zz34WkUgEFy9ehF6vR0dHB1paWuD3+xGLxZjDajAYsLGxwc1lxWIRzc3NiMViMJvNEAqFyGaz0Ol0mJ6exunTp+H1ehGJRNDV1cX3G/DQq0qqqMfjYX/wk+un73oyUP4UXTRMDg4Oolar4YMPPmBuIZ0Kb9++jXg8jmg0imPHjnGfdC6Xw49+9CO8+OKLuH//PmKxGD7zmc+gUChgZ2eH6/IImuv3++H3+9HS0oJ8Pg+32w2n04nd3V0EAgG8+OKLAIBr167h6NGjOHToELxeL6ampnD+/HloNBpUq1V0d3dje3sb9XqdK9JmZ2fZ1/T8889jZWWF20xImXO5XLh48SJ+/ud/HteuXcPMzAwsFguOHj2K06dPI55I4P/zP66g0dYFccYP8+4swqEgKwzE0CP+Hj0I/X4/6vU6eyYbGxvR3d2NQCAAofBhSpHCMwcHB2hubobT6eSUplQqRSwWY4wK9YA3NTWxub9UKiEcDiMcDkOj0SCZTLJ3jMI3AoEAN2/ehF6vh9PphFwux+TkJK+56SFOfEfqiRaLxUin0+wNfOmllzi8RBaGlpYWFItFXpcTfNnn88HlcrF/ymAwMCydwlyULI/FYtDpdDAYDAznJnzO9vY2qzq09iKVxe/3o6OjA9euXeMVKA2OBoOBgdSUbk6lUnA6ndjZ2cHZs2exsbEBu92Ora0tyGQy5HI5bp6RyWR8L9+7dw+tra04e/YsK7tarZZZgJRQ7+rqQiwWw+7uLt8TMpkM9Xodbrcbs7OzqNVqaGpqYixOoVB4uDr2tCJlG0ccShwEV4DFjyBAnVEq5HGtVGtQjP0MagYPJBk/shN/h71MGjabDfV6HSKRCB6PB3Nzc4+9pjTMZjIZyOVybr3Z29vDG2+8gRs3bjC0njiEAwMDeP/99/kAQy1Kq6uraGxsZE/wyMgIJiYmIJfLYbPZsLy8zMro0NAQHjx4wMxSsjHU63X09PSgUCigu7sb9+/fR2trKwdfQqEQLBYLWltbIRAIcP78eU7K9/b2Qq/XIxwO84FEJBLB4XDgwYMHqFQq3HJDSfKWlhauSZ2bm2PAN/mSAWBsbIwPdAcHB3jmmWdw/fp1yOVy/nnlchkKhYLDSSaTiQ9AJ0+eRLlcxsTEBPtlyQPt9/v5v6P1N3mo6fvBaDRiZ2cH+UIRtrP/DHV9C9TlXZh3Z2HQ65g4oNPpIJfLEQ6HOQVPKiV9lulw3djYiHg8jiNHjnCymtrMDg4O0NPTA6/Xi0QigWw2i+PHj+PmzZtobGzk99VgMODg4AC5XA6vvPIKbty4Aa/Xi66uLuzs7ODIkSOQyWQYHx/nEoB0Og2pVMp1pyRIVCoVGI1GPlABgFKp5IBbX18fDh8+jB/84AfIZrMYGhoC8LBAw+l04uWXX4ZUKsX+/j62trbQ39/PQ++T66frejJQ/pRclUoFCwsLGBwcRCgUwuTkJJ577jlsbm6iv78fAHDjxg1cuXIFJ06ewvmtMoJlKVSlXZwyFHDv7h2Ew2E8++yzSKfTyGQyUCqVuHPnDkKhEDweD8RiMQcVqA1id3cXPT09mJ+fh0QiwbFjxxCNRrGwsACbzQaDwYDV1VU0NTUx3DiXy2FycpLbbFpaWuByufDJJ58gm83C6XSivb2dW2zeeecdGI1GfOtb30J/fz9sNhv3Jbe3t2N9fR3RaJQfOCKRCPmWp7AqbmNI+cHUO1BsX4NMJmM1p1KpIB6Pw+PxcHCEUsVGoxF7e3s8xObzea5QI0A3+fkI3Ewrv1KphNOnT0MqleLWrVvo6urC8vIyWltbOSmby+UYRUMePYfjIfeyoaGBQxpGoxGBQAAej4cbSc6dO4c//dM/xfHjxzE3N4eGhgYIBALmf5JvjtA6o6OjHEa4e/cu5HI5XnrpJczMzHAVnkKh4IT15uYmPB4Pd6sTnJxW+7lcDgaDgT2gMpkM+XyeVRGTyQSRSIT19XUIBAIolUqIxWLGDxHyhdLdFPCgesS9vT1otVrEYjGIxWIolUq0trYiHo+zZ4vSq1TZKBaLsbKygng8js7OTlaN4vE4/37UIkO/a2trK/L5PCOlaICidC5hnijIk8vlUC6X+c+Tjb0K0fDLEAgeopuKkz9EbuIHMBgMvGKvVCqodD2HxpFXuJ8a8+fR5L3B+CS9Xo9sNstDS3t7O7xeL3eN0yGKLABDQ0MQi8WYnp5mggGVE0gkEg7uGAwG9PT0IJlMolAowGAwQCaT4e7du1zRCIBDTBKJBN3d3UgkEoy+0ev1zOgsFArsXyaWJ3WiS6VSAOCkMIVS9vf30dHRge3tbWSzWf4ekclkjOwhOwW9zqQElstlHBwcwOfz4fjx45w+B/6hKlStVvN/8/zzz7PnOBKJYHh4GLOzs6hUKiiVSpzsLxQKKBaLj6mxjY2NMJvNTFQgKwz5Tilgl0wmmbRAPtR4PA7R0EtQn/hZCARCoF5Hk/caSlM/wuuvv84cWfKIv/DCC1haWuL2opaWFrz44ouYnp6GUqnE7OwsHA4H/2yNRsN+76WlJeYC0yBP1aTkiaVCALIvUBNYU1MT1Go16vU6DAYDvF4vstksgIcqIgUVn3vuOcYAkSpNoR9SxRsbG5HP57G1tcW1oFRwcPr0aayursLn82FzcxNnzpyBQCDA008/jaWlJTQ2NsJkMqGjo+NJ8vun7HoyUP4UXOVyGUtLSxgYGMD9+/dRLBZx8uRJLCwsoKenBzMzMwiFQggEAhgeHsZ5bxV/8yCNOgDU61BsX4M99VCRoC8QCqZkMhluwKErn89zM0YymURbWxvy+Tz8fj/sdjtMJhO34AwPD8NqteLSpUsAgLNnz2JxcRFzc3M4evQodnZ2GOb8la98BQKBAMlkEqVSCc899xxkMhkCgQA++OAD7OzsQCQSYWBgAIuLiyiXy9Dr9RgYGEC5XEYikcDa2hp+/dd/Hf9hIoe4yMC/c2lnFtWP/4iDFLQ2JNRFuVzmpDDwMGBBbR+1Wo2RNdTWQX271PLS0NDAwHLy8UWjUSiVSoTDYcTjcbhcLvaXtba2Qq/XY39/H/F4nF97o9HIX/KE86Du64ODAw7XFItF9qNR77RCocDe3h57/Qh/UygUoFKpGDRNeJtSqQS/38+tMuVymVegFF7Z3Nxk5Y7W75TapUQvMSiBh0O2x+NBKBRCMpnkrmxSb0mFXVtbg1QqxfDwMKuDjw5XFEYhfI3D4eDwCzX4UOCgra0NQqEQd+7c4eS6Xq+HUqlEoVDA5uYmN9g8vOXrDCYnSwC9nqTSAeBDxcHBAex2Ox8E6Pc1ffF3HmsDOfDNIXf+f2PllPA9khf+34/9e2XfHATX/iv29/c5JU4HOOL8kc+WlE6dTodwOAwA3L9dqVS4IpGCTPT+UyAkFArBZrNxYEihUGB/f5/vEbLBkBfUbDZjZWUFtVoNWq0WJpMJfr+flVzyxtL9NTAwgAcPHnBQiFqjbDYb4vE4q3y/+Iu/iImJCczNzTHHlDrQtVotvF4v5HI5e0ztdjuvnZubm5FKpXjgBoDBwUG8//77UKlU2NnZwcDAAEZGRliJ3djY4MNPd3c3stksWx4AYG5ujru6aT3e3t4Ok8mEra0teDwehMNh1Ot1tLW1wefzIZVKIZ/Pc8e5WCzmpLX+tX/72HssTW2jfuVPMDY2BrvdjnQ6jfHxcXz00Uf46le/iv39fVy4cAE/93M/h8uXL6O1tZVB9dvb2xzMoiIK+t5YXFzkoFNHRwfUajV0Oh0cDgfD0amXWyAQ4OjRo9jY2IBarYbL5cLU1BQikQhUKhXzfVdXV7G4uAiPx4NUKoX9/X0cO3aMDy2BQACDg4OYn5/H0NAQ2tvbsbKygoWFBfybf/NvcPnyZf6MkQIeCoWYLHLmzBnEYjHk83mUy2XYbDb09fUxcok8sk+un/zryUD5E36VSiWsra2hp6cHH374Ibq7u3kNFQgEuKnFbDYjFArh2Wefxat/cgXT4QL/jAPfHEQ3/htqtRpcLhevdTweD2w2G7xeLwqFAvt/fD4f2tvbsby8zE0gVqsV9XodW1tbsNvteOmll7C1tYWrV6+is7MTXV1duHjxIg+d1WoVTz31FK5cuYKGhgZYLBbujG5vb0e5XOa048HBAacW5XI5q3yUzEyn0+jo6GB1zWKxIOM8hj3XKYaUZ25+F+WZdzmVSmstGg6JIZlMJnkgpIcGoXEo1KBUKjE2Nsb4G0p+q9VqmEwm/OzP/iz7ovL5PN577z24XC60t7djZmYGCoUClUoFJ0+e5MH8+vXr6OrqgsPhYAV0aWkJDocDDQ0NzErU6/UQCoU4fPgwM/v8fj+KxSJ7M6l2TavVYmpqCkKhkL/s4/E4dDodVlZWGAuiVqsZxNzY2IhnnnkGPT09WF9fx+3bt5HL5XDy5En4/X7E43EOcwEPk9RerxctLS0MOafayUQiwWoe8BBpo9PpHutjdjqdHHgSi8WIx+Mc3gGA1tZW7OzsYGhoCAKBANFoFJVKhVUoo9EIoVCIUqkEsViMnZ2dx/rE6/U6c/QoXOP3+5l/+SjiidqfCA5P1YdWq5VbVmjtv7+/D9nYz7AqRSD87J23AIDZpg0NDZAffvWxf69w74dQ7txAQ0MD0uk09vf3GZGl0WgglUoRiUQ4PU3tNvF4nLmXNpuNDzpyuRwWi4Wh8aRK00DX39+PRCKBcDjMSWyC2W9vb8NkMvHamPrKk8kk6vU6hEIhwuEwhoaGsLCwwKSB4eFhVprW19eRy+VQKBSQSCQgk8ng8Xi4cYVea+r/pr8b2TtEIhGrd/F4HF1dXdje3oZUKkVzczMHZghXQ0oYDXk03CqVSgAP17FUkVoul9He3s6DrcVigVwux/r6OiwWC0PAiXWazWYxPDzM3kf6bGm1WhSLRUgkEmxsbHAojNRH+eHXoD7xJVYoK7PvwrI7g0wmg8OHD+PEiROQyWS4evUqBAIBp//VajVyuRzbft544w386Ec/Qq1WQzAYhFQqxcDAADY3N6HX6/nvazKZ4PP52LPc1dWF1dVVPP300/zdSd5V4p7S9xfwUJEkliT5gLe2ttDQ0IBnnnkGt27dglAoZPWTbDlGoxELCwtIpVLsh7x37x7y+TwMBgPGx8fZS0yqrMFg4M2T3+/H1tYWFAoFXC4Xurp7sOc8hpnAHsbcOvza061PAOg/wdeTgfIn+CIWml6vx507d3Du3DlIpVJMTU2xh6ytrQ0tLS24desWent7sbu7i995ZwrXkk2PNMJ8H+WZd6HT6dDf3w+hUIhoNMoVapubm6ymGI1GXhlVq1U4nU722AwODuLmzZvI5/Pso6nX68jn87Db7djc3IRKpcLbb78NrVaL8fFxdHR0QKVSYX19HQ8ePMChQ4ewvb2NXC7Hf9bGxgaGh4e5QrCjowMWiwXLy8vM1bRYLPjRj34EiUSC0dFRPJhfQNo2jgO1E9XIKkrTP4bw7wtLarUazGYz+zipMq1SqaCpqYkxNTKZDJFIhLuQBQIBxsfHkclk0NjYCLfbjc3NTYRCIXR2dmJjYwONjY1QKBTs1XoUWh4IBKBSqXDy5EkUCgXodDp88MEH6Ojo4O5ikUgEq9WKeDzOfd5OpxP379+HVCqF0+lELBZDR0cH1tbWMDs7yyEAYvmRGmW1Wh8C281mBAIBXtnLZDIEg0Gsr69DIpFge3sbVquVuZK0ziYvIAHo9Xo9p3gFAgG6urowNzcH4GFbCz3UYrEY9vf3odFoeOggZif1RlMIiKDqxAmdmpriFhtSJq1WK6RSKbRaLXcK7+7u8grvwYMHEIvFPGRIJBJ+4JN9IJVKcWMOha3o96NAlUqlYu8mWTOocaexsZH7vykdXiwdQH3sixDbu1EKLCJ79+8gFIAVF1Kaa3VAfewLkDp7cRBcRuH+jyBqELJSLBaLeaB0Op2Ynp6G2+3mekgalAuFAgd3SMmWy+Ws3un1elY8FxcX0dXVxYMThTPIg9vU1IRcLoe1tTXmBpIyS+1J9H/J6kIYp3A4DIFAgGq1yve6SqWCSqVi1mlzczNqtRoikchj1Xz7+/sYGxvjFhu6X8luQQMSWSncbjfW19cfKzogBBJVfyqVSmbAbm9vw263c6MUrfZppX78+HFks1lcvXoVX/jCF7CxsYFr165x+l8gECCbzfLfhd57GsSIpkBqN/mWK9UalEdeg6p1GLXIOgpTP0Kj6KFFwWS2oN7zHPIKKwS72+ip+6DXPWSZ7u3tYWBgALFYDHfv3uXNASXpBQIBhoaG2BowMzPD3zEU8MrlchgdHYXP5+N6x2g0yu/F1NQUb4ouX74MjUbDh+KGhgZsb29jfX0dHR0dDCmn9i9iBbe0tPBm5Pr163jhhRdgMpnw4MEDhsXTwUYkEmF7exuFQgGpVAomk4lRTrQdSCaTD2kbPc/zYUsA4P/5bAd+40z7/4VPzSfX/5XXk4HyJ/TK5/OsHO7v7+Opp56Cz+djOO3LL7/MKtL+/j5+9KMfob+/Hz/84Q9RKpfx440SCk02lEOrqDw4D5n0YecyDVSU1qP1DgAcO3YMDQ0NSKVSKBQK6Orq4mQh4T2i0ShisRjsdjuy2Sw/IHK5HCt5lBx1u9347Gc/y80zVPU1OzsLi8WCzc1NtLa2oqenB7u7u1heXkZbWxsEAgFefPFFhEIhfPzxx1AoFAiFQjh06BCy2SzeffddNDY28he2RqOB1+tln1itVmMFhda2KpWKq/OEQiHDtSnocfv2bVitVnR0dKCzsxO3bt1CtVpFoVBALBZjaHogEEAwGOQBmryjhHihRLNGo+GatlwuB7/fD6FQiNHRUQwPD+PevXtIJBLc3nH+/Hn4fD44nU5WFZeWlrC3t8fQ8XA4jFqthvHxcTgcDoTDYe69Pjg4wNzcHK+k6UF19epVRoJotVpe7RJeZX9/H1KplFdru7u7rOS1tbWhUCggmUyy0lgsFnHixAm8//776Ovrg9/vRzKZZLh9qVRCX18fcrkc1tfXcfz4cfT09OAb3/gGP7hJnQQeopeUSiXy+TwHE0h9SaVSaG1thd/vx8jICGZnZzEyMoJ4PI6trS22KJhMJrS0tGBxcZGxPEKhECqVCnq9HuVyGcFgECaTiX2KtLITiUTI5XLI5/OcYifvbK1WY6izyWR6zEOrUqnYa0iJ7IaGBkgkElZkq9Uqg7kJjE/KuE6nY6KAyWSC1WrF9vY2Dg4OcPr0aW6aIqKA1WrFr/zKr2BiYgK3bt3idaNer4dOp0M+n8fm5iasViuvhPV6PWq1GodGstksc1B//ud/HrOzszh//jyam5s5+LO/v89eY6PRyCEsaj2ipD6pjqVSCQaDAZFIBOVyGS0tLajX63A4HLh9+za3riwsLMBisaBSqfCKmJpoSqUSMpkMV8cCQDgchtfrhcFgYNg/rXnpO4b654muQG0+m5ub2NjYwMjICIrFIt/rNGSn02mu7CSrRmNjI/u1yddIB5FHfcQajQYCgYCZmZVKBeKRz0F57A1WL4cbQwhf+mvm2FKan+7PQCCA3t5eAA8tJMT9JAXfaDRyScDq6io3F5G9xeFwMKKNDrqZTIbX2TabDQ0NDXC5XFw3ure3h0gkwn7aWq2GhoYGBAIBnDx5EjKZDLOzs4jFYtxUZTabsby8zF5crVYLi8XCZQ30M61WKwKBAK/io9Eo+08Nr/+7x6wCJ9oM+M7/4wmr8if1ejJQ/gRe+/v78Pv92Nzc5NaNK1euMKj26aefRr1eZ0/NRx99hOHhYVSrVczPz+MXfuEX8LWvfQ16vZ4N+qQ4kPn+4OAAra2tsFgsePDgAStgLpcLVqsVd+7c4aQepQ8XFhbQ3d3NayGlUommpiZ0dnZicXERN27cwJEjR2A2mwE8bG9QKBRobm7m9RUZyvP5PADgxIkTePDgAd544w1cunSJe509Hg8ikQhisRg+97nPYX19HbFYDD6fD/fv3+eu6XK5jEgkgqamJnR3d+P9999nmLPNZuOVeVNTEyNh7HY7jhw5grNnz+JP/uRPkEgk4Pf7Gd7c2dmJ9vZ2fO9730NzczMjl0wmE6+Xp6am+DXs7u7G1NQU+8Lm5uY47DIwMMANIz6fD4VCgR+q9JBvbGxEc3Mz1tfXOXBRLBYhk8kYNk692aSIPlrJ53A4EI/HIRaLsbCwAJlMBqvVys09yWQSW1tbMBqNzNU8d+4czp8/D71ezz7a3t5eRKNRBINB9s0qlUrcv38fR48e5ZCN1+vF1tYWMyKp7aehoQG5XI7rLOv1Ov7iL/4CX//613Ht2jU0NjbC6XSyUkVA5nA4zK0jUqkUoVAIKpUKoVCIMS5U60ihDYFAwKl8UilJFe3u7uZBjNbjVBMpEAh4DQmAeZ6E0KHXVCwW85BIQQ9a+5IN4tEqRPr/Dw4O0NjYyCEwWrVTsh4AB166urrYrzk4OAipVIrp6Wle3apUKszNzaFYLDK0PhAIcFDD4/FgcnKSfcLpdBoqlQoKhQLZbBanT5/G3bt3USwWodFooNPpsL6+jpaWFvZe53I5XpVSW1FzczOi0Sj29va4jaa9vR2dnZ38HtA9pVarGQ0llUqZk0gHCgq9qFQqbG9vc+K5ubkZKpUK8XicbRzUcX3o0CFsbGzw/U+A9UQigbGxMaRSKZRKJcRiMYyMjHB15traGntxl5eXubmIBsjBwUFMT09zIxF9tlQqFVfMLi8vI5FIQCgUsm0jl8s9DGX9va+afMp0j/3PXlurIIOTlVmmQbS0tOCZZ55hi8QPf/hDPPvss7h06RLm5+fxyiuvoKenh//9QqGAN998Ex9++CF3qctkMty8eRMzMzNwOBz4rd/6LahUKnzwwQcMKs/lclheXubBu7+/H5///Odx8eJFPnCcPHmSX7vV1VWoVCqcOHEC3/ve9yCRSDAzM4MXX3wRqVQKXq8XyWSSV9w9PT1c4Viv17kX3uVysYeflO90Oo1CoQDp6OchG3sNEAieKJQ/BdeTgfIn7Nrb28PCwgIikQiOHj2Ky5cvQygU4vTp08jn84jFYgiFQshkMrBYLAxU7unpwde//nUcP36cu3AJoEuMMnr4EVSZwN3UCUsmfVLD6BIKhZBKpYwPoofj0tISmpub0d3dzSxFjUbDXsxcLgefz4eNjQ14PB44HA40NTWhq6uLU6aDg4P45JNPEI1GWRU4ODjAysoK2traOME4OTnJvD3yX7lcLuRyOezs7DCsG3io7hLomeDcy8vLEAqF/FBXKBS88iGzv81mY+QPAalJbaJ1q8ViYfYfAc7b29sxMTGBY8eOwWg0wufzwe/3IxAIsLLQ1NTEfk1aMdP6u1wuY3R0FBcuXMBLL72E8+fPI5PJ8BqKwPHEygsEAmhqaoLX6+Uhjx6OtF7c2dlh5evBgwcwmUxQq9VcW0ktGG1tbTCZTEin07h37x6EQiFGRkYAPATOq9VqJJNJeDweriycmZmBXq/H9vY2ADDwnNaQdC+IRCKcOHECDQ0NuHHjBmN5AKC/vx8XL15kMPja2hr3rlutViwuLvJrRF7YarXKnEGq81xfX2deXrVaZZsCdaYD4P/WZrNBJpNxkMput3Ninu5p8lWWy2XI5XIcHBywj5EGQ1LzaECgPnYAHLqhgBINg+TFezTwolAoWDFKJBLc/EJrVupHpy7sbDbLQSar1cphMGKi0meiWCzy+2swGFgZLpfL/H3gdrtRKBSYMkBrcrlczoo3wccNBgMOHToEtVrNHeuk4Pr9fqRSKTz33HO4fPkyH0B7enqQSqWQzWb5wPHMM8+wWk+1fmtra1x1ODg4iLW1NQ579fT0QKVSYW1tDUtLS2wdcDqdKBQKWFpawvj4OCKRCEZGRrCzs8N1p/F4HGazmYdygoC3trZysIg2QGQ9ID8rBbM0Gg1zP6VS6WNoMUpdVyoVKI9+Aarj/+Cv1Ifv4rA8gbNnzyIUCqFYLGJ6epprJqk9S6VS4cGDB1z3+cILL3CAkCpG79y5g9u3b6NQKDBCiT4rDocD6+vrOHv2LIxGI/76r/+aPY9EiDCZTCgWi4jH49z3XavVUK1W0dHRgVAohIWFBUZWHTp0iBFj5KenTRYdTJqamrC6usqf83K5DLPZjOnpaahUKlYva7UaNFodhP3nIHH04HiHFf/ra+NPPJQ/wdeTgfIn6MpkMrh69SokEgl3tJ45cwbhcBiTk5PI5/Po7u5mU3omk8Hi4iJ7ixwOB55++mn88R//8WOJSa/Xi3A4DJ1Oxyu2ra0tdHR0cKMHDahut5sRGsFgEJ2dnRgbG8POzg4aGhpw8eJF1Ot1tLa2QiKRMLBXJBLBbrez0pNOp1EqldDT08PBn5GREYTDYX4AWq1WTE9PY21tjVeFS0tLeOmll+B0OuFwOHD+/HkIBAKEw2GuaqRqv729PRSLRcbSPNq5Xa1WMTo6ikwmw0OkWCyGRCJBNBpFNpuF2WyGUqnk7uZAIACbzYZ0Os3KzfT0NBoaGqDT6WC1WjE5OckNP8RuI9Wrs7MTDocDZrMZpVIJFy9ehM/nYx+hUCiERCKBWCxGc3MzgsEg9vf3OZAyNTWFQ4cOsTWAksw0xNBaP5lMQqvVMtKIvK9KpRK5XA5qtRqZTAZbW1sYHh7m4XJxcREdHR2cZpXL5VAqlaw40YrParXyUBONRjEwMIBQKITm5mZ0dHTg5s2bvOYnJAypQVqtlm0R9LvRwJtOpxkR1N7ejsuXLyObzTJYmwYYUgBpeCK0EPWCr66ucoKfLBqkVpN9gzBKlDqnxiDiEz6qcJIqSZ8XCnLRMEj/jVAohFKpZEA+rfjkcjmy2SwPhFKplAMmAoEAFosFHR0dWFhYQKVSQS6Xg9vtZvJANpvlQwrZDrq6ujhIRT3WDoeDH9pSqZTbmWi4LZVKeOWVV3D58mVehxOdIJFIIBaLQaFQYGhoCBqNhuHhe3t7SCQSjE5yu91QqVSYnZ3FwMDAY01LGxsbsNlsEAqFHLQxGAys8kUiEbz++uvcNX/s2DF873vf46BVLBbjtDrZFajvu7e3F5FIBJFIBPl8Hul0Gp/97GcfG4g6Ozu5wWZiYgICgQA6nY6Hzba2Nobmky2CrC1ms5mVcrFYDIVCwV5aatcyGo0oFou8OWhoaGAPaT6fh1AoRD6f54NmrVZDo1gCxeFXIbJ2oBpZQ/vBFuw2K1wuF7xeL9RqNeRyOebn5/H5z3+eLTGRSITvQVKDafvg9/v5nnU6nbh16xYsFgtu374NjUbDRQBisRhWqxWVSgU7Ozvo6uqCxWJhjivxhXU6HRKJBCu4XV1dqFaruHXrFg4dOoS//du/xZe//GU+mE5NTT0WhBKJRNja2uKGL5vNhtnZWSgUCsawVatVbs8hvy4RDMbGxvDMM8/A6XRyiO/J9ZN3PRkof0KuZDKJH/zgB0in01Cr1XzSo1N+pVLhJphHv+B8Ph+ampqwvr6O0dFRlMtlXLt2DcPDw6yIHBwc4M6dO+ju7uYH2fr6OqM9aPVG187ODj/ANBoNVldX4XK5cPnyZVSrVRw7dgwmkwnLy8tYX19HU1MTHA4HDz8qlQoXL17E2NgYzp49i62tLV5rbW9v49SpUzh27Bja2trw3e9+F9vb2xxQMZvNjD9ZXl5Gf38/Ll++zElCaqsg+DjwsLOZ2Ia0gslms5ifn4dWq8WJEydw8+ZNXpsJBAI4nU6ueiQrAGFENBoNxGIxexap81oqlfKDgVhx5IkjiDyFVQ4ODpBKpdhbuL29zQoQJXCXl5dRrVZRLBa5ck0mk7Evk+rTYrEYBxCampr4wUbd2lKpFKOjo4hEItjZ2YHT6eRKvQcPHnCAhYYflUoFmUzGHEZKbNMDjtbS+XweOp0OPT09rLaS37Fer7NS6HQ6eTDa3Nxk9YrA0C6XCxsbG7xGrtfrsFqtWF5e5gCMSCRiFZfUN1KIu7u7mdkoFosf4wdWKhXI5XJGTimVSvZUAmBYPNUcUqBpfn4ejY2NjJKi/10mk/GK0WKxsFpH9/Xe3t5jwQp6H2QyGQ4ODqDValmZPDg4gEKh4M9gqVSCVqtlpZHg+bVaDXa7nS0RjY2NTCvI5/OwWCyP4aNI/dHr9azwBoNBCIVCbG5uwul0MujdaDSyt1Umk6Gnpwf5fB4zMzNcr1kul7G2toZSqQS73c6tS2Q9sNlsiEajsFgsGBkZwZUrV/j3bmlpYbWOEFBtbW18b6ytreGVV17BX/3VX/Fw7/P52P9M1oFgMAij0QitVovu7m6Uy2V8+OGHUCqV/FofOnSI08wUsJLJZDh16hRisRii0SgPk/39/fye9fX1YXFxkWs479y5A5vNhmQyiXA4zDac5uZmSKVSDkE9Ggja29vjBh5CIVGIq1gsQqlUwuFwYGVlhS0tEomE095NTU2wWq08dNFh/sqVK4yBqtfrrN5S2xEVTySTSR5w3W43h4bS6TQzWPV6PQcd1Wo1QqEQ+7SdTidbdJqbm/lAUalUcOPGDZhMJjgcDl6f00GfPMKvvfYaN6fRQXVjY4MtA8BD0Dl91oCHB7XR0VHs7u7Cbrfjl3/5l7ls4Mn1k3k9GSg/xVelWsN/vbqJq4t+xJfuwBCdgqjhH5QfqncjnpparUZjYyNUKhWDf+lhMjg4yI0ui4uL6O3t5ZTk/v4+FhcXGW1DPsRnnnmG2xuoRpD8ZgQnDgQC0Ov1/IVGVWbkDaJ2Ehp4CNGyvr4OrVaLgYEBrmZcXl7GtWvXcOjQIeh0OkxMTMDv9zPK4u7du9BoNDxQ+Hw+yOVyVkDv3bvH9YEajYa/0EllK5fLaGhowO7uLgYHB1ntUCqVkEgkCIVCEIvFMJvN3HVOBnPyz+l0OvZykVeLQOktLS0IhUIwGo0IBoNcFUdMvJ2dHWg0GrS2trLqRaoMeUPb2tpQq9WwvLzM/MgzZ84gFAphYmKCPYikAKpUKrhcLjQ1NaGpqQkGg4HXaNFoFNVqFVqtlnue1Wo1isUiTp06ha2tLfh8Pn5dhEIhrFYrfD4f91h3dnbC6/VCqVRyRzJB4ZuampBMJtHS0sI+2XA4jKamJsZJOZ1ObG9vo6enB0qlksHacrmceZY0NBNmSafT8dBJLEnyaUmlUuRyObYJlEolfr+IddfW1oalpSUcPnwYd+7cYTYjIae++tWv4r//9//OVg2FQoGBgQEOSJFnFACrlnRvkMJrMplwcHDANgNKSxPahViuBPMnhb29vR0nTpzABx98gHQ6jZaWFoat0+t95swZvP3226zsULiDwOK0ZqaVKH2u/H4/VCoVRCIRjhw5wizVcDiMcrkMpVKJVCrFwxwhnagPnliiBIbXaDTIZrMIh8Ncuff0009jdXUVn//85/HWW28hkUgwUqi3txd3795lbyHZNzo7O5HL5WA2mzE1NcUK2tTUFAYGBpBKpbC9vc0tRYSeIm/lkSNH8O677yISiTCc3Ww248GDB+jv72duo8PhYB+xVqtFOBzG4OAggsEgd1AT63JrawuVSoVV7y984Qu4evUqq5Bra2uo1Wo4fPgwbty4gXq9zqxYpVLJJIRMJgOHw4FkMolisQiLxcIH2nq9Dp1OB4vFgtnZWQwODnIlJR0MjUYjEySGh4fR0NCA1dVVDAwMoFgs4vbt28yEHR4ehtlshlarZeD9yZMn8d5772Fra4s/i6ScLy4ussWAGLTBYBAnTpzgnvFwOMy4tp2dHXzta19DW1sbZmdnIRQKsbCwwNW2fr8fq6urfPAhNfvjjz9m/7jVasWFCxdgt9tht9shEAgwMTEBq9WKzs5OFAoFLCws4LnnnoPX62Xvbjabxec//3mIRCLo9fonbMqf0OvJQPkpvv7ok3X84cdrqAOo12vI3f0BZJtX0NzcDLvdDovFwmlVWj3Qw6tUKjHTz263w+l0Yn19HXK5HPl8Hg0NDVzdRVWKNAw2NzfD7/dzH7JMJsPy8jKKxSKvjzo7OxEOhznhabPZYLVaOWkYiUSgVqv5QVEqlbjWq7e3F+fPn0dbWxvK5TIGBwdRrVYxNTXFD//l5WUIBAIcP34cbreb6/pu3ryJYrHIgwtVhDU1NUGj0aC/vx96vR4ff/wxnn32WQQCAeZV7uzswGKxwOPx4ObNm2hubsbS0hKfoAEgFArx0CiXy+HxeDA1NYWGhgZOWNKpe2BgAG+//fZjuB6Px4Nnn30WGxsbuHXrFnueaPB4dB1K3jixWAyVSvUY65KUTerVtdlsmJ+f5/+NDhMEzy4Wi1wNRziXQ4cO4aOPPoLJZIJMJmNepFAoZGZgLpeDy+Xi9SSBslUqFaeISemVy+VYXl6GVqvlNbRMJmNVRiqV8vBHD0Hy4NlsNng8HmxtbWF7e5tXzpVKBWazGbu7u9zXTi0mRAagn0sBI/JBEo4ml8vxQE4eROpiVyqVWF1dxdDQEHNZyVdKKiPZQwBAp9Oxt5jU6Pn5eTQ0NKCvr4/VSGIQAnjsPifPJfWmk8pJoa/GxkYkk0m2VyQSCYbG63Q6HBwcQKlUIpvNchhIIpHA7XbDZrPB5/Nx+IfQWslkkg9SjY2N3LxE3wvUZEV+aOp2N5vNePbZZzE7O4vt7W1OZ9tsNu5xpl53hUIBuVyOjo4ODuI89dRT+E//6T9xl3owGERTUxMCgQBjkMrlMg93dJijIFJvby9TF9bW1tDS0oL9/X3espCqarVaeWVNg7NIJEKhUECpVMLRo0dx4cIFtrLYbDYEg0HEYjEMDQ2hpaUF8/PzfPhVq9UIBoNIpVJoaWnhAWZvbw/RaJQT5QcHB4ynIuyNz+fj+9FqtQIA46woJEaeW4FAwMo6fT6ampqwubnJLF6z2QyPx8OoHovFAp/PxwxMem1nZmZw6tQpTExMYHBwkA+W9LtaLBZIpVIkk0nMz89zre1TTz2Fq1ev4v3338ehQ4cQi8XQ39/PSvrQ0BAuXrwI4KFvWS6Xc0Xn9evX4fP5oNPp0NzcjM997nM4f/4821/ou/XYsWOQSqW4e/cuyuUy+vr60NDQgPv37/PB6vnnn4dUKsXf/d3f4Rd/8Rfx9ttv48tf/jKWl5eZu/rss89ibGwMKysrT1TKn9DryUD5Kb5+7q8mcHPjH1bNpZ1ZVC79IeNO6AGsUqnQ1NTEoRmz2YxoNMorDKFQiGAwiJaWFszMzHALRCwWQ7lcxunTp3Hjxg1oNBrs7u6io6MDKysrrBSpVCrodDr4/X5MT09DLpfD7XZDKBQikUigs7MTBwcHiEQi8Hq9MJvNSCQSGBwchFarRalUQjAYxOTkJNrb22GxWCCTyeByuaBWq7G1tcVrwFgshomJCYYMHz58mBWxZDKJQCAAtVrNQQ9SB8jDRZy4QCCAVCoFh8MBmUyG9fV1CIVCtLa2coAilUqhubkZt27dgtvt5uaLTCbDK+C+vj5EIhEIBAJoNBrMzMxALpejtbUV0WiUWz2I5yYSidDc3Iz9/X0olUrMzMzAaDTCbrejvb0dCwsLSKfTaGtrQ71eRyAQ4JWd3W5HrVbD/fv3ObXd2trKIQfyD3Z1daFUKsFoNGJiYoKVpVwux2EOWnVS4KlWq8FgMOD27dvQ6XTQaDTw+/2wWCxoaWnhoMHm5iZOnz6Ng4MDdHd34+bNm5DL5Tx8FotFKBQKPPvss7h9+zav4t1uN6LRKMrlMre2AA+9VVTPp1KpODyl0WhYaX3Uk0jIHeoiJiSTQCDgsBGtgikgYTAYOCRFSiA1+JDHkQ4E5AkkJcTtdmNtbQ37+/tQKBTo7u7mpLxQKMTS0hIPBjT40ep1ZWWFvXU0jNMKsVarobW1lYNRbW1tyGQyPISTp5J+F5PJxO8hrUT39/d56DaZTNyCQn3rNDRKpVK0tbXhwoULXBMqkUigVCrR29uLYrGIxcVFfn0lEgkXEaRSKW5oamtrY3U7HA5DLBZjd3eXcT5kB2htbWWvI332ADAPdmJigrE7hAqi+4fwOjqdDu3t7bh79y5bAfR6ParVKmPHKOhHfdi0oqc/L5VKsT2DXlMKThF+qq2tDW1tbaywTk9P89AzPT3N1p0XXngB3/zmN6FWq9lKQfaDer2OWCwGpVKJZDLJAS+qaaRKUGpZIrV9dHSU1VKbzYb19XVUq1X4/X6Mj49zoEwikfDKfHZ2lg+MLpcLUqmUlV6bzYZDhw7hBz/4AYdjstkslEols3JHR0extbWF/f19nD59GouLi6jX6wgGg9jY2IDb7YbBYMDY2Bju3r0LgUCAcrmM4eFhLC4uoqGhgetrTSYTfvmXfxm7u7swGo149913USqV8PHHH+OZZ55hDBz5TN98803MzMww3orarhwOBwYHB3H79m1IpVIcP36cN1FGoxGrq6tMHvilX/ol9v0+qWX8ybueDJSf4uvfv30ffz0ZASAA6nVUH7yHhuULvHYpl8vMCDOZTGhqasLu7i58Ph/m5ubgcDhgt9sZ89Le3o7r16/DYrEwV4/8SLdv34bH42F+3eTkJI4fP84pXgKJr6yscB2YXq/HqVOncP/+fWbCUVWaRCJhYPCLL74IoVCIjz76CK2trRgdHcX7778PvV7PXptEIoFyucxGbrPZjHv37gF4aEinoY3SjTQ4hMNh/nvkcjlks1leIwWDQTb4U0OMyWSCy+XC8PAwvvWtb+HEiRPY29vD9PQ0D7Xk97x9+zbEYjE3rIjFYmSzWR7yyCi/sbEBoVDIK57FxUX2Ih4+fBj37t2DTCZDc3MzjEYj1Go1+yy3t7eRSCR4HZtMJgGA8UAENDYajeju7sadO3fQ0dEBk8mEI0eO4J133uHkdDgchtlsZh+aVCpFIpFAc3Mz94ST4kh8SZPJhFKphFQq9TB1qdGgXC7D6XRCJpNx4p/g49FoFC0tLTAajVhZWUG9XkcoHIHi8KsQmttQCiyjPPseTp08AQDw+XzcmkGQaJFIhHQ6jXq9zmqnQqHgkI/JZEIoFOJmmq6uLva+AQ+N/DSQUmqd/KwAYLFYkM1m0dvbi2AwCJ1OB4FAgNXVVQ700EBKKhpBwsmDqFQqMTIywrzHcrnMSnJDQwP29/fR2NiIQCAAl8uFSqXCGCWyR1itVgZiE21BLpfDarVCp9MhGAwyWoXwM4TWicfjKBQKOH36NJMc9vb2+PUjvFWlUmHW5MTEBEqlEqOt3nvvPZhMJuRyOaRSKdhsNnR3d0MqlWJycpKRRGazGUajkev9nE4n/z5EBCCllP7sjY0NyOVyNDQ0wGAw8IGVhjzyq+7s7HDtpVqtxsrKCtrb27GzswOZTMZD4vLyMoaGhhhvFAwGuQOcDr4UVKGAXyQS4eEfAHuYqcKyt7eXawBJxSebAsHx3W43YrEYA+1JbdRqtTAYDGx5KZfLCIfDOHPmDD7++GP2QFKSn3rgOzo6OAAjkUgAPLQQWCwWTsCTH1WhUGBsbIwDcg6HA8888wympqbQ29uL1dVV7O7uMkOV/KqlUglf/vKXkc/nsba2hkQiAa/Xi0wmg0OHDvEWSiaToaOjA5cuXWIrz+rqKq/ahUIhAoEAD+IymQynT5/G0aNH8d/+23/jEOHe3h5SqRRWVlZw8uRJRKNReL1eCAQCbG9v480332SP+s7ODq5cuYK+vj5kMhmGtptMJuzu7uKpp57C/Pw89Ho9mpqaoNfrEQqFIJFIsLy8jN/6rd+CUCh8olL+hF5PBspP6VWtVjF5fwp/9PEKNjJ1lEMrcO2vIB6LcmOBzWZjtEehUGD24urqKkZHR+HxeLC0tMQrzK2tLdy8eRP9/f2c3CYvFTEjBwcHcfHiRcTjcXzlK19h5WVmZgYrKyvweDwcGlCr1YhGo/ywaWpq4kqvO3fuwGw2I5VK4dFb7PDhw+zBpCBGIpHA9PQ0dnd3MT4+zkMi+cSkUin37dIDQS6X81BBPbQSiQRdXV24evUqdw4TAofCK3a7Ha2trUilUpiamuIUd7lc5jYOWtVKpVL2n9HPEwqF3PZCPq9kMolUKsXDEUGVW1tbsbe3x0M+QdE3NjYeUxN3d3e5Y9npdEIoFLJiSMGN/v5+RKNRZjISpF2j0WBnZwenT5/G/fv3WdESCoV4+eWX8cEHH7Dnq62tDefPn+fGmEdbjnw+H4O1JRIJ4vE4hzCospF6r8ViMVsaLBYL4qZRVLqfB/6+eWn/zvdRvP8OBAIBHA4HP7AeZWZSSw4dEsjjSCs38vzF43FW69ra2nD//n2IxWLI5XJW4WlVSKxDp9OJTCbD/FEAPMRduXIFTqcTwEM4dldXFydRfT4fGhsbIZFImHRAK1laV1Nwp16vQyqVYnx8nMMyiUQCNpsNW1tb6O/vx87ODgQCAa/rKUhFij8l20k17evrg8FgwPr6OpLJJLe3UIUgDZSk4NJ9SN3YyWQSsVgMe3t7jMUCwADzdDoNAFxTOTAwgJmZGQb0A+CO7+HhYT4k0jo9Go3yz6CkelNTE3+e/H4/Dh8+jNXVVT7YNTU1cZiNlERaL/v9flitVh4u3G43AoEAkskkBgcHMTY2hj/8wz/k8BjdQ6VSiTFMFBgkFi6F9jY3N9Hf349wOMxwdIVCAbvdjo6ODjx48IAtEDSItrS0wOfzsf+Pajhp/RyLxZBOp9HY2MhKb2dnJ8bHx/GNb3yD/+xcLsd+W71ez8NqZ2cnI8oOHz6Ma9eucchKqVSy3SKTyeDFF19ES0sLdnZ2MDs7i4WFBXR0dEAulzMsnJTFdDrNnudarYaLFy/CaDTi2LFjnNB3u93Y3t6GQCDgIJ7NZoPL5cKZM2ewsbGBCxcuYHx8HPfv38fhw4cZI1Wv19Hb24tUKoUHDx4w8q2rqwsdHR0olUq4fPkyent7sbW1BYPBgLW1NZw8eRIulwvf+c53YLFY8LM/+7NIJBJ4//338Yd/+If48MMPuQCAvOxOpxPj4+PY3d1FvV6H0Wj8x3jcPrn+/3Q9GSg/pdfy8jJ7IO/cuYNqtYpoNAq5XM6rP2q2AcCJwY2NDRQKBRw6dAi1Wg3b29t4/fXXoVQqWfURiURYW1tDPB5Ha2srlpaWuLpsa2sL+Xye/UZ02u/r68O3v/1tXqvTasftdvMX9mc+8xlkMhmGgFutVvzZn/0ZmpubUa/X0d7ejkQigQdz80jbx1HRurG3OQ0sXoBUIuYuX6FQiL6+PjbMb25uolQqYWhoCLVaDbVaDX19fdjc3EQwGGQvGpnU5+bmOIV6cHCAV155BcViETMzM2hoaIDRaERjYyM8Hg+MRiMmJyfx/PPPw+/346233mJPUyAQ4HabaDQKg8EAt9uNVCrFUOtTp06xAkSNKLS2I7RRJpPBc889h//wH/4DN3LQAE7cUIVCwQw8n88Hs9nMndP1eh12ux0qlYpTugKBABsbG/zFa7VaYTQasbW1xf7FcrkMlUqFWq0GkUiE3d1dXrHabDb23G1vbyOTyUCn0/F6mzBR5E9sampiVS6VSiGRSKCtrQ3r6+tQv/KvIXX/A7i5tDOLzI9+l32euVwOVquVgzUqlQpisZhDOWq1GoFAABqNBul0+mG7yN+rsrTuUygU3CNOQx8p9cvLyxCJRDh27BgikQirbl6vFwqFAlKpFGazGVtbW6w+5vN5NDc3IxQKMQKqUqlgcHAQpVIJkUiE/X7Ee6Qhvl6vo1KpYGhoiFmJpC46HA6sra0x/oTS5eTBo2YfwhpR77rf74fBYODWKAJ2l8tlKBQK/u9fffVVhMNhVv/pXqYUcmNjI3/OyZer0Wig1+uxvLwMsViMkZERDhJRjapIJIJAIMDhw4cxOTnJrwcpXUePHkUwGGRkjlwuZzQVtf6srKzAaDTywEhVopSKJj8xqXcUUmpra0NHRweuX7+O1157DefPn0epVGKuo8FgQCAQ4CAKNQuRXUIgEPAwSK9VvV6HXq+HTCbDCy+8gO985zs8BKlUKk5Ga7VaHDlyBNlsFleuXEFbWxsGBwfxwQcfQCKRcLjpk08+gUKhYH9vuVzmJD6F1iiU6PF4GOdz586dx2oUydZDzFPqx97Y2IDT6cTVq1fR0dEBvV7P1ak0WFJiPJvN8kFLq9VCrVbjxRdfxM7ODtbX11EoFOD1etnaQxzLRCLB6KRqtYrDhw9jZWWFebHlchmbm5uQyWTQ6/V4+eWXMTQ0hL/5m7/hKtjm5maYzWa4XC4EAgFOoH/yySfY399nuLlOp8P29jaGhobwrW99Cy+//DK+8IUv4MMPP8TCwgL+l//lf8Hbb7+NL33pS/jrv/5rSKVS9uefOHECEonkiUr5E3g9GSg/hRehHhYWFtDQ0IDZ2VkYjUbcvHkTRqORQxA6nY4rvpqampBOpzE3N4dTp04hkUhgfX0d586dg1KpxOLiImNkOjs7efA5c+YMlpaWWLW4ffs2XC4Xbty4AZVKhe7uboyOjuKb3/wm4vE4c/xMJhPOnDmDtbU1tLe349atW+xZcrlcWF9fRy6Xg8Vi4Wou6rT2qXoRNx9mRSt39wcwRif5QbS7uwutVsv/HSmPtBbp6upCc3MzAoEADzn7+/s4ceIEbty4wfgOWtMajUbU63UYDAZWm4iVWalUuHFIKpXi/PnzUCqVcLlcvCYnr1k6nYbNZoNSqcTGxgZ3Rvf09HBdYk9PDz755BMOZNB/Qzy9ZDLJeJ6trS1oNBrIZDIOV5Fi53a7MTc3h1qtBofDgXQ6jdHRUW5GsVgs3IdrsVjQ1NQEv9/PCc2DgwOo1WpOstrtdg70EOqEYPIffvghN15QDy+tQEmRlUqlEAqFrI7v7e1x+Es48Fmojj+slnuoUL6F3MQPuLIxlUrxQ4ZWj+RRpZUhDQekipB3lpTaSqXCqhut4WkQpHsEAKuo1FdMq0uCNe/s7LCNgFLixWKR7QwNDQ0cnKEQBak/5HWNx+NQKBSwWq2MtqF+c5PJxMxIwnJRRzel7ltbWxEIBLje8fDhw1yLCYCxUORppt+XuJQymYztADRcUdhIrVaz4kzqMzVPdXR0wGg0or+/Hx999BGi0SgAwOl0olqtIp1Oc0LYZDIhm82yBcLr9TJeSi6XM6ORvLh9fX3weDy4evUqY6QAIBqNwuPxoFqtwul0MpCevKSkHNLaf29vD21tbcx5pPpMqVTKnlkKXpFfmZi2FGSioBm1SxHih5Rs6qgfGRlBvV7H8vIyOjs7MTExgXQ6zcxEsj8QRJ4Or0ajkX8G+ZcVCgV7JEdHRxnd1NDQwMHIcDjMauz6+jq3klEBxfb2Nrc+EbHB4XDA5XLB4/Fgbm4OCoUCU1NTDHdvaGjg79iWlhZsb28jHA7zsKxQKFAoFNDR0QGDwYCWlhbcunULZrMZ7e3tWFpawvXr13Ho0CFcvHgRR48eRUtLC1577TV84xvfQDweRyqVgsFgQKFQwEsvvQSv14tcLof9/X0YDAbcv38fP/MzP4OJiQns7e3h9ddf50PW/Pw8FAoFfu3Xfg03btxg9qjBYIDP58Ozzz6Ld999l8N4x48fR61WQ1dXFzKZDHK5HGw22z/Sk/fJ9X/2ejJQfgqv5eVlmEwmbGxscM2i0WjE7du32RsWCoX45NvQ0MBcRerqLZVKGBwcRKVSwc2bNzlEYjKZ0Nrairm5OfZGCoVChhxns1nYbDbGZMhkMty6dQuxWIwDEQqFgk+i/f39HLTY29tDJpPh9er169cBgJWDpqamh/BxySEU1C7++xa2Z5B//z+w+gOAOXoejwcmkwkikYhbT4gXRw87oVDIzT8mk4kHkXw+z+0/hH/R6/WsjlEnLYGwaZgg6G6tVoPT6YTL5UIsFsPs7CynNQUCATo6OrC1tcVMSY1GA6lUysNaMBjEwsICp3ZpfRMKhZiNSf5Hsi8MDw8jm82ir68Pc3NziMViaG5u5lq9UCiEZDKJ5uZmuN1u5iBS6EUsFqNarcLn8/FwkMlkOCEdCoVYFSHWJCmIbrcbExMT2N3d5cEtl8txYEAul8NutzNnMpFIPPR6NoigOPwzkDh6UPQvojx7HqIGIQO1CTieSCSwu7vLSg51sFutVuzu7rIC+Gi3NCkrjY2NjGoRiUQwGAy8wiPLBqmZpE7RwFuv1zmURKENavagykbCuNAKmtLZ5J+kIZhoBXTf0QAilUqxv7/PAQtafapUKl6RA+B7h/7MRxEzhL+yWq0wGAxYWFhgqDfxLx8lOvT09MDr9WJ3dxfxeBzAQ2D74cOHGQcVi8VY+SEFndiSYrGY0VRkuaCHeCaTQV9fH3Z3d1EqlWCxWFj9pfS/Wq3mXm8aCiEQQn/qZ3GgbkbRvwBV4C6K+RwfWAuFAltFqtUqOjs7uZt6cXGRUVT0HslkMk6kj46O4sMPP4REIkFzczO2t7dhs9n48CWTyTA5OcmhFgpkPZq8plrP9vZ2RCIRtuRQN/bKygoPiWSryefzOHLkCN577z10dXWhWCzCYDBgY2ODE+DkKT527Bji8TiHCgk+39jYiIGBAa7NvHDhAlpbW9nHKhQK0dLSwnifSqXCrVFWqxWzs7Nob29He3s7WyccDgcuXLjANIKFhQXE43GcPn0aCoUCbW1tjI4LhUKIRqOMfpqbm8Py8jLS6TR6enr4cPrUU09BpVJhY2MDjY2NyGazWF5extNPP41kMgmn04lQKMRgfK1Wi7W1NYyPj3M6PxKJQK/XM0qrsbERv/d7v4e3334bt27dwq/92q8hEAjAYrGgu7sbn3zyCYctNRoN2tvboVQqoVKpnqiUP2GX6J/6F3hyPX75fD44nU54vV5YLBZmGNLw19jYCKFQiOHhYa7rojUmAF5j0lo7kUjgS1/6EjweD/7Fv/gXAB6epoPBIEZHRzE+Po6//Mu/xOrqKtrb2zl1bTabMTk5yV6r9fV19ke9/vrruHz5Mn9haDQaaDQaXL9+HX19fVhZWcHCwgJqtRrMZjPOnTuH+fl5qFSqh7zMwC4K9WZWKGvRNX4A0+9O6pXP54PP5+P1VSwWg0gkws7ODrxeL+x2O3p7e7nhQSqVoq+vDzMzM9jZ2QEAtLa2olgsYmRkBNeuXeMHMrESH00Nk/K0tbXF67NsNotgMMj8vJWVFVSrVaytraGjowN7e3v8RRsMBvnhVSwWIZFIkM1mOVVOHrVoNAqZTIahoSEG+waDQezu7sLr9SIajXJVYiAQ4BU2wdZp+MlkMjwAJhIJTuAmEgluAREKhby2JVwODRu5XI6HvbW1NVb1qImDVDOFQsFBJ0oX0+tdr9fRsHwRleWLqB0cAPUa8vmHGCPCu1AqmSDp5XIZbrebDz/UokMre3o4ORwOHhppYCafKCGO6H7RaDSsmmg0GkgkEiwtLfHab2tri2vyZDIZarUaP4ytViv8fj+HP5xOJ5qbmzkYRl4vCsDE43FWWymkU6/XufkjEAgwM5HCR4VCAaFQiDuok8kkhEIhzGYzc03Je0eNRzabjdPEra2tWF5eZq8ndWvTQEJw/5s3b+Lg4ICT1FSnSNWBOp0OGxsbOHToEIPWg8Eg+vv7cePGDQ51UOhKJBJx9Sqtu6lEgcJUhPhRH38DhbbTEAiEaDS2I12roT7/AYxGI/b392G327k7OxAIYGtrC6urq3j66aeRSCTQ0tLCTTGdnZ0IBAKw2+3sA6X3lXq+qXXJ7/djaGgITU1NDBLv7e3lOlYavPr7+5FMJvm7i3ruyS9NxQNnz57F5uYm5ubm0NzcjI8//hhSqZRtDV6vF62trdDr9bh37x5qtRo6OzuZ+xmNRnlYP378OCevSZmksJRKpWLGaKVSQSQSwdmzZ5FMJuHz+bC7u4vW1lY+ENy9exfNzc3QarX45je/CalUisHBQYjFYvzcz/0cvF4vK+0//vGPGS1GZAm32407d+4gGAzy60EA+Gw2i/v378Pj8UAkEmFkZAQrKyvo6OjArVu32FL1uc99Dm+99RbGxsb43iNMkd/v5/ckGAziN3/zN/GDH/wAb731FqrVKj772c8ik8kglUrB6XTyZ9/hcDCk/cSJE1hfX4dKpUJzczN2dnbgcrn+50flk+tTeD1RKD9FV7VaxcbGBjo7O3Hx4kWcPXsWly9fBgDMz89jeHgYk5OTUKvVkEqlGBgYwFtvvQW5XM5fVAqFgpl6AoEAzz//PKanpzEzMwO1Wo1XXnkFq6urmJ6eRjKZhN1uRzwex6FDh/DUU0/h3XffRSKRYJ/m0NAQ3nvvPXg8Hpw8eRJ6vR4TExPo7++HWCx+DI5NaT2Hw4GJiQm43W40NzejXC7j0KFDmJ6efuhLtDswUzIhDhUKvgXk7v0QQsHD6kNaE5EylM/nYTQaWZ0i9lyxWGS1lDx3tIpTKpUM8J2ZmUEmk4HVakWhUOB1os/ng8PhgFqtZqRJIBCASqXCb/zGb2B4eBhvvvkmPB4PP7TT6TRMJhN6enpw4cIFqFQqWK1WrKys8M9NJpNsQTCZTFhbW2N1ipSy5uZmJBIJVgvJs0RYmKampscCUwKBAIODg9je3ua1I6lcKpUKra2tWFlZQWNjI1544QWsra2xdYDWs1KpFMDDwaher8PhcODg4IAB8XSIIVWIkrMHBwfweDxc10hhEZlMxqlfArzTSp3sCnq9nrE6FHQixinxPgllQ5B3gUAAv9+PWq0Gi8WCg4MDToET45SsE0QT8Pv9AB5aRSiZq9PpmAtJRQB0bxGORqVScVK3VCox/BrAY+zAarWKZDIJk8mE/f19rtkMBALIZDIwm81Ip9OMj6FWHFo30v1A7M5UKsUeRApZ6PV6Dp8RX5C61ilZHwqFeEghBR74h/o6Qg+Rj5IONUqlkuH5pBgRmH1/fx8ikQhGoxGVSgV+vx82mw1LS0sAwMouAK6wNBgMWFxchFKp5PQ5tZ+Yvvg7kLX8g5/2wDcH+cRfobGxkQ8BJpMJzz33HC5cuACfz4e9vT2mHNABb3R0lJX85eVljI6OIplMYmtri4M+8XicO8wfZXK63W50d3dDKBTiwoULrNqfOHECUqmULSkNDQ3o6OiA2+3GxsYGtra2uHd9YGCA6yh7enqwuLgIq9XKSuDrr7/Omw3CCZVKJb7nSc2jw75arWYKg9lsxvz8PJRKJQQCAXZ3d2Gz2fhwZbFYOLC2s7ODbDaLrq4uDndRLWpXVxfGxsYwNzcHo9HI97HZbMbm5iYmJiZQr9cZC0YBmq6uLhwcHLBV4IMPPuDP2/PPP49oNMrlCz09PZiensbc3ByTCbLZLCwWCz7zmc8wz/Pw4cNIJpMIBoMYGxvDX/3VX2F0dBQGgwFbW1uMTfr617+O7e1tfPjhh3j++eehVqu57721tRUffPABnnvuOajVaiY4rKysoLOzk3m4T65P7/VkoPwUXeQPjMViCAQCGBoawrVr15DL5RAOh/HZz34WV69e5UGQKsR+//d/HwqFAlqtFp2dndjd3cXy8jIjcfb39+FwODA5OYlYLIaOjg5ks1mcOnUKPp8Ply5d4v5Wg8GA1tZWrqT77ne/C4vFgvHxccRiMX4Y3r9/n8HkQqEQJ06c4MQyeSBJqaN1ObXjECoHAK/B6AFJPEbqKydPoUaj4f5ni8XCA2S1WmV1ZHR0lD1T9CCldSUNGxT0IAj4zs4OWltbGZe0sbHBKopIJEI8HsexY8fg8XgwPT2NcDiM3t5e9iySr4qGjs7OTn7Q3r9/nweyQqEAs9nM/jy/388PB1I+yHMnkUigUCiY20cKp8PhQDAYZP9cqVSCyWRif+jm5iZ7rxKJBA84lLa32Wzo6enB+vo6sz/L5TL0ej175MgeQIocYYgqlQqCwSD3gVO1JFXikbqi0Wj4wUfd2cQnFAqFvFKlQcXv93PI5fjx48z5LJVKaGpq4k52QklROEcsFqO7u5tr/SYnJ9nfV61WGQGVSCT4z+ru7sbKygry+TzMZjMcDgdzRLe3t+H1euF2u1EoFNDQ0ICxsTGmDwBgAgC19dBqlBip5MUk9Azdu7QmJk8eKUg00MrlcvaU2e12LC4uQqFQ8Nqe6AP0/gBgzAup9jRgNzc3IxKJ8OcrkUjw4FKtVuHxeBCJRNgHqNFoOMRFqhrB26VSKYxGI/x+P7NNs9ksSqUSvxY0mFOSXzH+GtQnfvbv/bR15Cd+AOnGZfY20mdFLpejubkZtVqNB8JH2YOkwJI/mv5/AqaTzeSLX/wikskkVlZWkEwmcfLkSfh8PkSjUUQiEX59k8kkBxgBcKiR3q+lpSUMDQ0xr5S2CA6HA6lUCseOHcMnn3yCfD4Pq9XKTNlYLMZeYQreUMCJCBMajQZHjx7F9PQ0Njc3odPpUCgU+H2JxWKQyWS8mtZoNCiVSshkMshms2wP8Xg8yOfzGBkZgcFg4N+VrDASiQRHjx7lQ/LHH3+MfD4Pp9OJ48ePo6+vDwqFAu+99x7//KmpKbS3t6O3t5cDQadOnWKUHCnLb7zxBv7rf/2vqFQqTN9YXV3Fc889hy984Qu4ePEi7t27B4/Hg3g8zlzkzs5O/MEf/AF+/ud/Hmtra8yZ/PDDD/HKK6+gXC6jXC4jEAjgzJkz+Ku/+ivYbDacO3eO191E4Ghtbf3HehQ/uf4PXk8Gyk/JlUqlUCwWYbVasba2xmngaDSKyclJeDweNDc3w+v1YnNzk2G5P/7xj3Hq1Cn8+Z//Ob785S/j5s2bUCgUeOaZZ7gxQaFQYGFhgRl1FG55tMniqaeewscffwyRSMRf8F6vF7/6q7+K6elphjiXy2UOHjgcDrz00kuYnJyE1+tFe3s7J4rFYjG2t7fx3HPP4eOPP+YE8vz8PHp7e5kbSF+EhMgxm83szyKW3MrKCnK5HKebiSVIvbrHjx/H0tIS9Ho9FhYWuBGkqamJPXIErV5fX4darWbFoF6vo1Ao8ECn0+lQLpfx0ksvcW0YgYhXVlZ41Xn06FGk02mkUikIhULs7u4iGAwCANxuN4dAKGhCq3HqhZZIJNDr9RAKhbhx4wbcbjfy+Tz/71SpWCgUkEqleOVH4Q3yn+3u7sLhcLAtoaenBwCYSUjvRSKRgFAo5Pec0toUNiFVmP55KpXi1SINGORHNBgM2Nvbg8Fg4CGMQNIAWEF/9JCgUqkgFAqxv7//WDDq0SCL2WwGAE45PxpEoTT4/v4+crkcr2CNRiM8Hg8mJibY/0rYGqFQyMgsCnK0tLQgn89Dq9WySkThI6pXpEMLtbZQgIcGrnw+j/7+fobSU/CC/jytVgufz8deQVLdiH8IAC0tLYhGoxgcHGTmZGNjI8LhMK/xGxoa+ABH63AArHpJpVJelxL3kdBPwWCQVf1H0/b0PrS0tKCxsRHNzc18j01OTjIWx2q1cvCPlG4alIkIQIo/Je7X1tbQpFRB2P8ixPZulEPLKE3/GI2iBl65WywWHuDo70wKIlUvKpVK9juazWbukAeAsbExdHV1YWdnB7dv34ZWq0VLSwt3TlPTDHmAhUIhK8YnTpzA1NQUMxgXFhbYsuF0OpFKpdDX14etrS1uoCGoOf1zhUKBVCqFvb099rVS6w9ZFKijnFTsR/Fp1BQ2Pz/P8Pyuri5cvHiRw1eE7urs7GQ1nmgBLZ5WHLQ/g5RIj05dA/75UScsZhNmZ2fx7W9/GwAYm5XNZhk/lMlkoNFoMDc3x/zHd955B36/H2NjY6yAv/zyy7h48SLjwR71MX/2s59lm4FareaNAXl0jUYj3nnnHajVarz66qtIpVKwWCz47ne/i0gkgv/yX/4LQqEQMpkMotEoBgYGsL+/j6amJuzs7ODMmTP45JNPsLm5iV/6pV/iw5fdbsfa2hra2tr4PnhyfTqvJwPlp+RaXl5Gd3c3AOD27dvo7e1FLBbDxsYGP5AJ2ru4uIhCoYC7d+/i6aefxo9+9CN8/etfx9e+9jW8/PLLCIVCnOIjlezSpUv45V/+Zfh8PlYM5XI55ubmkM/nYbfb8cILL+DMmTP4z//5P+PChQvwer3weDzcDnHu3DlIJBJsbW3hhRdeQCAQwPvvv4+uri5uoyEQ8tDQEOLxONbX1xlTQbxGkUjEWAlSIsivR0y4QCDAHEMajMiw73K5IBQKeXV7/fp1rnyjL2SCn1Ow6ODggB/6lDylFopcLofBwUEkk0lu5TGbzajX66warq2tsZfV6XTCbrfD5/Mhk8nAZrOxiqXX6xlsnU6n0d7eDpVKxdVzoVCIV44UNpidnWVFgxBB1WoV2WwWMpkMNpuN1/J+v59XVwaDAXNzc/ygqlarePHFF/G9730PWq2WB0NKIRMwO51OQy6Xo6mpCYcOHUImk2EIeiwWYyYhPTSbm5shlUqxvLzMtYaU+Kchkx6OCoWCu8EJPE5qJalTxWKR08+EvqI1erFYZO8k+ecoqCIQCLi5JBqNoquriwdgarShQw+tzAgzQzBzSnxTywipQfTgJO8qcQlXV1cxPj7Ofd7UfVwul2Gz2ZDL5eDxeJjjGQgEHms+Iebk/v4+4vE4/52FQiEqlQosFgvq9Tor6MVikfu9yXdbqVRgs9lYoScbAIViKMD2aEq9qamJXysaJAmsTSEhUlFrtRpUKhUHpui9AgCXy4Vz587hwoULjDGigwDB20UiEba2ttDY2IhqtQqlUsmrdHqvSeFUKBTo6+uDTCaDVCqFz+dDOp1GLBZDNptFe3s78vk8A70BMAHA5XLB4XBgc3MToVAIu7u7XGlarVa51WdnZwfHjx+HyWRiUsajHmIiLRwcHEAoFEKr1bI/luxC9JpvbGzwvbe/vw+XywWTyYRarYYHDx6wuk4qLfGB6RC7trbGTEuVSoVIJIKOjg74fD643W7cv3//se7qRCLBij6xan0+HyuyyqNfgOr4lyAQCAHU0V3ZRk/Ni0KhALfbzb8Tqe49PT3Y39/nACEALhCgIKZCocDg4CCmpqbYSiCRSDA2NoZLly4BeGif6uvr4+8mQnSRDzsej7O1ZGBgAPl8HoODg5iZmcH+/j52dnbwS7/0S7Db7fjBD37ASuilS5fgcrkYGn/16lX+3IyNjfFzsVarYWNjAx0dHf84D+Qn1/+h68lA+Sm4dnZ2YDAYOCwTj8cxNDSEGzduQCqVIpPJwO12w+v14syZM7hw4QI++eQTXl8qlUpUKhUcPXoUb731Fk6ePAmRSIQbN26gvb0d1WqV08YEJK9UKoy0mZ+fRzabZa6YXC5n/xqdRKmt4sUXX8Tc3Bz/3Hg8jmAwyInKaDTKAQO5XM4PK0pwE+6FTPmUPheJRNjY2GCfG7XOUBBpdXWVFU0KIFSrVQCAUqmE2+3m7myxWIzR0VH4/X5WVqixQyKRYG1tDS6Xi+vKLBYLVCoVkskkhzqSySS6u7u5n9vv9+P27dtwOBwAwCghi8UCiUTC/st6vQ6Px4PFxUXmJGq1WhSLRQSDQQ5LUAMP9T6Xy2XGhZApXqfTIRQK8fBGqBSz2cxtNXa7Hd/97ncZRB4OhxnMrVKpHvN4UWrUYDDA5XLh8OHD+KM/+iP09fUx+mlnZ4dXkoVCAU6nk9U++mfpdBoKhQKBQAC1Wo0HxVqthqamJh62qF5QrVbzoYAA29Szvb+/z4opVd5VKhW0t7fDYDAgGo1yipuS0AR/pqGG7jfq16YheHd3l1PF1A5FKVL6O9HBhRqVCJ1DKWNSbQmorVaruUubksTUpEI8RhqgKNlMwzFBrgUCAd/n7e3t2Nvb48/Xo209ZMOgNXCpVMLe3h4jo3Q6HQ4fPoyZmRlO+hNzdX5+Hs3NzZDJZFhaWkImk0FHRweWl5f5dSLuJ/3uAoEAYrEY9XodPT09SCQSjDCjcA6pzAR8L5VKbJEgpb9QKLDSS2B2o9EIo9GIjo4O3rCQ9YM8hvPz8xgZGYHVakW1WsXy8jKr9larFaOjo8xIpQNTPp/nABl5C4eGhvjzu7u7i7m5OS4+iEaj+PznPw+Xy4U//uM/Zk+nz+djSwF1vdfrdUQiEbahkA/30KFD2N/fZ0tFPp/n0NrRo0extLTEh8NarcaHg0ftARRs6ujowLVr1zA0NIRUKoXNzU10dHQgn8/zzyaFMJ1O/+88qtpSFEeL9+H3+5mZOTk5yWvxyclJhMNhBvt3dHQgFAphfn4eTz31FIcwPR4PhwY1Gg0+/PBDhMNhGI1GuN1uJgDs7+/jK1/5Cs6dO4f33nsPDQ0NXF+7vLwMl8uFxsZGdHV1wWw2Y319HRcuXMDLL7+MsbExfl8bGxvR29uLer2OpaUlyOVyPPvss1hdXeUGoM9//vP8ne/xeLhNiJT6J9en73oyUP4TX5VKBVtbW3zyonW31WrFvXv34HQ62T+yurqKM2fO4G//9m/5wb6xsYGBgQGEw2F84QtfwPz8PKcOqbZNJpNBp9PBaDRCIpFgc3MT3d3duHLlCu7du8df2Hq9nldggUAA7e3tKBQK+Gf/7J9hZmYG+XweP/zhDyEUCuF2uxlSvb+/j4ODAzzzzDNYW1vDJ598gu7ubg4mPPXUU8hkMrhx4wZeffVVfPzxxwwrp/UgeQEpSEHD2csvv4xbt26xguD3++Hz+ZhXtrS0hObmZqyurvIXPylE1CdMFXU03LrdbmxtbbEvLRAI8MNDLBazOqFWq+F2uxlITE00BoMBYrEYJ0+exPb2Ng8z9KCIxWL8MKHeX6obJPM8gahpTUxq1draGjQaDbdOxONxmM1m7mcmYDUhfsi/GAwGH/OlNjY24ktf+hI3y6TTaXR2dnKTCh0StFotAHAtHtkPpFLpYwlUOvBQ3SW12NAAReEV8j8aDAYO7dBAQdBlWltRaw4NazTY0bBEBxC6F2gwpBo8Cl9RqEImk8HtdmN9fZ1/j0dB6PS7knpZq9U41SsWi7G3t8f3Mynm9HeiRDi1EAmFQvYb0kBMHs5HG5NoPUwMWAoz5fN5uN1uXiGLxWKMj49zwKlSqWB7exsnTpxAKBTC5uYmQ+xFIhEsFgvzQInl6XK5sL29DYVCwcobKdsErB8ZGeFtASl1lEang8i9e/c4uNTT04NgMMiVnaQWAg/VS3rdy+UyKpXKY1sGUu1pu0IMTmK6VioVtjGIRCKIRCJkMhmGtdN7Rt8zJpOJ/aJUAEAtSrTSJbWQPJsEPie/57lz5xAIBLifWqPRcJ84Yb2am5shEomwsLDA4SxanRPH9/79+xzEo/AV9cGLxWLe2hD5gQ5RxFylQ4LNZsPm5uZjffD5fJ7VZUJfEQJNMf461Cf+XqGs1zEgDMAUu8/fA3T/3759Gzqdjg+hRqMR7e3t2NjYQLFYxL/6V/8K169fRzqdxtLSEvb29nD69Gl+BhH2hxBzm5ubOHfuHNbW1vDss8/yveN2u2E0GrG4uIhkMomenh7YbDZ8+OGHyOfz+Pf//t/jN37jN9DS0oI333yTtwyk5Le1taFWq+HKlSv42te+ho2NDQDgkNPJkyc5aU71qU8wQp/e68lA+U98URCH1lBLS0vMp5PL5ajX6/D5fDh16hSuX78OpVKJ9fV1VCoVXL16lVsw+vv7+cu9Uqlgfn4eEokEb7zxBi5fvszdxFNTU/jbv/1b9k6OjY1hfX0dfX19/LNqtRpmZ2exvLyMXC6Hl19+GQ6HAwsLCzCZTFhZWeGWGpvNBrPZjGKxCKPRiMOHDyObzXKTx+DgIBoaGhAOhzEzM8OePMLxULBhbGwMUqkU9+7dg1qtRq1W49WMUCiERCKBUqlkVUAsFrOCSkzIlZUVyOVyZgkGAgF4PB50dXVhY2MD5XIZbW1tyOVyWF9fx7PPPot0Os3dtDQsEiya/JXj4+PY29uDRqPBxx9/DKFQyN20pP5RT/LOzg5SqRTjOILBINfWVatV2O12FItFbifZ39/H2NgYPB4P95tvbGxAr9fzmp9CKcFgEJVKBeVymfl6ANhL2tHRgcbGRmxubrJKSuxNGnhodU1hFoPBAKvVCp/Px8MkBQYODg445EO8S/KYUhKZFCqFQoGDgwNYLBZeV9L7Q6t6YvZRBaPdbmdunUAg4CR5tVrFq6++isXFRaysrHBrCw0lRqMRg4ODuHv3Lqfqia9IK2HyahKORavVQqlUclKb1qSkLpJP0WQyIZlM8tBXKpXQ19eHnZ0dHBwcQK/X839HlYgENaeh41F4OR0c4vE4HA4HGhsbuV+dtgsUNmlubkYmk4HP50O9XkcgEIBOp2MfbCAQ4LQ7db2TbYOam0iVpmCXQCBAJpPh8Bep7+QNpeYp+ryRv7W7u5tX0QAYx0NhqXQ6jXKlCu2JN6BsGUI9voHC/R+hfFDiwV2pVDLY3ul0MnqLXjdSPltaWri2klbMlFgvFApYW1uDSCTiASSXyzFDlMDjxNLM5XLo6emBWq2G1+vlLYRMJoPL5UJTUxPi8Th6e3sxPDyMO3fuwGQyIRgMYn19HalUir2cZNs4e/YsIpEIlpeX0d7ejtbWVjx48AA9PT24dOkS2trasLy8jEKhwMFECg6Rv5MUeypjsFgs3D1P3mFS2iktfnBwgO3tbR5ADw4OUK5UIRl5GWJ7D/S1FL7Yp8HmxjrMZjMfXpLJJIxGI5aWlrC4uIiOjg7u765Wq+jo6MD09DTkcjmOHDmCra0tDhT++Mc/hlarhcViQaVSwejoKCYnJwE8ZJxSSQEp1KQ47+7u4stf/jJ2d3dx4sQJXL16FTMzM0ziUKlUOHLkCMLhMIaHhyGRSHD37l2o1Wq0t7djfX0dbreb/bRkX7FarZwQp0YpIjg8uT5915OB8p/wolOexWIBAO6rrtfr6OzshNfr5X9+5swZXLp0CSsrKzhx4gS+973vIZVKMVTZYDAw2Ly7uxtisZgB6ZcvX8b29jaUSiWOHDmCZDLJKUUyojc0NGBpaQlisRgGg4HbFgh9c/jwYQYuE6tsenoaOzs7jL4pFosoFArQaDQ4fPgwPvjgA7zwwgtYXl5GuVzmBDZBgSkhLhaLeVVGQwPBy2UyGfuQ6Hd+dEUqEonQ1dWFUqnEfMNarYaWlhbcuHHjMfWFKviuXbvGfw5BlB9VZF5++WUAD7uef/jDH6KhoYGxLvPz86jVamhvb4fVaoXX60UoFIJKpeL1p1wux/Hjx3l4WlhYQHd3N6LRKKega7UaVlZWoNPpOHVM3jTydTY2NnLimFphhEIhmpqaGC1CvlSpVMpAZ1KkSIGjkFAwGOSVfTqdRldXF3p7e1Gr1fDhhx8yG5Hg8RKJBFqt9jFfmVQqZcg1raGNRiO2t7eZ57izs8Ow9keHMxqAaGVKARa/3//YMBgKhWCz2aDVarG8vAyNRoN4PA6TyYRDhw7h7t27DFYnawCRBYjdSoB7UhVpZUkDMD38lUolv36lUomHQgqMkAeTkvg0oBBlgQYx8scRCokUccLlkFfUbDZje3ubUUkAWAlWKpXcULS5ucnKGjEIVSoVh0CoPYSq+JxOJ/dWF4tFaDQatLa2csCO/JcUkqJBjnikpLyp1Wokk0kA4EAPKXA0vBMz9lE/X71eR3X2x6g+eA8qlQp+v5/XutFolH1yZrOZ/agymQwjIyO8tk4kEujv70ehUIDdbsf09DSv0y0WCyvPhUIBkUgEANDe3s5pdY1Gw95KupcI8E2sUKfTyfxWi8UCs9mMvr4+3L59G1tbW0xQ2NjYwIkTJ+D3+6HX6xEOh5k6QIeafD6PdDqNkZERZpySUqrVannDRF3rdF+GQiG2f1DKnlLbDx48YKKFWq1GPp/noKNQKGT1tFAosK+UglFOpxO7u7vY2NiASCTCoUOH8MMf/hCtra149dVX2esYiURgNpuxuroK4GGI5+bNm5BIJHj55ZdRqVSwsrICrVaLubk5HD16FBqNhokBBoMBu7u7WFxc5MPr8PAw2zqOHz/OtYp/+qd/ihdffBHXrl1Db28v8vk8urq6cPr0afh8PszMzDDWbHR0lDct1B4UjUbR29sLv98Ph8PxpJLxU349GSj/Ca9HgzjAw1VDLBZDd3c3K1XAPwyU/+7f/TtWMycmJnhVRutIgjavra0hn8+zN8tqteKP//iP8Tu/8zvY39/nxOna2hoCgQAqlQpXlaXTachkMh68/uW//Jf4zne+A4fDgXA4jGAwCLFYjJWVFXzuc5/j1RFV9927dw/FYpHTmdlsln83Qr5otVo4nU6srq6y6jM3N4cjR44wSken00EoFOLSpUv41V/9Vbz33nsAwN6oaDQKnU6H1tZWVu7i8ThGRkY4dDM5Ocl8s3Q6jeXlZcYi0QOSUsaFQgErKytcL2iz2Zg5GA6HYbPZuIOY2IHHjh3jByetHnd3dzE2NsYJcoVCgUgkgnQ6jaNHj8Lv9yMSi0M68jnUDS1AfAu5ez+EQi5DOp1mr2IymXxMNQLwWJDF5XLB5/Px+phS5SaTiZXcRz2NtPpaW1uDVqtl5YoSqCqVCgC4sYaGQWr5ICWPVr/1+sNudr/fz80y5Peijmry6RJ6pP73dYsWi4XDUpT+fzTkQgMs+W4JnPzoQYLS8yaTiQ9eNHxRUIgA5PR3I+QODaJutxtOpxPXr19n5iTxOqkbnv4cCk0RTF2tVrOa29LSwkM/DXyPdlonk0nu5BaLxfwaUzCFBnJa/5MCTOEOQh+R0kqKLNUQUhCNGnXIC0k0gf39fWYHhkIhHrKpppHsM48GhohTSXYQSp6TMl2tVv93fr5aaAmCq/8F+Xwex44d488AVT/S/UsoL6fTyYUFIyMj+Nu//VsMDQ1xoUJPTw/sdjsKhQJ++7d/G//xP/5H3L17lxm5Go2Gf6fOzk4Of1ALkUQi4QQ92Q5oeMvlchx0IcC2Wq3m9fyDBw+gUqkwNDQEk8mEBw8eIJPJsGWE7Ao0aOr1egDgRHWlUkEsFoNSqeT3gXy8BHjf3d2FRqPB5OQkisUib2bIC0r3CNVb0mBdLBah1WoZ9XX8+HGcPXuWD6oSiQQfffQRAOD06dN4++232ZJy6NAh6HS6xypf3333XWxvb8Nut/M2yWg04umnn8a1a9fgdruh0+mQy+UwMDCAu3fvcpPN6uoqq/ZkCSDwu9frxenTp9HV1cVEjDt37uDIkSN46qmn+DAUi8UQiUTwK7/yK4jH4/jkk09w5MgR2O12bG1toVKpoLe3l5+XkUiEG8meXJ+u68lA+U90eb1emEwmrvmr1+t48OABEokEzpw5AwCPDZRisRgTExOsriwvL7PnsaenB3/2Z3/GNWUdHR14/fXXoVAocPHiRXz/+99/DOKdyWS4k5UQEA0NDTzQUHvLO++8g0OHDjG8mBiKNKgODg4ikUjg6NGj0Ol0vLr58Y9/zKtMSmGGw2GMj48jEAgwsNnr9WJmZgZHjhxBY2Mj3G43VldXodFocO3aNe6QJZj4Bx98gN7eXmxubuLg4ADHjh3j6jm5XI6vfvWr7B8iBSoYDKK1tRX5fB5erxfDw8OIRCIcVqlUKlyvRl/U5DmkE73NZkNrayuv6siXub6+jlKphHPnzjHbkZKgPT09jPTp6+vDH/7hH3IKttr9PMpdz/29UlRD5uZ3UZn9MQ8UxLVLJBKctKZ2H0LUkOePHqikXJJnkQYY8nYCYAyP1WqFWq3G9vY2V/8RE4/UWvKi0UBGverUSU4+TRpiy+UylEol/H4/JBIJr13JX0keSepopjQxsQDp4KFWqwGAf4dAIMCIKqr1zGaznAQljBMFzVQqFVKpFHsjpVIpkskkPB4PvF4v9Ho9w96NRiOHcur1OqxWKxoaGthf293dzRWWuVyO2YUEryaFXavVsg2BghcEva/X6wiHwwAesiMjkQg/KKmCklA+4XCY6zLL5TLMZjOi0Sh7eKVSKSdyJycneah0u93QaDRIJpM4dOgQKpUK9Ho9tre3EQwGeRNCKCitVovW1lYIhUJsbGzwoZCUUEqdU02k3W5nrinZTyqVCuSHX32EOfmww33v9vdgNpthtVphNBp5wN7Y2GDPLAWLhEIhh7XIP0ivSTAYxNDQEGw2G2ZmZvjzSEE2t9vN/uUvfvGL8Hq9CAQCjNgymUzY3Nxk9NX29jZ/99L9Rw1FPT09PDzTEGoymRCNRtmm8eiqnxRgp9MJi8WC7e1t9Pf3IxqN8nq3XC6zN5HKCMxmM29MqLJwd3eXywDoQKLT6QA83CI0NTWhsbERTqcTCwsLcLlc2Nvbg9lsxtLSEkwmE4rFIjo7O9HZ2clDc1NTE06ePIm1tTVcvHgR+/v7ePbZZ1Gr1TA0NITGxkZcvHgRq6urOHnyJKampnh7RAPs/v4+BgcHUSgUsLi4CKFQiJGRERiNRpjNZly6dAkCgQBnz57F9evXcerUKTQ0NLCyPDU1hZMnT7LHdmRkBE1NTbhw4QK6urrg8XiwsrKC4eFh3L9/H0NDQzh8+DB+/OMfo7e3FwAew2MBD73eSqXyiUr5Kb2eDJT/BFe5XGZuI10bGxvw+XwYGhqCTqdDrVbD9vY26vU6bty4wc0nExMTjNKhUzWhdCi0QClIMsb7/X5e146Pj7M3KhaLoa2tjf0qxWIRJpMJdrsdpVIJu7u7qFar7IX7t//232JtbQ23b9/m1YrT6eQwDA3IMpkMN2/eRKFQQHt7O3Z2dlg1HRgY4DUPGfIpxSwUCtl3dfPmTTz33HO4evUqKw7Aw0T37u4udDodN9fQkEJfNFQ3RkPI/v4+d9US6LtUKrGqSnBvgUCA1tZWfrClUins7OxgfHwcd+/e5VM+JUzr9TonPCuVCqeRHx3A1Wo1//vk6yuf+BokriF+7wvbM8id/9+4UYdUI2I+kqcSePiQoWGKcEgulwsikQiBQIDVLlITLRbLYzglUtoouBGJRLhHnBQ3GsSEQiH3SxM0nTyUlHQmny8pYfTALxQKnMgmb+aj3do0aFIalrqkDx8+jFAohCNHjmBzc5MTzARcJ6WMQkr1ep0fsIS9qdVqePPNN5HP5xGJRHDt2jWIRCLGsIjFYl5N2+12hMNhPnBFIhH+XXK5HA/QFIghK4HD4UAikUBTUxPGx8c5qRoIBBi7RAOzwWDgZhJKV1PIpbW1lTFE1PhEAz6t4MnTS/ghvV7PjTudnZ3Y2tpCW1sbSqUSVz5S6p68hoQeo5QxoYXoc65UKtHS0sIDJjE0H1WHafinfniBsAHaE29A4uhFJbyC/YkfIrefhVKpRHt7O6LRKJMOiElKCXAa/N1uN39nkDevWCxiYWGBPbyPpq/JIqNUKhEKhRCJRBgKnk6n0dfXh2w2y1WkOp0OlUoF09PTMJlMaG1t5YYojUaDSCTCSe9sNsthL6JAkGIMgO+xz3zmM6jX67h48SLUajUOHTqExsZGRCIRDkWRbUen03GNoMPhwNraGnuuaUglxin5ToeHh+H1etHQ0IBoNAqLxcLr/EQiwRgjOmwODg4yd1OpVHI5gMViQTQa5brWYrGIr371q+jr68P6+jrzdb1eL+7evQuXy4X5+Xn2fsZiMej1eh60x8bGMDk5+Vh1KrFw7XY7M38NBgN0Oh2uX7+OV199FTdv3oTP50NbWxuUSiUnumOxGM6fP4+hoSEcHBxgbGwMhUKBYf06nQ7Dw8NYXV2FQCDgMGVXVxd/HilI9eT6dFxPBsp/guvRIA5dH374IStbABCKRPHtqRhurUUQmb8Jbegetrc22VR/8uRJ9uxQ9RalXI1GI3vPKB1IoQClUonx8XEcHBzg6tWrCIfDeOaZZ9Dc3Ayj0YgbN26gUqlgdnYW1WoVw8PD+PVf/3V85zvfwc2bN6HT6WCz2ZDJZBCJRNgXGA6Hee1BIOloNMo+O4/Hg7m5OU6b2u12xGIxfsBTypkaNK5fv84rHFIGjEYjM9kIg0Ew8WKxyFgWYrhRewwATt5SlSPVndED4cKFC0in03A6nZDJZBgeHsba2hr31zY1NcHn8/FKlBK2NJi0trYyiHl6ehr1ep1fB4FAAI1Gg2KxiGQyiUrXc1Ae+yIrO9nb34No5RJ7PwmfQ2owPdClUimam5u54pBwJ4RsIjSQyWTih6lcLmfESTwef7g2FktgevpNlLXNOAguI33r+zgoFRngbTQaufWGQhmUwC4Wixx6oTQvwYlpGKAwEa2/CHKfSCR4WCJ/XalUgt/vh91uh1QqxcHBAeLxODweDwe3yCfs9/v5gUNKHg3N5DsFHqqbpNyQmkYMPlI8aG3/KBlAJBKhs7OT17PVahXpdJpV3J6eHszPz3MogBBYhPGhQY4wUF6vFwqFAjqdDrFYjBVwqVTKsHliOVKrkEajQTAYRKlUgs1mY/8eVY3SMGa32xGNRjlJTYcgqqY0GAyMVyoWi3C73VAoFPD7/azY0/AjkUigVqu5JjOdTgMA+06pmaixsREDAwNYXV1FKpVipY/62clfWCqVMD4+DrVaDb1ej48++oj9h5lMhgNb5Mmk7w2NRsPDFRETqJL0zJkzGB4exvXr1zE0NIQrV64w4YEsAeSVlMvlfB+RzYMQTbVaDd3d3fB6vUgmk4hGo/ydRGp/T08P30t0CKTPczQahdPphM1mQ0NDA1ZWVvjzQWt8oVAIp9OJqakp5oGWy2V0dXWxAk5rcZfLxWSD9fV1HjRJNX90g/ToIcNsNkMgEKCtrQ0WiwXLy8twu91YXFyERqPB0NAQVldXEQqFoFQq0dTUxN5XOlycPXsWwWCQG6+IWkB+9cnJSZhMJrhcLvzlX/4lnE4nHA4HPvzwQ0gkEhw/fpzbkwAgl8thdXUVR44cweLiIo4cOcJhM+pFp7V/oVDAZz7zGRYyFhcX8fzzz0MgEKBSqXC4iLyWpGYSlJ4qGZ+olJ+u68lA+Y980UOV1sMAHvrq/v4BTqrl//qDu/gf0wnUgb9fJ30fwqWHvbR6vZ7h3hTAkEgk6OnpYaYjdSsHg0HY7XbodDpuM6GBLBAIIBAIYHx8HMViETKZDJFIhKv1aD3a3d2NQCCAlZUV2Gw27qmmZgfC15CKRbWGo6OjuHLlCkZGRpjlSP44o9GIDz/8EE1NTbzGoTq71tZWlMtlHuiWlpbYW+lwONDS0oL19XXs7e3B4XBwnzStB51OJytLcrkcKpWKQwkrKyswGAxsgs9msxgYGMD169dRqVTg8XgY90HK3/b2NrRaLVZWVmAymXh1RWGcpaUlhMNheDwetLa2wuv1IpVKcViEVExa7RaKJchGX4HQ3I5yaAWZ22+hUdTAsGrysYnFYvZukqJCAQmbzcZNEuTZIxyL3W7HwcEBp3/dbjd7sMLhMHSnvgzR8Od4oM1P/AAH0++iUqnAaDRysOfRhHS5XMbY2BgikQizOgmATIcGSphTIri9vR3BYBD5fJ47vAnXQ+GCtrY2+Hw+TE9Ps2pNDSTEAqR7nJKdfr+fW1dIYdLr9ZzSpvVioVDAzs4O/wwadknZp2R2KpXi9LHD4eDuZKFQiImJCXg8HvacUv+xVCrldaparUYoFOLgFHkZKXVL71Eul+PXUywWc9pWJBLxgSeZTDIYn5RkwhfRIWppaYkHegqMkdezWq0ikUhArVbzAaKtrY2DQdRuk8vluOObBjBSApuamrC7u8uJW/rsNTU1weFwMPOUwhkAkM/n4XK5eC3+aGBuYmKC+8fp/qa1PvEI+/v78fbbbzM+hxT3oaEhpiPQGrtarcLv92NnZwd2ux0A4PF4uE0ll8thc3OTfaSEfnI4HBxce9SiQGl+iUQCjUbDn7lsNsshtp2dHQSDQfZVkteQlNt8Ps/WD+J9ikQi9nrT9xtxfdPpNL9HZrMZAwMDiEaj2Nzc5ICR1+vlAxEl9tVqNYrFIkKhEPeqNzc3QyAQcFIaAA4ODrCxscGr+XA4jHw+j0qlgmPHjuHFF1/Et771LbY4ra2t4fnnn8fCwgLOnTuHhYUFFAoF5gzTBor+zplMhvvVSVml9z6TyWBmZgb9/f38Pfuo6vniiy9ifn4ekUgEm5ubbNno6OiA3+9HOp3G6OgopFIptFotI9SI0JDNZtHd3c01rhRQe3L9019PBsp/5Ot/DuLk83ncuXMHTz31FPdKA8DP/MkVTIfy/O8VtmdQ+OD/i4aGBvYn0fqNGg/cbjcnh9VqNdbX1yEUCqFSqTA+Po5Tp07hd3/3d5HP52Gz2ZiNl81mIRAIoNVqcebMGeTzeXg8HvzN3/wNr6zJr3fu3Dm0tbXhz//8z3H37l3Y7XZsbGzg6NGjrMjl83lsbGwwoJpO7nQ6zefzWF9fx8DAAG7dugWn04nFxUV+yGRzeaiPvo50ox7l0AqKU+8in9uHyWTilR7x3IxGI4aGhhjWSw8LUpwehU/b7XYsLy9jYGCA17i5XA79/f3ssTx69CgPbeVymRlxSqUSnZ2d2NjY4IcireQODg5w//599jISvkQoFDKGSalUIpFIsIqoVqsRDAb59xWLxaxYNzU18YqfGmjoy5Q8g+SpPDg4gFKpZO4h9aLTqpJ8jo+GQERn/1+PhSkOfA+Q+dHvQiQS8Sqcepf7+vqwurqKvb09HjooCEZKKQ2JlJgmpSkcDkMgEHDNIKWlyZdJQ51CoeDBRqVSYXNzk/11j1bRNTU1YWFhgS0h+/v7nLalpp1qtcod0YSO0mq1aGxsRCgUeow1SWBvSpguLS2x9aJUKqFYLKKhoYG9qeQhpv75Q4cOPbxf/3/s/XmQ4/d53Y0eoAE09h1oAI1Gd6P3fZae6dk4wyGHmyiSokjJsh3LlhTLznXe5K24Kq7cxDdJOdf3vpWknMR2XLbjWJZlSdZCyZRIargMOeTsS+/7vmBr7EtvaDQa94/medydvHkTx5J9K+/8qlKxaQ6nG8APv+d7nnM+52P/p06nkxXhzMyMqFrEz9Cbx/5oVvQx/MXvAyaTFQqFhEyo5PX29qK2thY3b94UG8VhbJNarcbTTz+NH/3oRxL0oGK/tbV1BLHDAx4VMbVajZMnTyIcDiMcDku4ju1WDAZZLBYUCgVBVx1u7mHgiNB6tuOwnIEhr2KxKL83lV5+JwEQ1XJjYwONjY3Q6/XI5XKiRtrtdiwuLsp/k+xQWlp4GKXKmsvl5L5KpVJinWhsbMTY2BicTifi8Tg6OzvhcrngdDoxOTmJlZUVwfAQHt/V1QWz2YypqSkEg0HxxpbLZQmzKZVKXLhwAePj4+JX5gGks7MT0WgUc3NzOHbsGJRKJZaWlqStKZvNyn+jrq5OlG69Xg+fz4dz587hnXfeQTabhcPhQFtbm6zbuQ5fXV2F0+nEK6+8gkgkgvfffx91dXWw2+24d++eQO+plO7t7cHv98Pr9UKtVmNkZATnz5+Xg8iZM2fw3nvvoaWlBXfu3EFvby+WlpbQ2tqKW7duYWBgAENDQxgYGMDbb78tCipw4FkNh8Ny8Nna2pKGLm6d+J40NDQgm81icXERL7zwAhwOh6j6bW1tmJubkwOuz+d7pFL+/9n1aKD8G7yWlpYEsQMcBHHGx8dRXV0tAyG5jH//997AD1crAA5WH7sPX0Np6HVBhnCNkc1mRfHgyW1xcREejwft7e24du0afvVXfxXvv/8+lpaW4Pf7MTg4KA9MhUKB9vZ2NDc3y8OVf35qako6bpubm6HRaDA5OQmz2Qyj0Yhr166hra0NuVxOlLu9vT3cunULtbW1+NznPofR0VFhUj799NO4cuUKvvrVr+Lxxx/HV77yFezv7+PFF1/ExMQExsbGkM1mYb/4s1iz9h5ZCe88+B4ASBKdfERiYADA6/Uin88jn8+Lb5FfRsCBoXtlZQWBQADxeBy1tbW4e/euvJ5sjKC3iYMC8UIMaly9elVUWvaNh0IhjIyMYHd3V5A4mUwGJ0+eRCgUQkNDg+BZvF4vJicnZegrFotHOtCVSqUEGNhGwnUy0UwGgwEejwcejwcLCwtQqVQwm83QarXC52P1IQDxKyYSCVSf/NSRMEXh1jexO/gXkg4nJJlQaA68DEVwJb+7uytpcn5ud3Z2xLfGoZQVgaxlJFePKXXaOOrr68Xbq9frZUDnSph990wgcxXNmjuiYqj2VVdXC9qHoGhyPekH5GvORDctFPzf7Xa7hI2IrAEO2oaYxjcajWhpacHg4KBAtTn40HfKFDcDVjs7BxYDWgpqamoQDAYxPDyMjo4OFAoFWSWy/cdkMknLDHAwfB5OhttsNgmfHAbGm81mBAIB8QzTEsPwGe0YDDvRr8nqUg7GfK/52WCojYc1qqhkutLnSw/es88+i93dXUxMTAhFgbaWw6obFbn+/n7cu3dPalK5cenr65ODM0NPwWBQ7r2FhQWpEyVj0mKxSAOOy+VCV1cXTCYTrl69KpgjrstZVcgax2w2K4cCqnWBQADhcFh4rWtra/LdzMAND33lchkNDQ1obGyESqXC6OioKPGlUklCWvzZL1++LOvdO3fuCNXC7/dje3sbv/3bv43/8B/+A/R6PcbHx7G3t4enn35a2ryuXLki5AZ+xgnLX15ehtFoxNzcnCSlT548KfieQCCAyclJ1NfXIxaLSX2m2WzG7OysoJbq6+uxsLAgB0omvo8dO4Zr166hqalJ6hPfffddlMtlDAwMQKFQIJVKSe0ng1RqtRrHjx8XSP3S0hKqqqrg8Xhw5coVsXKRr1tVVYX29nZsbW0hkUigvr7+J/TUfnT9Va5HA+Xf0EWvWHNzs/yz6elp1NXVSfsD193hcBjvvf8BbudMuDEdhSK1hOLQ61CiIq0hTAOzPYVf0FRpdDqdrKO4uuzu7kZNTQ3efvttuFwuSVd+6UtfQn19Pb7yla+gUCggnU7j9OnT2NraEtYYVSeGK9RqteCHwuEwCoWCtCucOHFCTupMu77//vvS8VwqlfC5z30OX//615FMJtHR0SHrpNnZWeDy/4Z99192tm4vDaHw+m9CrVYLDJyst8Odyfz7mEwljogIGT4Y1Gq1DC/ZbBatra0YHh4Wz53dbpcayebmZkxMTEChUMDn80GhUGBiYgIGgwFOp1MUBSohCwsLEq7hA4Cv2WHlj723JpMJGo0G4XBYTt5cc/L3mJubg9vthkKhEFU5lUqJ+kNzeqlUQrFYRH19vcDv+TsxRVsul7Fb2oPpzKvQ+ruwvTaOzXuvQac9aBfiIOd0OrG3t4fm5mZZt+v1eoyNjUkYiBBn/s8tLS2Ynp6WUMPKyooEr8g21Wq10vazu7srfdo04e/t7QkWJBAISFsOA2J1dXXSq8z16NbWlvjM3G43nE4nBgcHkS9sQHvyU6jytKAcm0Xu1rews70lPdWEgDM5DuAIS1Sv10OlUgE4GMgLhQL29vZQKBTEwkFlUKVSoaWlBbOzs9Dr9QiHw6irq5P2l9raWmQyGeTzeRmq+X5QTeXDX6/Xo76+HqVSSZiL29vbMJvN6O/vx9DQkCieDM588pOfxPvvvy+vHVFWRLkc9o5SwWYIhgcWKpisjszlcvD7/dImxXuHQwSJAM3NzbDZbBgbGzvSVMOhlkp8c3OzDLaLi4twuVyyKt3Z2RGLQKVSwcbGBjQaDSwWi3Aco9EoAoEAdnd3xV7Q0dEhgzMDXKQZcIvB5qxAIID+/n7cuHFDvH+bm5vo7+8X3Ne9e/ewtraGxx57TNLKNpsNNptN2I+saVQqlWKLWVtbO2Kp4LDIgwOtAgaDQdp3FAoFpqenYTabBdpNnrDT6URrayvm5+flZ6BdgV77TCaDwcFBVFVVwel0oqurC3fv3oVKpYLT6cT4+Diam5vR398vNaaLi4toa2vDd7/7XRiNRni9Ximt6O/vx97enqCA+Jnk70UbRLFYRKFQwOnTp5FOp8X609LSgrGxMeEXb2xsyOGNtAzeJzy8bG9vy6GHNpV8Po/19XXkcjmsr68frL7tDjS9+P9AxdmEHo8On2rRQaM+UJinp6fR1tZ2JJPw6PrbuR4NlH9D13+56o5Go7JCYyVWS0sLYrEYFhcXBc0zNTWF+/fvH+EE0qfl8XhEgQEgXq1Tp05hd3cXKysr4m+jupPP59He3o6enh68/fbbEoBoa2uTBDUHoJWVFdTV1eGVV17BrVu3JByQSqXQ2tqK1tZWDA0NCTrjwYMHMBgMaG1tRalUQktLiyRCaV7ncLq9vQ2bzSZDaGNjo6yt0t4B7HU+K1idzTvfRu7mN1BTUyMJwErloAuavDnWKrIthMNpPp8XvxnXz1VVVairq0MqlUI0GkU+nxefD4ed6upq9PX1CYDZarVidHRUvtQ5GOt0OqTTadhsNhnCeNpnrZrX65VuaSaNs9ksurq6xNPKkztT+nwoxuNxAalz3Uz/q0ajwfLysjzYyUgkYoMhFw7hDEawZo690vx3uDLlkGOxWMQ+wFVsJpORgAYRRhxYy+WywM/53nDVT8WOP1N9fb0cdBQKhQybVJm4rmfz08bGhmB4DoPcGUYhsJsDe6lUQlXfJw+Bt/eRu/F17I++IUl3poGpxFIp1mg0EmhjC1Q6nUYul5Pfm35WDlepVEqwSASjNzc3w+12Cw0hlUpheXlZPLI2mw3PPvssHjx4gFgsJpWXfO0JkVYqldINX6lUJKnMVD4B92xCGhgYwMLCArRarRwqWVfIBpSJiQnYbDZYrVbs7+8LyYAIm8nJSQmG2Gw2ebDz/iAzlIGO7u5uLCwsiM91ZWVFDrxUdvld1d7ejnQ6DYvFgubmZoyOjooCDwB9fX24efOmfK75ejG5vLy8LKoqQx8PHjyQ399ms+HEiRNSGckUO9uumJrX6XQ4e/YsBgcHpZGFSnQ4HIbT6cT29jbW1tbEc0mWbiKRgNFoFK4jLS8+n0++V8xms/BOZ2ZmkM1mcfHiRWSzWczOzqKurg6hUAg9PT3w+/145513UFdXh1KphJdeegl/+Id/KE1fDx8+RDabFUKFzWYTS8PMzAwaGhokrEYKxubmJrq7u8VOoNFopKaUw+Hi4iK8Xi8ymYy8Lw6HQw7FKysr2NraQl1dndwP9I/ysz87OyubMsLXNzc3EQgEoFarcePGDcRiMfT394sYYDabpWVnc3MT6+vr8Pl8YkshnSORSBzc04e2KgoAP3fcjlfbDejp6cHe3h5WVlaOiDWPrr+d69FA+TdwsbGDdWJbW1uIRqNoamrC7OysmLkBSPJQp9Ph+vXr8Pl8+L3f+z1cvHhRVhaxWEw6tw+vpdxut7SPvP3221Aqldjb2xNUEFcIdXV12N/fx/j4OObm5qDRaASITbDuw4cPpQP23LlzAA66e+/evSutDEqlEgsLC5iYmEAul8Mrr7yCjz76SHxVKpUKAwMDEqI4fvw4fud3fgdqtRputxtarVZM9kz9+v1+vPHmW9AcewH7ziC2VsawP/Ym0qkk3G63BBt4GqXS5XA4JPDgdrvR3t6ON998U9h7ra2t2N7elofUk08+ibm5OSwvL0t4IRaLSZ2hw+GAy+VCIpEQlh4TynzAMZlO9cZms0GnOwCUk3+ZyWQQDAYFobKzs4POzk7E43HpEqeXiH6t2tpaqFQqrK6uAjhI8Or1ely8eFEq5bi2zGQyKJfL8Hg88uULHNSkUUlj8peoHZPJJAEm8hWpVlN5YmUifXAEUmu1WqhUKni93iPwZlYWskGHHcxc3R/mKKpUKlitVuTzeeH3TU5OirKi1+slQUtOq0ajwcbGhtQkEse0trYmK2u259ADafv0/+uIV3RneRi57/8r8dLxoXoY48MaQp1OJ3ggfoaYYibKhvYEm80mn525uTlR5jis8sDHtiUO90yYM7ikVColfc6DAbcR29vbqK+vh8ViwezsrAy/h+8Dh8OBSCQiSWB6DY8dO4aHDx9KAInKdiaTkX+PYTo201AR5tBPawK9iKxNZTBkZWVFNgWHoe/0zdKnmc/nYbFYJCXf2tqKqqqqI97kdDoNg8GAQqGAmpoaLC8vC7qMdIiamhpZuTOlnUwm0draikgkAofDgbq6Ojx48AButxtzc3MSMLLZbOLDZaKfQbbnnnsOKysrskrOZrOw2+1oa2vD1NQUqqurEY1Gsbm5iWAwiFAoBADweDzyOhC6vr6+LlWFhNwbjUb4fD5pIqMVpVAoyDBaX18Pt9sta/bt7W20t7fjww8/RDKZxMWLF7G0tASfzyd/72uvvQav1ytrepfLhX/+z/853nzzTWi1WqkOJWGAinUkEhHaxuc+9zk8fPgQOp0OiUQCn/70p/HVr34VPT09WFhYQE9PDzQajSj3JpMJoVAIf/InfwK9Xo94PC6HVdpz2PwUDoelQIJBKaVSCa1ej53gJWxoa+BEHv7cOHLZjLx2Ozs72NjYgOVT/+zIvXyh2Yl/fOpATGhra5NAFoseHl1/O9ejgfJv4Pov1cnx8XF0d3dja2tLUp1Mg05PT+P06dPiKSTke2trC2fOnMG1a9fQ3NyM4eFhqNVqaU4gvmN0dBSRSAQulwvxeBxPPfUUMpmMKIRPPvmk4ESoahD1k81mEYvFoFQqZY3b09Mjybrd3V20tbUhnU7jzp07sNvtGBoaQltbm5jh0+k0PvOZz0hTyuzsLLxeLxobGzE0NISZmRnhubW1tSGRSGBoaEhSzcViEZ2dnbh165YgVBjWYeKRHkLChzUajQzJk5OTooxUV1cjk8lIIwtDK8lkUoI3Xq9XhgmdTierKr62wAEj9Pjx44JGisfjaGpqws7ODsLhMJ544gl87nOfw3vvvYc33ngDuVxOWH+1tbXyuyuVSjz33HO4d++egMKpjvHUT48fQ0X8Xbn6M5lMsvZjfePW1hY8Ho8MrA6HA5ubm1J7GAgEoNVqMTIyAofDgVQqhWw2K2EeqoK7u7vQ6/XSeFMsFkXRLJVK8Hg8OH36NG7cuCGcSwYR6McjwcDhcMifn5ubk88+/ZRkIJIPSXWV7zl9k2ReMkhCr9nLL7+Mubk5LC0tyWeWqV2FQnEw+J35zBGv6Pa972Bv+AfSa87P1GHOIi0jOzs7MBgMMsxTDVar1ejr60MoFBJFjTgZYpfYOkM1hkMZ+6irqqpksGYtIpuhDqvJfK2YUC8Wi2hoaMD6+rr4QnkYoIeWSl5LSwvu3r2LtbU16cpWq9USSmLjjU6nEz9pfX09lpaWRO1nXSAAWd/y56c6VigU0N3djXA4jM3NTWxubsJut0Oj0SAWi8HpdOLixYu4du0a9vb2BBQOQBLq586dQz6flxAhUUeEoPMwQfC8TqfDT/3UT2F1dRXLy8tobGzE66+/Do1Gg9raWoRCIQkiccXMgXdjYwMAYLfb0dPTg4mJCUlz008+OjqKTCYjh3wmlNmilclkkMvl4PV60dTUhMXFRYyNjcFms8Hn86G3txeFQgHj4+OS4qZHlRWwtGxQ0TUajYhEIhLcCYfDaG9vx+7uLlpaWrC0tIREIoGNjQ0JijmdTgmlbW9vY2ZmBs8//zyi0Sji8Th6e3vh9XplMzI9PY2+vj6srq7CbrfLwWB2dlYO+TzkajQa8QfTi6pUKmUtT3wcSR8ApPqzvr5eDkn8juQBllsFhslMZz8Lbf8rgEIBVCqwhm7Clx6R9iuq/7r+T6PS/QlAoYACwP9+pRU/f9IlbGWVSiV934+uv73r0UD5E74WFhakgxQ48E0Gg0FoNBrMzs6itbUVDx8+lHaCpqYm2O123L17F3fv3sVLL72Ef/Nv/o202ywuLmJhYUFCNVyrLS4uYn5+XtSzpqYmzM3NoaamBkajEQ0NDdKBTOh0b2+veFvIsyyXy6ipqcGpU6cwODiIubk5UZzMZjOampqwurqKcDgs/r2enh7Mz8/LQzGXy6Gurg5NTU24ffs2Jicn0dzcLD5D/ny3b9+GWq2WKrJcLifss1wuJ4oNV7GVj7uuk8mktAIBkNMu0UfEunClGQgEkMvl4HA48OSTT+LGjRuSLqRnz+FwIJfLwWAwoLGxESMjIygWi3C73QKk5iqSsGq73Y6FhQWcOnUKarUac3NzWF9fF58a0T0ulws2m03W1iMjI/B4POjo6BArgd/vh81mQ2trK7a2tqRbm3+vz+cTGDQHN5fLJatIhlCoejGAwYco1TIy3qhub25uolQqiQJ5WIHb2dmRlg8OtVS/zGYzrFYrFhYWBIXCvmkCwE0mEwqFgiCxiAIixJvrcvZdA8CpU6ekF7lcLiMWi0GtVsNut4saxKAUgzNUUpmE5uum0xuw3/EUqv1d2Fkbx97IGzCbjBLkYcsP/+7DygnXsyaTCTabDY2NjYI2oj1jfX0dAGSQt1gsUkvICjwOIUQC8XVmUw8H0f39fbGAJBIJUY/oZ6Qto6amRuD29K7SwmE0GqUVh8o5Aejt7e1YWFgQ9Znry/X1dVld871ua2uTITcSiciaPBwOQ6/XS6MWDz1+vx9ra2toaWlBKBSCUqkUD2SxWMSzzz6LTCaDxcVFUYM5VPAgQKWejU3859Fo9Eg6HABOnjyJqakpsVxYrdYjITCyYel/TSaTkqBubGzE1NSU2C7Y6030DIM0rFIFgPX1dRw/fhzt7e24fv26HMTo2xsbG0M0GoXD4ZAtD1PfAIQHG4vFYLPZkEgkABx4rCcmJtDc3Cyr3hdeeAHDw8PyHUN1ljWDq6urqFQq8Pl82NuvQHviRaSr7KjE59C4NYt8LovnnnsOY2NjWFhYQHNzM7xerxy6uBnzer1yIP3EJz6BDz/8EFtbW5Jgt9vt+PM//3PU19djc3MTtbW1WFlZgdfrRbFYFN/kwsKCqKJ8Hs3NzYnPmp/tbDYrlZIcgHd3d/+r+s7qzBIal38oIdN8Pg+n0wmH04X56ib4+i7iRJ0F/9uTrbBZDoJAxWIRvb29WFhYQF1dnQy4j66/+evRQPkTvHg6IwooFouhqqpK6P5Mzd27dw8ejwelUgnHjx/HjRs34Ha78aMf/QiXLl3Cf/pP/wlTU1P4whe+gHw+j+9///twuVzo6ekRBuL29jbOnz+PQqGAxcVFeZCxgxkAenp6JAldKBSQy+UwPz8vfhyuZ9xut6xQufbu6+uT02k4HEYsFhO2pVqtRmdnJ0ZGRqShIpvNyrpQqVRCp9NhcnISVVVV6O7uFpYZa818Ph9CoZCAiufm5mRV5Pf7odPpBFBMiPjly5eljjKRSODy5cu4ceOGQIb39/fhdDpl7Ts/Py8KEB/ybNngg7WzsxMzMzNobm6W6kMiYgYGBnDt2jXMzMygqqpKkq3b29sIBoOy5h0bGxN1kQlmrnvYo8xULoHYRqMR3d3dUnFGdY8pWKJqGHJaXFyU1VNVVZV45dgrzeYWm82GcDgMv9+PeDwuyBwGMcg1XVlZkY5j+iT39vbEU0nVz263y2BaLpfR1tYmjRyrq6twuVzS8sF17eEHy8WLF/Hee++JL5ODIRVRtjYZjUbpneeQypS5x+ORVG6xWIRer5eQEwM1HNz42dfr9SgWi7K+pyeUcPPNzU1ZcwOQNTCHrM3NTVEw2R5E3iMPMru7u3LQo/rj9/ul9pApdKrB7e3t2NzcRDabFZQS/30qVRMTE/B4PEc4gmwrcjgc0mxEXy5VfKfTKcEXn8+HSqWCjo4OvPnmmxK+4oGDdYPk2VKtpUWBrVyVSkU+b9lsVvyibMJxOp1CjiBCqlwu49SpU6L6M+gTiUTEp8naUAZz6urqEAgEMDw8jJqaGmxtbeHKlSv4xje+Aa/XKwcXcjRPnTollIHx8XFh0TKYtr+/L69pIBCQn2VychJWq1V+Tto5GD7s6OiARqMRdi3/XuKkzGYzUqmUrN5Z5sD7ijYMboT4fXx4aKXaq1AoJIzFPnt6iPm54v3Aw57l/E9Dd/oVKBRKoFJB884sOveXxX60uLiIDz/8EM899xwaGhrwzW9+Uz5DdXV10m719NNP42tf+5ogyVhZS5sB7RvRaFRS7MViUawYPp8Pk5OT4iFlGxJrMNfW1g74ux8fYguFgtwn5nM/BcuFnz0Y3isV9CjWoJp+W/z+Tz31FCYmJnDixAnE43E8+eST+MQnPoGZmRnZ+r377rs4c+YMjEbjI4zQ3/L1aKD8CV6Tk5PSfLO9vY1wOCzGYQ5TS0tLqK2tRTqdxrlz57CwsCBf+K+//jouXryI3/3d3xVmHvE+8XgcoVAITU1NUvE3MjICrVYLp9OJ+/fvo7u7W2DARqMRnZ2dCIVCuHHjBvx+v3h6NBoNenp6cOPGDXR0dGBubk5CARqNBj/7sz+Lhw8fIpfLYWFhQZKY9JiFQiFYLBa89tpr8mWZSqVQU1MjiBimaW/fvg2r1YonnngCyWQSw8PDsFqt6OnpEfQGYdVMalKB5XBrtVplxcGH6/b2NjY2DliVfMBmMhlZCzocDhmS2AVO3BJrGRnGMRgMEkAoFou4ePEibt26JYMK1+SsyuOqiqogFeB4PA6j0XjEQnDYQ9nW1oaRkREJ/TABTGTLwsKCeNU42JjNZmlEoRpH1EowGMTOzg4WFxeh0+lkFapWqzE/Py+flZWVFfEJNjc3Y2hoSF7b7e1tIQ9sbW1hf38fiURCVELWERaLRel9Zk2jwWCA1+uVz0A2m5XgD2vZWCGp0+lQX18vYQUO2kajUQYaJsvZjUw1lqoUFVRyVKn8UQnhMMt1M6skU6nUkYNddXW1rOS0Wq2srDUajXhumQomaoXYokAggObmZkxPTyOfz8uDloeora0t2O12JBIJOUgQ/L21tSUrbJVKhe7ubphMJmFPMoVMpYt+R5VKJR7mw+rhysoKrFYrLBaLfPZpZ6HfMhqNCpCcCeX19XVsbGyIb5NNSVzHbm5uoqamRmwkXq8XMzMzcuAhD5eBN3qaGVLimtnn88nw6HA4MDIyIhzPvr4++V054F2+fBkTExNIpVJSkQoAFy5cQDabRTablVBSdXU1lpaWoNfrceHCBajVaoRCIezv72NkZAT19fXiI+ZBIRaLwe12IxKJwOv1ygGHPeo1NTVYWVmRWlfgwONOVd9isaC+vh5qtRrr6+uIx+Oivp88eRLb29uIx+PY3t6We4bWJCaTo9Eo5ufn4Xa7hbVKuPzMzIyo97lcTlL4er0e6+vrcH7mXx5R96oScwgs/IW8XyqVCjMzM2htbZXPwNzcHAwGA0ZHR+FwONDZ2YlisYj19XXU19djd3dX7i+j0YhLly7BbrfjL/7iL2CxWOS7fH19XSokPR4PPvzwQwQCAVHiSbwgKox1l/RXUqGuUqlhu/DTUHnbENCV0Lg9i3z2gIZw6tQpzM3Nobu7G8lkEmfOnMGJEyfkvuFmK5PJYGRkBI8//jhWV1fhcDjks/vo+pu9Hg2UP6GLvjw+tMbGxtDT0yP/97GxMVRVVSESiQjXi76osbExPPfcc/iN3/gNqQuktH/27FncvHlTHog0qr/99tvIZrO4cOECNjc3kUwmEYlEZDAiOJk+lnK5LMGGX/iFX8C3v/1t+P1+OcVSQaupqYFWq0U+nxdVyGazyUO0UCiIn+bBgwdScUaWHPmN5BOm02n87M/+LO7evYuxsTGYTCYsLS1BoVDg5MmT0oxD/1YqlZJmCYKui8UiGhsbJWTj9/sxPz8PtVqNQCBwpJM3EAjIA31lZUVWv1y7NTQ0oKenB++88w5qampkkA6FQujr65P6NEKW6TM7e/asDALlchlTU1NwOByIx+NIJBKCy7FarcJWo/9ua2tLYNDhcFi4g6lU6ohJn7Dl/f19qUxjW83q6iqeeOIJzM3NIRQKyXqe/dK0HlA9UqlUQgGw2+0IBAICmefgW6lUJEkdDAbx7rvvyoBks9kEE8WwBRVs+uvI1isUCtJYk8lkUCwWAfxlPaBOp5P1Ka0NDN8Qw8S/k+0cVL3oDeVnir3b9H1xyCQvkwEuVgwWCgXxmTocDiwvLx8Jt3Do5OeaIPqNjQ3o9Xrx8zIlbLVaJURCvNLGxgZsNpvwFdVqNRwOB/L5PHZ2dqQRitWEHFo4RCcSCVFzTp48iYcPH8pwfzhh39jYCJ/PJ9zRfD4vAzA9t7Sq7O3tiX8ykUgIANtgMAgnkp43Km4cEjs7O6HX6xGJRCS4xc8j1f1EInGwwvw4eNje3o6JiQnk83lBK3HNv7m5KYdCDm3Ly8tob2/H6uqqtOrYbDaxENCWsbe3h46ODpRKJaytrcHlcqG7uxvvv/++YIZ+7ud+Du+88w6i0ahsYhobG7G4uChDKQDpdE+lUujp6UEoFBJWq06nQ01NDQKBgEDC6Qcnw7a6ulo4my6XS1L4CoUCk5OTQrKgD/AwHi0YDOLGjRuSlOa9STQRFXUm/aPRqBzsdnZ2DgDz5z93yCNcgXL8TRiWPxQf9pUrV6ScobGxEX19fZiZmRH01fj4OE6dOoVyuYxIJILHH38cDx48gF6vx4MHD3DixAlUKhXpuZ+fn4dWq0VfXx/GxsakvGJ9fR17e3vwer2iens8Hjx8+BAbGxsSGGOoid9F9Gay8II+YJvNhr6+Przzzjuor69HS0sLxsfH8Su/8iuCa+MWpLW1FUqlErdv30ZDQ4Mcdh55Kf92rkcD5U/oOqxOEutAH2WpVMJbb72Fzs5OJBIJOJ1O4R0SrKtQKPDP/tk/w6c//Wn88Ic/FN5fZ2enNCRQyeE6hMZvfhl1d3fjpZdewp/+6Z9iYWEB/f39koKbmppCLBaTBwIAqcE7HDrIZDJoaGiQNcLKygrMZrMMVrlcDk1NTRI8YFNLOp2WFp5PfepTyGQymJubg16vR1NTE8bGxqTblw8Yv98PtVqNaDSKjo4OvP322+IlI4amv78fd+7cEUVKp9NJLR7VuO7ubsF90M/W0dGB9vZ2XL16VYDh8/PzOHbsGDY3N7G0tISmpiaoVCqcPXsWkUgEU1NTAA5WU0888QQWFxclEEO0k9/vl8rLmzdvysBbU1Mja0S2i8zPz0tCnsrwxMSErBS5Jq6pqYHH4xHPWCQSEe4n16ylUgm9vb0YHR0VT9fk5CTa2trERsBktcvlEgQHBycijrhG3tjYgMVigcViEQxPpVJBNpuVxD6DU1z3LS8vo7m5WQZ2fg41Go2oXaxmY9qZ63yVSgWHwyGVffl8HrFYTNbB9MNxJcr+b5VKheXl5SP/Pf4/qpH896mcsj1ne3sbi4uL4stVKBTS+EMcz8bGhlTkUS1n2rq1tVXuCQYS6NVjopp2Cw6eHIjIl2TNH4MrDLsdbpzR6/WIRqOi+JE8wBWjTqcT0DyDQPSYcvVLNZ4PawbKtra24HA4YDabZfVYLpdhtVrR3NyMsbExZDIZ+P1+BINBrK6uCoC8t7dXfib+3FVVVdjY2JBhk3YCpo8J+M5ms5IuViqVaGhogEqlQjweR0dHB6anp7G5uYnm5mb4/X7MzMyIL5ZeOr1eD6fTiVQqBZvNhng8LtsEl8slWCDWpbKAgT8nADnkUIWmWkmsEBPV+/v7SKVSaGhoEAA/faU8kPKwwrIF3je0uygUCvj9fjmU8P3jyp2hOZvNJvQG3vNUuflnuTbXaDTQ6XTIZDLYLe3BfPYzMNT3Yi82C83cNeyX94RyMTc3h5aWFqytrYniur+/L5Wk1dXVcggmg5KJe7VaDZfLJcl8u92OsbExRCIRNDY2SiCtra0NkUhEQoL8vmDIx2QyYXJyUkgJPJBwbd7V1SV4u1QqhbNnz8r3WigUwsWLF1EqlTA6Oopf+7Vfk8APrVeVSkWeTa+//jpefPFFYbHSd/ro+pu7Hg2UP4Frfn4egUBAko6H12vlchk3btyAVqtFbW0tFhYWcOnSpQPArdWGP7q9hruLSagyqwi/80ewW62SDuQD6sSJEwAgJ9WNjQ1hiNE/SRWEqUz6enjidbvd+OCDD+Dz+bC+vi5fuF6vF93d3ahUKnj48CGmpqYk2U1P0erqKnZ3d2UFz0GAnpyGhgbMzc2hs7MTGxsb4iHM5XJS31dbWwulUol8Pi+JvoWFBbS1tWF9fR39/f24e/cuuru7MTU1JeqKxWJBNpvFzMwMTCaT1CvW19djcXFRHjBUYm02G1QqFRYXF8X7Rmjz7OyseJSqq6vhcrlw9uxZTE9Py8r8sJJFhh1h0wxVMCDBB9SpU6dw584d6UtmQGN/fx/xeBwej0cGL/bz2u12TExMCPaHvcJ+vx8rKyuirDD4AUBaSwwGA9RqtdTrcXULQFh45XJZggZcW2WzWXi9XrS1tWF0dFRYiYfVNipb9KFRkeSgxveVuKrd3V0JhnBwJFuRiB6uV3lQICGAyKGNjQ2EQiGxM1CNJCvzMBeTyiZ5iPQAc5haWlqS1Dq9arW1tUilUn+ZNP14+KQ3jughHu5qamrkfSGeK5lMyqqX6/ru7m6Uy2WsrKwgGAxic3MTa2trcLvdsNlsiEajUk3IgwdX40x8814tlUoyUHE4NJlMMuhTvWLIjsoquZc8gHDA5aqX1ZBOpxOlUglOp1NURB7MEokE7HY7+vr6kE6n8fDhQ2i1WtTU1EgbE9tkFhYWBFd1GLdEzyn/DvbaEybPYFCxWBTFkcMIe9Tv37+PcrmMjo4OhEIhBINBTE9PY2NjA21tbeJrrKmpkc8/m4fohWXhQalUkiETgHgc0+m0pNrp82VIq1AoIBAIQKlUIpVKwe12w2w2ixecSiLB5wqFAolEQryRhNq7XC6xKxAUv7+/j8HBQbEumM1mDA0NwW63w2azCTJsd3dXgpYcNpnK573pdDrR2NgoQTKuvEmIsNls8rnln6mqqpLudTJiuaGJRCKCWopGo4JoIg6J1gStVouhoSEAQG1tLUqlEhobG+XemJ2dRTgchsfjQTabhdvtFgGAnwetVivPsOrqavyLf/Ev8P7770uF6/LyMl588UW89tpr+NVf/VV0dXVhfn4ezc3NSKfTmJ2dRWdnpxxw0+k0Tpw48chL+bd0PRoof8wXhw2uZA/7JunnicfjOHPmDEZHR9Hd3S2G7t9+fwFfH82iAgjQ27J2U07CrO9jItFut2N+fh4GgwF2ux3BYBAqlQrvvvsu9vf3EQgERGH0eDzin0mlUvD5fNLRbbfbUS6Xcfz4cVmXJxIJJJNJVFVVCR6DPcRcs2YyGan+M5lMEhRoa2tDuVzGw4cPhXlI3tzhYYI+rlgsJqu7w19osVhMcDHT09PiJePwmsvl0NrailQqJbgShkj4MODAlkwmkc/nRTFjwwhxQZlMRlQmwnu3t7fR1dWFra0tvP3222hra5NgTTabFeVgdXVVfKyFQkEA8R6PB21tbeJZrKmpQT6fRygUEm8bV9RU22pra6X3d3d3V/q3qYYBQGtrK0KhkMC0+YBh1SRDHPQgHoaO04rR2NgoEGP6+65cuYKxsTHBrHAoC4fDMkiTIbm0tCS90C6XC5FIRNaxPFiwppCDDwciYoAO+xt5QOGqmp/3UCgk7xG9j1RSOHwRiMyVKN8X4mq4SqYSR4QM6+jom+WqnV+JrEqkJ5ZeMG4G9Hq9DKE2m03eu8rH/fGBQAArKyuoqakREDmHKAAyIPAwU1dXh9XVVUQiERiNRmQyGQCQ4XZ7e1sGbiJ8+DtzfU5vIVf/xLTodDpRjWl5sdlsUpRAVqTFYkEsFpNBntWfFosFAOT1YQpfpVLJ/UoeLte+9D1S8fV4PFAqlVhfX0dNTY0o17u7uwgEAuKdpj+bhwQOgYcDL8RyMaDGf4evJ8MlDCdR6d7Z2RGkEP18Go1GCgX4Xo2NjR05EDmdTuExTk1NSfDEarWKh7u5uVlqWwnm/qmf+impHmRNLL9DaEmh15ZDFYdTrpLp4SWvl/c8ywno0y0UCrBYLOju7hb01NramtyPVqsVjY2NuH37Nq5cuSIge1osnE4nAoEAdnZ20NLSAp/Ph62tLdlgkRu8tLQk27VisYj29nZsb2/jzJkzUCqVeOONN47YcDweD6qqqjA2Nga3243+/n4JeBaLRSwtLcHlcsFgOACVx+NxtLS0IJlMyuHU5/Ohs7MTAwMDSKVS8kyNxWKYnZ3FxYsXAQBvvfUWnnzySRmuKeQ8uv5mrkcD5Y/5OsycJG8SODhVDg8Py5dHT08Prl27hitXrmB2dhYbGxv4VzdzGFkvyn9re2kIW2/8H/IlQhhvMBgUjiIACfVUKhWp8Dvs9+JDx+l0yhd9IpHAxMQE+vr6ZOBbWlqC3W5HOBxGY2OjMNouXrwofra9vT08fPhQ1kIPHjzA9PS0PED5xc62AzbEMB2Zy+VEObl48SJu3LghChsHwVQqJWqmy+VCLpdDqVQSbxDZcolEAo8//jg2Nzdx//59WVOy2cTn88HhcECpVIopfmpqSrAnBKG7XC7xBzU2Nkpt4NramqzwdnZ2pD2F6zKuDTkE8XflLcWkKwNG9fX1sFqtiEQiiEQigllqaGgQNYtBIKfTKWs3r9cryhKxRoODg6KosPt7fX1dsEZUiSsf104yuLC8vCyNI4QwU+0AIGtODj5sKkkmk6itrRW/IhmBHBTC4bAoigxiNDc3ywOcqXMmxP1+v3h1D7MH6UnkqpctMPw5OIAmk0n5zDAcxZUa15K8Z6gGs+aRa2wSEA6vz5litlgsyGRz0J/6NCrORhRDU9gdeh1mk1HeT3oM+/v7JRCzuLgoPsRKpYKdnR3BVhkMBjz55JP4zne+I+tn+o+pFPH+BCCf0cNrRAYfmIKlcsVDA98LhkP4+lLVpeWFPluFQgG3x4vNwHnsmP3Q5FbhWH+IaDgktYj19fWIRqOor6+XA8HOzg7q6uokIEhEFD3AqVRKXlv+LjxwcOPCwZPWDKa/qd5y+AUgYS623lBppx+UjV+RSAT7+/toa2vDwMAAAoEAvvOd7wA4oGowpMctAYNrwMHAeuLECSQSCUSjUWGrcgBsbGyE3+/H+vq6JNZplRgfH5fPH5PURLCRz8mVMwc0Fi5MTU3JpoVDP9P+U1NTcs9oNBpp7wEgnEp+T3HFa7Va5WeZm5uT14aHtMHBQVGkDQaDfO9zmxUMBvHpT38aIyMjqK2txeDgIO7duye/e2Njo1Q7VldX49ixY2hvb8drr72GxcVFOJ1OGQgVioPK2lu3bsFkMsm9yQYlpVKJs2fP4uHDh0I8ePXVV+XgmEgkMDg4KH9HV1cXQqEQzp8/L8/J8fFxwddtbW3hxo0bePrppx+plH8L16OB8sd4MaTBOsH6+nrxTY6Ojsr6yul0SnVeqVSSL+lvjufxo7ASACsHvwX1zLvSGsHQA9UD+tksFgs0Gg1cLpeAcx0Oh4DSV1ZW8IUvfAE7OzuIxWJQqVTyRVUqlbC6uora2loxfB/uruVDnKgQ+vuOHTuG119/XQINt2/fxpkzZ5DL5ST5yXXSwMAApqam0NLSgmKxiKamJsRiMWxsbGBmZkY8V2RF7u3tYXR0FKVSCQ0NDYhGowgGg3C5XMhms5Ku9fv9eOutt2AwGGA2m7G4uIiGhgapiuOaOxgMSiCDqsvc3JwEBOixohpqsVgQjUbF1E+V4jBEmBVwhUJBDPrsXyZvj4MPUSdsZ2GjCwBJdjY0NEgVGps/qKwxYFEqlZBOp0WZKBaLCAaDiMfj2NjYQF1dHfL5PGpqagSonclksLq6KuDqbDYrK2yr1Yqqqirk83nxUnFopz+VPj2uzelZisViyOVywoAjZoTezaqqKvj9fjgcDlRXV2NxcRFqtVrA0Pv7++jq6pLKtf39fQwNDUmAjIohV818rQ4PlbQusAGFfM3DZIFKpSIpeK5liV3RaDRS1UdwOFU7rVaL7abHj1Q3btz+c1jWbsk6em9vD7u7u8L0I46KHmYAsmZnw4/JZMLq6qrUprJph33u5XIZfr8fuVxOQnr/ZWiIn1WtVotYLCZ4Jn5OjEajKF42m02UNXoRmYaXMFT3c6ju/7SEO4oPvgvz6k2Ew+EjSByNRiPtRNXV1bJN4LBLFZilCgDkc0gyQS6Xg81mQ1VVFXw+n3RM03bDgxQT/0tLSzAajYLUuXfvnsD52VufTqflNWaA0O/34+WXX8b9+/flXhsZGZHPJP1+DHAx4KFQKDA1NYVz584hFovJoE+vKRVibkOYuiclgK95U1MTwuGwhAvr6uqwu7uLSCQi6CduNPb29pDJZCQkmc/nxSvNFTbT6Kw3BA5QWNxiUAFXq9Xy/e1wOLC+vi7tTTw4BQIBfOpTn8LCwoIk4TUaDaLRqAzI+XxeeL8ulwutra0IBAJ47bXXJPEfj8cRDAZx9+5dab2ifQQ4aITLZDICamfb0uLiIi5fvozbt2/j7/7dvwuNRoNkMonvfve76OjoQFdXF2pqahAOh1FXV4cf/vCHOHfuHHK5HB5//HEUCgV4PB7B8QHA1atXcebMGVgsFty9exc+n0+CkdzoPbp+8tejnqIf08XKMN7EPCUCwMTEhLDRmPzkuicej2Nubg6lUgm/9XefwWXnNqzbUbhi92BcvSUcObVaLelNVijSk0MQ7fT0NNbW1nDz5k3cvHkTAGRdNzs7i5qaGgwODuLNN99EfX09ksmkrDXpFzx16hRsNhva2trQ3t6O559/HpcvX8bx48fx5S9/GSqVCpOTk/izP/sztLe3CwLHaDRKh3Vra6uczNvb29HU1ISBgQFMT09jamoKg4ODGB8fxw9/+ENRDbgCz2aziEQiolry4UAU0PLysqghS0tLcLvdMqAMDAwAOPBiUtHc3t7G0NAQIpHIEc/T3t4ejh07JpiMUCiEUCiE2dlZzM/PQ6lUoru7GxcuXBDPaigUEr9qNBoFcGBKJ1pndHRU1o/0rW1vbyMSiUi/L+vPPB4PmpubRTnO5/MCByZ70ePx4OLFi/Lg6ujoEN8mhxeyOzs7O6VhRqvVYnp6Wtbux44dk8QywwKXLl2SxDFX7sBfKklMEfMB5vF4BKC+uLiImpoa1NXVQafTYWRkRJLORN/QRrC4uCgYqmPHjiEcDktTjNVqlYf7wMCA+PSqqqpEWWclIIdaKlN8DzmQu91u8TQCB4c7YmCI0OEqleQC/rulUgkul0vU4a2trQMIe23nAeMPgEKhhKa2A/F4HOvr6ygUCtja2gJwgMjKZDKCEmJCuaWlBRqNBvl8XjyFOzs74h8m2oThJYfDIStkDlEejwd2ux1arVbYkayeBCC2jsMtMOFwWNblW1tbGB4eRqFQQKFQEMWSinQqlULF2XTo91Sg4mzC/Py8rGk5fHMg4co4nU7D6/XCbDbDbDajsbFR1tzd3d04ffo0XC6XIHs6OjoE3M8DEH2ZHo8HXq9XvgeefPJJCUHx9yDujMgvhUKBtbU1saDwsMKf5wc/+AGqq6vF00dMFjctJpNJlM9cLod79+7h3r17Up+qUCiEQLGzsyOfHwZ5+DnZ3d3FwMAAXC4X3G43Tp48KUGrcDgsvlKtVithM5YTMG3f0dEhQa+1tTUYjUa0tLQIV5SNX+y2L5fLWFpaQj6fFyWa1hH60u/cuYP9/X1cvnxZBl9+L+7u7iKVSol6brVa0d7ejkwmg8nJSYTDYXzmM5/BY489hkqlgtHRUXzta1+DTqfDuXPnUC6XMTs7i3feeQcmkwlnz56Fw+EQ+1ShUJAqRNaj2u12nD17FtXV1ZidnZVNW6lUwsTEBIxGI9ra2uBwOEShpA3iypUrspqnKDI2NibboKeeegoffvghdnd30d/fj4mJCTlcPLr+5q5HCuWP6Zqbm0NDQwPK5bK0RgAHae9SqYRgMAiTySTKYC6XQzQaxfLyMj7xiU+gsbERV69eFRXhnXfewcbGBnQ6nfjuOjs7sba2hmg0CpvNhmPHjgkAOZvNIhAIIBwOi0o1MzMjhv/Z2VnxgJnNZrS3t4s/zefzSbK2paUFer0enZ2dGB4eFj9ob28v3nrrLUkHFgoFSe7V1dWhtbUVxWIRzz33HK5evYpwOIyGhgZpWKiursa1a9egVqvFNwgc+Mg0Gg3W19dRKpXEt1NbW4twOIyNjQ08++yziMfjyOVyR1K8DCAVCgW0trYKEzKRSKC1tRUrKyuoVCpYW1uTNSJbVtiCchiye/bsWUlaUhHm2q5cLqOlpQVTU1OSpqfZfXd3V4JQpVIJbW1tUgOYSqWwvb0Nl8slFX7k8eVyOTx8+FD8q4uLi+Lzy2QyaG1tRTAYRC6XwwcffCCDKmHo+/v70t/c3d0tyKK6ujrhLTKIQ3VvY2NDVtUNDQ1HmorYlHTYq+r3+yVVzWH0cE0mu+S56qRvlwMWA1JUWtRqNc6dO4f5+XkZXE0mE5RKJcbHxyW8wqYUfqaBAwsBD1JDQ0MCGqf6xbBLbW2tgM7pzQQgiiRxOgR1kw/KQSGfzx/885Mvw3z+c6JQ5m58A4Xbfy4qNy8ikqhs04LC1S99cFqtVlpfWCHJn4nJYDb10JPMhhgq1rSO6HQ6WdlzY0GlkgEqs9ksYHxexDpx+FCpVNCffuVIRWX+5jew8+B7otxZLBZsb2+L5YG4KR7Ydnd3UVdXJ7SC8+fPY21tTT7Pu7u7AICuri5JUhsMBqyurgqZobOzU6wWVHOZSD6MHbNarQiFQuJbJFyfA/v6+jrcbveRe5JeW/oEaVXweDyIx+NiYXG73SiVSuKBtlqtUktoNBplE8G/q1KpoKurCzMzM8Kn5DDL8KJKpUJ9fb34MzOZjEDxTSaT+NIVCgWWl5eF1XiYdEB7A0OVzc3NWFxcBAB5DwkjZzCOB3B2budyOcTjcag11VD1PQ9jYx8MW+sIbs9ibnYGTqcTfX19qKurkwNJOBzGqVOnsLKygmw2Kwi6ZDKJWCyGzc1NURODwSB6enrw3e9+Fz09PUgkElheXobP55PgDCkLr776KlQqFe7evYvPfvazuHPnjogqwWBQrAqlUgnf+ta3oNFo8HM/93O4du2aDL0+nw9ut1tEi+rqaoRCISwvLwvPeXNzE62trWLbeHT95K9HA+WP4SLLr6Gh4YhvkuiLtrY2Oa0SovvVr34VVqsVn//855HJZGT9azAYMDk5iUKhgJGRETidTiiVSrz55ptwuVyCo+EKk7iJzs5O2O12zM7OyqqXClgkEkE4HJae1WQyKVgdp9OJrq4uLC4uwufzoa2tDWtra1Cr1WhpaUE6nZY13fr6OlKpFGprazE8PIyuri5Zy9DzyCBFMplEb2+v1EFyTTQ1NYUTJ05AoVCIWb5YLMppmclSu90uPx9/BnLcRkdHAUDUrKmpKbhcLiQSCTgcDvlSXlhYgM/nk6GQp1X6yXQ6nTxE0uk06uvrMTc3J8oogzabm5vo7u5GKpUSxYuKHP2pBI4nk0ns7++ju7tbuHdMWkajUTHM0+t1+MFKXyyTsASM19bWIplMSqqfD0S2hRCCvb29LcOG2WxGXV3dkcCAyWTCG2+8gXK5DIfDIfDjTCYDo9GIWCwmDzytVisKSTabPaJsTU1NyYGAnstcLgetViuNJxz8D69fWSd36tQpDA0NYWdnBz6fD6urq0fSwWQ+ut1unD9/Hjdv3kQymZTPPPvdd3Z25HXPZDLY29sTqDmHKSZvuSpm+4/b7RaVlygZptrZ7LNT3IXh9KehcLdgNzyJwp3voFrzlzWRDAswXMEVO4cKhq4SiQQMBoPctxx0uXLm4YQIL6b0iVhiEIitRlyJMhTEtHsul0M+n5chm+gZMiwZQuEhlXYPrU4Pw+lXoK3rws7aBDI3vgGNWiXK9WFg/OHe8wsXLggjtFgsQqfTYW1tTdRGAOIXjMfjwsTkPZPJZOQeooJG+wtDdFTqbDYb5ufnxYtKb/CDBw+gVqtRV1cHtVotylt9fb2kpYnyoSpNJZxqcrFYFMQQrQ9PPfUUbt26hYmJCem4JptydnZWGopY8pBIJOByuSTsFA6HkUwm4XK5YDabBaHGjVI4HMYrr7yCr33ta6J21tTUCEuVh9OtrS2xtfC9ZL0k7Sr7+we1nSwP4IDq9XpRKBQQj8dRLBYPus0HXpXDAyoV1OVG8dlOE86cOYPvfve7cv/QPx2JRNDX14eRkRHMzs4KDYEeXeLwWOowMDCAiYkJ2bywdWhvbw9LS0vo7+/HL/7iL+I//sf/iN7eXmxvb4tlYX5+Hg0NDZIm/8xnPoPf+Z3fEeLA9PQ0Ghsbxdt6eHjnFot/d29vL+7evYu6ujoUCgWpyXx0/WSvRwPlj+FiEGdubg51dXXQarWYn59HOp1GZ2enPHxv3bqFvb09DA8Pw2g04vLly9je3obf78f9+/exuLiIL3zhC/it3/otCdns7OxgbGwM6XQazc3Ngj15+PAhAoGAdOueOXMG8/PzUqXIYAT9jLW1tWKKVyqVGB0dRVVVFex2O5xOJ4CDJouJiQn4/X5MTk6Ksd7hcMgDjyxJ/o4EdZ84cQILCwvIZrNYXFxEKBTCCy+8IIosK/Hob2PghCqawWDAs88+i/v37yOXy6GnpwdVVVWYnZ2V9d5zzz0nq5xEIiE+nnK5jIaGBjzzzDMIhUJYWFgQqDx7cZmUZKo5mUzi3Llz8Pv9+P73vw/gIMXIwYC+m7m5OWG/sV5OpVIhkUigu7tbBrUPPvgAc3Nz8vuxL5rBBwBirOdgRs4b3ycC25meX1xcFHUzmUxKZzbrAtltXVVVJUrgYcySQqFAc3Mzent7pd1iYWEB+/v74i8iGufChQu4f/++YEqeeeYZ7OzsYG5uDtvb28jn85IUZfKXShJRPlSM6GOkXYMHicNqKf1uRKKQscfULweiw1xWpuRPnTqFhw8fCpewqqoKm5ubgj/hYEc1iWlt+hxVKpW0dRiNRgH4c83LIYoKKx+e/Kpk4ppq7WF4OqsMS6USPB4PAoGAtOiQ4UhMDFmSJpMJXV1dSCQSiEQi2NrawqVLlzAxMSENSzwUkRVLD2MmkxE1jQcp3hMcoumzI8OSPy/RS8SacfBgPSerFznEFotFObTRKpFOp2U9r9Vqsb6+DpvNJj3dHNyIfbLZbCiXy1hcXJR7oKWlRQZpeozZwkPrSyAQkANDKpUSSxHVSh6M6VkeHx+Xz9DW1hbOnTuH2dlZqFQqZLNZOajv7OzA7/fjwYMHUiNpMBik+7q1tRUbGxvIZDLSHsW1O/2yfG/r6urk/qLPmoPzzs4OampqYLfb5Z8vLCxI3W25XJaDdiwWk3QzDwC0TgQCAfGWqlQq+Hw+8W0Wi0XMzMzIIY6WK1oxlEolrC//+n/VrtO4/EOcOHECoVAI7e3t0pBz/fp1xGIxDA0NIZ/PSxJbr9cjFArh5MmTEkJzOp3SrkTouMViQW9vL4xGI27evAmHw4Ff/uVflu+1jY0NeS84fPNgHwqF0N3djTt37uDcuXP4xCc+gWvXrokPXqPRoLGxEYlEQp5j3AIxfc7PZ0tLC6LRqCTDH10/uevRQPnXvGKxmKRkCaVeWlrC+vo6uru7ZZjM5/P4vd/7PXg8HphMJphMJrS2tkKr1QqmJxaL4eTJk/joo48wNDSEdDqNYDCIra0tTE1NiQ/u+PHjuH//Prq6umQ9GovFEAqFZPXENQ57qLkOikajgszIZDL4d//u3+Gf/tN/CrfbjRMnTiAajUodZCKRwMLCgtyolUpFBp2xsTE89thjmJubE2N8KBSSFC0rComNOH78OK5du4YzZ87g2rVr2NzclCAOGyo6Ojrw7rvvCvh7dnYWlUoFzc3NmJycFCbkxsYGwuGwrHNqamqg1+sFkEvcxt7eHvr6+jA+Pi4sOHrSXn/9dVk57ezsYGNjQ5pcmEz2er3w+XyYn5/H0NAQlMqD0ML58+exuLiIjo4O+Vn44KbP0GQywefz4dq1a/KlSRWGkG0+4Hm6TyQSGBgYQE1NDXQ6HWZmZjA+Pi4PAz4A3W63KG8ARKXb2tqC9WNu6eGgEYc0heJoT3Z1dbWgO6h4xuNx8SpyZdvY2AiFQiHJVyqhfOBzpUmCAZtl+Drw72OYgqs8rp2JceIBij8LsUJms1lUNx4i7Ha7pG055PJgAQA3b94U2DJXwQyXMVFL/AqHQgZPuM4klocKGukAHAqpdnL9zHo7/vv5fB5arVZWkDzQZTIZGXQcDodgoBhiAyCHGnajM2zB3/+wlzCRSGBychI6nQ5Go1HQPxzsPR6P9DTTCgH8ZSsQ24rIuFSr1UJS4OaB7xMtGbu7uwgGgzCbzVAqlZiampIudr7ePT09MvjY7XYsLS3J+3A44W82m+WwwM80P2cajUZ8fsRjcbXOzxlB4cFgEE888QRSqRSmp6exuLgonwsO+kxb00pgMBjksMjPJYkWVMzy+Tyef/55TE9P4/79+9jf3xd/K1P4VMidTqeolOPj43C73WKh4KGBNaI8fHFNzYMr8VBMvHPQUigU8Hg8qKurk6Tz7OwsUqmUlFFMT09Lc1WpVJJyACbOs/5zHwewDt4n/cL7qJ57D11dXVCpVPjSl74k31lmsxnvvvsuNjY2cPLkSXR0dCCZTCKZTEowKJ/P49y5c9ja2hLk1erqqiDLCK/n6vkzn/kMBgYGMDQ0hNHRUdjtdnR2duL69esIBoOCdnvppZcQjUbxwx/+EJ/85Ceh0WjQ1dUl+YM333wTTzzxhGxQSASxWCwSlONrze91ejofXT+569FA+de4KpUKpqamEAwGxTe5srKCcDiMvr4+Md2Hw2H8wR/8Ac6ePQuj0YixsTF89rOfRTweh8vlwsOHD7G2toann34at27dwvDwsJjIC4UCampq8IMf/AAmk0m8JHyAULmhwXtkZESGCa/XK7VhbEWYnp4WP9zExAScTifOnDmDSqWCzs5OuFwuDA0NSbL6MLOP3p7BwUE0NjZiamoKW1tbkqQOhUKora3F0NAQPv/5zyOdTiOXy0k3MfuV+eCpq6tDc3Mz3njjDVEbVCoVamtr5WHS3NwMp9OJN998EwBE6SALj7gX1trt7u4K406lUqFYLOLChQu4efOmrLToTeUAxEGxurpa4Nr0YBoMBmg0GvnZuHJmsML6ccc6MTU6nQ6nTp3C9773PVEy6XEDgIaGBgwMDOCjjz5CVVWVQJ739/dx8uRJvPXWWwgGgyiXy4J/YTqaCiDbQ7ieUqvV8Pl8oiJxXZ7P52WYYBhpZWVFlA9SB6qrq4U1WCgUZJXObmIGXwg0Pvxw5tAIHCh3sVgMAKSDuK2tDaurq4LvicVisFqt4iNmJzIAIQlwvcjBix42KqP0YnL48Xg8UKlUoqqtr68f8d+Rscj/Fn9PJoP5GaIyxopHpVKJuro6AS8fxu6QWcrhmkxOejcZzFEoDmoK6cnlmm55eVkUaqb66eUFIGn3np4e5PN5qSTk+pahPq1WK0zQ48ePS1I8mUyKDcFisQgpguQBm80mHdX0KgOQwwSDN7xoGdHpdKiurpb/GYDcE8Q4cWiksgwcYH8YEOTBi687h0t6bXk44vdNTU2NrPgJMC/tlVHpfAaGhl5sLo9if+xN6HUHwSW73S6cWL6uVGVZBEAQOBXX9fV1qSStra3F5uYmbt++Db1ej2QyCZ/PJwdbhikP44vocWUdKe+B2tpaoTvU19dLiQObdqjkka7BA+/o6Kh85/J3JxKKSXOr1SoDKC0+e3t70iTEe4Ge7Wg0CpvDiXLrk1DUtECRWMA5awGx6EEQKhgMQq1Wo6enR6osjx8/junpafj9fsGHraysoKOjA6dPn8b7778Ps9mM559/Xoow2BfPBi+lUonl5WXx0CoUCjgcDqytreHFF19Eb28vPvjgAywsLODy5ct4/fXX8Qu/8Au4e/cutra28NnPfhbf//73cfLkSeTzefT39yMcDgugn4daJuNJTXC73YLz4mfqUSXjT/Z6NFD+NS4m1aanp9Hd3Y1QKITFxUWcPHlSfD5DQ0O4e/cu7Ha71MdlMhlJAu7t7WFsbAzDw8Po6+vDY489hunpaVy/fh2RSASPPfYYkskk5ubmYDKZsLCwgIaGBszOziKdTqOpqQlNTU2ici0sLKC6uhrBYBDj4+MCoV1dXcXm5ib29vbw6quv4oMPPoDdboff78fg4KB8cWo0Gvk7f/EXfxH/+T//Z1ENJicnhfPHRodYLIaXXnoJf/zHf4ynnnoKa2trmJiYQCAQQDweF/4fkUr5fB7Nzc2CTCKrkj5UBiU8Hg/cbjeGh4cFcFxbWyuwXgDy4HriiSewsLAgDSs2m03CSCsrK+JB5DBLDxUxJ/F4HJFIRIDIVJKIvyH6hEoUBzO9Xo+amhr4/X709PTgT//0T2GxWNDe3o7NzU2MjIygXC7DYDBgfX1dFB+1Wo2uri7E43Fsbm6KOkk7QjKZhMPhEMWOmCk+UKk0MuVP/AwfZFzROhwOpNNpnD9/Hpubm9K+Qbg0BywinuiVa2hokI5rHmyOHz+OSCSCubk5Ud+ofDDZz4AD06wcAIn5YZiHrT/89yqViiRcGRY5zFDlEMvBle8vO9tdLpd0MW9sbKBYLEpY6jDrsVgsShUgBxmDwYBisSivN/28XLcnk0kAEK+t3+/H0tKSDE9Un/i55Zq3qqpK6lIPD4AKhUJecw5xDEZRGTWZTDCbzTh//jwmJydRLpcl3EWGI9fr5IK63W7x93JQ42eCPkUOgRx2aVVg6IdKKtetDAdxvc/hif3VDodDFEsqfADkz9TW1spqW6vVileXn6n9/X15f9gUVKlUxK5DJZHhOPIXd3Z2UNX3yUNIpwqqJt7C7tBfwOVySVp8c3PzyHo+Go0eYZuyZYb+xoaGBvh8Phma1Gq1fNeVy2VBZVERZ0e6Wq0WfJNGoxEfKNfmTL7X19eLkjY/Py9NWGq1GtevX4fZbBZgP9XkSCQigS7yfAEIXmp8fFwGz/r6etjtdty4cUM+ix6PB2tra9jb2xNlmf8eVXKFQiHbDFqaBgYG0N7ejjfffBOXLl1CPB5HKBTC0tISrFYrXC6XtKTduXMHx48fFxJJKBRCNBrFiRMnEAgE0NLSgt/7vd/D3//7fx9Xr16FWq3G6OjokQAmD2P8PhsYGMCHH34ovv6VlRWcO3cOg4ODYktqbGwUVmqxWBTUGL+Xzp8/LzW5BJzTg/no+slcjwbK/8mLjTJMOGYyGczOzuLUqVNitH/vvfdEISFnjCEdqkw/+tGPYDKZcOXKFQQCASwuLmJ0dBTDw8Po6elBKpXC+vo6stks0um0rHB/5md+Bv/yX/5LDAwM4IUXXpCkXLlclgq2N998U6DJXq9XqtLYn93Y2IjFxUVZq7z88svQaDT43ve+h1gshnA4LOpVQ0ODDJEnT54UdSeVSmF2dhbPPvss/vW//tcSXLFarbL2VSqVmJiYwPb2NoxGozyYDvMR6akhlJh+PwBoaWkRlYZqXrlcRnNzswwbCwsLMnA5nc4j/ddbW1s4duyYqJNc7RkMBrhcLoyPj2NtbU1WJhw6udKjn3Rzc1PwLUykr66uCrw6k8lILR9VKKZ4U6mU9DlTbSPXk8xCKprAwQODp/xKpYJYLCb2CQKDaTQ/3FwDQIa9w0zJpqYmJJNJFAoFgb0zMMIauWKxKGtANsHkcjnxbep0Ogm4AJDEMXEqVVVVOHv2LO7du3eExchVLhEoDocDer0edXV1SKfTkggn1oYsVaaf19fXodVqZZDS6/VobW3F4OAgYrGYrKrZCGOxWGAymRCLxYTbynU18JcDN1tO6Pmjn5AqKe9brmZpZ+CQw7AZh0+uegm75+eBq3r6Idn1Tc8df8bDnjkOcDabTXiJxN14vV6Mjo4e8XEy7JVIJERJ1ev10sLDYWp9fV3eL9pAkskk7Ha7rLfZOc52HQLXqSpy/U0IPFfaDBsxqMP1PQ9pLBIAICof8Un0xdntdvHCshue96PRaBSF+r/0Au6ujmDjB/9fAWbzHn3llVekF1qhUIgdBIDU//ERyO8TKvFkX05OTsrPwCG4qalJLBdqtRrT09NQqVRwOp1oaGjA4uKi8CNdLpdwb3nAVioPeroZQNrb25MBmhsh+mDdbjccDgd0Oh2WlpaE/cl0M7mmbENTKBSCCGOYqrGxEWtra6iqqkJXV5ccnjo6OvAXf/EXeOyxx5BOp1FbWys2I1qnGhsbpbmJDUJcP1dXV0vN7Cc/+UnodDp897vfhdfrxdmzZ8XK9dJLL6FcLmNubg6xWAzHjh2D0WgUS9X169fhcrkwPT0Nr9crnNSf//mfRyqVEk/l9vY2tFqtHOiXlpbw2GOPyfc0h8lCoYCdnR28+uqrcgDk/fkIdv6Tux4NlP+T1+TkJJxOp3ixxsbGcPbsWej1eqyuruK9994TkzhvXrYXsFu6qakJWq0W0WgUvb29MJvNKBaLeOedd/Duu+9Co9Ggt7dX0CDxeBwdHR3Y3t5GPB5HdXU11tfXZaXM/uCBgQExmc/MzEgd19jYmKxMSqUSWltboVQqsbS0hL6+PlEDbTabDE+rq6t46qmnMDMzI2sLDnRsYCiVSnjw4AGam5vx4MED9Pf3Y2FhAYFAACaTSTqMU6kUHA4HLl26JHBv4mMYMGHPN1OOVATYM1tVVYXV1VXxlXEYMhqN2NvbQzAYlAQ7FZimpqYjIQuj0Yh4PI5MJiPg4Xg8jvr6emQyGfHHNTU1oaqqSjiipVIJbrdbhgL2knPlTFV0aWnpyGq9paUFq6uroujQyM8kud1uRz6fh8lkEpVyYmIC+/v7ktTkw4lqltlslrUsAFGVampqhGXJVSRxNhzoyHTkypIPaQDy5/jPD/sMOcxzfWoymdDb24t0Oi0+YCqQVO04rB32vfl8PqTTaRQKBemg57qwVCoJHJteu9raWlkP0jvKgW9zc1MaY8imbGtrQzabxdramvw+fJ/4egWDQTlMESBOjyetDEQJWT/uFGY6mvYCjUaDdDota1il8qCX22azIZVKQa1Wo62tDRqNBpOTk/JgPwynZ7qcCX8qLHzN+T5Q/eGKnsojVWViZqiS0SNrtVpFZd3b25NBiy1OOp0OxWJREDr0ZbIikPfc1tYWNBoNGhoasLS0BKfTKcOr0+lEMBjEwsKCKF42mw3pdBqNjY2CTuMAHwgExIaxs7ODZDIpLS18/4kqorpLDzBX4qpjLx5COlVQfPAa0h9+DQ6HQw75+XxeFFASByKRiEDh2ebFbnK73Q7gQAEnUL2rq0u2E7Q3uN1uTExMiMLPFL7VakVbW5uwWala0uup1+vR1dUl/lZueDwej6C/hoaGZEglbYLfNay3bG1txfb2Ntrb27GxsYHp6WkUi0VRHUkV4PPBaDTC7/cL3YN92/S7x2IxdHZ2or6+XiwKhUJBGLdXrlxBJpPB/Py8pOR1Oh0aGxuxvLyMfD4vhxCGR9PpNF555RV88MEH2NraQn19PYrFIkZGRtDZ2YlyuYwzZ85gbW0Nf+/v/T38/u//vhxKNRoN/viP/1gA6kxwv/LKKwCApaUlpFIpHDt2DKlUCuPj47BYLHLAnpubg1arFVrJpz71KQwODqKnpwfRaBSdnZ1iR3t0/XivRwPl/8TFEzh7sAcHB/HYY49Bq9Xi2rVriEajOHbsmMBrx8fH4fV6xXP59NNPo6WlBQ8ePMDu7i4aGxtRVVWF8fFx3LlzB93d3fj2t7+NV155BWtra/gH/+Af4LXXXkM8Hsf8/DyCwSBSqRRmZmaEe0g2IlWdra0tzM7Oorm5Gd3d3bh165aslJubm2V1zrAOv1TYPsE0JBtQgsEg5ufnRWXgik+hUEijAR+GrBOkR5ONHp///OcxMjKC6elp1NXV4datW+g7dhwzqkYUtG4gMY/S8A9R6/OKB+jBgwfi96LfiXgUDkU+nw/RaPRIIpf+tng8LgoJ+46pIHHNSGWY7So1NTWi2pAryBQwB1MOPQaDASaTSSC7bJihksn1KasGd3d3xWDf0dEhSXcqmLz4wDus7jBJzAqzeDwufkMqw/RcKhQK+e9Rxd3e3haVz+/3S9sLT/dE2lCh4Z9lZSKh/GazGU6nUxTF1tZWeDwe3Lt3T1a82WxWOsU5BHB44cDU2dkJq9WK+fl58Qgy8d3a2or19XXxkBUKBdTX12Nvb+9IO87hcBEVbipQRO1wtcZKPL/fLwgpp9OJpaUl+dxzoDy8jvZ6vZLGdTgcwuDT6XQSXqO6R3WVD2Z6Rbni1ev1cLlcWFpakjX4/v4+fD6fWC0YxDkMweaKnAohAFGsuZ6mTYCIFd6LPMjxIMiEPdfyXGNns1k0NzcLQYG8WFZ/LiwsyFqeByyqYfT4VldXSw893wcepunt5ueAqiiT1lyXsiWHsHLeczxc7e3toQIFdP0vo9rfiVJkCvnb30Z5ryT+z0QigZqaGjidTszNzUGn06G1tRXpdFrqUwOBgLT/DA0NwWw2C9e1ublZ7sFQKASj0SgDpFqtRkdHB8rlMqamplBfXy+fAYPBII0zxWIRfr9fuKwOh0PagTjMMSSpUCjEp8gSBH4+vF4vLBYLnnjiCdy9e1cCmrRPEOaeyWTQ3NyMVCol/nW9Xo/u7m6Mjo7KQB8MBmXQDIVC8Hq9yOfz+LVf+zWsrq5ibGwMCoUCKysraG9vl8/v2toaGhsbMTs7KwEi2pNoP2GgsqWlBX19fbh//z6effZZ3LlzB2traxgZGcG5c+dQKBTw5JNP4tatWzJsrqys4NVXX0UqlcJ7770HhUKB9vZ2lMtl3L17VyxKDEYaDAZR+Q+j4fx+P/b39xGJRKQn/Ny5c0gkEvD5fFLT+Oj68V+PBsq/4sWhkMGMO3fu4PHHH0epVML3vvc9uFwu+P1+aRIwmUx4++23EQwGcenSJWSzWfmCeP/99wWdQGAzUSh/9md/hl/7tV/DN7/5TXR2dmJqagpvvvkmvvjFL8oQOz4+jmQyiV/+5V/G1atXMTs7C6fTKXiera0teL1erKysIJ/P49KlS/jBD36AXC4nTSjEZNCTp1QqkclkUC6XEQwGodPpZHXudrvx6U9/GltbW/jRj34kPEODwYCxsbEja16GVl555RV8/etfR39/P44dO4aVlRUoFAp84xvfOBga+z+NOW2LQJU373wLe8M/kAAMBygOEuTJbW9vy0OdSiV/fo/HA41Gg2AwiIcPH0p/OJUdhmcIZeYDW6/Xw2AwiGeTaV2qZVx/0rtJ2wBwwNvjz0IFslAoyMOzUqnA7/dDo9EgHo+L59Vms2F/fx/JZFJUVqaDGRIBIKtBo9EoD9lUKiVKpc/ng1arRTqdlmDH4SCG0WgUz5fH48H29jamp6exs7Mj6zAyLY1Go6A/+JknOJuhEvrUGNiZn58HAPkzVDzp72UyneunYrEo4QJ2eJPryHRyOp2WwAPfN6qch9e6fIjzc8FBUq/XY29vT3Awzc3NwoYle5X32/7+Pu7evSvvIX1pbBti2KKpqUkOCbxnOKwDkLWoTqeTwZSqJbmkFotFuuD557mio+WCCVl6eak+MlzU0tKCqqoqzMzMiBdbq9XC7XYLKiwajcprwIYgDrgcxjUajayviQijTYRqKJuIqCITCh6JRKS44HDIhhWKLBag95R/J/9dDo5kt/JgZDabhf/KzwlZpodXl3xtmfymosdEdSQSkc8jV80WiwWnT5/G/Pw81Go1AMg9kkql5N7hfUlvZz6fFxuPUqlER0fHEV8z1Vmn0wmbzYZIJCKvb19fHwDgwYMHyOfzMJvNuHDhgpQ3rK2tYWlpCblcDi0tLcjlcujo6MD6+vqRDvNXX30V9+/fx+3bt6FSqVBTUyMKazAYFIvK+fPn8Yd/+Ify+losFlF5ifniQWlra0vuw1QqhbNnz0Kj0Qh+KBwOCwmD/ec6nQ7hcFiG2kgkAp/PB4PBgGQyCZVKhVgshmeeeQbT09M4deoUnE4n/uiP/ghWqxXnzp2D2+1GoVDA008/jaWlJaTTaQwNDeGXfumXcOPGDdy6dUvS/11dXdJH7/f7cfv2bcTjcYyMjIgdwGq1oqWlRSwLmUxGnoODg4PynXXixAnk83kcO3YM1o+7zx9dP77r0UD5V7xmZmYAHHTUPnz4EE888QSWlpbw/vvvo7u7W1ShUCiEtbU1rK6u4tlnn0VTU5N4Xaanp4V519TUhLa2NlkFvfbaa3C73fjKV76CV199Vdae169fRzQaxTPPPIOrV6/CbrejtbUVV69ehcFgQGdnJ65evYpyuSzqWLlcxvLysoDBGQpiSnNnZ0fWvPv7B33BTqcTdrsdjY2NuHPnjjygWZ2m1+sxMzODlpYWBAIBeDweDA8P4/79+/KlVF1dLUMLmYpnz54VRZWQ8ps3byJ7/O9g0xSQ13dneRgbP/j/SOiAfiN6oxQKBVpbW2WAIJdzfn5esCkc5tiHzICCTqdDXV0dFhcXD3xg+xWo+p5HxdmEveg0tu5/D1VKhfi3uN6lj+nChQsYHR1FW1sbPvjgA3lAGQwGeXgRSq7X63H69GkABw8SVv8x6JDNZlFfXy8PpOrqakSjUcTjcQFz7+zsSFgCgLDz2I9ts9kwODgoCWUO01QnyBwsFotoa2tDKpUSnmVbWxtCoRDsdjsWFxfl72Va2m63H1lv80FLta6qqkr8sORREg/EwANN+9XV1bIqtVgs4u9iOIpd5D6fT4ZZqoiHQzFUeViRCEAelIdXwVy5MvHO34Ugd/ocaTlgOr5SqUjDCB9ei4uLUKlUaGxsPOLtY0jCYrFIAwoAGUoMBgP29/fhdDqxsLAg7EtaBzjA0Y94GP3EYU6r1Uq1JzcFtITYbDbxQ3PAonoGQP7bAGRY29jYwOnTp7GwsHAEHcQEPhPz9E4fJhTQmsF7kmtPHvo6Ojpw7949lEoleL1e+QwtLCzAbrfDbDZjZWVFqgbpK97d3UUmkxFcE5ViYoP4/UP/LlVXBrt4AKAvlQdiANDpDfA88fOouJpg3F7HzuBfwGo2YW1tTWDhGxsbMJlMoiwTMu5wOLC3t4dEIiEK8OEWqaqqKuHY2u12DA0NSRjl+PHjwrxsb29HVVUVxsbGJMykUqkQDAahUCgwPj4uqnMgEJADBcMjiUQCHo8HU1NTmJubkw1Dc3MzotGo+H1pL+Kzh9/lZFMSo9PU1CT31smTJzE2NiaHTRZEfP7zn8dv//Zvo7+/Xw7Ho6Oj0Gq1aG9vF7Zva2urMJV9Pp/YFlKplHwHejweXLhwAe+//z4sFgs++ugj1NXVyYF/cnISHR0dWF1dhVKpxPPPP4+5uTkkk0mYTCZ8/vOfxze+8Q309vYKT3htbU1IIKRsMNhqt9uh1+vR19cn/y4PDGSkXrlyBQrFQf3so+vHez0aKP8K18bGBubm5mA2mzExMYGnnnoKb775JtLpNFpbW+VkPzQ0JJWEqVQKx48fx9LSEqamptDY2IiOjg6srKzg7Nmz+NGPfiSmfvasUu38pV/6JczOzmJ5eRnHjx/H22+/DbPZjGPHjiGXywEKJd6JKDERL6Icm0Vp+AdQoCI8QlZU2Ww2Ufx2d3dlPZhKpeTLpbOzE3NzcwgEAlheXhbPEbuuD/MB9/f3EQgEcP78edy+fRsbGxsoFAo4fvw4NjY2JKhCb+nAwMCB7+njm5otJdvb20h6TmG7+cmP16D7KNz6JpSTV2U1x4GFvicGGwqFgvw8HHaYvGUYoKqqCj6fT1ZHfDip1Wo0NjYibO1FqeNpHK6cy986qNY7fCqnOsn1MMMTHEBopGcwg8lSeuPW1tbg9XqRzWZl2ODDkZVvXFOpVCq89NJLuHHjhihv/f39uHXrlvQms5mFjT16vV5O20xal8tlaYk4fvw4yuWywJQ3NjZQX18vKy1W5DEZSqQO1UrC2Pme1dbWymvOus1QKIRyuSzJdjI+FQoFVldXJYhE1YADD6HPHADVarUMSR0dHdjd3UUgEMCdO3fEz0iUCYMP7GVmSIVKLz+DTCEzfFYul7GysiKfH67WJicnpbaSfs2ZmRkUCgWcPXtWLCRLS0tiF6BaSvU9lUpJx/dh6LnRaEShUABw0L9Ndh4AUSnpbWUghv5OMgEZlHI4HMI+ZJqdB4z29nYJiKjValn98YCm0+nE28fDgsFggMFgwObmJk6dOgWv14upqSmph+S95XQ60d3djatXr0Kr1cqhhat6HlKp9tN7SJWPWwIe8ohzMhgMwqLNZrOwWq3STe/z+TA1NSUNMryvCXtnYIp2AKVSKYdj09nPShIclQrKIz9ATeKh8B35MwI4okxXKhXxglKZZfq8urpa6v+IpCFUv6mpSXzEHo9HPMpUzpeXl8UPTWD7wMAAbt26haamJmHvdnZ2Ctd2dXVVqmTL5TLW19dlRQ0cbA/4LOno6MD169dRV1eH6elpCeuRUkHbSVNTk9wrxAy9+uqr2NjYwMOHD5FKpdDR0QGFQoG+vj5cv35d/LT0C589exbf+ta3YLfb0dHRAZfLhfX1dTQ1NUkX9+/8zu/ga1/7Gn74wx+isbER09PTWFlZQU9Pj9xLIyMjaGxsxPj4OHp6etDS0oLr168LFYQ/e6lUQm1trQzitNs0NTVJ8l2hUGBqakoG+MMYLlqe2CL3+OOP4/nnn5cCi0fXj+d6NFD+Fa7h4WEolUosLi5iYGAA3/jGN+Dz+cT4vr6+LopFOp2WFoGOjg709fWJKhAOh+WhU11djUAggHQ6jZqaGuzu7mJ4eBjRaBRf/vKXcfv2bUSjUWxvb+PWrVt47LHHhK22bOjAbHUL8PEwlrvxdVTG3oTNZkMul4PRaJRmBofDgXg8jrW1tSOw6/7+fjHJs3+4rq4Ot2/fFtTOxsYGWlpacPLkSUxMTGB+fl6Uzvr6ellXjo+PS2OQ1+vF9PS0rAW5+m1raxMGWyKRwH4FqHQ+A4W7GbvhSeRvfxva6oO0clVVlYDMmfrd2dlBXV2dhHK4spyenhaEB2HUDodDoOPd3d3iU43H4weesku/ApW/W97f7aUhxP/818VXxYe8x+OB3+/H/Py8cAYdDoewGw0Gg6i5XNFziOADnMlPv9+PeDyOaDQqgQqLxYK9vT0kk0l0dnaip6cHb7/9tgyKDLAQMJxIJIQxp1AoBPYbDAYRi8XkYcR2CwCikPl8PqRSKRmQlUqlpO8ZbNFqtQAgBws2TVBFYuqXAzHZoYlE4ki93NLSknhazWazeO04NHHVZjQa4XQ6sby8DK/XK/5VBtqqqqrQ0NCARCIhaWyGvci5o7pHhZoqIz2btEUcXkketi8AEA+py+WS2j42OlGFtdvt8tll8pU4Km4nqKJR8eLDn55frht3dnYQi8UkLUu1khB0Dn5U3ui7JTeS62+GGfgeu91u+f3T6bRwPmkb4ftB6gBDXiQCkNFaKBQkcUwPpslkEjRXPp+X9Slw4OUklofDNlFR/C7Z3d2V+2Z3dxcOhwN+v/8IP5fqs0KhkCAjfb8zMzMygPNnPKzMHj7ouH/qN44kwdWpeQRX3pTDBINTPHwzuMXPi8/nQ1dXFyYnJwEAExMTaGtrQy6Xg9lshsvlwuLiotgfeEgKBAIwGAxYWVkRxZ/vsdFoxLlz52SoHRwcRE1NDU6fPo2hoSHhMzJYdfi7mfg3v98v7F12iFutVglUhkIh9Pf3Y3x8XBqoNBoNHn/8cQwPD+PEiRMYGhqSYJDRaMQnPvEJTE5OIhqNIhwO44tf/CJu3bolTWz05ldVVSEcDouPMRqNYn5+HufPn0epVMLo6CieeeaZI81YdXV1wlANhUIYGBgQWxHvvfHxcfT29uL8+fN48OCBHLo7OjqwtbWFhYUFoY0oFAclCwxZHt4w8ABWVVUlnt5isYjl5WURAlKpFDRaHYKf/GV4ex/DqQY7fuXxJqiqHkHP/7rXo4Hyf/AKh8OYn5+X2q/bt28jGAwiGo2K+dput+PevXuSpHW73aitrYVWq5XkWXNzs3yJMHFHREw6ncb4+DgmJiYwMzODJ598UpQrkv7z+Tyqq6vx67/+67jy//4LLO9o5WfcXhpC4fXflIcTPShc1ezt7SEWi6G2tlYqqWKxGCwWC1544QUkk0nMzMwIfmZsbEyUjr29PeGi1dbWys9hNBql6usw1ocruRMnTmB+fh5VVVXo7+/Hw4cP4ff7kc1mpdecvdZc9XENTIWRCsulS5dw584dKJVKbG5uStKd3jD2eBNevba2Jq00DJFw+NNqtajq+ySUfS+KOrpx+1tIf/g1YfMdbq/gw54qNNecHJDYa3sY6NzQ0IDt7W1ZEdntdllvE5djsVhg/bhGjuDd+fl59Pb2yin+4cOH8Hg8WF9fRz6fh9vtRkNDA4rFooQvHA6HfOYCgQAePHiAdDotik8sFpOHZ7lcRn19PUZHR2UIZ8LZ4/FIh7ROp8Pq6qokkInuITKHQ8ja2pokrnU6nQwpTOt7vV6k02kAkAcp3x8C9xkq4qBACH0gEBCKAQdH/s+HmzOKxSIikQgCgQDW1tZk9cUgGXFITU1NyGaz4gUjxzGXy8HtdsuAZLPZpNEEgKhsRqNRlDXeAxaLRXqnAYjFgh5dqtJcnVqtVhkWeL/xs0Y1mGB5Dv1UhuiH3dnZEQA7YeKVSkV8ny6XC9XV1aIA8z1eX1/Hzs6OWAcYsqAfj4MPUUYbGxsSUHK5XKJC1tbWigJEH9v8/Dz8fj+8Xi/u378viiqbVYijYrCOSiPDQTxksD6TKjEPEPweBCAeWjaU8TXkQblcLsNy/nPSW12p7GPr7rehX7yOnZ0ddHV1SSc8/alENvFqaWkR5Z2H2cO2If59q6urAh9nM9Tq6qqsWru7u0UwYL+7SqXC/Pw8mpub5XuZ6Xam9wmeZzPO0tKS3Ov0VwYCAUxMTEh97eGmrvn5ebEl0VdMVf/SpUvY3d1FOBzG8vIyWlpaxGahVquRTCbR1taGaDQq90hLSwuSySSmpqbQ0tIipQi1tbUYHh6WzzhpJa2trRgfH8fJkyeRTCZRKpVQKBTQ3NwsPxODSel0Gh0dHWJj2t/fx+bmJo4dO4bNzU2Mjo6isbFRKASHu+H5fnOrRTQUD5mszWQ7UTabhf70K/LZUAD436+04h8+2fITnyP+V78eDZT/A1elUpHVNtN8XCG43W45BZK1R5M84apsGNDr9VhfX0coFJK0r9/vR21trRD+33zzTWHKUcXY3NxEbW0tFAqFoBwA4M1V4Icr+wAOUrPb976D/K1vys1K72GlUpFaMDLjyHhkNRhvQiJxqCzQ78Ru2HQ6LegfQq6Z8FxdXUVPT4+sHNVqtVTK1dTUIBKJiH+SoHWup/f29rC6uiqqy2EDPH2YVCiy2aw8EEulkqz4+TMXi0WcOnUK09PT0tLw7LPPYmRkBCsrK3JqdbjcqOr5BPLVTuxFZ5D+6Buo7JclqcrB4Pjx43ISHh8fF3WZX9xMb7tcLnkYEolCdE5tbS0ymYx4OzmIhEIhGSKY6D4coOBwxsFQqVRK2rK3txf37t1DIBDA/v6+KBt1dXVYWVk5gg/ia8WeZp1OJ3YGp9MpylQ2mxXA88rKCmKxmISYcrkcHA6HPMytVqus7vleUpVimndra0tCIuTc7e3tIRqNymBKFZPDEwd3ooeqqqrkIct1ucFgwM7ODlwu1xHElNFolPeuUqnIapnhEybMqZgfrmasr68X3JTX64VarRbvKxPohPVzmKFSRLIAFcx4PH4E9XM4pNPY2AilUom5uTnByVRXV8NsNsP6cYvQyMiIoHcOq3Q8YPF3YvipurpafIf19fWorq7G1NSUfIfxdaPv1WazCZeWLS/pdBoGgwGBQAD5fF5aj+rr6+WQZLFYxBN6OCRUW1sLg8EgaXgqh0ztc8XOINXGxgZyuZzcF4cB6fT+0bpxmHW5sbEhvlqq0Rzyt7a2pGNeqVRivwLYLvw0jI19QGIeW/e/B6XiYBgNBALCc7Xb7djd3ZVQCe/N3d1dDAwMYGxsTDBHHMzMZrMkjomn4mGHn1cqrvT1+ny+I9+zLDTga0F/rdvtFr9vIpGA3W5HJBKRelkqnJubm9jZ2RFLBAcrqvYWiwUDAwMYHh4WzmtdXZ3ghfb397GysoJsNgu/3w+F4qBHnLanJ598ErFYDMlkUkSEfD6PYDAoRRPZbBbHjh2TATmdTiOVSiEYDGJ/fx9f/OIX8cEHH8BsNiMajWJ9fR29vb3I5XI4deoU0uk0JiYmMD4+LgUR/HzV19cjEAigUChgcnISZ8+ehcViEeWV3vZisSj3KSkPkUgEuVxOlOO9vT1EIhHEYrEDi8yL/88j6vWFZie+9qWBn+wg8X+D69FA+T9w3bhxA++++y5WV1fFvM60LSsOFQqF+HioXBDUy7QuvSMtLS2yBjhcBXX79m28//77qKmpwde//nU4nU48/vjjCIVCmJubQ09Pj4SClEoldAYjbufM2DJ4kV8YhG7xQ2wU8vIA8nq9ACBfavziM5vNApVubm7G/Pw8vvjFL2JsbExaH86dO4dAIIDf/M3flGS6yWSSLlem2flAMplMcLlcojbk83nYbDZJ/WUyGZw7dw5DQ0MCpt7Y2BAY8ODgoHypx+Nx1NTUiPF7ZGREHtoWi0UGXfaKm0wmqQGjZ4sd1FNTU5J+ZVp1fX0dm5ubEs6h1+swEkWpVAqOCAA6OzsBHISyGhoaMDMzIw0wu7u74i+yftylTeQLBwa1Wi1YJQY7OPBzFUi1RavVylDGlCoTnFRKCEzf3NxEX18f0uk04vG4fHHTw7ixsSEqFT8XXBVyYCa2ZXt7W5QO/n0chBwOBzweD+7evSvNPSqVStKwfLDRe8oBksrZYQ8X7yH6C9nictgDR/8U1X4OImxzor+Ta9fDA4vb7cby8vIRBY8tSFwPc8A6jPdh2pz+OfpICePmw4mBs/39fbFjcNDmcD4wMIAbN27I+8jXmSGpw++pyWSSKkyFQiFJZ74OVEQ9Ho8k5ZluZxsQKxnJMuUakFiX7e3tI7YFfg7IVqW9wGAwwGw2C0R8bm4OfX19WFtbQy6Xg81mk9+drTL0IxKlFQ6HhSHJe4BVmGazGR6P50iYikMnfwcOc/RLM2nOph8OluSHUn0GIIc1DtvksFqtVsHk0GdNX2Bra6tgmvR6PVpaWrC2toaOjg4B1zPFXVdXJwn3paUlAJCfz+fzyWaDfmHaSywWC1wul3icab8wmUyy4mVrDt/DwwcvDvvxeFxCWaurqzLE0ovq8Xig1WoxMjIifmF+F1YqFTQ2NgpO7Utf+hLefvttaLVazM/Pw2w2Q6/XIxwOQ6PRiJJ69uxZ5PN5ZLNZ6QwHDryh09PTOH78OHZ2dnDmzBl861vfEsXf4/Hgl37pl7C4uCiDdKlUwokTJ7CxsSFJ7729PQwPD2NwcBCdnZ0igLD7XKfTYXZ2Fr29vdjY2IDf70ckEjliu2CnOw+kSqVSEFTZbBZLS0vyvbq5uQnNiU9hs/ESoFA8Uih/jNejgfK/ce2V9/G7Hyzg1mwMMzffRPbWt6DVqGVtqdPpYLVaZd3DRGKhUEAgEJAwANOn2WwWxWIRmUxGHjq1tbXy90UiEWSzWfh8PuHc/fzP/7yY7ukFtFgsOHbsGCYnJzExMYGNjQ2Ew2E8ePAAzz//vLAt6cfjYBeLxTA3N4eLFy9ifn4etbW10hhDiLFWq0Vtba0MesFgEMlkEsPDw2hpaUGhUEBvb6+cNAnxnZqaEu/M4uIilMqD3liqKVtbW6iqqjoCuaaPDYCs4zj0HAZhc8hiRR5Th2azWf4ZAw96vR5arVawF3yQc2X79NNPy4OBQHciTAjjdjgc8kVkNpulqYQg62KxKNw+okSSySRaWlrgcDiEachQDFfShxtnqOTx/WSTDD8TiUQC29vbqFQq8mDnIG2322E0GvHw4UNZ9TF5yoQyO9NpZucDjslig8FwRA2k8Z3DCV9XrtAJTSdTlOgfj8eDbDYrP0f24/7kra0tSd4y+MChjoMG17tU4BUKhUCNGRBiitjj8cBms4nniiE2egLZ2b23t4eWlhbs7OzIg5ivq8/nw+bmJkKhkKiAXI/xM8YwB+/vbDYLg8EgK1puIFjByVUoAMHVUFlnVWA0GoXf75fPNhucyHHlf0+pVEqimAMTAFG1OKgQ+E2/H3CgIN6/f18q7MbHxwUwTz8w7ykO7VQDObCTH3rlyhWMjo7KapFEB6JgOBTzYMp6T4vFguXlZXR2dmJ9fV3uR3p1LRaLUACobnKIJh+UBysOhIdXnxwW+PngcEDs2eGDBl8rKtQmk0noBDy4cbtEb3kqlZLaUQCCZKIXtVQq4aWXXsJ3vvMdVCoVsT/U1NTA6/XCbrdLeQFtQR0dHZidnYVarcbY2JjYjtxuN2KxmBwIeEisra2F2+2GXq/HgwcPYDab0dPTg83NTQGY83DK+lmGhra3t2G322EwGOB2u4W1GY/HpZaTVp1UKiWbjJMnTyKbzeL69euwWCxoaGgQIPrw8DCsVisqlQra29ths9lw8eJFpNNpRCIRGXjJGfb7/eIbXV1dFVtET08PvF4vRkZGoFarBYPHA8lLL72EVCqFN954A01NTVhbW4PRaMT58+exsrKCEydO4LXXXpPgns1mg1KpFExef3+/DOsPHz4U+wTrfB0OBxobG6W1x+/3Q6WpxrK+Fb6+x3C60fnIQ/ljuh4NlP+N69+/N4d/9+4sKsDHgZdvoDL2hnD4nE4ndDodqqurRckgXqS+vl4GS7VajfX1dZhMJoyOjsLlcqGpqQmZTEbM1aFQSAbS5eVluXHq6+tx4sQJaV3gl0d1dTVu376Nnp4ejIyMSM8vFSiupzhc8BS7t7eHdDotQOampibs7e1henoamUxGav7Y5byysoKamho4HA60t7djdXUVyWQSOp0OnZ2duH37toRXstksXC6XAJ5ra2tx5swZVCoVvPfee9BoNFheXhYo+/z8vHijmpqaoNPpcOvWLeh0Ovj9fkG0FAoFeW3pHePahOB1tqa4XC45BQOQDm0OHB6PRxSYQqEAn8+H+/fvC+qoq6sLxWJRXiP+3WTBEW3hdDplYKLnibgbrmqYpuZ6kX40Npow+MDBkUoIE7NVVVU4c+YMPvroI/GVESdCX+P6+jp2d3clqU9uZk1NjYChiTYCgJWVFVkF88FdqVRw4sQJFAoFLCwsSFUnV7oul0uadLa3t+H1emV4O1xvScTQ4RX2bmkP+lOfhi7QDWVqCakP/wx7pV1RoDY2NiRschjXw39eqVRQU1MjiX4OxUqlEi6XS+wfRqNRmmgOh5xKpRLsdvsRiwS5ekTiVCoVKR1gYIVoK6qmTEhzIKKiyJ/xcHCFMPfm5mbBG2UymSNBFdZoWiwWSWsfLgQgeoiDF1fGDNnRo1YoFNDd3Y14PI6ZmRlp1uEh1mq1SusVB1CmY3lP8e/l/7+3tychQaq2XM8qlUpR2fnnqbBnMhn5Lqyvr4fD4cDY2Jj8Wfqg6cejzYB+XX52zWaz8DD5s/Lvps+W/jjeW5VKBR6PB5XKQSf86Oio3B/08BaLRXi9XklcR6NRdHV1wWw24969e3KI8fv9yOVy6O7uhl6vx/vvvy/fA0ajUQa23d1dnD59WryNfH3NZjPi8Th0Op1sQ4xGI2ZmZtDU1IS5uTkZgtkAMz09LTYUtsrQM1pXV4d4PI6dnR3xqyqVB01aACTA1dDQgHA4LAdxEh6y2SyefPJJRCIRKBQKaDQaXLt2DZcvX0ZjYyOGh4fR3NyMiYkJtLS0CDaKHneGOGnbIXWC6C273Y6pqakj9xWLNhoaGiSpHgwG0dvbi+HhYQQCAUlmb2xs4MSJE7h//z7u378vTMmZmRmppWxubsbW1hba29thMplw8uRJFAoFjI6O4uHDhwJ1pzCxtraGVColajJbf/b393Hp0iXMzs4ilUrh1KlTePnll+HxeP6Gp4v/da9HA+V/4/o7f3QXN+aT8r9vLw1h643/AwaDAVarVU6TBObyy7WjowMAZM1aqVREtUomkzh58qQMd0w/EtVC9YtfwJ2dnRIwGR0dRVVVFdLpNHp7e7G6uoqamhpcvXoVPp8Py8vL2NrawuXLl/Hhhx8inU6LqZqeQa5m1tbWcPnyZdy7dw8ajUY4ZpOTk9JewS9D1st5PB6pYNNqtfLzEprLQWNkZET8TvSFOp1ObG9vS/cyeYlGoxF1dXVYW1uTk7zBYBB8SjKZlCFDpVKhWCyK6ZsGa7bbeDwePPfcc7h//76kjTmIOJ1OWCwWwX6wNpAVmDTA19XVSfOHVqsVNA/wlylpBoV8Ph+uXbsmK1ymGbMftyPZ7Xbs7OxI8051dbU073DdTdWLa3OuwDl48P9OJc9oNMpqkQnZUCgEnU6H06dPSzqfijB/l8NrfnoV6V0FIOt+pmrZ2U5KwWEvo9VqRQUKbDU+hipPG0qRaVTG34JadfB/u3DhAl5//fWDIMjxF2E6x3q8fWzc/nNs3v2OhBloxaB5nocZKgsGg0GGBh4mHnvsMWg0Gjx48ACbm5sCeS8UCjIIc21O+wG9fHyf6bk9HJ4iu5ODOwcMYnMIhabCx6YlPvQUCoVQGqgAWSwWGQapzBLlQ04llSP+N5kOJ392Z2dHINn85263WziEpVIJq6urMJlMAlinAur3+wEcrOpPnDiBnZ0dDA8PAzhItPPv5evIz0J1dbXwJqlGvvLKKxgaGkI4HIZerxdVNRKJiOLMAxK/D3nfxWIxZDIZoR5Q/eZrbLVaEY1G5RDHg+3u7i7a2tqwvb2NcDgsOCsO+FxzUn3mf581mAw9MaG8s7OD3t5esdhQ+aRKzHulUqlgYWFBPu+8f8jebGhogEqlwsOHD2GxWLCxsYGGhgbpmKZFoaGhAfPz8/KZBA78m11dXdBoNBgdHRWEHL+bDweTDAYDnE4n7t69i2eeeQbLy8vSEuZ2u9HU1ISbN29KtSxwEKTU6/X4+Z//eezs7ODrX/869vb2RC30eDzyczscDlQqFRw7dkxqSNn2o1KpMDc3h87OTvFds3ubdZRutxvHjh3DvXv3kM1mMT8/j93dXZw4cQLJZBL19fWYn5/Hl770Jfzpn/6p+OBp2dnZ2REiSiaTwfT0tGD1eNiKx+Po6uoSwYN2In4m+N2q1+sxOjoKlUqF/v5+eL1eRKNRqFQqvP766+jt7cXly5dx7do1XLlyBT/4wQ/Q19eHs2fPPur2/jFejwbK/8Z1WKFEpYKqyR9BNfMOrFarnIiI9KCJ+/jx4wLgpZ+QjSaZTAYDAwNobW2VdVIul4NarcbNmzdlgEmlUqitrcVHH32E7u5u9PT0YH9/Hz/60Y+QSqXE83Pnzh3xRbKJ48MPP8Tx48cRj8fh8XiwsLCAY8eOIRQKwWKxIBgMysBltVqlenFmZkbUmO7ubnR1deGtt95Ce3s7JiYm5L9JYzqZddXV1WJ8fu655xCNRiUxWi6X0d/fjxs3bsBut2N2dhYulwtbW1toaGhATU0NpqamsL29jb29PXkQMhDDtZXVapW0uclkEuwIB1v6O30+n6hUfChQDbRarZL8ZbK1UChga2tLUE5qtRrBYFBCEJubm6LEURmhcngYZ8Q/SzzMYfYgBxiXyyVfiAqFAtU6PYpNl1C2N6AYmsLG3e8AlX1ZvfILkp7SqqoqGU65CuTQCRy00lAVZ6CkVCrhzJkzuHPnDvr6+pDNZhEKhSQ5zMMAV4pOpxNGo1F8pUSxEK1zeAj8PxsUt+59Vw4OfD+tL//6EeP79tIQkt/+52ItoGJCtZPsU4aR2HBE2DPXsnV1dYJMYtK8UCjAarVKyxBDCFzta7VaeDweCRYwYMHQFIcrrl+pPNITys+70WgUr+3W1hZ6e3sBHPQLs0mEaWTaDWw2m9AM+Nqwccdut0sQiL5GHiLpReThgF/VvP/or6SylUwm5UDG1y2dTsPpdCKbzcpBkUMzkWVMGFOFpSJG+gTB44FAAHNzcxLSop3B7/cjnU5Do9HA7/djbGxMuLUMifAwxKpMi8WCeDwuoRiulamA8t4zGAwIh8Py2WA4kIfFcrks90hHRweWlpbks3C4HIA2j0AgIN5for0+/PDDI4gp+jip6PJ7/PLlywiFQsJPpQ+T6vTm5qYcpOPxOFZWVqSwolgsIhgMymF+eHhYwmxU8I4fPw6LxYI7d+7AarViYWFB+MDlcllqBHt7e6HRaATfNDk5Kf7tqqoqOaSYzWZoNBpEo1EolUqoVCo8//zzuH79OhKJBE6cOIF79+6hUqmgu7sbm5ub4stOp9O4cOECZmZmoFKp0NzcfMSisrm5iba2NvFW8uRT+64AAQAASURBVB6w2+1iY+Ahzmw2o7OzE3fv3j1YN3+MUqqvr8eXv/xlWCwWXL16FR999JEIKi+99JI8T9577z309vZKG9vzzz8PvV6PxcVFrKysiAL/8ssvw2KxSA97KBTC8PAwzp8/L7Wex48fx8OHD/Hiiy/i9ddfxz/8h/9Qht9H11//ejRQ/jcueih/cGcSxu11aBc+QCGfEyXHZrMJcoMPA6pNxWIRLS0tcpLP5XJoaGhAY2MjdnZ2cO/ePXg8HmQyGUmvTU1NIRgMymmWCUMqKsvLy6IcpFIpuFwuNDY2YmFhAe+++y6CwSDGx8dFhauqqkJvby8GBwcRCAQwMjIi3k0+MOPxuKziCJfu6urCxMQETCaTNLGYzWbxtqjVapw6dUq6wPP5PG7cuCGvC0/q9LFZP24y2NrawosvvojZ2VlRXbxeLzweD0ZGRuTnrqurw+rqKtra2qBWqzE3NyfrMI/Hg1AohObmZszOzgqXLxqNIplMwu/342d+5mfw1a9+FdPT03LSnZychNFoRCQSkRUnfYeVSgX5fB61tbVSlVgul0V58fv9kirlmpuvGYfHuro6qWJkkID8TXLr+GDP5XJQ9n4SutOvyECWu/F1bN37rgxu7LalL5Ggaz5kD/vpeCjZ3t4WrqNGoxF8CbmN9FgVCgUZGIxGo6TU6UukwsaBiMobQd4AoH76H/1Xg2Lu+/9Kqt74ebJe+GkYznxWfs/CrT/H7uD3RTkkVJor0MM4lt3dXeh0OvT19Ympn2ERi8UCj8eD2tpafP/73xfFlkERpn0ZRgIgtgjgIGDFz4xGo0FnZyeSySRsNhtWVlak5YWcS6PRKGn4fD4vgxaVm8NII3ZgExZORZ68TiagTSYTtFot4vG4+GJ5ODw8xNGPzAGXoYtIJCIhF35WuEbMZrOy6mYIh2D0/v5+6VznoYGDO7cJS0tLqKqqkgMSh9rD+CMyNgHIgMomK4ZrOAjTbsBDOAc6HvaYrOZGgClvVmTSD0gGIpPUDDzt7u6iublZMEZU8Fg4wOQ3+bUGg0EOrfRYFosH3eL0v/N9K5fLSCaTqKurQyKRkFCSSqWSzzCDTSaTSTyH4+Pj8n7TwsPgFgM7HFg5NOfzeTQ0NEjRwd7enngyI5EIOjo6ZAX92GOPYXV1Ff39/XjrrbeQz+fR39+Pz33uc1hfX8fv/u7vig95YWEBra2t2NzcRE1NjRzAtFqtdI1zgAWAtbU1dHd3y/BOvyq3MDyEhcNh7OzswOv14qOPPpKKzerqaszPz8uf29nZwQsvvIBKpSLp7+npaSwtLeE3f/M3odPpMDY2Jqgzr9eLxcVFBINBlEolTE9Po6mpSd53j8cjXs29vT38nb/zd6BUKnHr1i1YrVY0Nzfjhz/8ISqVCk6dOoVAIIDR0VHEYjF84QtfwL//9/8eX/7yl3Hnzh184hOfQDQaRXt7uwT0Hl3/89ejgfK/c7333nuYn59HPp9HPB5HPp+X5GokEoHRaMSJEyfEg8RBZGNjA/l8Xjh23d3dYlpmeq1QKODEiRMYHR1Fb28vdDod1tfXUSwWcevWLbS0tODYsWMoFou4c+cO8vk8pqen8cwzz+Cpp57C7//+76O9vR3Xr1+XphAGb8iwzOVyeOedd/DSSy/h5s2bsr4kZJbGffqByCLkyTsWi0miuKamRmrs2N28vb2N9fV1BINBJBIJ5PN5BAIB6HQ6qb3imo5+KKaKx8bGpFuVqU4A8iCk+qJSqTA7O4uOjg7BXXC90traKok/eh85ULMFhgNZMpkUEHVtba2sx5aXl3Hy5Ek8ePAALpdLAjfZjzu+yTs73MpCTEcmk4HL5UJrayvm5+eFcUgsSSaTkRDE/v7+wVDX/wtQeDvkM0agOnBQr0iPGh/YXEcy9MI0M5UAmvdHR0fh8/kkvRuLxQREzTU3DyVU0cxms7zGfLin02lRfoxGIxKJhPgwd3d3UdX3wpGBOH/zG9i8+x0JNjEhvVvag+XcZ1Ht70IpMo3szW9CVaU80mYEQJSUw5iVnZ0dUXhpD1Cr1TIgkdvJYdRgMKC/v186kfm6MUHOkFJdXR1MJpNwAh0OBzo7OzE+Pg6tVivMTgY9GMCw2Wziz9rf3xf/Mbuo2XFN6D2tLDwIsT+b4SQGsfx+vzTm8OHL9SetF4c9wTxQZLNZGd6DwSDm5+flQAFAVpTEqFRVVaGmpgYejwfj4+PideW9QgWeYScekvl30+PKTm2q+Gq1GjU1NaLep1Ip+b0Z1vL5fMJQJeeQXj8GoAiydzqdiEQiksxWq9WCzSFiiwotcWpMAh/eEHADMzc3J+BxHtQ5PHPtu7CwINWXVIgPkwdqa2vR2tqKqakpzMzMYHNzU4DjxEbRv05/9uF2JFpK2traMDo6Kuny5uZmzM3NSdiIHmSqd1SOGT7q6uqSNpiFhQWYTCacOXMGs7Oz2NragtfrxcmTJ2Gz2VBVVYV33nkHSqUS3d3duH37tpQNPPHEEwAOiBWhUAgtLS1iI0omk7Il0Gq16OzsxOTkpIQSE4kEnE6nHMQ7OjqkTaqzs1MsYVQ2Wb3KA+M/+Sf/BB9++KEM6PF4HC+88ALefvttqVRk1/by8jKeeeYZ3L17F4FAAB988IFYI376p38a3d3duHPnDurr65HL5VBfX4+hoSEp2AgGg3C5XNjZ2cH4+Di6u7uxvLws/s5AIIBSqSQp/+bm5h/n6PB/y+vRQPnfud577z1JCy4vL6NSqUi9VigUkv7jmpoa6XClSb1cLkv/MMMiiUQCKysr8mBramrC8vIyzpw5A7/fj9XVVezu7iIajaKxsVGA5wsLC1haWkJbWxsSiQR6e3tx9epVAMDo6CgCgQCCwSCGhoZQKpVw9uxZ1NfXw2az4Y//+I8BQL5ER0dHpR3i5MmTiMfjWFpaEj9MS0sLXnjhBYyPjyOVSmFpaUnadTo7O4VpWCgUMD4+Lmvop59+Gi0tLdLtncvl8OKLL+Kjjz6SykB64wDI0JLP58WEfubMGYRCIYEer62tiRLHBy8bStjKQeYhQdyBQEA6kGlmLxQKWF5eloTs2bNn4XA4cPfuXYTDYVE9GSwgd5CpVA48h9U8DiQM+KysrAhEnUMbB0muEJVKJYxnPgvNiU9Jw9HG7W9h4863BGlDdY4BIK7iTCYTwuGw/DOu/KgiUY2hf5dNJwqFAi0tLTAYDLh3754oahz+mG5mFZ9Wq4XdbgdwMJSR3cnPzPZOEbr+l6Gt68LO2jhyt74FVA4GRKoGXCEyZEReIh/WbBUiaocNKcFgUO4Pejj5WtAPCRykW/k54eBCVRWA2AIAiArDJhsOC2QDcghjpSH5gHa7XcIv9F2Sf8kBi1aEnp4epNNpSbhTDSfzkoGUUqkkrwWZlfRnHg7AUAnlcEqFcWNjA1tbW/B4PMLx5CaAad7FxUWhNvA9qHwMFPd4PIjH48Iq5bC9s7MjloLTp0/jwYMHR4I6KtVBRSj9a1arVfiNs7Oz0Gq1YvUgAYAK7NbWlnjiqIxygDkc+OFaP5/P4/HHH0dfXx++853vyEGHQZNEIiGDdSQSgd1ul7+XYHMGRHgwZlCJq3daEfgZIKieAO6qqiqYzWb4fD7Mzs4KlUCv18vBkj5yKpO0O3FlTqWaKjKHTrIVx8fHBdPFoBrLA3gfhsNhqFQqtLW1QalUCi6IlhCHw4Hq6mqMjY3BZDKht7cXbrcbCwsLyOfzcDqd0Gg0ErpJJpMol8uw2WwwmUyYm5uTNXQikRCm7djYGB577DGxViwuLkq3PG0dFosFTqcTH3zwgdwrtAdw05bL5SRctVfeR+3TX4SurhuK1BJ6VVH0dHXi7bffhvXjwoXe3l5YrVacP38ef/AHf4COjg58+9vflp+Fr+uVK1eQy+UQDofR1taGjo4O3LhxA9PT06ipqUFPTw+cTiccDgd+8IMfoKurC4899hh+5Vd+Bb/+67+O6elpgb6TYtHY2CjfEY+u/7nr0UD537nee+89AJAv1fn5eezv72NoaAh2u10UCbK8isUiLly4IKfx0dFRCaDMzMwgFovh5MmTMhx++OGH8Pv9sqJZXV1FS0uLJFX1ej16enpw9epVJJNJdHV1YXV1FV6vF3fu3IHb7cbKygr0er1gglivVSqVMDs7C6/Xi6WlJQGLl0olGQ4MBgNOnz6NyclJaQGi4tPX14d79+7BbDYjFoshGAxiYWFBUDxshdndPehbttvtmJ6elkGaKl4wGERVVRWuX78uPiYqhQMDA/jggw8kube4uCg+HOJazGYzHj58CIPBAJvNJoNjsVjE+fPnMT8/L0gOshqJx3n55ZexvLwsJ1NyJZ1OJ+rr6zE9PS1+HypI7BEGDrqx2d5APMjs7Cy6u7ul7pFhDbPZjKqqKmkcKRaLaGpqkqpK8jpLe2Xo+l+G0t2M3cg0quffRy6bgVarxcbGxhG0EJUgKj4MPBHJE4/HYbFYBLFD1YTBJqpTrD7k5ww4UJcJPyfQ/nATDdmPfC8PexKZtqbqo1KppKmCQyUHBAYSeLFG8zCImQN7W1sbCoUC1tfXjzA5uWJTKBSCOFKpVAgEArIFIBNWp9NheXkZDodDrAgMjhUKBaTT6SMcRiJ+qNZyhU7wPMM0bIXiAYWMUbfbjUwmIwqZSnVQRbm+vi7qH5PhhI9zHc5Bka8F8Tb8LFLtpcLDdSsPMvxe4sDElDobouiRJZ+THler1Yqamhqsra0hEonIvcqOZ5fLBY1GI60vZrMZtbW1yOVyUslZU1MjFYbFYhG1tbVwuVwSMnG73Zifn4fFYjniTWWtIdeiBoMBzc3NiMVi6O3txdraGlQqlRAcAMjAwc0Qe+0ZguF9/7nPfQ5f//rXkc/nhcfpdrtRX1+PkZERKZHgSjoQCEjNIf+Mz+eTwBvX8RzOiWAzGAxiY6FybrfboVQqMTU1dYSHW1tbC6PRKAelSCQi3x/0ufLvLpfLCAQCePzxx/H9739ffLgGg0GYxlRzrVarII9IFCFUn6gkp9MpPk3eew6HA4lEQjZY9M42NTVhZWUFdrsdLpcLiURCvg/4WlOtHRoaQn19PYaHhyWgGg6H4ff7JcnPZp94PH6gmJ/5jLTToFKBPzuKX75woBIODg7KQGuz2VBXVye94hqNBmfOnIHP54PH48Gf/MmfwGQySejM5/NhZmYGu7sHVcJEOF26dAmvvfYaGhoacOLECczMzODBgwd44oknEI/HEQgE0NLSgunpaeExPwro/PWuRwPlf+d67733ZC21vr4uDC5Cgi9fvizct0wmg2KxiGg0io6ODgQCARnoRkdHYbFYRAFjqtDhcMjDmPwxgp/pY5yfn4fNZpOqq0gkgp/+6Z/GN7/5TeRyORw7duwI7+769euora0VcG4ul0MoFMLY2Bjcbjd0Oh3a2tokHdrQ0ICxsTFhx8XjcQSDQWmh2N7elrVLOBxGKBSSlDRPyOl0GnNzc7BYLHjxxReRy+Xw4MEDCR5wpV1fX4++vj7cvXtX0rtjY2OiMPj9fjlllstltLe3y2p+dXUVVqsVwF/C2hmwoE/rzJkzuHv3rvgZ9/f3cezYMVRXVyMcDktgKp1OiyrBtRpX4PF4XBKepVIJ+Xxe8D5UGRho4lqKK0XW3dGPk06nJQDC9iSucbli5NDCQAAfVhxE2EbEwAK9esTWJBIJ1NXVycOH63Kr1Qqfzye4qIaGBmQyGaysrEibBy0abHXhmpP2BKaUqWTy64JKBADxagJ/2b9ssVikvYY/52EuqNlsRjgcRnt7O2ZnZ0X5U6kOKg6Z5CXkmK8BPX/0z7EujqGipqYmRCIRLC4uQq/XCyCcVg5WsZG0YLVaBQHE4Bch2/REMwxyOMTEgBeVYa67uSo+HGQidJpqJZPOVCoPK830zVYqFbjdbqjVavHT8X2il5NJ7fr6evGdUvXjoaCxsRHhcFgKF+jLI5qH3e9dXV1YXFxEW1sbrFaroHBisRicTie2trbg8/nE08uDEz8zDBfV1dWJXYHBop6eHty/f18S7lTsCd4n3oW/Uz6fP8JKXFxcFC821Vt6LrnOjkQisqno7OwUdSwSiYh1huUTDQ0NEkBh0n9/f18sTEynt7a24uHDh2Lr0Wq10jXPi55RJvDb29uPDKysQl1eXkY4HIbP5xPO68bGBiwWC2ZmZsQvWCwW4XQ6MT09Ld8JxWJRvN8UJBQKBebn5+U7OJ1OC52BCCd+9/D34j1Npi1Xzmwa4mB75swZ1NbWyncfswILCwvY399HQ0MD9vf3MTs7C7PZDK/XK8gu4qHoz19fXxdl3vHqvzjivfYpcziz/QDNzc3Y2dnBG2+8If52j8eDV155Rf57g4ODcLlcMJvNWF1dhcvlglqtxsLCAqampvD444+jtbUVPp8P5XIZbW1t+Lf/9t+it7cXdXV16O3txbe//W3s7e3hlVdewZ/92Z/hscceQ3NzMyqVCqampmAwGOByuaDX63/ic8X/qtejgfL/4qpUKrh27Rp6e3slIatSqXDz5k34/X5otVqsr6/j9OnTmJubw40bN9DX14e6ujoolUr81m/9Fvr7+2G1WnHmzBncvn1bPCYejwczMzPY3t4WDiA7S3U6HVwulwx59DTSm0k+2fLyMp5++mkoFAq88847eP7557GysoLr16+jr68PlUpFuF8WiwUWiwV3795FTU0N9Ho9Ll26hNXVVSwsLAhYPJlMwm63i+GarR5GoxHT09NwuVyiclKVUasPesbZoLK0tASv14uVlRXxQtGTxi99PoyoXlAJYRct69H29/dx/PhxfOUrX5EBtFAoyBdPNpuVujmGZujjYsPJ2toaXC6XeD2pVPILV6VS4cSJE9je3kYulxMfHVloXM8xYED/Z0tLC6ampkRl8nq9WFtbw/b2NlwulyR70+m0/CyxWEyGpMOpdbfbDYVCIVWGRNZw0GBylOtiDi+HPWH0HjK0Qz8cfXsEAu/t7QnihEMTB3S2pvDnYCiFKgZXsQRnc7gDcMQXeTjUQwUN+MuBk+ojE8pU7w6n6cvlsqyXmcgmmJoPdiqVHNJZJXq4WYWdwvS1sc+eAGRaC9LptNQkkt/JFTYfmFRy+b5wnc+fD4Bwag/DtjmE8nViIIPDDG0HHNYAiCoGQF5/Prz5mvFgwWF3a2sLdrsdmUxG2mQYpOHFNTrDIQTOM/BEHFF7ezvC4TDsdjtWVlbg9Xrlv0mWKtVPBlsOM297enqwuLgon8eOjg7x41GB54qRrSfcAOzu7spwwFpThUIhtg4O/DzksQKXaCCdTod4PC4+UULx+brW1NTIiprqKb8Lstks+vv7MTc3J+tuYpmKxSL8fr8QL9iW1NTUBAAydDU1NaG2thZDQ0PiHydWioxPptFZwRuNRsVKQ/sJ37/NzU2xHQEQoD8P9FVVVdjc3BTKA32uTqcTx44dwze/+U0AkO/htrY22O12xONxPPHEE4hEIhIM5XcGh2veq6VSCbdv30Yul8OZM2fw9ttvi5+c/Fi27NAWQaJEoVCAYeBVaE68DCgUACp40r0Dw9KHUkWcyWQQDAbxj/7RP8JHH32EYDAooSiGCrmyp/3h+vXr2N3dxdNPPy2cyubmZty4cQObm5vI5/N46aWXEIvF8Od//uf4x//4H0Oj0eA73/kOvF4vzp8/D+CgWISMWKL/Hl1/9evRQPl/cW1tbWF8fBx9fX24ceMGXC4XZmZmsLi4iKamJjQ0NCAUCmF6ehpOp1MedrW1tRgcHJTVNE/3JpMJAwMDyOVyuHv3LlwuF86dO4fl5WXxWtIXaTabMT8/j5aWFpw8eRKRSATvv/++KBaEdBNZQeMy04mhUAg+nw8ulwu/8Ru/gW984xvI5XLIZDKYmZlBV1cXrFYrnE4nlMqDfuiqqircvn0bLS0tkq7W6/VYWlrC3t4e6uvrpRYxFovJF3F7e7uoIoODg6Ia0bvH1WBjY6OcWAuFgqy9K5UK+vr6MDMzA7VajWeeeQbvvPOOrF329/exvr6Oc+fOYWFhAR0dHcjlcpibm4PP5xOkEdEZDAtwRcmP+MLCgrSueL1e3Lp1S9bIZrNZBhyqI7FYDLr/H3t/Htxoep+Hog+4E8S+gwAIgvvObm69T7emp2ef0Wg0o/FI1rVlRbHjW+WTsitVSY4TV5y6tlJOnOu4bpVdKSnWZo1mJI1Gs/Ts3T09vXNp7jsJggRB7AAJAlwA4v7BeX4CFct1cis59/i4vyqVSzKbBL7t/b3PWlkpOirgcOEj2sQoFgrjg8EgdDqdGEZcLpegGcz7o1aQwx+bJHw+n1Cc2WwWfX198Pl8R8LIqYHlIMkFlEMhnaNEGOnK5cJPao9ZikQ7GTUTi8WEqj44OEBbW5sEIlP7trW1JcMkf445oQAkYJgmGN4HdHQ7nU5JCyCqG4vF5FwQlTo4OEAgEDiCIpJmp5uZznYuSIyP4aBBja5arQZwiBYDgFqtFrepz+cTJIY94KSFy8vLxZjT1NQkDTDcEJSVlQGAREmR0iU6R4QpHA6Lqcvlch2JWqFkAICkGbCWL53ZAdofR2VNB/KhBewM/Qw6rUaSHnj+aRyjRIEVgna7HeFwGACg1Wpls0H0nm1ZrOqkTIfmHfY819bWykaJ91NXVxf8fr9IgOjwpiOe6QFswNFqtUIf8x4DIO8KamOJ+HIQpERjf39fKv0ODg6g1+tFN8qq1+rqaiwuLsLlciEej8sm0+Px4NatW8JObGxsHBlGaUpsbGzE0NCQaCnJXGxsbIiO2uPxYGNjA6FQSDYKVVVV4kZfWVkBcGheO3bsGOLxuEg1SB1TWzswMAC1Wo1sNovR0VFJR+B9xc0F9X0OhwP37t0DALS0tOD+/fuiz7Tb7RIXFQgEoFAo0N3dLVIstVoNtVot9aHLy8tob2+HUqmESqUSQyLfhR6PB3q9HqFQCFNTUxJqzufQ5/PJc1D43FELD0A2gtwwmcwW7NSfR7RID2tRCg8Z08ikt6X1Znd3F/39/Th9+jSKig6rb99++23xH3z1q1/F7u4u7t+/j7feegs1NTV4/vnn8ZOf/ASNjY2wWq1oaWlBcXEx7t+/j9raWonyWlxcRDgcxte//nVEIhF4vV4kEgmcPn1aEMmpqSmRVJEJe3D8jx0PBsq/5wiHw/KAT05OwmQy4Wc/+xleeumlI47vmZkZBINBPProo8jlchgZGcH777+P/v5+mM1mtLa2YnR0FCsrKxL385u/+Zt47bXXxJRwcHCAUCiE0dFR6ZElmhYKhSRvjENkOByGx+NBNBrF9vY2JiYmMDAwIPR7cXExGhoaREi9sbEh5g6iWslkEs3NzaioqMD7778vFI/FYhExPV9Ut2/fRi6XQ3V1NYqLi+FyueQlQLSURhoOSDs7O9jY2JAKRlIrHEyI9NA8xExJ0thtbW34+OOPJepGr9dDqVTC6/VCo9EIDcjdMClhivQ7OjqEFuKLlrQjozni8ThsNpu4yvP5PCKRCFKpFOx2u7TRsH+Y5zv/WYsL/zZz+Kqrq2GxWHD79m15KZaWliIcDssQwetQGDVFUwOHQkYOBQIB+Hy+X0TxfDYwkw5n/AlRQA6w7A5eXFyU4chsNovbtaKiQlAqomOsrQQgdYhELSlcL4zWYKNMoVHF6/WKa5dtNPx8/A7MF6U8gIggAJFH0HXLyKXKykoxoVB3lsvl0NjYCJPJhNHRUTFfFP4uDr5EfIgMt7e3SyNIIdVYKFngUEx6lk74bDYLr9crw5/T6RTdJhuRGJlTSIeTwi90G1utVkGbfvnQnnkZ2rMvH8n7VK98ilAoJL+3cCiiyYeaP35nIl07OzuoqKiQSKKKigpJR8jn84KG0oVMNoDDHE0v3AwxJJ/XlsONVquVZpvy8nJB6qurq1FUdFh5yg35+Pi4RJjl83m4XC4J9y5EDwsbq3Q63RG3sVqtFl1f4eaHG6++vj4pKNjb28Pk5KT8TF9fH2ZmZmS43tzcBIAjEVBGoxGbm5uwWq1imiGixuWTrnNu0rq7uxGNRmWgYpQaZTYej0fiq1i5OzIygt3dXQwMDGB7exvJZFJ+nlWgzc3NWFxcFDTY4XAICk7zJN/ROzs7Eh9GgxJZHbfbLXrjUCiE+fl55PN5oXxbWlokrF6hUODmzZuyCR0aGhLpRmtrK9bW1lBRUSHXjXpxFmDYbDaEw2G43W5BUjmY22w2PP/881AoFPibv/kb5HI5HD9+XIomSktLEYlEMDMzgwsXLsj7eHR0FM3NzfJe5hpkNBoxNjaGS5cuobKyEh0dHYjFYvjWt76FlpYWPPPMM7hx44bIxDKZDDo7OwFA2L/t7e0HKOX/j8eDgfLvOUjz+Hw+hEIhoTefeuop3L9/H/F4HBsbG6LJCwQCMBqNEthdXV2N9vZ27OzsYHR0FA8//DC8Xq8YSp577jkJHf7444+xs7ODtbU1WCwWXLx4UYJZ2V7D7uSFhQWhvff39/Hyyy/jT/7kT+DxeLCysoJLly5hbGwMRUVF+NKXvoSf/vSn0H3WX7y2toZHH30UV69excbGBhobG7G8vIyamhoJb6aDcXV1VaJr+GKJRqNIp9M4duwYhoeHJfuvtbUVu7u7WFlZQVlZmWiaOBzR/UwNmFqtlkDnZDIJlUoFh8MhrkKaYuikpOmlr68P09PT0Gq1UqvIfE3SItzVb29vY2NjA3q9Hm63W5CO4uJi+Hy+I05Mk8kktBs1UU6nU86/0+mE1WrF/v4+3nvvPVls9/b2xDnKPD8iVXTkkw7lf7gQs9fX4XBgenpajD8HBwfo7OzE+Pg4Wltb8fbbb6O/vx8TExOykDMwnWgkaTVG5jCqRKfTYWpqSkwdHH4p4K+rq5N2E1LwRqMRU1NTorejRGN9fR0+n0+uK4ffaDQqAeMM1N7e3pYBhVFVRGlIizKmhQMMUVKeL1L1rOcjokmUl+Yxj8eDQCCAVColkgIOn4Vh1el0WoY8l8uF8vJyGVo4TCcSCdFUcoPB7mVS9UVFRRLSX1NTA6VSCb1ej5/97GeCVHLoYHA7ETiixmyJobyDSDPp7oODA5i/9Mf/Xd7n1s//RL47UZR0Oo2ysjLoPmv/IT1MKp7PDzWodF9TswngyLPPz8BnpaGhAalUSih2q9Uq2r+DgwMJ7aekorKyEoFA4Ehzj9PpxPLysgz4rHcsLy+XzWJjYyPGxsakNYkbQdKp1CJz0KFxy+PxQKFQiPOY5ig6yGm44HUuKSnB2tqaMBgGgwGbm5vo7u7GjRs3ROLh9/uFzi3MZFWpVPI92bFNShyASI8UCgWWlpaQTCbFRV1dXS1GK2qKGRGVTqflOVQqlaitrcXi4iJ0nzWzTU1NwWq1IhAIyCaBgx9jqHhN+bwHAgGk02lBkFdXV3Hs2DFoNBrYbDZMT0/DaDSK6Y2VuDU1NSguLpZiDGom1Wo1KisrcefOHQk8VyqVMBgMqK2txfe//33Y7XZB9HO5nLizNzc3kUql0N3djd/5nd/B4uIi9vf3cfPmTfT19cnGhtr4RCKBhx9+GF1dXdjb28O/+3f/DhqNBo888ojktnZ3d+Pjjz/GSy+9BIvFgj/90z9FTU0NjEYjLl68CJvNho8++gjz8/M4e/YsGhoacOPGDVy8eBELCwuoqanB0tKSmHFmZ2clGs9qtf4vmy3+73o88Mj/PQdfXvl8HktLS6iqqsLjjz+OoaEhmM1mDA8Pw2q1oqOjAz/5yU+QyWQwMjIigu6WlhYMDg6iqqoKbrcbk5OTMBqNeP755/HWW2/hjTfeEE3OM888g9u3bwt1sLKyguHhYRnk2tvbMT09jaWlJdEf9fX1YXd3F9euXYNWq4XH48GFCxdgs9lEBD44OCiNMg6HAxqNBvfu3ZMIIzryiouL8dBDD2F3dxeXL18GAKg0GlT0fB5ruxWILg6jbmdeTBPXr18XEwSD16nDAyAvXcZGdHR04ODgAF6vF9FoFMXFxRK34XQ6RX8ZCoVEd8p2HVLLKpUKd+/eFSMLKSmiXtXV1dIewZ8nMkSataysDE1NTTKoZrNZxONx0eS43W5BeUmjcpB2uVyYn5+Xe4LDCWl1Ut3UkxGhUCgUkitHhJEOewASF0KaWqlUiubvgw8+QHl5Oe7fvw+1Wi2Dw/r6uqDbKysr4uBnm0smk0EqlRItFWl2Ljw0VdXX18NoNOLq1asIh8My0NIARpPUxsYGKioqxMlOqpwdxw6HQ+JoksmkDIVKpVKyHDls8X8DAKVSKRq12tpamM1m/OhHP0JZWdl/R10z4Bo41BS2traKyYiB8qzHTKVSomNkniE1YbFYTLRYPD96vR6BQAB6vV40bNT5ajQaZDIZocJTqZQgveFwWJBHGp3i8bi4pTmw8XsUFxdDq9Njr/FhFFkbse0dw/7dn0ChUIiLm/fC7tokKmq7BaHc80/JQEpEmUP28vKyuK153ujuz2QykqW5s7MjSBU1fblcTvIXE4mEtKVQYjA9PX0kS5ASFA55HJhJ75MKLmzEoRmRqPby8jIAyIASiUREA6hSqdDX14elpSUkEgn5HCUlJWhtbUU2m4XVasX29jZu3rwpjTiMZGLsFrV7lK1wwGF0Ev/Nzs4OHA4Hbt26JbQ+NzPsr6+qqoLNZsPIyAiamprk+q+trQGAfM5MJoO3335bzieHzL29PVy6dAnz8/PY3NyEXq8Xecr8/Dz0er24m30+H8rKyoTSBiCbOyZAUKITDAYlcooB9qFQSILWc7kcvF4v1tbWYDabRU+6vb0Ns9ksJjmaXuj0Jmr8zjvvSP4v6z6Z38l4JDrFg8Eg2trasLu7K1WODocDKysr8vyZzWZsbm5Kg5dCoUA8Hsfk5CRSqRSamprQ1tYmYMDs7Cxu3LiBlpYW2Gw2MX0Fg0H09PTIujU8PIx0Oo1nnnkGXq9Xmoq4iS8pKUFHR4eg0zyY0hIIBGQQ5ub+wUD5P348QCj/nmNhYUFS9xOJBFpaWtDX14dXX31VKLDi4mK89dZbcmNyJ9fe3o6mpiZotVq88sorUCqVUoFHt7LL5cLExARyuRwWFxfx7LPPYn19XVpMbt68KSJzp9OJ4uJiDA0N4fz583jnnXfkJfOVr3wFQ0NDEh+kVCoxPj6OUCiEr371q5iensa1a9dkwSXFzsq7vr4+edA0Go04AZerWhAw9khe4uaNV7A/8gZ0Op3EYXCRLEQIqG2jy6+yshK9vb3QaDRYWloSMwXPx+bmJtrb2xGJRBCJRMQVzxgZvhToMI3H41KNxoVbqVRid3cXra2tmJ+fl4rB1tZW6YYeGBgQtNTr9cJkMmFxcVGGQ5vNBgBobGzE7u4uYrEY1tbWkEqlYLFYxGVKdzHpcbaeWCwWGUJpYGIPMFEl/ltGFnV2dmJmZkaq7CgN2N7eRmNjIxYWFpDP52EymYTqpKEgFosJ3ciBi+J/0pLMsSNtSPShtLRUMj7p7LbZbNjf35dhPfFZL7nT6RRBPJ3z/J6ksYlucYiPRCLS884qOKKmmUwGNptNhofS0lIYjUbcu3dPXNlENoj+ka7mwsZu+8LcOw5tpBmJAJEF4JBRXFyMra0tMSiRkmcFI78P6Ta9Xi/NMHq9Xhy/zKKkYauqqkoodD4XarVaJBL8j/rUlyQ+5bAp6YdI3X5V8jT5b6EoQmXfF1DubEU+tIjNW68il90XNJVIHlFhnteKigqsrq6irKxMNk6FlDXjqFKplJhxqAmlHpLngRq7+vp6jI+PCwKu1+vR0NCAra0tbG5uCppIhJnvGovFIkMn24tocqM5jGgZcz27urpEqkJkmfIiDmPcmHFgLEzAoJmKwyK/O2UTAESa8Nxzz+HDDz+UzXDhfcFAemo+m5ubUV5efqTZi8ibRqORlAVWeDK6i93kTF4g+kZnuFqtlmeQmmMmDdCYmE6n0dnZiU8++QQ6nQ5dXV0YHByU54lDpkKhENNNKpWSiDU6+oFDU1YwGITD4RCdYygUEhp7Z2cH6XQajz/+OGKxmERcBQIBuN1uxONxofC5SbdYLJicnEQkEkFnZydWV1ehUqmg1+tRXV0Nl8slOtxYLAa3243NzU0888wzuH//Prq6uvDKK6+grq4Ozz//vBROrK+vY2RkRMAQs9mMM2fOIBqNYnJyEi6XCy+99BL+8i//EgqFQuLgTCYT7t27JzKEvr4+HD9+iPZ/61vfwle+8hVpXeNaX11dLe9gbhJramr+zx47/kEfDwbKv+dgXM/3vvc9/OZv/iaGh4el57qzsxNqtRpvvPEGlpaW0NPTA5vNhvHxcclvY7g0EYHx8XEMDAwgHo/DYDAgGAyivb0dH374oey4b926hdLSUtTW1qK6uhqnT59GXV0dZmZmcPXqVdTX12N/fx8//vGP8dRTT+HChQsoLy/Hj3/8Y8zPz+PYsWPIZrOYmZnB3NycOOX29vZQXl4uzQ800NAByjYYLk7r6+vwNz2PvLVZzgcr9rh40WhAN7JOp4PZbEYymURDQ4PsfJPJJPr6+rC/vy+NGcAv3K6VlZWw2Wyy4O7u7gq1SsMAXc+Mb6Ebk9+Li6VWq4VarcbU1JS80KmNo4vy4OAAGxsb2NvbE3qU9WN8sZtMJrhcLlgsFrzzzjsSTMyFklFPhZox5giur68LFcxcO/YW7+3tCS1PHRhjmairi0ajQu81NjYiGAyKBo5DEdtymAtZSF1ubW1J3A3PsdFoxNLSkji0GbZ98uRJzMzMYHt7WwZJAPLdTCaTxKvwOxfmGrrdbiwuLkrfMh2/rG2rr6/H0tISioqK0NbWJtWbpCTZT04NLJEWuuYZg1O44BcicMzl47kgQlVeXg4AEsFFtyyHNf5tojq5XA4VFRXS2sRaRW4aeb/qdDr5zAwYV6vVgpLScU6tKSlyIocHBwewvPTvj1DZO94RxH/67yUeCYAMIuwwL/zfeb8CkNSFhYUFGYyJjHFYpnOYETPMlS0tLZWwdFZ2AkB3d7e0ZlVUVEgDD3NUiW4R4QcgOkNmihoMBiwuLqKjowOZTEYGMaJy5eXl0upEo8za2prUaxoMBhnEaUAqKytDNBpFd3c3qqqq4PV6JUIoGAxCrVajo6ND8iIZ7h0KhSS8nCH5KpXqyDuiuroae3t7EgOmUqlQV1cnWaXM6kylUtDr9WLWotSGRiCaX9bX1yXBgbmr1HbTRR2JRITifuyxx2STRMSPG6szZ85gcHBQTILsYOc6wtYcZsB2dXVheXlZsiaZX8khd2dnBwd5QHPqS6hwtQHhJRiD96D9jAFhH3o+n8e5c+ewu7uLUCiEM2fOCHu2vLwsyDebdtRqNa5fvy71jq2trdDpdGhsbJRwdDZe9fb24saNGxJl1NDQgFgsBofDIRnIV65cwd27d6HVavH1r38dly9fxs7ODtra2lBdXY3u7m689tprMBgMmJycxNe//nWpsGxtbYXZbMY3v/lNpNNp/O7v/q7Q2h999JGAB+3t7fIcjo+Po6OjAwqFAlNTU1AoFA8qGf8HjwcD5d9zzM/PY2pqCqWlpXjyySdx8+ZNLC4u4gtf+AJ++MMfSr6fUqmE2WyGSqXC4uIiTCYTlEolpqamZMfT2tqKhoYGDA4OClUZCAQQCATQ0NCA0tJSTE5OSihtY2Mj+vv70dLSIsjMxx9/jOnpaUFburq6cPz4cXz66adSS6bVauH1eqVthwHSNKFwcVapVNBoNNBqtRgdHcXIyAi6urpw584dOBwOtLa2wqtqQ8jSJwjl1s1XsH3nx4Jm0KlbXl4u2XapVArPPvssvF4vNjY2BNHz+/2Sw7m0tCRoLhcXmlDYyECRN8X9RKuYQ/fiiy/i008/xfT0NFwul+y6qQ3c3NxEW1ubIAx7e3vo7OzE/fv3pTqNwe+s+2Jfc19fH8bGxsS9vLCwICjd8PAwstksmpqakMlkBMWj0Yf3xNmzZ4VqMhgMiMVi8nnY37y+vi7UuslkkhzQaDQq58bhcKC0tBQbGxuCitTX14s56eDgQJzXHCCcTifMZjOWl5elYYYVkAqFAl1dXYLa7O3tiYyCiBoD4on0VVZWipvbarUK6pxKpWSIJEpDdMbpdAoKxUHKaDQK0ktdGXWLSqVSjDb8HESg6VAGDg0ZPp9PkFCGfhcGUJeXl8PtdqOqqgrj4+MyqDOupVC/Rmc1h30inRyebTabDADxeFwQYIabE/GidIQbpGQyKfIVDihE6TSnXzqCUG7ffhXRa98HADGV0RhELSevPVFZajBJs2YyGaFZeQ0oSWDsC+UJACTcnhshshaJRAJms1kQWT536XQa4XD4SBwTCxIo7WBMDePBuDmgDrJQxwkc0o0NDQ0oKjqsrI1EIrBarYLeFRcXIxgMCnq8trYGnU4niQbRaFTMaNQRk+aurq5GNBrF3t4eTp48iXw+L5q7oaEhQfA3NjZgt9uRyWRk4OImDYC0rczNzcFgMIimnug1Ee+amhpBtbq6uiQCjfFbbM0ym81YWlqC2+0WzSgHdW6SabKiBpkRYMwBpmHIbrfDYrFgbGxMWrF4vXhteV24QeSQXnXihSMh47bIMLSrN9DW1obh4WFB4be2tqDRaFBVVYWXXnoJ77//PgKBgOjGqTXd3NxER0cHioqKUFdXh9XVVVRVVaG5uVk+dyKRQGlpKQKBAJ588kmk02mMj4+LTKSyshJ2ux02mw23b99Gf38/NjY2xPjY0tICjUaDyclJJJNJ9PT0QKPRYGRkBH6/Hz09Peju7kZdXR1mZ2cFdfzJT36C3t5eNDQ0SCPaiRMn8O677+Jzn/scKioqAByi1ouLi2hpaRE9NoAHlYz/A8eDgfLvOX72s5+J5k6j0eCdd94RmvbVV1/FhQsXRBdmNptx+fJlvPjii7hx4waAQ5f42toaHn74YUEgGbrs9XphMBjg8XiE+uBQOjo6iosXL+LevXsIBAI4f/48rl+/DrPZDKfTibGxMYTDYTQ1NUnGYy6Xw8zMDPx+P/L5vIQxDw8Pw+l0QqPRSAPFiy++iP39fXz88cdYW1uD0+kUqtNsNks4bmf3MYxl7VhJl2DPP4WD8ctIbx/SKAAks48O5YODAxmMtra2pC2E+iu2hbC9AjhENjKZDPx+v7SQcBEHgGAwKOYj0uxPPvkkbt26JY0qdXV1SCQS0Ov1GB0dRXFxMWprayWGJh6PC8qn1+tFOxaJRFBVVSUL1Pz8PE6dOiXmF2oJdTodAoGA5O9xmCY9yJBgvmArKytx8uRJjI2NYXd3F8lkEi0tLQiHw7JYLC8vC6pDtKaurg6Dg4PY3t4Wqol/i7o2IsJEmUj3MpBbpVKhurpaaFf+fUZhBINBqZGjkzcejyMajYpTmzEdpI+BXyBt1HExq49xSgAkZoj3oMfjEWc841usVisGBweh1+sxMzMj1BkXPi5+fC1RU0jkjXKQXC4nAzid5MDhkEK0khV2AGQxI9pIyheAIGKM3GL+JQdP6lLT6bTkwer1ekGKC6sRo9EoABwZ9gCIMSiXywGKImhOfQkl9iZkfBPYGXoDysqKI+HlVVVVos8jqldcXCzPJo1O/Bs8X9S36vV6aDQayWQlmk9an5+HYd86nQ5qtVrSHZhOQKnBwMAAxsfHhSHgc8DqQUb60BnPTXBNTQ1CoZAwGk1NTZicnBTJCNMH/H6/mLyUSqWkEPD8qdVqaXBZWFhAIpHA5z73OZGwTE1NyXNKlI/X6Ctf+QpCoRDGx8cRjUZRXV0NAGJ64UBqMBikBYhod0VFBTo7OyVgm6h/MBjEzs6ONIWVlZXBbrcDgLxTGhsbUVlZiZs3b0p/vMvlEpkBTYDZbFaG43A4jL29PZw9exZlZWXw+XzSI8/ChfX1dWFamPhA49Dm5qacBzaNEeHmkA8Aphf/3RGUXJcJ4OGiKdTV1WF8fBwTExNiNCQNz/ik2tpakTqkUikYjUZ0dXVJJ/rBwQGSySQefvhhqZoMBAKYnZ1FVVWVmF1ra2uPBLNfv34dJSUl8Hg88t62Wq1wOBxIpVLQaDQIBAIYGBiAy+XCrVu3MDExIa56g8GAVCqF/v5+1NbW4rvf/S5WVlbw2GOPQaVS4fbt21AoFDhx4gTq6uoQiUSQTCZRX18vQyXlWGzfYUg63xsPjr//eDBQ/oojkUjgr//6r/H7v//7GB4eFkr06tWrKC0tRVNTk5gY+LBFIhFphuBwtrKyIsjBzs4OJicn4XQ6UVdXh4qKCtTU1GBvb0/QKrVaLRrMTz/9VDR+3On19fVhdHQUiUQCFy5cENH80NCQuAR3dnZw8uRJRKNRvPXWW+jt7UV3d7dkJfb29kru2enTpzE0NASHw4H79++jvLwc586dE9QqFoshkUgIpclF5ODgAFqtVsKZSVVXVlYKLcZdPjtz6fJlf219fT2Wl5dx/PhxOX/UPeZyOdTX1+Pdd98VMfj8/LxoiqidrKqqQiaTEWE64yncbjdsNhtGR0cRiUSws7Mj5gVeMwDSNJTJZKQb+nOf+xxu3LgBr9eLkpISuN1uCX1XqVRIJBLisCUFzpw97rY9Hg92dnYkkDgUCsHpdGJlZUWG1Z2dHdTV1R0x8hApYa4gf5YvPIamU3vFEGrGlRSib9R+8TyxVYQOc2ak0rBBKpX956ThaQLhwqtQKCTQuKysDMlkUpII6CblvVhocnA4HJKdyI0FdX7s6WbLDBFLarSAQ+d6YawL70MunPX19bKYFRcXSyIBcBghZDKZkEqlYLPZxLVNVJeNVNxE8N6gLpYDLIAjzUf83Yxo4fdg4L/RaJSmGg7PRHUByHXP5XIyqB0cHMBgMEhoP+Ue1BgSKdbpdJKUQCqVP3twcCDvmN3dXUG4SYXToMRNCYPxWd/J80BjT2NjI8bHx0WzarPZxN1PKQWvC+njaDQqJpLy8sMu+O7ubjGdLC8vw2AwiDyCjnpWmnJY5nCuVqvlPrRYLLJhcDgcWF9fR0NDA0ZGRoRib2xsxNzcHFQqlSCq0WhUmsJ4n/t8Pjz99NP46KOPjuhHWVXJjUsmkxFamfrxdDotGZSzs7PyjmPyBI1M7HbnfeBwOAT5PHnyJKampuS9whYvMkiMSWJ0Ek2XRUVFEm7OGDsi0jSacIPE9welEr9cg2gM3IFy6SqsViu+8pWv4MqVKxgdHYXf75dsRm6IOOgyWYLPbSKRQFdXF4xGo2goiYi3tbVhZGREHPfr6+v4l//yX+Ktt96C1+tFT08PwuEw1tfXodfrYbPZ4PF4cPXqVSSTSXzjG9+A1+vF9PQ0Pv/5z8Nut+OVV17BmTNncO3aNWQyGbS0tODrX/86hoeHMT8/D7vdjpmZGfT29gIAXC4X/vzP/xznzp2Dx+OBy+WCVqvF5OTkkaGSecVkGYuLix9UMv4fPB4MlL/i+MEPfoCamho0NDTg8uXLeOihh/Dtb38bCoUCly5dglarxa1bt6Sn+/vf/z5aW1ulJcBqtWJiYgLxeFxe1jqdDna7Ha2trdJWcfnyZeRyOXzxi1/Ea6+9Jj2+3PV3d3cjFovB4/FIH3coFILJZILT6RRKbXV1VfLUYrEYWltbkclkcP/+fZSWlqKmpgaRSAStra1YWFiQvD+r1YqPPvoIdrtdhkouPKRiH3vsMdy6dUsoTuY0EsVRKBTi7mUMCtEBvlRyuRzC4bDsdk+dOiXoyf7+PtLpNCKRiNB8XAQYFh+PxwV1oPlhY2MDZWVlqK2tFRqK/+np6RETidFoFI2by+VCKBSS/vGlpSV84QtfQDgcxtLSkvT00rlN0wnpTQ4WZWVlUgW2t7cniw6pNMYSUedHhHBqakqGPQCS3UckhgvR5uamRMOQEi6Myikc0Gl2Yac0a/UYWk3qtqioSKr2OFgYDAZZpOLxuOQCAoDdbkc+n5doJwr4SQuzIrIQQdzd3YXNZhOKi65wLq4cUhlezntiZ2dHDB8MmC9sZGGJwM7ODux2u6QUsH6PGkGef2odd3Z2ZPFYWVkRB3ZlZaWYm9bW1gTZaW9vx9bWFqxWK65fvy6Zl/xcbKJhzWEhdc7WGQCSHBAMBmUQJ7VOdFuv14sOjRsinltKITiosTebeadut1taiqjV47UwmUywWCyYnp6WClifz4dIJCJDHjVvvNZ89pgVS0Sfbnej0QiVSoXa2lqMjo4iFosdiRdivBPlMEqlUqhrq9WKeDwu75Xq6mqJsolEIlJlylxH3gvU+nKDymeMf4MZlTyflEowaxGA6Dlra2vFiMYoIL7f5ufnRdbAjUB9fT3W1tbgdruRzWYlYYCVoXxv0ZSTz+fl3dPQ0IDFxUXJUWURQC6Xg8fjEdSf0p5CeUc4HMbs7KxcbyJ2i4uLQgnTsMPnJBAICKtQXV0Nk8mEsrIyLC0twWKxwOfziZmOjBoURVCffAHlzjaUJVbxtRPVePPnb6CsrAy9vb1IJBL46KOPJGuXDVPcpDDjmBsV0sVE9M+dO4dsNouNjQ0x4PA5Z97xY489hrt378rz4ff74XK58PLLL2N1dVWYjoqKCty+fRtnz57F/Pw8rFYrXnjhBfzsZz87AgYQGT537pz8+8XFRfzRH/2R6D6pQ11cXMTTTz+N5uZDj8AvD5XUU25sbCAYDKK5uVmYuQfHrz4eDJR/x3Hjxg2pdNve3obf78fc3Bz6+/sFIXA6nXjzzTel2WN5eRlms1loZ4fDAYfDgSeeeAIlJSWYmZnBrVu3cOLECZSWlmJ+fl7g+3Q6jcnJSeRyOTQ0NODtt9/GE088IQOcx+MRUXssFkM0GkUgEIDL5UJnZyfsdjs+/fRTRCIR9Pf3w+l04vbt2xgZGZEWieeffx7xeFyyM0l3kqa+cuWKoBb7+/toamrCzMyMNLPEYjH4/X4Jp6XzsrAirL6+XoJhSY82NTUBAO7fvy8LZHV1NTo7OwU9JFXLzuC9vT04HA6ha6LRKGpqaiSqA8ARJCkajUKv10OtVsPj8UCj0WBwcBAWiwVTU1OCKlIvx0GNAfEVFRWora1FKBSC3W7H9PQ0+vr6RPcJAEtLS1LVxspI6iZXVlZQXV2N1dXVI8geqbC6ujq5ZoUGFO76jUYjFhcXRWtGqo3ftVBPSkSUVCO/j9vtlqB75uzR6csFgXEZZrNZrhErx9xut+TmVVRUSD80zUSUN2SzWVkQ6e4kCsjsUVbFUZtHMxFr4ZiNR7OP0WgU3R//e3NzMyKRiKBfx44dk5zWfD4vGkyiJoXf7+DgQDYzmUzmSJUh0cNcLofOzk5kMhmsr68DgDRAKZVKiRNqaGhANpuVGlEOgByO6XAmet/S0iImJ6KxHBZYGMCFj5sIxqtQ40nXbqHOlegWY8TUajVsNhsmJibEFU00ihmprGPkRoQUtk6nQz6fF10mA+GNRqO06xBp5eekSYPPkFqtht1uFzc0N5nUsXKB5zC1ubkp0WDZbBYmk0ko983NTQwMDIiJJh6Py6DISCCeB54vSkcCgYBs1vk9aZqjaYbXn5IBZl/ynFJGcOzYMUltOHv2LF5//XXodDpEIhEYjUaUlpYiFArJwMxK3MXFRZSUlEhLFOUk3HgEAoEj6LLBYIDVasXa2hoUisPaVMpT2EzF//DeoZSFOZTFxcWIRCLSPlZcXIxYLAaz2SzIM6+vQqGAx+NBNpvF/fv3xZhDVqKtrQ3j4+NoaWnBwsKCVLvSsMlN6hNPPCHtXc899xzi8bigzzs7O7h9+zYcDge0Wi0SiYSYZZqbm8VMVltbi2g0itHRUYkC8vl8mJiYgMFgQFtbm3SS07HO9ze1prdu3YLBYMCjjz4KvV6Pzs5OfPe738XJkyfxuc99Dm+88Qbu378Pm82Gp59+GpOTk2hvb4fVasW3v/1tnDlzBj6fD4FAAD09PThx4gQUCsWRoXJ/fx8LCwtSF1pUVPQApfw/cDwYKH/pSCQSeO2113Dp0iW8//77Utv0+OOPC73j8/lgMBjkBRAKhSRMeGdnBy+//DJSqZREJUxOTmJxcVF28Ryqenp6sLi4KNTJd77zHQwMDKC+vl6CgFtbW5H4rP4smUziww8/lMWA2hhmWVKvyKHR5XIhlUohFAoJAlVSUgKXyyVREOwBjsVi6O3thcfjwXvvvYfp6WnZ6XKIAiCxJhTLU19GKrW9vV3oLGrhqKtkNExVVZUMHRTCcxChYYnRJwqFAk6nE7W1tdjZ2cHQ0JB06TLLkXQYI1uqqqrQ0NAg50mn02F0dFS0hYlEAh0dHZiampKgcACy6BORo6OSertoNAqLxSILEYfK9fV12Gw2MS6QimWwMiv9KPLmYm+1WgWlDYfDMiADhzosauC4uHBxNxqNKCsrg9/vRyqVgsPhEJSS6I5Op0NzczMSiQSCwSBqa2sxNDR0RKRPJy2NLwxk1+l0aGpqQiqVQjwex/z8vLT6lJaWoq6uTqI1uFjz3xJ14wBMfR/NKoXJANRzsZY0FArB7/fLsEADBAee8+fPI51Ow+fzyX3n9Xqxvb0N4LDWMRqNijaSBh0iy7x3E4nEkbgrmkzcbjd2d3fhdrtFI1ZeXi5oEx3di4uL0oazv78Ps9ksxhjSxvv7+5IByUGI1KBKpTri3qbBRqlUwmq1ygaN31uj0QhzwZ8jqsMGFd4f3MCwfo9h8xwiKisrJTlgZ2cHiURCEH+e08IlgfdLMpmU4cRgMMj5TCaTIjcAIEHnbL+am5tDPp+Xe31vbw+JREIGct4DvBYlJSWCuvP80ixls9kQCATgcDhExwtADE/cyBENZt0pm5lKS0uh1WqlhWlhYUE2gHRbM8qIwfBEfFmDyM9J4x/zGGmgczgckvPIvEQi9xySS0tLBaFlNBOHRp5v/k6mRlCmQZChrq4OwWBQWIJcLoeTJ08iFotJsxgH96qqKjQ1NeH+/fswmUxQqVRiOrTb7UgkEmhtbUVtbS3Kyspw5coVkQaw2pIGK8a4sdmsqqoKDz30EN5++22srq5KuxvTB4xGo2Qzc3MXDAZhtVolGYTZqE6nE6FQSLTWTqdT8p/v37+Pl156CTMzM9LDXVRUhIGBAZSUlKCpqQnRaBQdHR1ievqrv/ornDlzBhcvXkQgEBDEs62tDZ9++ikGBgZw7do1OJ1OXLx4EZWVlUeGSuoptVotJiYm0NzcLFKnB8fffTwYKH/p+Ku/+iucPn0aU1NTeOutt9DZ2SmVf2tra5L9t7W1JTtyl8uFf/Wv/hW+973vCcWRyWSwtLSE5uZmTE5OwmazSZ0WK/o4CJJyqa2thV6vx7Vr1/D4449jZmYGCoUCs7OzYlwgHUf9ktlshs/nk7aGL3/5yxgdHQVw6A50u9148803ARwOg8xSC4VCaGpqgtPpxNTUFMLhMGKxGBobG+H3+xGPx8UZfe/ePdHtVVRUyAvc6/UKohaLxcSpSFSCLzNSbYzdsNls0ppx/Phx+VupVAparRa7u7tCrbW3t0OhUIj2UK/Xi/GADT8MTubLOJvNQqvVytBaV1eHoaEhtLS0IJfL4d69e1J7lkwm0d/fj/n5eWxvb0P3Wb/53NwcNBoNtra2oFKp4PF4MDs7i87OTmkq4rAfDodRVFQEnU4nlAoHVYaXc2i7cOECfvzjH6O4uFgW5srKShG8MzKKbRh023JQYESIRqPB/Py8OEFJhxVq7bhpoA6TgwgHXOZjUrd4cHAg+ZCMp8pms7KgMBZlf38f9fX1qKmpwejoqCxeHOZzuZwYKwqjVRgHRBNVKBSCUqmUKBeDwYDV1VVsb2/j+PHjUo3J4YKIMVGgyspKqeNbWFiQ9h0O4IUoYVlZmVxPAILsEo1pbm4WdIjnkxrP3d1deDweeL3eI4sgEWIiNRwO+awRhS3UQXKTQMOT2WxGXV0d4vG4UJccWqgrTCQSsFqtQlFzYaTxhfmF/Juk4fkcFm48ifrR1JHL5aRW0+FwSNMQzy+jlKiFJVXMQZ3yD1YlFhUViVRiYGAAb775pmhEa2pqRHO9ubkpzytlLYwFI2q4s7MDg8EgBiUOJGzcIg3t8XikOYXnl5mTfO+QRSJKbLFY8PLLL+Ob3/ymaIhZCZhIJKS5xmg0SvQUzyc1zoyuImJcGKLNwG7KXRi4n8vlZMAvdL2zI31tbU0GTOpOGT5eVVUluvyFhQXZINXW1kqINyOTaNJLJBKCxPO9kUqlEAwG4ff7cezYMUxPT6OpqQl+vx82mw1msxkdHR2yiR4bG4PH40Fzc7Pkri4tLWFnZwcNDQ0oKytDMBiUGK1gMIgXXngBU1NTKCkpEbaFEo1sNovp6WlBup1Op9TVOp1OHD9+XHIzp6encfbsWUSjUXg8Hly7dg3BYBAdHR0Sfn7u3DkUFRXB6/XiiSeewPb2tqwPzz77LK5duwaFQoGBgQH89Kc/RV9fn5wfjUYjmt2nnnoKRqMRk5OTaGhokEQSi8UCv98v6+GD41cfDwbKguO9996TKq3p6Wk0NDSgsrISCwsLUKlU0q5RU1ODU6dOweVyyXBgtVolC85isWB7extLS0soKSnB448/jvfffx8NDQ1i3mA+2tbWFgYGBrC6uopYLIbTp09LlAQ7VcPhsNSDbW1tob+/H7u7uxgfH5chpL6+HmNjY5iZmQEAMQgwPoaOSo/HI4HS9+7dAwC0tLQgmUxCrVbD4XDgo48+Qm1trUTT0MXKjm1GxPDvcGChPkuhUKCxsRGpVAq//uu/jtu3b0twbiqVQkVFBVZWVsQcUllZeWTxzWQyOHXqFO7du4eamhrRbfI8b21twel0imOew8KxY8ck55Lfv7i4GGazGWNjY2KOohMYgKB8J06cQF9fH65evSp92HTf89zv7u7ixRdfxO3btzE9PS0O+3Q6jd7eXkxOTmJ5eVmoNWphY7GYuJXz+bzQwRwWiRpzQWarjNvtRklJCdbX15FMJgWFpgOSKOn29jbsdrssRIlEQty2ZWVlcs3ZS5zJZMQxv7q6itraWkxMTAhNCBzS4qS8OIRyMaQOk07z4uJiWCwWQatIRdN8wFxTOs5pEiqkKJ1OpwR17+7uyqBZUlIimjUAoqNjHd3u7i4MBgOmpqagVqsRjUaFriMCx8zMdDqNZDIpmY4AZACk4YMLfVlZmTjtSQcztDkSiQjFycxAPgccjHK5X9QOFrqxLRbLkVgf6hM5qBBd4++kaYn3IFuhmI/JZAFeSyKfhXpiDn6pVAoGg0HQfLIT09PTsqlgygOjYTishsNh6WEm2kTqmQwLo36YW0nGhvmLzJU1Go1iGOOmnMM79YhE6VjpGAqFoFKpoNVqxf1eUlKCvb09nDt3ThBuNszwniU6zQ2bxWIRJiASiYhzmvWaRqNR9M40LKlUKlRVVaGzs1MyGsvLy7G2tiZxUkqlUjrvqa8sTCrg+eX7+uDgAKlUSjadlD8QtS0qLoHxoS+jwtUBzW4IRTMfory0RAL1KQUhOk89dDweR09Pj8TIDQwM4PXXX4fH45GoslgshubmZty+fVsYHkY+LS8vo6WlBd3d3cIYRCIR2Gw29PT0yPcLh8N46aWX8Morr8BgMCAQCEhSQmGVbktLCzY2NmTjSi1sIpFAW1sb9vf34XQ64fV6sbCwgGQyiUceeQQA5N1LF/zq6iqamprkOWNyyalTp+DxeHD58mWYzWaJGfu93/s92eyWlJTgjTfeQHl5OZ544gm8//77uHjxomSM7u/vY3Z2Fp///Ofh8XgwMTGBxsZGlJeXY2xsDB0dHbh9+zYaGhokoeTB8d8fDwbKz45IJIK/+qu/kso71oMxLLu1tVWq3kKhEGZnZwVZqKqqQmlpKWKxGDo6OuD3+zE2NibxNIzJMRgMgnjQDd7T04NQKITnn38er7/+OgBIBteNGzdgNpths9nQ3t6O119/HWNjY2hubhZjgtFohEKhwPXr16WvVqFQyFBBbRb1U9XV1XA6nVCr1fB6vaIXIxVvNpsxPj6Ouro6NDY2YmZmBrOzszh//jyCwSDC4TBKS0uh0+kQj8dhNBplUb979y6+/vWv44033pB4Gf681WoVelKj0eDs2bPiNOcAZ7VahRqm5spkMon2s7m5GTabTULiY7GYaOcqKirQ19cn/cLRaBSNjY1oaGjA66+/LtmbZrMZTU1NWF9fl+H7oYcewsbGhnxv1vUtLy/D6XTi1KlTGB0dRTAYhE6ng1KpFESA3ckcVDQajdDPpLPT6bTo+YBfaMC4aeC1Yph3TU0NvF6vBG8XFxcLckX6uKGhAevr6zAYDFhbWzviFC9sFyorO6yJXF9fFwSWrmx2HpNS5KJPTRbdwgCk6s1gMGB5eVnuGfaRMw+TRgPSxUTW+fs0Go3Qkwz8J9pHdyg1TKSwiQYpFIdd53t7e9Lyw2YTDjk0D1itVthsNqytrckivbu7K1Wee3t7QjsWDvHU6hkMBiiVStjtdgwPDwP4RRXr8ePHMT4+LkMDkcLi4mJ5LigR4HBNR3Iud9h0RNSJaRC5XE4iVahbLisrE80lByNuKrPZLFwulwxghUg247KqqqrkHrVYLAgEAhKdFI/HRZagVqslKJ+DLc83+7mZzsAgarPZLPo6fk/G8cTjcZHs0IjBdyrPNaUA3Hyn02kxVFFqQvSVG1maHUtLS/HYY4/hb//2b2WTzME6EAjIRoDIJ2UCAMRkxniidDoNnU4nhq9sNguPxyObHSLQhf30ZGH4PuF7lJuuZDIp+bEAZPBsbW1FKpVCOByG3+8XAyLPT2GwvfbMrx1xYatXPkHV8icyRBHd1Gq1Ut3IjTKzd202mzQLMbbN4XBgbGwMqVQKgUAAHo8Hvb29CIfDAoIYjUbU1NTIwM5O8FQqBbfbjYqKCpw8eRKvv/469Hq9DOunTp2SvE8CBW1tbbh7965IRWjYs1gsOH36tGz+aZQZHx/HhQsXMD4+LuUfBAL8fr+EplO/zfuivr5etONf+MIX8J3vfAfnzp1DfX09mpqasLe3hxs3bqC2thZzc3MCAmxsbKCnp0fQ1Hv37uHcuXMSH9fY2Iji4mLMzc1Br9djZWUFJ0+e/D9jJPkHefyjHyizuQP8f64u4ruXP8Xm4n0opt9HeemhgLisrAyNjY0SCM5Fmq0pbCUgJX369GkYDAapx2psbJScs1OnTuH+/ftYWVlBTU0Njh8/Los8EayNjQ3Zaff398tDtry8jIceeggqlQrLy8uSJXf37l2cO3cOTlcNvjccgi9Tiq2lURyMvwMF8pLryJ+nzoZITCKRgMlkQj6fR2trK3w+HyYnJxGPx9HR0QGDwYCbN2/KzzocDkxNTcFiseDMmTMyYHLgoWi9ra0Nfr8fZrMZ+/v7YgBZW1vD9vY2Hn30UXR1deFv//Zvkc1mUVdXh6997Wv4y7/8S2xubopmk7pNagL5kq+rq8P8/Lzo8ra2toQm7enpwdWrV7GysoKGhgbMzs4eaRzRarUSB7KwsAC1Wo3nn38eH330kTSDnDp1CisrK0gmk1haWhKUpL6+XqoyE4kEbDabaAlJxZLWIbJD2pVZgqTsSZETkd3Y2IDNZoPD4QBwSOGSLg+FQtDr9aKNS6fTiMViQhEW5iuS6q6urkYkEkFDQ4PULzJ4vrW1FX6/H5lMRgatmpoaxGIxqV3T6XRitmElG40AHDaIvtFsxWGDwxQRzfLycol5Is2lUCikDcRut0tLD81M3ODU1NQgHA5jf38fdXV1ohGjRo6bmebmZmxsbCCbzUrm3+7uLiwWi1T9UWPL4YYDBAPSSYMTISP6Q1c0o5xIvdIxy+/LhY9d0r29vbhz545IEDi0M1evoaEBa2trRxpVqB9kniVNNpTHkI4t/Nx8N/HzMLe0sFWoEP0jvZrNZuU6x2IxWCwWyVYEcARZZDVoJBIRrbZCoZDKQSJXHGo0Go2UPvAzkN4GIJsVorI8z7zuJSUlEsFFCRF/b21trWivacxhNSn1oIVaTObaUj9NIxXRVJfLha2tLYlKo9OdWYREu61Wq6DJ0WhUJCiFFDjj5ThMUvNMZoEbr0JDGd9zvB/39/f/uzal7NoEKm79VyQSCdF2kiVIJBJobm4WUINudA5bnZ2dGBgYwLe+9S1EIhEMDAzIhlCn0yGXy2FtbQ0ejwclJSVIJpMyJLMEgiyS1+uF0WiEy+VCd3c3PvjgA1itViwuLsLpdKK5uRm5XA4ffvgh2tvb0dbWho2NDYyNjaGtrQ3Xrl2DTqdDKpUSCRI172q1Gh9//DEee+wx1NTUYHFxURqHhoeHEYlE5BnY3t6Gw+HA3t6eVGS6XC6UlJRIPmlnZyfm5+cRj8dlc/vYY48hlUphYmICyWRSamop4djY2MDCwgKMRiO+9KUvYWZmRti2nZ0d0bO6XK7/RRPJP+zjH/1A+RcfzePPP5iR1orM3R+jePp9aeKgdtBsNsNut8NoNEoLAmMnEokEAoGAdJgS9cnn8zh+/DgmJiYkJ4shqZubm0in0/jwww9hsViENmKEBtG3lpYW+P1+RKNReL1e6PV6GAwG7O8f9q+63W5ci1YhWn3yszzIA2ze+CEy934q9I1Wq8XS0pIIktkMs729LVSc2WxGLBbD6uoqzGbzEXraZDJhe3sbExMToqMqdHw2NTVJLtnS0hKUSiWOHTuGO3fuiC7SYrHA6/X+ovrrM01XRUUF7HY7DAYDDAYDPvroIzFM9Pb2Sj0asxyJ1BHxYi5c4rPgaofDIa5cGiDS6TTMZrMYdDY3N0XIfnBwIEMcm0JYXUcKlRsIp9N5pJGCi/P29ragYeXl5dLWwzB7BmIT0eNwzEUlFApJlAkHNw4fzHPkd1apVEIT0ghD7VVFRYV8Hg5OHMg4KDGPj7RkLpeT803JARGtnZ0dOBwOaQTh4lVWViaIHpEhuoIpE8jlDqs8iZYQPeS9w/Yi6m7pcOb/r7Cx5uDgABaLRQYYIj5lZWWwWq0Sd8N0A94rarVaUFgO3MzdpIOZiz/r/xjJUlZWBqPRKEMoF1cARxzH3Cgwpomd1Bz4aKYpzCRUKpXQarXQ6/VYXl6WITwcDsPlcomMIJ/Py1BP5y4HX+CQ8mVY+NzcnGSGplIpianhdaIGj5IcMi0czHlttFqtaFXJEmxtbSEajUqcFh3StbW1aG9vx+TkJPL5PAKBgKClNF5R20nJCAfMnZ0daDQaGcbERV5aBsO5l1Fsa0Y2MIPtuz9FLrt/JHuT8g2z2SzyGzICsVhMEE4i8aT6GW/D7Ereg3a7XZzJlZWVGB0dhVarlSzZ2dlZ1NTUoLS0FKlUSt4LZ86cEV09SwfYprO8vAyr1Sq1hdRQkvo1Go3iRqc0gO/F4uJilBx7FpozvyYIZeXiFSQ+/VvRYapUKtmQ8jk6d+4cPvjgA3GB63Q6MUzy3mXEG78HEd/V1VWcO3cO+/v7WF5eFsaDDu+enh5MT08LQphMJnHp0iVsbm5iaGgIfX19uHHjBqqrq/Hoo4/im9/8piCQbW1tmJ6eRm1trbw3JyYm8OSTTyKRSEhm5MrKCmZmZmCxWODxeOBwOMSwwzzLRCIBrVaL9957T/SyfNa2UttwPPpbqKrtxjMn2/BrnTrkD3JiAnv11VfR2NiIpqYmee9vbGxgfn4eJpMJxcXFsNlsCIfDsgH9J//kn8Dn86GxsVEC5cfGxvDII488qGT8O45/9APlr3/rDj5diMh/310ZBa78pbgdOUAxQ1Kr1YpI+6GHHoLX60V1dTXGxsaQTCZRV1cn4eUGgwFXrlxBXV2dIEwAMDw8LLS3x+ORGJPl5WVoNBqcOnUKarUaq6uriEQisNvtKCkpwY0bN8Rk0tvbi7GxMTQ1NeFnSSe2qpxHvkPi9X8vNCudtRysNBqNUKukyHQ6Hba2tjA5OSl5fK+88go6OzthsViwsLCAmZkZuN1u0YuSBi0tLUV7eztu376Njo4ODA4OCtrCl3hxcbHQRrW1tVLX1d3dLS0zhd3JNLtwiGeGIgBBJsrLy2XHTCqJkR1EurgwF8bw0P1NNKS+vl60falUSiI6YrEYYrGYiPiJxKrVamQyGcTjcam0VCqVQlMSMSRqS2MEdVkABEni56NhRKfTSb5kYZNL4YBpt9slgJxoHv82UQe/3y/uedKwVqsVsVhMwoiLi4slpoeOYgAykNLgw0GX15HDCnPwCrWzRKGUSqVQhkQqKQ1gk5HX65VImNLSUomLKS4uPuLIZ9wKESyVSiWIK5EgygaI+rAnOplMSgsQ0Ta6a2mIymQyYhghC5DP52Uo5rllhAzRVSLmAOT6Ew0srIvkfccIGDq3qXulKYDxLsFgUFzVer0eq6urYgZiIgFd3jSM0STB/x/bfIjKEz3T6/WCVDP+hhR6fX09JicnZeOSTqcFmeXmj3mGNTU1YnjhcEfHMWnZoqIicceTpqXJhkg3B1Saywqp3nz+ALn7byJ7/+diCuJAPDs7C7vdLs7x/f3DSkxuhm/fvi33CjNt2QDk8/lQUlKClpYWeL1e7O7uorq6Wmj2sbEx0SRms1m5tonPgse56WlpacGZM2fwyiuvSNtQYVMZhye3232ksWhnZwc1NTXSNsT7kAkNarUamZ1dVPQ+h6raTmR8k8Dku7DbrOKwZksYm4vYP59MJrG1tYWmpiZsbm4ikUjAbrdDp9OhoqICra2t+PDDD8VMRd3j9vY2GhoaZP3i5pcARigUgu6zNqWFhQU8+eSTmJ+fh1arxcmTJ6HRaHDt2jWEQiGJYKMPgfdiJpMRtml6ehqnT5/GF77wBUxNTaGxsRFDQ0Pw+XyyJgaDQdy7d0/kAHx30JXvcDiwtbWFQCCAUCiEir4v/EImgDyerS3GP3vosI0HOIwDpEzt3r17aGpqQldXl/gkGHXFqklGJP3Gb/yGdJYztaC0tBStra3/0+aQ/7sc/+gHyr/4aB7/7w/nkAeAfB4HY29CMfku1Gq15H7V19djdnZWUAg6gvP5vMRQ+Hw+GI1G+Xfb29uIx+Ooq6vDiy++iFwuJ6JhOsxIh7a2tmJzcxN37txBRUUFzp07B+CwYWZ2dhbJZBJPPvkkXnnlFSQ+qxgcGBjA4OAgbDYb3lrOYba8AcAhwrM//DoUk+/K4kmtDiF+UsQMIOewwoWS+XUmk0mqtObm5lBaWoq1tTWYTCbR56jVatnNz83NYWtrC8eOHUMgEJCHz2KxYHx8HBqNBnq9XoawwuDf/v5+ocY+/vhjFBUVCdVLvdPW1haSyaTkcm5tbWF9fV2kBSaTSQY9ANIEQ/MK6dxCVIyBu0QTSeVWVVVhfn5enNF84SaTSRkSOZRyMdRoNLDZbNBqtRIhRKc1dZWMlWHkRmF7CrWW5eXlcq+FQiGho/ldqE/iULq3tycu6qKiItEg0kjFgY35k2VlZdjY2IDZbJaAbJ1OJ9ePSAoryBjsvrOzIwsgB7mSkhKh3bVarZw/RidVVFRI3R0H3OXlZWi1WpEHcAGmIYXoH2NPqE+trq6GTqcT/WkikUA6nZbucBqSTCYTysvLEYvFBIVVq9WiqWOYNIfx7e1tYSRSqRS2t7dRVVUljUxGoxFKpVLoVwASk8X+9qamJlncWP1XVVUlujgaOnjt2YW8u7sr9wIAqb7TaDSoq6tDMplEKpWS4ZyB/AcHB1haWoJKpUIwGJRNk8lkEle1wWBAe3u7vK8YAVNdXY2RkRGoVCpBnEi708XPphUOwDxXbrcb4XBYNtbcSFBGQGYl8VkYf1FRkcTPsKaQvdbcTIRCIdnM/F1Ur+ref0NfXx8++eQTFBcXo62tDUtLS4L8OZ1O0WWqVCqJfWLnezKZRCaTgcvlkg1VeXk5HA6HmMcUCgX8fr8478fHx1FTU4O2tjZUVFTg+vXr2Nvbk15nhUKBra0t1NTUYGhoSP43ANLSwz7oZDIJrVYrUh3gF13qBoNBNt+JRAL19fVYXFzEzs6ORBJtbm7id37ndxCPx+H1eqXPm2atpqYmhEIhRCIRLCwsCKVM8wgTCKiZtNlsWFhYEFlXJBKRd9+FCxdk4zQ2Nobt7W0pD2CDEDfKTqcTsVgMNTU1Ikdh01sul8OJEydw584d1NfXSxA6ixPYkMb2LDJR6+vr0Ol0srH2+XyC7NPpn88f5tAyhYKbYe1zf3jk3mnVAy9ZwrIBzuVyuHjxosT9HRwciCmzpaVFJF3cnPJZGh8fx8WLF2G1WiXtwev14vHHH39QyfhLxz/6gZIayrduTyE8fQcDqjjCwUMtVjAYhM1mAwCp+uLL1mq1YmlpCc888wxeffVVZLNZeSERgeHQVtjJy7YExkLwhQ5AjAbd3d3o7+8X8TfDca9fv46nn34aJSUlGBwcxMLCAqqrq1FRqcRcqQdjgTRK4l5YwiNIxGMSF8J8u8XFRQkgZ75ZRUWFUO537twRvdDq6iqOHTsmep1wOAyHwwGv1ytOc2bCUYPHEGK/3w+/3490Og2Px4Px8XGcPHlS+rd7e3ulGQGA6LGamppQVVWF69evw+12S2A78/worH/88cdx7do1RCIRVFRUoKmpCfF4XFC9jo4OfPrpp5KvyWBu6mVWV1fhdDqF3mSkE+lsIhLUxJEmNRqN4uoktVxVVXWkDpBDG+NpONjRnUkEgQ7PyspKyTTlwk1NFZGnwsGT2WjsX+/s7JS6ucImHR4ceImakZIOBAJHHPqkfsPhMDo6OjA3NyfRJxxSSeVzMGZ4OBF20tNEJ7nwFNJtdG5rtVrYbDZMTU1JnA0HGqKV1OSl02mJsKETvTD0mRsjonGkckn3MhCeSCO1dZQ/bG5uwuPxyMLKgZxh7AAkgJ5Vh0QP1Wo12tvb5dlivBIrIYl6NDc3Y21tTRC11tZWRCIRkSMUFRWhurpaIrAY45JIJGSAXF5elg0JALlXC5uCeB2pm7VYLFCr1YIIUsawubkpxo5UKiUmBWqYKXlghis/o16vRyqVglKpFIew3+8/oucjes0IKjr/ad6hw50LN5H4srIyVPY/D82Zlz9DKPNI3foRyuY+hNvtFno3mUyis7MToVAIoVAIX/7yl3H9+nV5NzF6jIhzcXGxZJqSeSDKR3SPG4/9/X3ZTJnNZtHJB4NBrKysiNSC9wmHZGrqidpTw0hjFfXJ/Gy8Fkw84L3Kc8h7vKKiAqdPn8bo6Cg6OztFWkCTosFgwMjIiFRmMhv38ccfh9vtxvXr11FUVIRAICCxSmzTGR4ehtVqhUqlwqlTp3Dnzh0ZpHw+n3gHVCoVampqJLicYArf76xRJVo6OTkJhUIhm3GTyYRcLidd51tbW8KY0DBlt9tRWloqUXRk6DQaDT73uc9JtziLDWKxGCKRCAwGg7SgqU+9BEXX058N9nl8qbUK//LpbmEKJyYmoFKpBHA4f/68bJInJycRDAah0WjQ3NwMr9crGmCVSiXs3OnTp2EymcQZ/sCgc/T4Rz9Q8piYmMC9e/fw5ptv4oknnpBIBZoJ1tfXhS7mzpgaE5VKhaamJoyNjcFkMuEP/uAP8Pbbb+PevXtHjBMARDdDdI8oE4NxvV4vXC6XUEw+nw+VlZWSudXU1CQi4lQqJWn+rB9kdIbZbJb2HafTid3dXRlGGhoaMDw8jOPHj0s2WSgUkp3Y1NQUOjo60NPTg4WFBdy6dQuzs7MifCdlzBcFUQ3WihEZ4KBgMBjg9/vlQSUlQ7f4zMwM7Ha7uL0Zn2Q0GjE6Ogqz2SzibJ/Ph/r6euRyOVgsFoyMjAht/fjjj2NqagozMzOw2WyyODDElxl9dL9Sn8MoFwCi5+LGge0ee3t74lDn7p8o6u7urkTAEI2hxpNIGhEvRiXRQdnc3AylUonJyUnRCZKiWVlZEUNRdXW1UI+UXDD+iQMFTT+JREIQITowGbXDmJSDgwMcP34cQ0NDKCoqEsPDwcEB3G43RkZG5J4tLS090gSk0WiOOKMBiC6R34/6OVL6PL+M+2Dgs9VqRVVVFWZmZuRz0AFNw1JhW0h3dzcsFgtWV1dRXl4u+qulpSX520TkqRtlRBEXN7qdKSWgkScQCEgUFPMNV1ZWBG0l3c+8TaKi8XhcpAV0+XJYYM835Sd0qLKxZWFhAQAE+eRnpFyDukbmcwKHyDs/I5FLfneioqlUSmovuUnkPbq9vS3lARyoWD2Zz+dl0VapVKIh5juFYffsmQ6HwyJpIBJOtz8Ru8KwcX733d1dGUxoaCktLcV+Ngft6ZdQ7mxFxaYfwSvfxUEuK/rJ7e1tqZ71eDzY2NjAsWPHMD4+LiYfxh8tLi6KvpkNUqxHXV1dRWVlpaCU3DTRlETtd2VlpWxQiOap1Wo0NTVhYmICZrNZ0Ean0ylJGWtra0gmkzLAVlZWikuf2nUAYpxiIgcNjPv7+/KsaTQa1NTUSJkEh1WfzyebbZZAaLVamM1m1NbWCpLb3NyMGzdu4ODgAM899xy2trbwn/7Tf0IqlZKNaWNjI1ZWVnDs2DHcv39fcmiXl5cl5shgMIjmlu53sh1EScvKykQzzeefZqGamhqsra3Jenb8+HEJIafemXm9pNh7enqwsrIiayT1jjqdTqLgkskkGhsbYTRbMJl3oNzZjgGPAd2lQYSDh3Q+w9QvXLiAlpYWXL16VTaTm5ubaG1tFZf+4OAgFAqFaGCZxMC81hdeeAFqtRozMzN4/PHHBQB4cDwYKOXw+XyIxWK4fPkyNjY28Fu/9Vv45je/iSeeeEI6QRsbG3H16lV5+TGKYWVlBWazGTU1NZiamhKxudVqFa0NmwAA4ObNmzh//jzq6urg9Xpx+/ZtQU6oo2HvL2Nf+NJl9EZzczPa29vxX/7Lf0E2m5V8QQ5cXIxzuZwYifi5UqmUvDC2t7dRX18Pn88nWqpsNou+vj7JjDMajdJ888ILL2BychITExNYX19HZ2enNPMwD7C2tlYGho6ODkEKp6enJSKFWY0MaS+k7zjwMO6BWrrTp0/j+vXrgrZqtVqhWUOhEEpKSmA2mwEcopjvvvsu5ufnRWhN1yMzBnkN6epk6DKjaQppKS4ydNOmUilBGoj68UXLMGIaESjIZwZeMBgUaQEXP2rTGA9DJIiDNGNZ2BFdWVmJmZkZGRKJbHIhJO26s7MjyJ5OpztCnVMjqNPpRAeXzWZls8D7j6gah28aiajZAyDoLc1qHGDsdjsWFxcBQNAYtjlx8AQg+jWGKdMRSxSO54MDIodInl/q5BKftcYAEIqYCzDpfqJzKpUKarVa+ra5+FH6QUaCND91l8XFxfL5iDxHIhHZENBIxeeVzSzr6+soLS0VVJiIKY1xHAz5+znI8ij8PNSDFsY7UZtMVJ6ocqFWL5PJiGyAkSyU7rCEIZPJCAqqVqsFhS5stuHQwHchP0cqlZJ6SA7fHCz4PYlmc1NVuOGgrpNRPZ2dnYjFYvD5fFAqlXA6nVhZWZFnmlpampHKysoku3d8fFyQaBoMOdiTLaJ5LpPJoLe3F8XFxfjJT34CpVIp55H35u7uLk6ePCmObTblBINB+exsvuE7hAa41dVVtLS0YGVlBeFwWO595phyqDQajVI80draKgYxxgOdOHFCzI2MfspkMoLA2u12cbvv7++jpqZGwuu1Wq3Q19yslpSUCBJZKPnRaDT43d/9XQwNDWFwcBB7e3uoq6vDwsKCaLgJevB30GB06dIlLCwsYGBgAPPz87LpI1NWWlqK4eFhaTxilz03KyqVSjZavDfYrFNRUYFYLIZ8Po9gMIje3l45P6zw1Gq1IhvjMT09ja6uLgwPD8Pn88Hv90udJmtd19fXBcl3u92Ix+Oit+XzQgnP888/D4PBgEwmg0uXLv3PGkP+wR8PBsrPjnw+j5GRERQXF+OHP/whDAYDTp48ievXr6O0tBRNTU24du0aZmdn4Xa7cf/+fXEo1tbWAoBEZ3ARr6urQ0NDg+iXVlZWZNHUarWor68XU8/u7i7S6TQWFhZw/vx5rKyswGKxSOfp/fv3odFoZKFhfMWbb76JxsZGyWCjYaStrQ1TU1Pyskyn09I1G41G0dPTg5mZGcnrW1xcFKQt/1luocvlQldXF/b39zEyMgIAePbZZzE5OYn19XUZlM+ePYvvf//7skN1u90YHh6GUqmEyWSC0+lEUVERxsbGsLm5idraWpSWlmJmZkZouf7+fni9XqTTaXGLcjFJJBJwuVxQKpXSnpLNZtHf3494PI6pqSlBtOgM5IuaVYrpdFpaQKiZnJ2dhVarFeSDTl8iZERvqMt65513ZAgtRBoLnZbcMXNRIR3IhY9DI3vDGbPBNqVUKiVUC0OhbTYb5ufn4fF4sLq6KtpTRtXQ6UqnKRdnVn3ynmxoaMDi4qJ8bq1WK4Mvmz5I9TKzbmFhQRagg4MDtLa2St4pFyeGIvv9fphMJqRSKdHDEh2jwYMxT4Uu+uLi4iMuVwDQ6XRibKJWtRDt5ALM31eoZeKAk81mJbicqA8AcbgTRSd1r9frxXhSiNBxY1GIGhLZBA4D8DmwcmAhckhUsxDB4+BPatVgMAj6UWjy6erqQiwWQzAYlO9CAwcjjEiT7u7uQqvVyoaMQxUpe0bpMHSaQzObSuiWJUtAQxYH0srKSvluRUVF8vmpv6aZjpsfmk4AyCDL88HvQVSbvzufz4vml6xOe3s71tbWoNFoMDc3JxtRVglSo0lEmoYkRvA0NDSI3nt6ehqlpaVwu90SH0RHPgsKeI1oSNnY2EBdXZ2Eo5OVqq6uxtNPP42rV69KIw6ZgXz+ME+2paUFU1NTcl+UlpbKO3p3d1dkElVVVdDr9fD5fHL/ApBYnZ2dHXi9XrnW3OCycMJgMEh0kE6nk4xcbnJ4z+zv72NgYAAjIyPCCDHo/vLly6Izd7lcwuAcHBxgY2MD5eXl6OrqQi6Xk9ahzc1NMSQyiozmJRpQ6+vrMTU1hUAggK6uLpG1eL1ePPPMMwK0TExMIBqNwufz4fz585iYmEBnZyd8Ph8ee+wxfPLJJ8jlclhdXZXNEe+t2dlZdHR0YHx8HE1NTfJZKZFSKBRYW1vD888/D7vdLs1rbrcbqVQK4+PjEk3Ge4ipFnynUn9N13s6ncb58+dhMpnw+c9/HiaT6X/SJPIP+3gwUBYcc3NzODg4QCgUwk9+8hM0Njbi5ZdfxieffII33ngDJpMJ4XBYGmY4GBBRYEMMw6V3d3elQi+fP+yztVqtOHbsGGZnZ7G1tSUi78IdW1dXF0wmE9577z2pfbt58ybS6TT6+/tRVVUFh8OBtbU1XL9+Hb/xG7+BUCiEK1euYGVlBRqNBt3d3bhx4wZaW1sxOzuLcDgsTSvpdBp1dXXY3t5Ga2ur6OWI3DFgPJlMYmVlRdzHlZWVGBgYgN/vF53VxsYGAoEA3G63IFBzc3Ooq6vDxYsXMTQ0BLvdLrEy29vboskiAkXzEF2s1FfSYUvtnc1mg16vx/j4OJ566ilkMhmMjIwgnU6jvLxc6Kju7m68//77RwYrahZJifL7AoeB6tS+sdmFNH0ikZAhI5PJIJ3ZQdXAF1HubEM2MIvEjVeQy+6LM5Y6SJ4LJgPs7e1hcXERPT09GB0dFcSHBhL2H/v9fhgMBjFJ0OzAIYc1foy84ALIsG5qv9RqNQAIPc7ha21tDa2trQiHw2Iw0uv1ACDmDp4fDjyVlZUy6PEadnR0IBQKIZVKHekT5mDPRZLDGM0dpEcLB0MOmmyE4pBJt/309LREvBB9ZCfx7u6uaMeoFy10+RcVFcHpdGJ1dVVcu5FIRJBqUnN0+vf09MDv92N9fV0kAKurq0e0qfl8/sggSlMWhyuXyyVoJgc5SmdMJpO4rDn0UBdKNFahUGBvb0/MJUTU6Gpn/FNZWZloNJkFWlJSIsNLOBwWFJVDLADZ2DCHsdCExTBznmdqWAulFowUI2JKvWWh299kMsHtdkOpVGJqakrc9ETKE4mEaCipWaV7l0hUU1MT7HY7NjY2hAqdnZ0VrSP1iOXl5bDZbNI+ww2fTqcTgxwlP7u7h13tACRlYH9/H7rP+uuJ9h8cHEh2IWltbuIKZQwKhUKGcG5SaIgi7U+XPqOKeC6JcjICjO9Bao/phler1TIkDQ4OigREoVBIjqhSqRQNO5t7SNXzGeY7T61WC4X7yCOPIBwOY25uDvF4HJFIBLW1tejt7UVJSQm8Xi9efvllfOc730Fpaam8c1wuFxKf9b8zm3Fvbw8XL15ENBrFO++8g+LiYjQ0NEhjldVqlWzcTCYDk8mEnZ0dmEwmaLVa3Lx5E9FoFKdOnRI0sbW1VVzn3DBR8rGzs4OpqSl0dnbKhr6trQ17e3vweDxIJpMADtH09957T1I8AEjtIgC51ozzOnXqFFZXVzE1NSUxXfPz87KhpdkvlUqhobEJ+rO/hgNjHfprDfh/XqhHSXHR/8yx5B/UUfL/7w/wf6WDN63JZEIwGMTbb7+NY8eO4exD5/HzpSx+NLqMbCCGfDyB/EFOmkxqa2tRWVmJqqoqaThJJpNobW1FS0sLqqurEY1Gsb29jcnJSVkEGI7b2NgIm82G0dFR7O/vIxgMYnx8XDIw3W43PvnkEwwMDKC/v18WY76Al5aWpND+2Wefxa1bt7C/v4+vf/3ruHXrFj7/+c/jRz/60ZEu7OXlZVRXV2NmZgb7+/twu90YHR2VBZIP2cmTJ/H+++8LyjY+Pi6ontvtRlFREYLBoAjgR0dHhSJYXl4Wt3d5ebmgl4x/cDgcYnJh7RkXt/39fUQiERQVFaG+vl76ee/fv49IJIKhoSEJeGYzBUOnb926JXpPk8kkbu7S0lIxaGSzWaFaGMnCwOpwOCwhuoFA4EiDiO7sy6gceOHQNODuQja7j+SNV2Qh1Wq1ootNJpMSZbS8vIzy8nLMzs6KI5poan19Pe7cuYPFxUXJ6SsvL5fhjENGOByG1WrFxsYGlpeXBSWjlokLEgBpNqEUgi5WolTchVdXV4vrn+eeHdXpdFpcmJQIFPYaM/iajSHBYBAejwdra2tSEwhAGqSWlpaETuUmQaVSCZrJ/u5EIgHgcHhdXFyEw+EQwXxh/AppTC6wRKsKh0kO4TQP0Pnq9XpRUlIiQw8puzt37kCv16O1tVXE/hx2Cl2lwC9aV3jfrq+vw+l0ClrKc8P7K5lMwu/3y1DNYYqxZB0dHRgbG5PA+fX1dVnEqImsra2V78d7jrFTTI8gc0L6nuYbmgkYE1WYe0ikjtEzdEEHg0H5fvl8HktLSxI5QzMcO+GJwpJipQmFzzsRy2QyKdenkO4HIPmMuVwO6+vriEajEhPFFqWKigoEg0GhSem4DgaDkpVJIwr1skqlUhz3e3t7CAaDgkAqlUpxtdMBzc2DUqmUCCRmx8ZiMZSUlEjHPSUEjAyjM5rfyWw2i85+eHgYXV1dsrFhDBB75FUqlSCpvFcbGhpgNpsxNTWF8vJyMXI1NzcLi0BJVG9vL+bn59Hc3IyDgwNcv35detG5aeFg73K5cPv2bbhcLtjt9iPymNXVVUH+/uIv/kI2VIx948D/wQcfYHt7W56fH/7wh2Ii3N/fx+LiotyfMzMziEaj2NzcRH9/P8LhMJqbmxEKhRAIBMR4x1zMmZkZMZi1tLQgFArBbDbLtaRx6MyZM/jjP/5j/N7v/R6Gh4cl+YFrOjcoXV1dImvh2ku0kxvsZDKJV155RUyVPF/FxcWIRqPCWKTT6cP7yNwLdUwFRTyCG5/FD/5vFxv/F00o/9c/HgyUBQeNLXt7e0I3vP766yhe2sfH4QoUO9pRVN2Krd1dlM5+KFQPqwGNRiOcTqc0xCwuLmJpaQk2mw0VFRWIRCI4e/YsiouLRY/x3nvvYXh4WAYIanBIbywsLODmzZuiSWS8y4ULF3Djxg00NzcjHA7Lg+Z0OsWN6vV6ZYdM2nlhYQHd3d2YmJhAV1cXlpaWsLq6CuAQjbhw4QImJyexvb2NSCSC0dFRyaskNTkzM4Oamhpcv35d6J2NjQ3Y7XbJ3+QDabVaZfBmJWJPTw+2t7fFtVpeXo5z585hdHQUkUhEhgKiksFgEEVFRbJTLS0tlXgMnU4n2kIOcRaL5ZA+UhQhYhtAWW8r9IEZFM98iGQiLuJ7arxSqRQSiQSMRqPQPkRRWlpaZNjSarXYqW79LOcMUCiKUO5sFwerQqEQCojUWzqdlvgk6qYYory0tIS9vT3JH/3l/EngULQfDoelPo0tQqT+mAVYWVkJn88nKFlpaalo64hW0YXK681oDkY/FRcXizkDgAye1L0xMJr3FAcsnU6HYDCITCYDv98v0TxsDSFtVlJSArvdLrE2jCIhMsconMNzqxAqm/cfEWZSpUxAoESBprO6ujqEw2FBISsqKrC4uCh1eZFIBFarVWJtOCTTXb69vQ2v1yvUIw0bHLJp5qDOjt+BwztjcQAI2kWEm1QdjSBcrNRqNSYnJ6XJyOv1inOfQxoNKdxYbG5uwmAwyKAQj8el1SgSiUgtaXNzMyYmJmRw397ehl6vF5MONxEc1E0mkxjhOGzRoMA8x0Qigenpack+5SBC1I0L+fr6OkpKShAOhyWqqfDePH78uKDy6+vr4rYuKSmBzWaTgZBGH5qM7Ha7mFSy2aw0LZFwIzpbGChPhI7tN4UNNz6fD06nU6ofiR4XNtvo9XqRHhSa0uLxuNTq0vXNDTCH82w2i3fffVcQu9XVVajVaoTD4SOFCHxn06hWU1MjbS81NTWiM+zu7hZdX0lJCc6dO4fp6WkMDg5Cp9NhZGQEvb29solm/JbD4ZBkCeYlU8PJ6+Hz+bC9vY3+/n7pM+e9HI1GpVSD1D+j3cikcNMVjUZht9uPtKlRb7yysgK9Xo8nnngCsVgMg4ODSCQSiEaj8r4ne8Ph84knnpCBntTzqVOnsL29DbvdjuPHj6OqqgrT09M4c+aMvEMZdceGJcZ7+Xw+MalxU729vX1EG06dMp8TovKMjdNVt8h6kAdwzxv7nzOM/AM9HlDev3TMz8+LuH99fR2ZTAZ/NpjBWlYtP7PnG8X2W/8BJpNJXiQUy6vVaqG/q6urJe6DKFJTUxO2t7dRXV2N2tpaxONxWYRSqRRmZmagUqnQ0dEhw0FlZSXm5uZgMpmOOAC5q7Pb7Th27JgEiw8PD4uLlALura0tnDx5EleuXJGYC7PZjNHRUcmWKysrwxe/+EWsrq4iGo1KbRxpc4/HI3Vo6+vrEvFCmcDBwQFOnjwpyCJR23A4LC9srVaLeDwOhUIhej9SzhyaKyoqJOOPVDUpSFLipApJ5wYCAWlSYeOFovNJKE+8KCHJ27dfw/7IG6Iro56y0EzAbu3m5mbp7iYdBQDrhmNQnfqS/M7NG69IgwWNBjRjqFQqWRC52Gi1WjEdEIlVq9XSZazX6wVZZASLyWSSxZixQzwXpD6J2BFpYAC3Xq9HKBQSRIzoNmnx9fV1yYgMh8MoKipCS0sLZmZmhI6j+J7h72zrIbJlsVhEQ0mtEQC5voweOTg4gF6vRyQSkXNFNIpRRKRzzWYzfD6ftDSRCiUqywGXQxKDqInGcjAgUkGtGk1VHCQZb0JTE4dEDpcckgoNRJQJKBSHNYqDg4OC7tHBTIoU+IX2kjE7PA+BQEAWLw67NANRt8UIlc3NTahUKmg0GhmcS0pKYDAYAEAGeHbLJxKJI2gz5Qh8Nui0J0rPn2HyBBH0XC6HhYUFccLncjmhdtVqNTY2NmToZVQS8wSZs8nNFdFU4BfyAJPJJM806WkG0RNZI93P32ez2cSEl0gkRMqQTCbFvMWNVHFxMRobG2VDxQ0Q0ypo1OMz19vbi5WVFaGM+cwxI5Z0NjXXS0tL6OvrQzabxfz8vFDz/AxMZwiHw/B4PAgEAmhsbJR3Mys229vbRRaiVquFTeC7xOFwYHZ2Vt4hWq1WkMC1tTV593HYcbvd0qVeVVWFpaUlSVRgTSE3RsvLy4KKE2GfmZnBwMAAjEYjIpEIZmZmMDU1hdbWVhmin3zySYyPj2NjY0Pc6zRg8vkkus6NVSaTQVFxCTSnXoS1/TQudNSgaX8JgXW/5LSurKxgYGBAaon7+/sBQKh/Mnl+v1+C2PV6vaw9Xq8XfX19sl7zXUitMZ38arVaNkJcqygfosRmY2MDBwcH0q7GZ4/d52U9z33GWCmgAPDPH2n6R41QPhgof+mYn59HY2Mj3nvvPTz22GP4+c9/jtemU7ie0ABQAPk8yuc+hGLqXQSDQTidTqjVajGarKysAIAMfzabDWazWWrRhoeHkUqlYLVa0d3djUwmI7tvi8WCiYkJaYDw+w8fMu4i8/k8fvu3fxuTk5Ooq6vDxx9/jJaWFnnBz8/Py+6yr68PoVBI6I27d+/isccek2F0fX1dKM+ysjJcv34dn//857G8vAydTofr16/D4/HI7pVGGb1eD7vdjkwmg5WVFWla4Y6RJhLWd5G2Jz3f1NSETCYjdBNNK8BhI0xXVxfGxsYkMiOXO6ykPH78OEZGRiSyqLq6Gm63G6urqwgEAigvLxf9HYfD4kf+NxRVt8u13fHeR/rt/yDuS0blcEBhTh6DxpuammR3ur29DavVivmFRVg/9/8ALA1IzA9hd/gNlBQXiUuYDRnFxcVHaNiSkhJBXwCIpjGfzwt1SESQAwiDg7n4czgjHcc8QJ/Pd6QBBoCgd3TMAxBzCIcGakMZ9M08zt3dXcmJy2azMhzxv6+urkojDQcrXq9CLV5hDioHHoPBgHQ6LTrNwjYWi8UiGysG7ldUVECv14v7mMM3ABnMuMEgkscwcg6FjJIhGs7Fg/dBaWmpLDocHHkPcRDi0ENWgvEtiURColcK43Z4voFfNOTQ6MAhnah3oUGoqqpKDDNciHkuaBZhVzkrSTc3NyWQe3t7W9BfNiQBkE5lajJpTPJ4PPD7/bJp4EDA1ip+Xw50REMBiMaZ9zYAQZboHCZSyOGeVCh1j9RdVlRUoKGhQUKxSZdvbW3BaDTKM2w0GsUkREq0sC+cn5ODKCUtTCbQ6/VwuVyIRqOCDpPRof6U7Ar/L01YTIHge4LfnT9DpL6oqAgul+tIziufWYvFArvdjnv37mFlZQWVlZUADtkCmjtXVlbgdDqxtLSEdDqN2tpauV5kY6glpMzBYrFIvFk+nxfjYnt7O6ampvDoo49icXFR4rFsNhuKi4vx1FNPYWhoCIFAAOvr68K2MU+zp6cHGxsbUKlU0irEe5lJEFtbW5JYoNFoJBUgEAgIw1FoRCtsQ0I+D/fWBJr3D2O/xsfHxZwIACdOnJC2nUgkAr1ej+npabluu7u7uH37Nr761a/CbDbD7/djamoKDz/8sKwr09PTcLvdsvHgeee7KxKJyGelvpgbd94HfAcnPmtwY6KDSq2B+uSLyJseaCiBB5T3f3fYbDahafb29g5z76xBBH90E4lSI0oTK+hzF8Ff1CEaMsY1EE0aGBjA7du3kUwm0dTUJB2oNpsNBoMBjY2NWFtbw9tvvw2r1SpRGPPz87BYLLh48SLGx8dx4sQJ1NXV4ZVXXhHX8l/8xV9Ar9fj2rVrqK2thclkwuLiIiwWC2praxGNRlFTU4O5uTlBvdi8sri4iK997Wu4desWFAoFRkdHpdLQ7XZjenoaFy5cwPvvvy902f7+Pp566il8/PHH8Pl88Pl8knXH/mS3240PPvgAWq0Wx48fx9ra2hFXY21trSykNF9Q7N/U1ITq6mosLi5ibW0NV65cEfMG9VWkpfniNxgM8m8Yu5PL5eD3+6FUKoUic+2EkRKd2QEOgvMS30P0gU05jAehvu3g4EAoPQ5hwWAQqiolwle/KyHWZWVlyBeViu6RCFNhBA3NXOxQJsrGSJvZ2Vm530wmk+SU7u/vo66uDlqtFuvr62hqapLwbaKH1LNRUE79L92QwOHCzwWVPdn8XmzjyOfzCIVCqKysFKcw9Y42m00QIA641DOmUinU1dXBZDLh4OAAi4uLMrAwpoS0I3V0HFSI6CmVSmxubgoKWV5eLigd/8PPyDB5Zm9ubm4KspxOpyU/lIglcx+Li4slnzIWiwkay2EPgDjdU6kUHA4H+vr6MDIyAoPBgEgkgmg0KoxBISq/tLQkyCMTG6hVLTRFULfKzYdWq4XVapUBhZ+BWkO2JtHQEI/HoVarsbW1JXqz6upq6awmzUyUlwNZMpnE9PQ0AMhwTBSWnfccjrgJ5HDGgYBxRwBkg0IdI4cMj8dzpFecQx0A2cAUbpaoQ7NYLNja2sLs7KyYqhiCzdB8xlBls1lJO2DEFvN7VSqVyF16enowMTGBlpYWyU2Nx+NYWVmB3++XbFIGoHPT6/V6Ra5ARDaXy4m0ggwLB/Z0Oo29/SwqOp/CvrsT2o05qFdvoqKiAs3Nzbh58yacTqfoK7e2tjA0NAS1Wi396kqlUiLSpqenxUDD+sSDgwNMTEzg4Ycfls1Va2srhoeHYbPZpOqQmnKGca+vr0tU1eXLlyVKbWdnB3Nzc7BYLLJ5bG1thc1mw9WrV6HVamWj9cknn6C5uVkAjmPHjmFpaUnodhpb3G631NRyw+B0OpFKpeQ+4dBf7mwXmhgKBVKVNjS4i1BbWyvXgiZQNrwROZ2enhbfgtvtxpUrV6DVatHT0wO73Y779+8jFosd6f8mqLK4uChaeKvVimAwiFgsJo1DqVRK1h4i9JFIBNlsFhsbGxLO/sQTT+DmzZvo6elBVVUVnn66F01NTf/LZpJ/SMcDhPLvOOh6zuVyaGlpwZtvvon6+nr823/7b/HQQw9hdHQUx44dE7fu7u6uBKe63W7RTLFRwWg0oqOjAxMTExL4zHgVl8uFhYUFfPTRR4L+UfdSXV0tQnitVou2tjYYjUb8/Oc/F5qvqakJOzs7CIVC+L3f+z185zvfwYsvvogf//jHyOVyOH78ODY2NnD58mXR3cViMTER0BFbW1srJgNmlG1tbeHUqVNwOBx44403sLm5iX/2z/4ZdnZ28MEHH4grvL29HclkEsFgUJoONjc3UVdXJ+HQnZ2d8Pv9CAaD0nBz4cIFQYHeffdd5HI5EXez8SMWiyGZTIqui2iIyWQSM49CoUBNTQ329vbg9/ths9mg0+mwn8th230WGVU1dlankBt7G9upLTGXMCJHp9PBYDBI7zOHDyJfpFpIzzJ/kqgmhxkGQ3NnzLB6Nmwwj5AtSXxps0u9o6MDQ0ND0mQCQL4fAPnOFRUVMBgMWFtbE+qQlDLpaBo2KBUoDEPnwEVzR1lZmaClzFdk8wy1RaSS6Zzv6enB/v6+IEocSkgPt7e3i2uclBuHay5iSqUSBoMBdrtd8i+pkWQkTiwWE8MHB3sOl6TpSkpK0N7eju3tbaEWad4pDPNfWFiQXFcOzBzmiCZzACqkdIuLiyUHj9FYDLn3eDxieIpEIhKATbE/6bStrS1BSisrK1FdXS3NIqQIGSlGxyr76tlk43a7RRN6cPCLOtTCDQJlCZQ2sBuazEQhekmEh/WnhWHsrCg8ODiAw+EQBz7NLNyM8f0BHBpYKBdiTR9lBJQX8H/jgMWhanNzUxB8PovM1+VGw2w2S0QWB3YO64z+2djYQEdHh0iJOIT/8nUpzIBkFBt1nYVtSYV5qMzz5M9z8D/aP57HwejPofHdQCwWkwSEsrIyGYg7OzsxPDyM3d1d0R8W5kF2dXVJXNfW1pa8Kzhsc4jjhrYwlormr5WVFXlncZNP2UQqlYLNZhPdr06nQ0tLC4LBoJhoQqEQtra2hC3j++Ghhx7C6uoqdnd30d3djcuXLwsTQXqeyDDRPJVKJUNecXExyno+j/K+Lx6+1/J5tOWW8TnL4b05ODiIhx56CIlEArFYDLW1tejp6YHVasXExAS8Xq9svK1WK/7zf/7POH78OJ544gkEg0GUl5dLTik3JXfu3EFtba0wA6urqzCZTEin07JJ8Pv9sNvtqKysxO7uLubm5hAKhcT8SsNTNpvFp59+ipdeegnT09Po7u7GI488Iu/of+zHg4Hy7zjm5uZkt9/U1ITFxUURtV++fBldXV0YGRnBc889h7fffhtGoxHz8/NC7dTW1gpF4vV6ZQcJABcuXJDmFI1Gg42NDQlV397exurqKrq6uvDCC4e6jO9///vy0qyoqIDH40FZWRlmZmZQW1sLvV6PN998ExaLBYlEQrq0p6encf78eXGuxWIx/Pqv/zrS6TTu3r0rkRkzMzNoa2uTPMJAIICXX34Zr732Gvr7+5FOp6WrlkhVY2OjoGS5XE7y4Ui7EZFSKBTilLZarTCbzRgeHoZGo0FTU5PQ4ny5BYNBuFwuzM/PS8ySTqfDnTt3sL29DYfDAZ1Oh4WFBUHX+PJSqVRYWVlBJpOB1WqVlwrwi/YbALJAsN+3qKgIFotFUIFsNotoNCpxK4y24PVjkDNRJi66/Cz5fF70qWyWYYMOUTdm8ZHCLKSLGKVSmIHGlhIOQNxMUKdJZII0M4eG8vJyychUKpVobGwUZylpZmr1QqHQETraYDBAp9NhfX1dhrzKykoxZnH4slqtko1pMBiEPqYZhyalg4MDodRJL3K4LC4+rMbj7ykMHufwR7evXq+XQYL/loM5B87GxkYZRNfX1wFAgo9JQxOR5vkiBQ5AFhE6n6k/5flkm45er5ee7/Hxcflc1PeSPuX1osGM15q/lyHhvL+4QeDnLdRuMjKHjS9c7HntqQelXtRut2N2dlYQvpKSEolUoVaMJpfZ2Vkxl6nVanR0dGBtbU3uAVLUHHCqqqrQ0NCA2dlZGSBo7CEtTjSZ12t/fx+lZeVQnXgBSncndlYnkBt7B5UV5YKe83tx+OagW+jmp9aa6Q1arVb0fjTosQ8bgBhsmBFLCpaGGRqOCu+9wpB50t1EcrmJyuVyMH/pj490SO+u3EfyZ/8vcSNz82AwGKRdqLKyElNTU/B4PGIOovSFSRhra2uiRWxra8PBwQEGBwdhNBolIoglFPfu3UMoFML58+cRCoWwvLws159xP7yuLpdLdIe8Z/b393HmzBmhvZeWliQho6OjQ97J6XQajY2NWFpaEr0nJSrMYd7e3obL5UJ9fT1u3rwJpVKJra0tWK1WJBIJKFVqZDwPodjWBFf5Lv7V53tw7eoVKXegvvOTTz5BWVkZrFYrDAYDDAaDtIFxjfnBD36Al156SVJTamtrpSaRbNjc3BxOnjwp1z4ej4tBiCAFc5K9Xq80TPH8dnV1oampCR9++CGi0Si++tWv4vLly7h06RKqqqrQ0tLyv2gS+Yd3PBgo/44jGAzC7/eju7tbkJXi4mL4/X7cunUL8XhcECfSKaFQCOvr65Ip+PTTT2NychIrKyuoq6uDSqVCOp3G6Ogo7HY7ysrK0NfXhxs3bkCv1+PcuXP45JNPMDc3hzNnzmBqagperxfAob6mt7dXXlCktUlRTkxMwGKxIJPJYGxsTIZL5hmur6/D7Xbj2WefRSQSwfz8PJaWlsTdyJ1ZMBhEbW2tIAyMggEODRZtbW3I5w9bNbxeL/7oj/4If/mXf4kPP/zwiFO4oaEB0WgUKysryGaz4hh1uVxwuVz49NNPAUD6gNVqtXweutUjkQhcLhf0ej2uXr0q+he3241IJAK32y2mBi72pGA4IESjUaEHiYSePn0aQ0ND4rzmMEIdIVGera0tVFVVob6+HoFAQJAAogBarRYbGxtChQC/0C3W1NRgdXUVBwcHUKvV0Ol0sFgsiEajEpzO3T91k1y4CtEyvvw4BBVq5goNW0QvioqK0NXVJbEjHFap7Tw4OEAsFkN5ebksZBxSuYBns1n5HoWDFBEdau4AyIBFLSZpVg6gXKiJEPF8M9aloqICDz30EDKZDJaWlrCxsSGLEyNFaDACIGHqbO0BIHIFuo0LNYVsgqIEoRDRAYCS0jJoT78EmOux559CZvBnKFIcUrp0ovOwWCzo6uqSvnu9Xi+yENKvJpMJ4+PjR4LKKYXgEMQWIuphiWrTZECUh+8UauSoXyTdTDqPsTzU6tHIRtTcaDTK/bK/v49YLCYVehyqdnZ2hKbn5oiIHQBx61MCw2iera0tYTuI2lJzSUc2rxvPBfDLiN4Btm+/ip3B1+X68PzzHUGkt5AVKC0tlXcq81vpZC5E2XO5nLBIDF/nfbO1tSV0OzfsgUAAVVVVshGg0YuuXqKW3Oio1Wrk2x9Hee/zwGfSmtStV7Ez+FNUVlYKq8BNADXb1CU2NDQIEs3hLZ1Ow+Vy4dq1a/I7gsEgLBYLmpqacPv2bQwNDYnBk2UR2WwWoVAIGo0GW1tbOHHixJFosWQyKRp1hUIhOZLUNtIAx4Fqc3MTjY2NMuSvr69jaWlJmLJAIIBMJgO3243FxUX09/cjFothcXFRMpa9Xi+MRiOOHTuGkZERua81Gg1sNptsgI4fP47q6mq88847eOyxx3DhwgXcunULy8vLWFtbE413TU0NFhYWJMt5cnISTz75pKRp9PT0wOv1wmAwwOVyIRKJiJEJOGw9C4VCOH36tAybbPIym80ijcjn83A4HOjt7cXOzo7kUD/zzDP48MMPcfz4cZSUlKCurk4kEg+OBwPlrzw+/PBDPPLII9Lm0tDQgHfffRfZbFaqEhni/Qd/8Af4b//tv+H48eOIRCKYmpoS3QczFAOBACoqKvDFL34RExMTuHnzJvx+v+TKMX9NqVSiurpa4lIGBwclV7K+vh4GgwFjY2Ow2Wzo6+tDKpWSWi+z2Yy7d+/Ky4ud2uPj4xKGTcSILxS/3y/ZlI2NjRgeHsa5c+egUCgwNjaG7u5uvPnmm9J5yxdOIeLHEF/WPU5MTODkyZPI5Q6zOu12O9bX1+H1emG1WsWgQb2gwWCQFyzRR0bwcPfocrkEmSXtw3Bddr3Sse31elFUVIS2tjYEAgEolUqhXwtvdwZUk943mUxC+xIZpMmhpqZG9HhEEQEIHc/F2Ol0SqsRg5ZJA5Mio0ZTq9WioqJCBkwAEnXDz0pUCoDoFomqsBVpd3dXdG+hUEioO3YwcxAhorC5uYmSkhKJzeHQyKo5DqmkqKjDzefzohvb3d1Fe3s7PB4Prl+/LnVybEeiUYrfi+grA9d5TthIQcR+bm4OwCFK2NHRgYqKCty/f18GWlKsNGfx+5WUlGB3dxdOp1PoWOapspmEAfhEtlQnvwTNmV8TqnLr5iuIX/+B3B+kk2k2IvVO+lSj0cgixIpMooPxePwIDQhAKGcGXBOJ4z3HDQtd0URjQqHQEXSuqqpKBh3KS2giIj1HCs5ischwrdPppPOZrTD8WSYmULpBFz+jkrjBoaawMAeXgyI3ZdRUkk6mLo2H5aV/fwTRyyyPIPaTfyedyAzapxGM+mHGvszNzYmek5Q+JQKMeWHDFjccLpcLe3t78Pl80uJDBz/1ntyY8fMbjcYj8UCUImxvb8NgMKCpqelws1lRiS3XaWRU1ShL+KBc+RRrvhW5p6lJ9Pl8QhUzj5GbdgIMbIUaGhqCx+MR9Jra7/r6eszPz6O+vh4/+clPYLPZUF9fLw7qM2fO4NVXXz0S/0QN9urqKurr61FdXY25uTlsbm5KSQad+b29vRgcHJSOcLI9nZ2dcDqdeOutt3D69GkBRxQKBV566SWMjo4ik8kgFAoJ2wQcbnjOnz+P9957D7W1tcIq6PV6eUe2tbVhf38fbW1tePXVV1FeXo4vfOELiEajCIfDmJ2dBQC8/PLLEhE1NDSEdDqNhx56SLToqVQKjY2N0rjW0NAgZrsTJ07AarXC6/Xixo0bACCDJusqC5ubHnroITEkfu9738PZs2dx5swZ3LlzB6Wlpaivr0dR0WEF8oPjF8eDgfJXHBwoM5kM7ty5gwsXLiCfz+NP/uRP8KUvfQl/+qd/Klqd8vJyHD9+XAJTdTodPvjgA0H/mJHlcDjw2muvSW3TtWvXsLe3J9orokgGgwHt7e2wWq341re+hf7+fjQ3N+PGjRsS4GsymdDV1YX19XVcuXIFarUaFy9exOLiImpra7G5uYmHHnoI9fX1+OM//mN52VqtVty7dw/hcFgW+6KiInkp0y3MAXZlZQWbm5tobW2VnfaVK1dgtVqhUqkke6+wdYV6PYbpMsfNbDZLbAOpHyJyHo9HXkZf+cpX4Ha78R/+w38QYwPbHZxOJ+7du4etrS3o9XrE43GJSFpYWMCpU6cwNzcnwwQF1vxb3ImTgqJIG4Do0Bi7QjMA69a4MHHh4QuIkRnAoZCfCBVNKFxUiJwxMomO7YqKCkGRNzY2ABwOnZlMBhqNRvSCdItS38aBgAMVzT+k7rnoU/PFwYXoD7V4RJaoRePgUFVVJRRmWVmZ6EE5WGm1WtTW1iIcDkv/NhFQDpZEluh+ZfxKWVkZ9Hq9mEJsNhtsNhsmJiZkyCkvL5dO5MXFRUFE+dkByGLPc8b7jtmcTFEgss6hLJvNQvXMv0JF7TF55vdXx5F680/lfPA7chAFDiOAOGAxzokNLPv7+zCZTBJUnUqlZGDPZrPI5/OwWCwoKioSNI6SA27IgENUzuFwSOQUB0AAkpEKHA6LjJchos6aVSYykNorLi6WAYuxXsyD5L1LJzZ7oEkrUrfJzF0inLyf6WBm2gMRN7r2AYj2Nx6PQznwwpFBfvPGD7F58xVBxK1Wq2QX8hkiSs6WGtL38XhcMiU5BDKQncYMv98PnU4neafUIup0OpSUlAjTwHuO9zcACcUmI7W3tycbI25y+Nxy88fzxzYdMjR0ChcGs2u1WlRWViIQCMDpdEKv12Nubk4o/EQigXg8jqeeegrLy8sS1UXjHt8Nu7u76OrqwsbGhlQvWiwWuN1urK+vi1t8enoaPT09GBsbk0SB+vp67O/vw+l0YmZmBgsLC6irq8PKygra2toEnGDZQzwex8DAALxeL44dO4b3339fnjG+bxobG+V+jcViR3To4XAYOp0Op06dwszMDPR6Perq6iQVgJWLZrMZ4+Pj0jhlMBhw/PhxdHV14Xvf+x6y2SyeeeYZTExMiMmqo6MDfr8fyWQSv/Vbv4XJyUlxoW9tbWFjYwPRaBS9vb3Sj86UAQA4duwYLBaLlBD8/Oc/xwsvvCDNPX6/H5cuXRL2hxWTD47D48FA+SuOq1ev4vTp0ygrK5MIIQB477334PV6ceLECfzZn/0ZLl26hOXlZZhMJvT09MBgMODGjRuiyfr444+xsrKCf/Ev/oW8YC0WC7797W8LxZnNZmX44qJHgbHZbEZbWxtqamrw0Ucfwe/3i3tQrVajoaEBVVVV0Ol0GB0dxfT0NCwWi8QsPProo/jwww9x6tQpNDc3486dO9K0sLS0hFgshsrKSrS3t2N0dBTb29vyOS5duoTp6WnodDpMTU2Jpiyfz8suf2dnB93d3ZicnJSX99bWFtRqtaALm5ubUCqVaG9vF3c1XbaZTAZ9fX04duwY/H4/QqGQVGyxGWRjYwM3b96EyWSCRqOB3+8XrZNGoxH3qNVqxdraGnZ2dlBdXS0Oe4fDIS94IgBlZWUIBALiBKYWjy5vAKipqcH9+/cFSaQWk+gRI4JI5xUVFcFgMKCurk56w2mAicVi0Ov10Gq1GBsbk2GQCCUdxPwcXNioceMiQqqb8UJ000ciETH4EKUiOkQXNIAj9Xv82xwYDQaDUIR0qReGcRP55GciqlUYZM5FlYt3odMXgJhgqIEFDiUmRB2Li4tFUxsIBATdoYaNbngOWtSwckikro3mC2psS0oOu8uXl5fFtKI+9SWoT/9isMnc/TEiV78r9xOpPgCCpJMSK0S3CgdD0uA0KfF+IlrLJpBfRu2o2SyUTxRGIfE1zXuAw1ZhfikHUuAXWkytViv61pmZGRwcHKC2thbJZFIMbpRFsAGGwzM3WNxkZDIZ1NXVYX9/X7rdeS0Yo6RSqUQjS1MbEXIOHAd5QHPqRSjdXaKhRP5A6P+KigpYrVYJnqaOlXo6olwVFRWIRqOCXHOw1Ol0kiPJiKiFhQWUlJSgr68PKysr8Pl8MBqNQvkCkHcwz1+hIY/5jdy8BYNBKBQKGVQ5nG5tbaGlpQVDQ0OChpeUlKC1tRUbGxtobm7G0NAQ1tfX0dLSIgDE/Pw89vf3YbPZkE6n0dPTI3WWdrtdDIharVbixLRareS1Mn1hY2MDTU1NWFtbk+pTmtcef/xxXLlyBS0tLVhbWxOkle0+ZDqUSiVGRkbkmWHNq8ViQWNjo7ShraysoL+/Hx6PB2+88Qaam5uF9aKWnt9Jp9NhenpaGp9+93d/FyMjIzh37hxeffVV9PX1YWJiQkxsra2tuHbtGr72ta/h+vXraG9vxwcffAC73Y7Gxkb4fD5sbm7ihRdewODgoOhDn332Wfh8PgwPD8PlconLns9Oc3OzROsx0u3g4AB1dXVoa2vD2toalEolrl+/joWFBTz33HNobm7G1NQUpqencfHiRWl+amxsfGDG+aXjwUD5K475+XkAEBq4uroaNpsNmUwG/+bf/Bv863/9r/HWW29hZGQEe3t7eOmll/DJJ5/gG9/4Bubn57GwsCCITjKZxOuvv44nn3wSv//7v4/vfe97Yqi4cuWKIGkbGxuoq6tDXV2dmAlGRkZgsVhgNpvhdrtx7do1ySxj5AzbSYganjx5Em+++Sbcbjdu374tYa18yFUqlSAZjDrp6urCK6+8gng8DpVKJRTP/v6+vCh2dnYE4clkMrDZbKisrBSjBXVqROkaGhrg8/mwuroqO1i6JI8fP47BwUHJ6FSr1dBoNNL24XK5cO/ePVRXV0vAPF+2zNdkPVlxcTEuXLiAeDyO4eFh7O/v4wtf+AIUCgWmp6eF/trc3ERHRwdUKhVu3LghQwH1ZUSeSAcTjeHulcggFz1m+gEQNyRNDxTFs/XHbrdjbW0NBwcHaGpqgtfrFfSycDjkwMjwXerBrFYrotGoLKI0DHGnnM7sQNn/BcDcgD3/NHaGfoZcdl/y4hg+Teo9l8uJ6YCDF92vAAS9oLbWarUilUqJ+1yj0UhrTlFRkTSKMN+TaOTBwYEgiBwmSalT0E/0jZmMpJU5IJOSJ+LDoHjSnqRgqbEEIJsaRoYUVrFRZ1heUYls8yMoc7QiG5hF6s6Pkd3fE40lNx78O/y7pHipM6QOjJ+D143NVxyIzGYzABwx5VEPyqGFJQZlZWXirGdzFnCIAtINTdqW556Dq9PplAir2dlZ2WDk879ojCEqCRwiuxUVFejo6BCDDRFxXl9uOnjP0J3M+DBWShZWELLDmQwIXdg0fzHFojBTkFKhkZERQQf/6T/9p3jttddgt9uxsLAgG1QOwBqNRvTYpaWl0Gg0MmhTm0ozWm9vL3K5nAyrvNfz+bxEKXGjX15eLgM0I8nIGgSDQQmA1+v1stmlO5hRbbxW+/v7aG1tRSaTQTgcFrrWYDBgcHAQoVBIUH6j0Yienh5pdSEizPIGOt2PHTsmAfb37t2T9AvGdTFdgAfvTVYbUiKUTCaFrXC5XGKiob79/PnzyGQymJ+fh1KpxODgoOh2dTqdUMmVlZXo6OhAIBCAw+HA4uIi5ufn8c//+T/H8vIyfD4fNjY2JCqMJlOTyYTh4WE0NjbK+pJKpXD+/Hm8//77cDqdOHXqFN5//31kMhlUVVUhGAzi9OnT+PKXv4xwOIzJyUmJZMtkMggEAnC5XJiensbTTz8tsqa1tTVEIhHU19fLAN3W1ibyLKVSiZ/+9KcoLS3F6dOn0draiqWlJUxPT6OmpkaerXA4/CAq6O84HgyUv+JYWFhAPp8X6J91jNlsFt/97neRzWZx9uxZvPvuu3IjNjY2wu/3C9X813/91+jt7ZXKtE8++QSLi4v4wz/8Q7S0tOD999+HxWLBnTt30NbWhrffflscyw0NDSguLsbS0hJCoZAMZ4y2eeGFF2RnSGffyMgIJicn4XK5UFJSghMnTuDWrVviduNOl0gNABnmMpmMDD8UcOdyObjdbnR2diIej+POnTvSYONwODAyMiI0PREyUvVLS0tiaHK5XIKY0DDALDiVSiXaUdJcjClhRiS1MNQIlpaW4vjx4yJI54LPLE63240PP/wQwWAQfX19mJ+fF2MNURu+dJqbm7G0tISysjLJtSOyQcF/JBJBOp2Gx+OBwWDA9PS06OG0Wq3ol0iRsxWltbUVsVhM3JG8l+hYLjSKUM+zubmJZDIp8TwcQjgw0DHNfwMcOliLup4uoBEPsHXzFSRvvCIh3IUd15WVlRKJs7+/jyqVGsr+56GwNGB3bRLJm6+iSHGUQqaxheeFAy5dojSM0UFOCpHoGAf1xcVF0WcVBp/ze9AMVKgnZIwT0TvS6ET3Cwdj/izRPQ64HGxJnZKG5gLLhYoDLFE1heKwbYjaOW7EGDfFIYbXmLor/o1fppCZjMBNCxf/eDyOEydOYGJiAktLS6JvpV6XZhludOjG59/gME6TCZFbDpZEY1iNyPgYIsnAIeXNqBt2yPO+5vlh5A8NK4wJ2tvbQyqVkuYdajQ5SJeVlWFpaQkNDQ2yiaivr5dBlOYjs9ksAec81zQXajQa+Hw+MUTNz88fyY5lMgKvHwB5jgBIVBRjuqj5JDpYVFQElUqF48ePY3h4WCKOGOUzPz8vphrG2hBkePLJJzE4OIi5uTkJDU+lUnA6nYhEIqKN5mae91dLSwvsdjvm5+cl3YEZs2tra2L8sdlsmJubQ3V1tbwrmf1oNBrh9XqxsrKC4uLiI4xR4SZAqVRKpBCTI5jGQFc7w+1XVlbQ09OD+/fvS83o0NCQuKVHRkZQW1sr9wWNonx3b21tIR6PS8MPn5VYLIazZ8/i4OBAusJ5n/T19eEHP/iBGEDtdrvUb87Pz+P06dOYnp6WNJXnnnsO4XAYsVgMKysr8r4hgvzVr34VN27cgMPhEE0wDaB1dXVoamqC0+nE7OwsLBYL1tfX8frrr+P48eNwuVzo7OzE6uoqFhYWAAAXL14UOQI3hA+Oo8eDgfJXHAsLC3Ljms1mcQ+yFow1h7lcDt/73vfwzDPPYGRkRCJ12tra0NPTg6tXr4roe2xsDDqdDj//+c/R1taGP/qjP8L+/j5ee+01rK2tAQDOnj2Lqqoq3L9/X7qyPR4Pfuu3fgt/9md/JrROQ0ODoIPFxcUIh8NobGzE5uYm5ufnMTc3J9Rdb28vRkdHJTjWZrNhc3NT3Hl02DY0NEhNGKlNuuby+bwgqBRLM4B2f39fOmpJhVVVVUl2XHd3tyxKJSUluHXrlgxfbD/gcEQKJpvN4vz58xKGvrCwIOalra0tzMzMoKurSxYkUn6bm5toaGjAyMiIxM2YTCaoVCqUlJSgq6sLk5OTMvBcuHAB9+7dg8/nk5xGp9OJjY0NaWlJJBKora3FxMSEIKkajUbClAu1U36/HwrFYSWf3W6H1+sV92RDQwPMZjMGBwdFLkDNGfMUSUMzmodDMJtL6HQFfpFDRz3gLxsdQj/6N4Ko0QQCQIYV6v4MD/06KvqfR2Gd5O7Q64LGEi3kvUf0LJ/PHwnA52f75aGOAxGHUWr3SMUBEIqfgxjzK/m9Dw4OhDblkMwBli5pUuy8LynfKKzX5ICn1+uh1+ul7pMd6bxvy8rKEI/H8eijj2JyclIyLPV6vQz3HFA4qHKQJFKYTqflfFVVVcl3o+aSsgKeJzIVHGS50PLgeaULV6VSYXFxUa4N9XkMCzeZTBJ3RQqeAzRlCW63W+Jz0uk0Njc3JYDfarVK8UFNTY3IX/gdnE6nBKfn83n09fVheXn5CFJtMpmkKpExTczfjUajMoTTiJPL5fDYY49hamoKqVRK3idEmJhdyq51yiCow6XhilrtiooKqFQq0SbrdDr4/X4YjUZJdCCqSec8rwOHEG4YSktLcfbsWXz00UfyTBI15/Mfi8XQ3d2Nvb092XAVbqaJ7lLDWl9fLyZCk8mEmpoaTExMSPvS6OiobCqMRiNUKhUMBsMRdoKSKVLvzOJdXV2V54NMCulaIvnZbBb9/f2CeHNjtLy8jJ6eHkQiEayvr6OqqgpnzpwRpimRSODhhx/Gt7/9baGUbTYbqqqqBC0svG7f+MY3cPfuXXnXkaVituQjjzyClZUVOBwOTE1NSZvXiRMnxBja398Pn8+HwcFB5HI5PPnkk2JayufzGBwcxDPPPAOr1Yr79+/L9WC4PSU5AHDp0iWEQiEkk0lUV1djZGQE7733Hl588UUAED0qw+HPnDkjCLDf73+ATv6K48FA+SuOhYUFuFwu3Lp1CxcuXAAAzMzMCBLi8/kQCATQ0tICnU6HP//zP8fJkycRCoVw9uxZ3Lt3D7/xG78BvV6Pu3fv4oMPPhCKtqioCB9//DG2trbwla98RSKJmJt2cHCA/v5+XL58WTIju7u7UVRUhN/5nd/B3/zN36CpqQmjo6Po7++H1WrFd7/7XbS0tODu3bvS9RoKhWC323H79m3U1dVJTt7p06cFTRgZGcH6+jqcTifq6uqg0Wikh5ed3kQzSLWyYYGCfCJ4VqsVZWVl8Hg8yGQy2N7ehs1mk37qRCKB0dFRQYtyuRxUKpXkCzJ3cmxsDOvr67BYLFAqlZI9ScctHchs5SDNR60dAAn4XV1dlco3OoQpDGdWIHPl2G27v78vdCRdmAqFApOTk4LQckEmsptKpTAwMIDZ2VmhrmpqagT1YYwJ/+bS0hIACJVFpJeie+oeOQTRiciBiuHl1GiWHn8WZb3Pf6YPPED6zmuIffIDGW6y2cN+bQ6VHDKz2ezf6boNv/pvxeFNlJADFDWIwC/oQg6TNJhwceM9AxwaaRjuzQGQaCS1nyqVCh6PB8FgENFoVILMi4pLsN/0MBSWBuyvzyA39g7S2ylx1rMRhEgdkUIGF9MJS40tkSsOrDyYM8hwfV5jLtiMn6JezuFwCEPBZ4pOZw7+2WxWkCca3pjxl8/nBTmmtpRDODWt7CXndWfgP4cYfl+intzgxWIxNDQ0IB6Pw+v1ynCqVCplU3Dq1CksLy+LuYWB4FzMx8fHhQ7lOaATlmgk/y8/x+7uLurq6qRWtbi4WK7DwcGBNJEVbi6oLaUkhrICphUQsaO5kPFgRFI5wDocDqE9+T6oqanB8ePHcf36dfh8Pnleec5PnTqF0tJS3L17V2jqhoYGNDY2YmxsTLS8pMgLnf5+vx9Wq1Uo96KiIjz77LNYXl7GysoKwuEwEomE5Bmz1KG8vBz19fXS3sLWo8XFRRw7dky+E99hjPPi0dDQALfbjUcffRRzc3P4+OOP0dzcjOrqakQiEbz//vvSxLSwsCBDdUlJCTo7OzE0NCTvvkQigdbWVvT29uLTTz9FNBoVoIIB4fl8Hqurq5Jc8uabb0Kr1aK7u1vivi5evIixsTF59pg9yqGfEgeGjLOw49ixYxgbG5MBzuPxoLe3FydPnpQIosnJSVitVmxsbCAUCgk6+9xzz2FkZARf/vKX8eMf/1jik6amptDR0SEbuZKSEml1Y74n9bijo6O4c+cOvvGNbyAajQojFwgEsLi4iNbWVjQ0NGBmZgZ1dXXS/vbg+O+PBwPlrzgWFhbQ0NCADz74AJcuXQIA0UMWFxeLSHl8fByf+9znMDU1he9+97tob2+H0WjEmTNnMDIygieffBKZTAYffPAB1tbWsL+/j56eHhQVFWFmZgbvvPMO6uvr8dhjj2FnZwdPPfUUfvCDHyCZTGJ2dhbPP/+8aDju378vepKvfe1r+Iu/+As4HA4kEgncvHlTqOXt7W34fD6k02k8+eST2NzclAxNj8cjuhy+IHO5nFDWFy5cwMrKimgVSZ0pFAppN2HzBp3MfEmUlpaKK5vxG3SL82W4ubmJmpoaFBcXw+PxYGZmRkT8pGb8fj/cbrfkwlEf19zcLLSk1+sVvd3e3p7QEMxHKysrg06ng9frFTf47u6u6N2IOnMx12q1qKurQzAYRDgcRktLC1ZXVwEcmhOCwSBqamqQyWSk+YJhycywYyfz8vKyUC/MIKSOzWKxSIuITqeTcGn2k/Nlx5w9/jsAQptSH0bHtkKhgMNVg6L2x5FW2bHtHcPB+GXkD3Iy7BUObET2OHCpT70E9emXBKFM3foRtu/8WAYiIowc/oqKiiRondpGDgMcgIg8UhPK70CdHSOIotGoZFcS1eBAxYFue3sbyoEvQnniRfmMyU//FskbrwhqSDSCyFMgEBCTh0ajESTKYDBgfn4eRqNRjF+FLUBcYAudyuvr66IpVqlUEnzPnwEg0g0izXTSM14mHA5jdXUVZrNZzg11snyGuLHhcE4Ua39/X+J/OIzQQMLaSupwidbw3xENIwVL2nt3dxcqlQq1tbXSjJXNZjE/Py/5jkR+jUYjqqur4fV6xYDEzEfdZ33h3AgVoqu81tQKV1RUwGw2y3uw8P7gPbG1tQWz2XykaYeyHCJ1uVwOLpdL8nBZv8lNHnA49BGxpOaRyCUTIxYXFyU4vaKiQmKz+LksFou8O7q7u3H9+nVoNJoj7vW5uTm4XC7U1NRI7zg1eRqNBjdu3DjSEmOz2TA2Nia6UqLYhVml1dXVkjRw/vx5qcqlno/97C0tLVheXsaxY8eknCCTySASicBoNMpnGR4eRjAYxO7uLiwWi2iZW1papMq1rKxMWCeuC3RHG41G2Gw2PProo7h69arE1j3zzDPY3t6WbnGHw4G1tTUkk0n85m/+Ji5fvizfnc1wZ86ckfYiRiGNjIxAq9VKtezNmzfhdrvx+OOPQ6lU4tq1a8hkMlhdXUVvby8++OADfOUrX8Hdu3fxa7/2a3KfsWTk7NmzsvnX6/Xo6+sTH8LGxgbGxsbwyCOPYHZ2Fvfv38f6+jq+9rWvIRAISOPW2tqaVBr39fVhYWEBbrcby8vLD8w4f8/xYKD8FcffNVBGIhEsLCzAYDAIRcZdamlpKYLBIK5evYr+/n7U19fD4XDg1q1bMBqNOH36NP72b/8W+/v7Mizxd/zoRz8S1Ou3f/u3UVFRgfHxcVy5cgUqlUqiENrb23H9+nUZ+F544QWUlZVhdnYWiURCHk7q91KpFKqqqnDt2jWheBlHQtRrZWVFch0NBgMWFxcRj8dl6CBFQJ0S9Y7Hjx/H6uoq1tbWUFJSAqvVeqRtpaOjAxsbG9ja2hJ6jE0RwWBQdJxcHIgw8QXOYY/a1JGREdTU1MDlcqGoqEge8IODA9y5cweZTAZtbW3Y2toSRzRRCIvFIlmYjCGhwYah436/X2hXasfKysrkZU9TCxdLIrNEVhKJBACgubkZi4uLMljZbDY4HA7E43HRFVGryfBnhqAXFRUJtcKqNNZCMsaIKJ/ZbEZ5eTkCgYAYLLgw0p3Juj8uXow+ov4tEAgcDjKlZVCdeAHlzlbkNuZQOvcxNpOH34fIJnCIbhYidXQ5U4fHwZ8JBxy2+BkY10IKMRwOC6rDQYhObVK6pPN0X/g3RyJ+drz3sffefxIki3IKtVotmYLUDHOw8Pl8MiRxwKZmkygcKcqKigrZMBRWpZLyI0pFUwkHKGZWcsBjFBMHToaP857Z3NwUpJjNQxzmiPKwbabQmU8Eq9AMRec9h1nGWpnN5iNaXF6/1dVV2bwUamIBSCQNAGFV1Gq1oIREjoncsT4xk8kcqVBkvA0HWw7rzDKlDrm0tFSyeEtKSqSxRK/XY2BgQNq4iHpyw0gaXKVSYXJyUtBN3pukXJmnqVarYTQaEYvFZANQqNG1Wq3o7u7G7du3ZRgmXV1ZWQmLxSI94dvb2/KMtbe3y+aH1Pgbb7wh2mKyRiUlJZiamkI+n4fb7ZYOezYwJRIJKZAwmUxYXl7GxsYGvvSlL0GlUmF0dFQc04xGotNeqVRKViWHfVL3NBrF43Hs7OyIBOfRRx/FBx98gKGhIVRUVKCrq0uYARpOubHiPZnJZFBfX4/a2lo4HA74fD4Eg0EsLy+jqOiwk7upqQmzs7Ow2WxYWlqSIHyPxwO73S73xM7ODurr65FIJFBaWoqJiQlMTk7i7NmzUCgUEpAej8fx6aeforKyEt3d3ejr64NCocBbb72FS5cu4f79+2htbZVngGDAY489hs7OTjGoMXkkn89LGsvnP/95ceDncjlMTU0hFotBqVSipaUFSqUSi4uLwog9oLt/9fFgoPwVBwfK4eFhOJ1OWCwWzM/PywO2uLiIuro6NDY24r/+1/8Ki8WCgYEB/Mf/+B/hdrvhdDphNBqFJrdarejq6sLU1BQmJibEjVddXY3NzU289tprIlJmKPju7i6qq6uxurqK8fFxnDhxAkNDQ/jf//f/HX/4h3+IjY0NaaKx2+3o6elBLBbDrVu3YLfbodfrkc1m8dOf/lR2cdzlE+UAIEPeQR44aL0EmBuQDcwgfe91IH8gi6dCoRCdEYdIk8mEiooK+P1+WXDS6fT/l70/D278vM/EwQcgSPDADRA3QPC+2c2+W32ou2XJalmyLlvyMbbjjCeJszs1O5NUpn5TM5vMbz1bO1upZCaZVE0cJ84ksSzZcmLJkmVJraPVrW72RbJ53yABgjiImwBJkCCwf9DPx2DGmck1tVs7/a1yWVIfBL7X+7zP5zkEYPCFy8B2ap3m5uaQTqdlISSgjcViAgbX19fh8/nQ29uLkZERXLx4Ebdv35ZRF1+kqVQKuVxOWmmYhUhtnFqthlarFVB7+/Zt5PN56PV60YuRKdjb2xOmkiASgOhCmYPHhRfYN86sr69LmwVdvdwhMxdxc3NTtLgcA7GrN5/PSy80d/x2u13AjdlsRjAYlFDiYrEoGY1sQqEOT6PRSKDv4cOHMTk5CQCS/8nWi9raWlnACYx4bXd2diR2hMCeC6bdbhdGKx6PS4sLNyJsJKl0FFPvxb5nxst0d3dLjBSjYajXBSDg0vzwPzkw0s8PfR/l8TdlXE02hX+GUgCawGjyoUGHQK4SGAWDQelb5rNB/aNWq5Vw/GKxCLfbLUxxIpGQ8bNer5cIId4HfNZYLEC2SqHYr7jM5XKicasMDd/c2ob+oRdQ6+nDTmgaW3f/CnvFXYkJ46arurpaQAOvHxlzGoA0Go1stICfGXB4z1QyyIz3oRGJm7JCoSB6WZ7jlpYWzM3NCdtMlrepqQmpVErYL47oCSK5sSGgra6uFrlJe3u73LPxeFyMN16vF9vb28hms7Db7ZLiQHPJ1tYWnE4nVlZWpO1Lr9eLSYhtP/F4HDqdDl1dXZidnRXjUSUrNjs7i1u3bgmTys0jx+VVVVXCrJOtPH36NFKplEhccrkcenp6xI3PdwyZyaamJtlssKN6b28PTqdTfv/q6iqUSiW++MUvYnJyEqurq9Jwo9FoBPzSSc4xLhk5h8OBd999V0bYTqcTbrcbQ0NDiMfjaG5uFpaW7V/FYhE9PT3SGEMt5uXLl1EoFATIUpazsLAgJQMDAwNYWlpCbW0tHA6HjNlpaHvkkUdw+fJlBINBuV4/+tGP4Pf70dHRgXK5DL/fj+bmZtmAsqCjubkZN2/exKFDh+T5KZVKSKfTYm6anp7GqVOnJFj9q1/9KiKRCDKZDDo6OhCNRnH79m1MTEzg7Nmz6O/vRyKRQFtbGwBgbGxMIveamprQ1NSE6elpdHV1YW1tDXq9XtbAB8d/fzwAlH/DQUBJt3d7e7v0de/t7WFtbQ0ulwvd3d0YGRnBj3/8YzzzzDOorq7GH//xH6OjowOxWAynT5/G+Pg4tFotjh07Jg/S5uYmXC4XNBoNbty4gZqaGoyPj2NpaQmHDx8WRoK6jrm5Ofj9fty+fRsnTpxAoVDAqVOncPfuXYTDYayuruL48eOwWq14//334fF44HQ6MTQ0hEwmI9oh7tb1er0AAFYFou8J1Bx95sBYcfvuX4k7kaPfhoYGeUGxo7qpqQkKhUKqtsjE0nxC8wMF3YyOYVA0K8YYtUPDDsEAWQmC7Hg8LgYCavcoPqeTN5/Pi/OV7B3BYKFQQG1tLex2O86fP4+hoSEsLCygo6MDwWBQOrL5Z7mD5iaAJhS9Xo/V1VXs7OxgZWUFAwMDwtIwkogOVh7MxKSzPJFIyOhaqVQeqDKk6WljY0OYMJVKhXA4LI7O5eVlqb3kOJYgnpsIggAyUdTQETyS/eLYlYwCgSXNIjSpsSqT9wVH8Ryxm81m+c40TfB+q3R1c8TNe4MAg+eDYKKws4v648+hxtWNwuoktu+9hmpVlTCIKpUK6+vrMi5nKDSZz0rZAcEzjTEcu+p0OnFB03lMNzWbWHh+ORbmvUoHLaOQ+B3+OiNG2QH/HjI/6+vr8Hq9WF9fF4ZVc+qzByoK90Z/hJq5KxKTU1NTg6GhIdEY0sjE8PL6+nox4NEwRnDL88GcUl4PjtIJ7lUqFS5duoT79++jXC4jFArJhoBgnbmcnZ2dopFkbA3vAZ5nmoQ4CeD7x+PxYHx8XELUKamhNpHSCJo6GhoaxLDT1NQkpRIA5J7a3t6W61dTUyNM5uDgIIaGhg5srslc22w22byVSiWsr6+jsbFRmHBgP6OSo9Hl5WVotVoBPQqFAl6vFysrKwLmzWYzGhoa4PP5MDo6Kiw+QefGxoZo5BmaTjnP0tKSJBLo9Xphpy0WC8xmM0KhEAYGBrC3t4eTJ0/io48+En34wsICLBYLAMjz4HK5kM1msbS0JJsH6nOZh1tbW4tDhw4hHo9jcnISVVVVaGxshMvlQiwWg8vlgs/nQ09PD+7du4eRkREcOnQINpsNH330kRijcrkcBgYGUCqVMDU1JXr4T33qU5icnIRSqYTb7cbW1pbkcc7Ozso989BDD8l5Z37xvXv38Nxzz2FmZgadnZ2iNx8eHsav/MqvwO/3o7+/H8ViEYFAAKdOnZJrShLju9/9Lr7+9a/LZo56yKmpKRgMBszMzMBms6G3txdbW1uIRCJobm5+wE7+LY4HgPJvOP46oGxpaYHf70epVEIgEMBDDz2E0dFReDweVFVV4dvf/jaeeOIJDA4O4vXXX8df/uVfCtX+yU9+ErOzs4jH47Db7XA6nejs7MTo6Cimp6dlh5xOp3H69Gl85zvfEQcgj1/91V/F22+/jddeew1arRa1tbU4c+YMuru7US6XMTMzg9deew0NDQ348MMP8eSTT6KuoQFjRScW0iXkV8ZRNfOuGBn4IqX+b3NzE+UL/1coHN3yM7f8Iyi995+F4aNYm322HR0dWFtbE5aRMSV0TfKFFYvFsLm5CaPRKGLqbDaLWCwmjAaBF9tFCDbtdjssFgv29vbwzDPPIJfLYXFxEYuLi9JmUlVVha6uLoyOjgLY108VCgU4HA4olftVdXfv3pXvW1VVJWwTq9k4SiSIoBaUmYHb29siTrdYLPJrrBlkiHOxWITZbEYikZDczEKhgO7ubgGB1POtra2hvb0dPT09uHv3roy1CbAymYxoXekmJYva1NSETCYDs9ksDtp8Pi/fg2YPutBXV1flvzU2NiKXy4mWii/t+vp6iTAxm82iE21tbcXCwoKwx8D+iNnlcsnP5CjV4XAA+FmAOhdVjm7T6bSwYQyZpxaQekBuDmjY4Hi4trZWvgO/J41aHEVzRK/T6WRkxrEvw635+zQaDQwGw4HNDiNl6F4ny8lNDDcBjLChk5WB+1VVVaJx02g00iHMMSKZz7q6OgHNlGFQL0j38V83SxVWRpH70f8LDQ0NElfE/D863Cs7q/nZKIngxqsyOotB/ax7pQ6T4NJms8kImd+3paUFZrMZU1NT4tI2mUwCDsjMh8NhMfUdPnxYmC5OMyo3l5RQ8HlhcxA1xwR8ZIWbmppkRE9dJeUFbC8yGo3IZDLCzlJb2NPTg8XFRQGolU5hZija7Xasrq7KpofuXq/XK/e0w+FAOp1GqVTCxMQEOjs7pd+amyYyrKzFrK+vl7KGvr4+DA0NYWNjAwMDAzLVuHv3Lrq6ukQiwU1LqVSSTRkj1+LxuOQSk3GkjOTWrVtIp9Noa2sTmVR1dbWEke/s7Iihhs1fbrcb4XBY2Gtq25PJJAwGA44cOYJAIICamhosLi7KFKVcLqOrqwsXLlwQren8/Dy+9KUvYWNjA3/8x38s75j19XW0trZiY2MDNpsNbW1tUt3Y1dWFdDotznFKshQKBe7duwe32y2mOKvViunpaZw4cQIjIyN48sknD8hJotEo/tW/+lcoFAqYn59HNBrF6Ogozp8/D6/Xi93dXXg8HgDA4uIitFotRkdH4XA40NHRAbVajenp6QP5oV6v9x+ILP7/+3gAKP+GY2FhAWazWcY0yWRSNC+Vi9v8/DzOnTuHWCyGl156Cf/23/5bfOc730FdXR1effVVXL58GVtbWzh8+LA4Jg8dOoRYLAaLxYK7d++KIYZhrru7u/jDP/xDyXW8ceMGLl68CJvNhps3b+Khhx6SB40vv7m5OQmcDYVCcLvdCOr7sFjfLWPC7McvY+PmK1CpVAKKyJjk83nsdT+G6iPPyu/PXP8uNm6+IrtYxtiwtoxmBlZp9fT0IBqNoqOjA8PDw7Db7RIq7vF4sL6+DqfTKS/o4eFh6Zbe3t4W3Q81M6yNI+vR29sro1C1Wo3d3V3JuOMumGDEYrHIzn5rawtGoxEOhwO3bt0S9iSZTGJwcBCBQADT09MC1Ol+XF9fF5aRCytB8JEjR+D3+0UfSEE/mT6LxYLd3V3EYjFotVphEKiZIkNgt9uh0+lE1+p2uyVaCIC4a9k2sby8LNmNer0e4XAYFotFgucBSD4aDUo0SWm1Woky4ujRYrHI2Lu+vl7iktgwQtBKVj2XywkDzfxSuuKpW6psc+G54qiOYc0ApGmEWkOv1ysghKYSjrEpPaBjk0xuqVSSESO1m3V1dZLpSSBCAJrL5YTxZnQRNbL8s7zmHIWXy2VxZB86dAibm5sIh8Mwm82yIAMQZrmSTSc7RpduoVAQt2pVVRUGBgYwMTEhizcBUiaTOcBQolzG1p1XxYhEEMrNEO89uq3tdru0L1FCwmgaXvNIJAK73Y6VlRXodDo4nU4UCgUZU1ZmQJKtptaRmY/cZFZXV4u7naNISgCqq6uFzaX+N5PJSFMVq/0I3qqqquBwOKRVhdmYZKN4H1JHyXuX55/JCXt7+73p1LxXaoqbm5tRX1+P5uZmrK2tYX19XSZP5XJZHMlkpzkCpfa6tbVVrqHX68X9+/cRj8elolalUklgOM8PTYdms1muHSUgzE6sjKDie5qsMTflwL4+lmwa3+P19fV44okn5PwEAgEZ37JyliNsglCCuOXlZUxPT8t0gpMKt9uNqqr92k4263i9XsTjcczOzuLs2bPC8MdiMTQ3N4sBcmNjQzaQ/f39CIVC8q78p//0n+LevXvShBWJRBAOhyUNwW63I5PJwOPxYGNjAx0dHbh69So6Ozul3S0UCsm7tlAooKGhAadOnUI8HkdLSwuUSiUuXryIVCqFkZERZDIZfPGLX8TY2Bh8Ph+cTicAIBQKoaamBhMTE/KedTgcyGQyyOfzIjN6wE7+z48HgPJvOBhm2traCoVCgXfffRdNTU3SNpNMJg/oanp7e/Haa6/JyILtIu+++y7OnTuH1dVVfPWrX8XMzAzefvttDAwMiEDY5/Pho48+Qk1NDY4dO4bt7W18//vfh16vl9iERx55RNL8L1y4gGg0isbGRty+fRtqtRrNzc1YWFjA8ePH8bu/+7tobW3FPd1pxJRm+U5b/hFs/fj/LREehp92And2dmJzcxMTk1PY7bgEtbtHollyG/viaerOuFCwb9dqtcqOPJvNwu12i6avXC5LKHQymUQwGBQWgWMrg8GAbDZ7wKHLHXYgEMD29ra4GbmYkI3jLtXn80n9FrWedCcmEgl4PB60tbUhnU5jcXFR8uPoqEwmk8hkMmhra5PwaYaTM/6oUCiIDrKurg6JREIc85FIRFgENgtlMhkxfygUCmm/WFpaEumEy+USpy+jfZg1Fw6HJf+NgCefz8NsNstYlxV/2WxWImeYFalUKnHs2DFEIhFx1dJslM/nhYEjK0IgQ+aFjk+PxyO/RgNauVxGW1sbwuEw4vG45DbymhqNRuTzeQG+6XRaTA8E1xz5V1dXw+v1IhaLoVgsCtgjU8kFlqYejvAIeKenpyVPkt3VHHmS7eVokUCROkqaiQjkGCWkUCikF53MEBlAs9kshh2CTAImylSYEUidLkFsZUh8ZQsPJRHU1QHYB+cKJYxnP48aZxcQX0L+9g9Qq94HUWS7+TxQQ8fxPg0ta2tr8r3IwO/s7CCfz6Orqwvj4+PCcJbL5QM5oAzWZgh2oVAQ1pDmmnQ6DZ1OJ1o/pVIJh8OBeDwu74m1tTWRmdhsNtnwhMNhNDQ0iKZ4Y2NDNgFkVtm8o1arpdyAv65QKJBOpyV2jG5uShlaWloESNJVzGQJTk8YpM64JIJ7Phc0sGk0GjidToyOjqKpqQk6nQ4qlQrJZBLd3d24f/++MH1msxlVVVWiuWO7lcPhQFVVFdxuN+7evSuMI+UUdKs3NjaKnKa7uxuBQAATExOSELC3tyfvNmZgBgIBAcHMPuUExmKxoLGxEbW1tZicnMT6+jp2d3ehUCjgcDgkYL1UKuHu3btQKpU4deoUFAoFfvzjH8s15X1TV1cn8XZ0XhcKBbS3t2N8fBx6vV7OQzweRzweR3t7O9rb2/H9739fdLcnTpyQ6VNbWxuWl5fFvMh3STQalc1pKpWCxWKBy+USwEr5UCKRgM1mw8bGBp5++mkcOnQI4+PjeOGFF/DGG2/A7XbjmWeewcTEBBQKBfr6+gBAwDZlAgqFAr29vQAg7CSAB4Dyb3k8AJR/w0FASbHuO++8A5/Ph3K5jM7OTmxsbOCNN96AyWTC6dOnodPpMDQ0hDfeeAP9/f0i2B4eHsbq6ip+4zd+A/fu3YPD4cDo6ChCoRBOnz4tlWexWAwvv/wyzpw5g5mZGUxMTEj/az6fR0dHB/L5vIycNzc30d/fj69+9asS1P3++++jWCzio48+whe+8AXc3rTg/p4L+KkAfvvOq9gdeR3l8n5Ytc1mk1EbDRnAfvgt+5QDgQCeeeYZ3LlzR+J4OJLu7OxEJBKRhZlAoKurC9PT02Lg4FidC2gsFkNrayt6e3tx5coV6YjmS4S5gaOjo2J24IuGPeXMpaytrZUoJ76U6bzmeFir1QqYYgwM2TE2PFCzRFDGxYKZacFgEPF4HABgNBpRLpcRCAQA7JtyaARixEhlpBEF5NSdGo1GAb9erxczMzMH2FAuxgAOtLwQFGk0GnGv9vb2YmhoSDILyXwA+6CLVZbMuHM6nVIjRxBCdzOjiCrdz2Ro6DCvZKA4uufnowGD7BWw7xDOZDJiQLHZbBgfH5eRE8ez5XIZuVwOa2trqKurE2DBIGuVSiUjdzJOAASoUQ6gVquF0SJQZDZiZXwR3foApMmGjCoTECq1kpFI5ADLxGpC5iwSyHGjxd9HIxt1imStqPdjjBU3YJwccBzMz0S2KBQKCWvLiBxeN453yR4zAsnhcEilXXV1tcQMcUxMNpYTAj7/ZJIJJDQazQHQyY0UGfC6ujpphuEmiM8ZExZocKqtrZXrSac1Pz8NdqIl/enImk54sq1sjaqqqoLFYkF1dbUwqSqVSgA13f7MvO3o6IBKpcLw8DDi8Ti6uroQi8UOGIjITLOCkL3fjPWivi6dTsNgMMDr9SKdTuP27dt47rnnBMQmEgksLi5KskRjYyMsFos83zMzM2JWZIRZfX295O0S3K6urkrovtFoFFIjnU6jv79fvm8kEpEpDoE1q18JLoF9ycrq6qq8Ezc2NmRD9+UvfxlXrlzB0tLSgdQKnU4n6RK838LhsFTJbm5u4lOf+hR2d3dx/fp1cb6z0ahQKMDn82F8fBwNDQ3weDwCZPmeGB4eRiqVklQAFnHMzs7i0UcfRTKZxPz8PIrFotx7nBLs7u5ir1SG9uRn0Nh7Gh1GJVq3F/CpJy7j5MmTWFpaQj6fR3t7u8h0KBdaXl6GyWRCV1cXlEqlmAQtFguCwaC0VD04/sfHA0D5c45SqSRdzNy9joyMoK2tTXZi8/PzMu5pamqC0+nEd77zHRGQezweceLeuHEDuVxOxqtkE1luX19fj7m5OczOziKbzUqiv06nk2qqt956CwsLC6irq0N7ezuUSiX6+/uFacvn83j99ddhMplgtVr3O5eVVbidM2LP5IMqtYL0xy9jr7grzuhKNqK5uVkW4EAggMOHD8sL6datW7K47u3tobu7W3rFOcL1er0yRiXj1d7eLnqv9fV1FAoFYRgIRLRareQ+cpFnpMTDDz+M119/HcvLy7L75GcHfibs5wgwHo/Lwk/mmOeHBhsCRepAGSDNfzcYDFhfX0cmk5GdNnWGbN9obW1FMpmEw+HA4uIiXC4XNjc3kc/npbKSzT2Dg4OS6RmNRuXzcjRkMBgQDAaFESF7qtVqRf/JMaxer5dmoHK5LIwxAFnoaZJgFA8dv2QsaEoi2CEoJwCkIYJGGxo4CO74smfmoF6vF7kC8LNxN2OLLBYLBgYGMDc3h0AgALVaDYvFgmPHjuH9999HPp+Hz+cTYDk/Py+fi9FBHBHTUEZwTj0kAHG3csyrVCoPOI8ZRwTgQJ0jz0uxWIRarZaNYE1NjTA+sVhMZCk0RxGQk52vrBokuGLcj8lkkmuiUCiwtbUl/+M9yGtYmRlJEwNjXtj2UV9ffyDnlc0pFosFMzMz8h355y9cuIBgMAi/3y/h+IypUSgUolvkRpHh/XwOOVKlfrVS5kBDUi6Xk/vMZDKJ61+j0cBisWBkZEQMWZUOXWoeAcjmsb6+HmazGaOjo6LPZk4ksC/lWF1dhVarlSpD3ns0PFH7Z7PZYDQasbq6ihMnTmB4eFjed1NTUzLOpKGJaRiUi9BwmE6nsba2Bo/Hg0KhINMYo9GI9fV1HDlyBFevXpUWII1Gg/X1dZjNZqysrKC+vl7eXZxEMDuzvb0d6+vr4sqnlvbUqVPIZrPw+/2YmppCc3OzbALD4TAuXbqEhYUFMcFQp6tQKGSzXywW0d7ejps3bwIAWlpa5FqzBvP27dtwuVzo6enB2NiYEARc+8LhsATfE/yVSiUMDAwIo7m9vY2trS0cO3YMGo0GmUxGzGB1dXWYmJiAx+PB0aNHxYUfCARw9OhRdHZ2So6mwWDABx98AJfLJW1Vu7u7WF1dFbBXWXEaiURQKBSQy+X23e9HnzkgE3m6RYX//EuPY35+Ho2NjdLjXSwWMTc3B5fLdYB1Npv3J3oP2Mm/3/EAUP6cg8CAFYfcEa2uruKRRx5BsVjEysoKYrGYBDAvLCzI4riwsICJiQl85StfQbFYRCaTwe///u+jq6sLra2tskvPZDK4ffs2XnzxRQnAvXTpEu7evQuDwYD6+noRCWcyGWQyGdy/fx/PPfccxsbGJDrH4/Hg0KFDuHr1Kk6cOCEOXGpFyuUybt++LXEPTqdTdqXUG3HcG4vFxKyQTqeh1+uxsLCAQqGAEydO4P79+8I8MHOSWXNarVZ28V6vFyqVCo8//jiGh4eh0+kwOjqK9vZ2icioq6sTU4JOpxMtINttaHYgKKRLMRKJYGdnB06nEw6HA3NzcyI/oIby3LlzWFxchN/vFxClUqlEi8WIEuqufD4fTCaTRExUBo339/ejXC5LqDN3tY2NjVCpVNJ2QaMLx+Ic2VGLSMMPtWw8j/y9ZIzIMq2trcnoiGYHi8UiLm12EVMDy0WJujoCHGq6yNDRvavRaMR8k81m4fP5sLq6KsCZiwQ1anSDU5JA8MwmIrrmOcYnOCKojcfjwtQxo7JYLCKRSIhRYWtrSxqlOFIlECbrx+vAhYvMFTcrBEZkvwCIhpLAUqlUyqiXeYJkYcgM0eCj0WgkFLmxsRHhcBjZbBaNjY3Y2dkRDW82m5WND8E+2ShqgvV6vSQGEPTw59XU1AhgpQsdwIFqTgBiptre3obT6URtbS1aW1uhVCoRDAaxsrIixi6n0ymROZubm1hZWUGhUIDRaBRmb3NzU8bJBM08P3wGtra2oNfrJZ2CBh3+r7q6GhaLRWLV+G6ik5ah46dOncLU1JToNMlWtra2Yn5+XswgZJCYQVkZM5ROpw+cC5p6+L7Y3d3F3NwcbDabbNTIwJlMJpG07O3tyXUlW035CZMACCAZxcN6wHg8Do1GA6/Xi5aWFrzzzjvY2NiA0WhEIBBAU1OT5EIuLS3J9WPsTDKZRCwWw/Hjx/H000/j9ddfl/Ex34Hb29u4ePEi3n//fTQ0NODixYsixXj//fdlnF8sFkVLSl00c5G1Wi30ej3W19fxpS99CcViUYozcrkcvF6vnDdugvms8dqFQiGZdFC2wOlH5eYxk8ng0KFD8Pv9qKmpQV9fn7T0MG3C7Xaju7sbP/zhD0WLqtVq8eSTTyIejyMcDuP27dtobGyU4PO5uTns7u7i0KFDKJfLmJychE6nk3d7MpmU2lDtp//NgbzaI856/IdP2OF2u6HVarGwsIDW1laMjY2hp6cHN27cQEtLizSvAcDq6qrU6zK4nSahB8f/+FD+f/sD/P/iwciVyoMvIKVSicXFRahUKhw6dAjpdBoff/wxtFotPB6POANbW1sl3T8YDOKJJ57A5OQkGhsbZczEkcWrr74KvV6PI0eOiAMtmUzigw8+kFBut9stRo9XX30V+Xwe3d3dEiVx5coVPPPMM8IuLC4uikFndHRUNJsnT54Upo6sQltbm8RF6HQ6FItFjI2NQaFQiJDa4XDg7t27EiNisViELTGbzfjsZz8Ll8slYcLcMb/22mviyD579iwaGxuFHc1ms/IyZ8zJxYsXhZHgTrRc3m//IdNH8ffq6ipmZmbkexA8MJSXIIy9xtw7bW9vY3V1FRsbG2hvb0dNTY2M3zY3N6HT6fDYY49BqVTKgkONHE0OZG/ZXczPR12gxWJBV1eXACzuriv1YnTZRqNRYW9CoZCMrfk/6gn55zwej5yj7e1tBAIBBAIBcc6Sddvc3MTu7i6am5uh1+tl4SUIoHFjcXFRhPcE3wSLZJxpmMjn80in06KLdDqd8Hg84sYm20lmjdq5ZDIprKFCoUAwGJScQprbyMoxLJuSgHK5DJfLJaNgngOj0SjROBzb2u12CeImuCSgrdSKMqSa9zt/Pw1QdrsdXq9X2H9qwWZnZ8V1nEqlMDg4KGwtGRW68MkGUYNbW1srDBXzPckIMhqK4IWsG+Upf53FI3vLzzwxMSGje97HarUaoVAIwWAQY2NjCAaDsFqtMJlMMBgMErWTy+VgMpnE6EYmtVQqwel0wuv1wul0Ckjk+6++vh5NTU3QaDRSbQoA0WhUGH7q3piu8OGHHwpY4zif+bWJRELGvbzngsEgLBaLxAcBwMWLF9HZ2SlMMXWuBEILCwtyv5bLZbjdbmGdd3Z20NTUJIabQCAgbK7NZhOGni1V1Hfv7OzA7/dLJ3ypVMLKygreffddvPTSSwcqMfn32u12+Szb29uiZTQajXL+c7kc/vAP/xDxeBw7OzsSJs7Px3QKg8GAubk53L59G7Ozs0gmkzI9efrpp6XWktFh4XAYuVxO1h+DwYCXX34Zb731Furr69HZ2YlPfvKTGBgYQLFYxOLiIj744AN5Bvf29rC+vo6enh54vV5hiLkx5lRnd3cXhw8flpg4SmQ4MTh16hQ6OjrQ0tIClUoFl8slGcY0TDqdTrzzzjtQKpUYGxvD7OwslpeXMT8/j4WFBaysrAgIpzyCNaY6nQ4GgwE2mw0tLS1o2IwAlLUAcKg24fP55PkBgMnJSck2Zsh6JQNJMxgAMbg+OP52xwOG8uccy8vLcLlcWFlZQWtrK+7cuSPMVnNzs7w0Wlpa8Cd/8ieiE7JYLFheXsbZs2cRiUTwyiuv4Pz588hkMjLufuWVV/D1r38dP/rRj0QDdP78eUxNTWFwcBD5fB7vvvsuPvOZz8Dv96Oqqgrvvfce0j+t6FMqlXj66afx7rvvQq1W4/HHH8fY2Bg2NzcxOzsri3lzc7NovaampiTUNZfL4dy5c/jOd74jL3V2TNNNTTalt7cXy8vLMqakrstkMuHy5csYGRnBxMQESqWSaF7YbDE2NoaRkRFhxwwGgwAdpVIJk8kkgNXn8yGdTktgMAD5c7W1tRLbw3xAq9Uqhgm6JLnDtNvtCIVCiMViaGhoEKBFswmBi0qlEpaoXC5LDEltba3ULNLdmkgkMDg4iOnpaYlr4W6d459oNCqObn4ur9eLiYkJmM1m0QQSTFQ6odmHTSaTv65Wq9HV1SWMGEeK1dXVEnfT3Nws7UYciXIMygxJgqSpqSnU1tbCaDRKH25dXZ0wZsC+UQLY14nmcrl96QQgaQCMkiHgYzA/AInVUavVApbYiU69H1nhyigbAOLYtlgsUKvVWF9fl9xUOjgpAUilUhI47na7xSFK935ljRy/O7M4K5txCHJ4nej4ptyEhQSJRAJutxszMzMiBajsgibwJhCj3spisYiTOpVKoampCcvLy1JHR+0qR/FkRMnGVZpDKL/gYh6JROS5s9vtuH//vtzTzHblaJxZk4yaUavVomlkvJfP58Pc3Jy03hAQVOoZ9/b2kM1mxdHNTQXPYzqdFsbK4XAgFApha2tLNj5kqerr6+F2u8XdTYc6QSo1jOvr63C5XNKqZTQaRSNJ2QPH1AyRZ3YpsyJ5D1OawEQKascbGxsl45Da1La2NqlYtVgsshGKxWJYXFwUsoETBobZ19fXIx6Pw2QyIZlMor+/X/Sn8XgcbW1tck9z8uJyuQQo0Sim0WhEHpPJZNDY2CitWRxX0wg3ODiI+vp6rK2twWQyIRqNIpFIIJFIoKWlRULH2ZrD++qxxx7DysoKFAoFPve5z+F73/ue+Aa2t7exsbGBvr4+6HQ63Lx5Ez6fT94ls7Oz0nDEzTjXHH4+hUIhrDc3Ppubm7BarZJNnEwmRZJgs9lEu6hUKtHd3S0M/QcffIATJ06Iht3n88nzvrW1hbGxMXR2du6voUePwXL+ixgOZtBhrMKvPtyC/r5eWdvfffddPPTQQ5ImYbfbYTKZBHAuLS3B5XLJBOXBuPvvdjwAlD/nmJ+fR1NTk0SucIH3eDwYGhqC1WpFX18fxsbGEAgExGTA3X+5XMadO3dkt/fJT35SAnD/9E//FMFgEP/yX/5LzMzMYHBwEHNzc7h//z7UajX+xb/4F/jwww8FoNhsNgwNDR0I9X3yySeRz+dx9+5d3Lp1C62trTL6tVqtogux2WwA9sHAysoKbDYbxsbGcPHiRQwPD8Pv98toO51O45lnnoHRaMTs7CzW1tawsrKCqqoqnDx5UkYKNE/U1dXh8uXLmJ+fh8/nw9DQEMbHx9He3o6trS0RYEejUbS0tGBoaEheNAQTAOByudDc3IxSqYTFxUVks1k4nU4oFAqsrKyIbpJRMIlEQnSfBMLJZBK1tbWSD6dWq+F0OjEzMyN6qUAgAJ1OJ855vtw0Gg3S6fSBYHTq+fh3xWIxyT9jfAZz/BhjE41GRc/IcSQbgCqZRrZ36HQ6tLa2YnZ2VhaoUqkkmr+trS0ZV/GzsjHn448/htvtxsrKirClDM9Wq9VIJBLo6OjAqVOn8NFHH4k2NRKJSOg79X8cV5E9q6yoo04RgCySHGMSMFRXV0t8FL8/GUPmaDLMurJ158iRI5idnYVGo0EgEBCtHvWNBNpkRKjbq6qqQlNTE+bm5iR+haCMUVAchatUKvT398ump7GxUUwqqVRKgA51q9S5scnG6/WiWCyKyYZVnbW1tWJ8YIHB7u6uAGmy7/zuNNtsbm7K88jngI7dXC4nrBqbZKgXJUCiVo2bW4VCAbfbDZ1OB7VajZGREahUKjHckAHk/UitI1usKB0AIOw9Y1oAyHchi0xTmNVqlT/De5rmMRrGGJxPdp3xQMx/1Wg0yGazwmoynN1qtaK+vl6AI41snJJwg0fWj2CAkVSUXnBzyKgjlgRwasSsTJvNhr29PYRCIdGN8lmnLo/3JWU8yWRSGq7i8bhcz2KxCJ1OJ73yHo8HOp0OKysrohNuaGjA8vIyAAhgtVgsWFtbw8bGBurq6rCzs4PW1lZ5T/E79PX1wePxIBQKIRAIiOM5Ho/D4/FIuxh1/NQ4Xrp0CUtLS3KeHQ4HqqurRaqj0WiwtLQk/d/s99br9VhZWZF3Gqc9/Ge/3y+NTGztYSsWGWpKVvj+poGOrvP5+XmUy2V0d3dDp9NhZGREIvUuXbqEDz/8UCRH4+PjaG5uhs/nQ6lUwtLSktx/a2treOqpp9DW1oYjR47glVdewWc/+1moVCox1gYCAUQiETQ1NWFhYQFdXV3Y2NiQYPNSqYS5uTl0dXUBgKyZtbW1/1BI8b/N8QBQ/pxjfn4e1dXVcLvdotNgTMTo6CjOnTuHZDKJO3fuQKPRYGpqClqtFs888wzefvttqXjb3t5GXV0ddDodlpaWkMvl0NfXhytXruDo0aOwWq349re/jS9+8YtYW1tDMpnE+Pi4sHeXL1+GXq/H/Pw8fvKTn6ClpQVra2sC0np6enDmzBn8zu/8DnZ3d3H+/HkBityNejweeVC4qJHl0uv1+Oijj3D+/Hk0NTXh+vXr4gYtFApIp9Myrpifn8fc3Bx6e3vFqADsO5w5wqSrb3V1FWtra9jb28Phw4fh9/vFBBCLxYQhZFQOnbscwfb398Pv9yOfz8Pv94tzlCwJmdCtrS2YTCaYTCb4/X4ZwS0sLGBnZ0dGrhaLBTqdTho8OF5iYG4+nxcWggG9gUAANptN3IscLzHkm5WXZHHcbre4zVUqFQKBAKxWq2hNY7EYrFYrdnZ2RANWU1OD7u5uzM7Oig6VY0eGxAMQoEONHVk6vrTJSnPx3tragk6ng9vtloWCmiqdTod0Oo3HHnsMP/nJT6BWq4WxZH0aAMlOZBMSF/GqqipotVrJHKTL1WKxQKvVivmI7B0BN3WrNBXR/EADUj6flxDrSnCc/mlHOgBYLBYx/1Czu7W1JXmn3HBxs0FwTDZSrVYjEAhIaDY3aQzXphaQfcWMZ6rUY1LyQPc3ASjZVX4O6v0IEiuvK8e8jEdRq9XCSvK88mexcYfXhEY0Bq3z36mjZXQNI2PYoESNJ+No9vb2JC8QgLCM/KwEHtvb2wKiE4mEgOJKpszr9WJhYUHu9coObHZJu91uAd3BYFByfHluyR43NTXBbrdLvIvT6cTCwoKYdajxpB6RZj9mKlJvzeeT9z+NcPPz81hfXxcTG+/3xsZGbG1tob29Hbdv30Y6nUZvby8cDoeEbnO0z27ncrksQHhgYEA2FqVSSYwyn/70p2Uj2tbWho6ODvzJn/yJGIWsVitisZi8Qzs7O7G9vS2tLWz6SiaTkqTAdA5qofk89Pf3Y2FhQZqUOHmgzr63txc7OzsIh8N46KGHMDs7KyY4i8UibTacVGWzWbhcLilPyGQysnGjqZLvRq1We8DQdfToUZRKJczMzEhu6fLyssjE9vb2JCydlads41ldXcUnPvEJVFdX46WXXkJvby90Oh3a2toQiUSQSqVEfzo7O4uJiQk89thjKJVK+PVf/3VcuXIFyWQSZ86cgUKhQFtbm8SSxeNxbG5uorW1FbFYTCKCAGB2dlYMr8ADdvLvczwAlD/nqIwMunnzJlQqFY4dO4bR0VEkEgkcO3YMb7zxhphQuCuk3qavrw/Nzc24fv06SqUSbty4gRdeeAF6vR6dnZ1455138O1vfxu/9Vu/hWvXriEWi4n7mzEOOp0Ov/Irv4L/9t/+G0ZGRhAMBtHU1ASLxYKWlha8/fbb+MY3voGJiQncvn0b4XAY0WhUtDV0k2q1WhiNRng8HjQ3N6O3txf/5t/8GwwMDKCvrw/Xr19HMplEb28vtFotrl27Br/fL+J5h8OB06dPY2BgAN/85jcxNTUFnU6HS5cuift1a2sLp0+fht/vx9jYmLxwKO53uVxSYcVxLfV4fPkzsJdmGQYoT01NiQB+cXERRqNRgq/pQK6s7iNzSDDEvwuAmFq4AycYqDSIsC0mHA4LcGD0UHd3N/b29jA7O4tCoYD+/n7cvn37gLmBYccEeFarVfRF09PTonEEIPfN3t4ejh49KuPupaUl1NXVobm5Gffu3YPH45ExP2ONCNwZa0G3NvWm1LwxM06lUknFWTablVE5swu1Wq3cwwTFlc02xWJR2AgCxaqqKnR2dgr4N5lMos8EIOeisj4TgPx9BJM01fB7ETRyMWRMCtlIsnXAPsgisGS2ZmU6w/LyMvr7+yUvlEaLjY0NMaUdPnwYc3Nz8nMqx+XUKwKQyC6aerxeL+bn50UOwHuNi63JZML8/Lzor8vlMhwOh+RIVppJuEmhno9glf9OoFs5smc24Pr6upiVyPhSh+h0OkUbS0kJwSsZ2nK5LM/k5uamaA8JLsmgEkCRVeTmhQwdP3ddXR18Pp+8Ayjd4WcisCSzSKMXASHvRWoVmYfKZhyypLFYTBg99kin02nMz8/DarUKuLbZbKJdpbmE2lM25Bw6dAjz8/Noa2uTeB/2j+dyObS2tmJiYkKIBW7awuGwyDWYg8qMYOpY+V4aGBhAJBJBNBpFOp1Gc3MznnnmGbz33nvIZrM4fvy4VCd2dXUhEonA7XaLxGliYkLuRXZcG41GHD58GMvLy2JWpAyjUvpAfXNDQwOCwaDkkXIE7/V6JSs3FotJ2sjo6Kiw3Lz3yuXyAfMa8yABwGAwiOwEABwOB5xOJwKBgDxzLCAwmUzw+XzI5XLS0qNQKDA0NITnnnsOiUQCyWQSjz76KOrq6jAzM4NwOCzNV4lEAvF4HAMDA6irq0NLSwvUarWQB319ffJ+2d3dhc/nw6uvvorBwUGUy2V4vV559zPdhGwmPyvDzx8cf7vjAaD8OQd3bVarFePj47BYLBKv0djYiB/+8IewWCyoqakRB/ZHH30Es9mM8+fPY319HclkErOzszAYDHjqqadw8+ZNEZWfPHkSr776Kv70T/8Uzz//vNSCfelLX8I777yD5eVlKBQKHDt2TKqtFhcX0dTUhFgshsnJSakPW1xcxGOPPYaRkRGsra1hZmYGhw4dkmpHVj2GQiGYTCaYzWZ54YbDYSwtLUntmlarRSQSEVG3Wq3GxYsXUSwWEYvFZDTe1tYm4xi+jLi4MbaFAduhUAjt7e3Y2NiQ0S/HZxz3nT9/Hnfu3MHCwgKam5tFe5fP5/cdnsoqVB9+CmhswVZgAlt3f4hyaU/6pRliTbft3t4ebDabVAySpVlbWxNHs0ajgdVqxfLyMg4fPizGCeomKRinRorsKV2ijEJhDAoXxEwmg76+PiwtLYmDeHNzU7p3t7a2kEqlYLVahVX1eDxYWlqS0Rydy5Wjco7yyAoxZ7FQKGBzcxOpVAoul0vE+zqdTswP7DFm3AgBIxdW5hYyBqi6ulqafKjpYn87w9oJoiqdrGy9oaaUL2saHeiq3t3dFc0nvxdDyNM/rUyr3AgwR5Qh1rlcTty4nZ2dknvIWBBmoxJ4ajSaA8BWo9HIPc04Jo6Wucjmcjmsrq6Ke5qbA9avsv6REV8EYJXtQ7zXaKrhz2dEEZ3wfFaqq6uFFa90dnOczEgiGkw4eqT2kMwdsD9WJyvKZ6PSqFJZnVku73ev814i2OL9w2pYXssLFy5gZmZG9I+8RmSbOFrW6/XSYkSTAzdydOQfO3YMCwsLwo7W19dL4xIjiACIaYmpEATGm5ubOH78OE6dOiWh3WxoYQkFQ+g5FXA4HALq8vk8LBYLYrGYPF9Op1PuAXaI00xZLpcRiURw6tQpjIyMYHt7G6FQCJ2dnQKIGa9UU1ODSCSCp556CqlUSnSETF548sknUS6XRd60tLQkgJcbJG64KSsge1xTU4OmpiYxv9FwFo1G4fF4ZJS8t7cn5/DYsWOStkGmjjmtlRpnTm8ofdnZ2YHVasX29rZMRNbX1yX7lrWuu7u7gEIJ68Uvw9B+FMXwLHz5GVQp99nXXC6H5uZm2Gw2MVgywicYDGJ3dxcdHR0Ih8OSx/wbv/Eb2NjYwA9+8AP4fD6pi+T98LWvfQ2lUgnvvfceHnvsMTQ1NWFlZUXeNV1dXfjggw9w+fJlTE1NYWFhAWfPnpWEBB7T09MSXQc8YCf/vscDQPlzDgLKcrksUQ5jY2Po6+vDG2+8gbW1NTQ1NaG1tRWrq6vCvLEHeGRkBGfPnsW5c+fwR3/0Rzh06JD8nvv378NqtaKpqQlra2v4+OOP8cgjj+CNN95Ab2+vMBKf//znMT4+jmAwiJaWFly5cgU6nQ5TU1Po7OzE3NwcampqcPr0aWmZOXz4ML7xjW/Ii4vZYh9//DHMZjOOHj2KkZERzM7OwuPxiFGjvb0dHo8Hfr8f169fx4kTJzA0NASv14vl5WV0dXXJqJTtD319fQiFQrIr5gJ79OhRMS01NzdjaGhIDABtbW3IZrNYWlpCbW0t3G43Njc3RXNE4EGNJLDPcqmPPoPqI89AoVBiv0Lyu9gZfk1eYmSFGOPCthJmZDKKJxKJHOgmVqvVGBwchN/vx9LSknyHhoYG2O126Q2nczEcDkOpVMJqtR5oDSGrxhaJI0eOwGg04r333pOIF7JTbMfY3NyE3W6X2kku3NSfAfuMqd1uF3lBKpWCyWTCZz/7Wdy8eROLi4swmUxIp9Pi1pyenpZYocrsRWbyMcCaIegcFdJ9WVdXh3A4jJWVFcmjJHhhVA4D2xkFxL/faDQK+CWrAUB6tvv7+zE/P494PA6dTofu7m6srq5KVzYBucViwerqqvSXM4qHWmYAoptkDiBZQI6pycBRM8jaPLIhBNHln+ZrEmgxtJ7XdmxsTH6vy+VCOp1GoVCQJiQaxiqZ2como0rtpMlkknYTAiqeO41GI/m01Cqym5t6M4VCgVwuJw5wAnFOSVhQQPaXf39NTY3kGzKOjMx8W1ubvFv49wGQ+ruGhgaEQiHU1dXJqJgbGV6L+vp6AcnUy9EFz+paGtCqq6sPsJ6dnZ1YWVmBxWI5kMG6sbFxIOwf2NfmUr4xPz8vUgXmxxL42mw2rK6uShQV2Tq+F5g6UFNTA5vNJvKCpaWlAwYhBl03NTWhVCpheXkZ0WhUACb1nalUCisrKzCZTGIE7O7uRjKZhN/vl3et1+uVJhmabBjofvr0aczPz2N6ehqPPPIIYrEY/H4/VCoVenp6AAA3b95EsViEz+dDNpuVa8ZOcZ1Oh8XFRcncpXQgk8nA4XDIZIBZld3d3XA6nYjFYmLyIpvscDjg9/tFOkBNMCPVkskk7Ha7gEsayvRnPncgB1KzfBXu9PgBDfLU1JT8XUxkYOA/I5C+8IUv4N1330VjYyPOnDkjpEoymRQn/+XLl/Grv/qr+IM/+APE43F8/vOfR1VVFVZWVtDd3Y27d+/C5/OJ3CUajYoBsnLUncvlkEqlpNebqRMPAOXf/XgAKH/OwZF3JBIRBqqurg6Tk5OyAJ47dw73799HdXU1uru7MTw8jOHhYTz22GOwWq3CMM3MzMioLpPJ4Bd+4RcwNTUlTQfXrl1DZ2enRAVxIVKpVBgbG0M2m8WRI0cwOTmJRx55RFyJWq1WHjCXy4WqqipxIXZ0dOBHP/oRcrkcTp8+LW7ClZUVYY8AyAupp6cH+XxesjXNZjM6OjrQ29uLb33rWxLT0NzcLO467n47Ozuxvr4uWZPZbBadnZ0wGo1IJpMIBAIwmUwymrx//76M0qjloguWRoHK9pNQKITtU1+D0vWzF8CWfwSJV39LXKwcwVRmqTU2NorYnizE2toaLBaLODLVarWMidfW1g6wKFarFY2NjQiFQsJO+v1+aejgAp1IJASMsL6utrZWXmAch3k8HmGa1tfXJRLJ5/PB7/fDZDLJmGxjY0OYUC6CGxsbiMfjaGxshMfjQTgcljFgOBzGhQsXEA6HD2T5lctltLS0SDwVWWgyfaxApNaWGimyoru7uxLuy4gjGinIYpCBIjvGak0A8uxwwSCzwv9GVpdB4NQtcgzJ0Gqy1QTe/HNc+BnEDEAMLXT2E/B2dHQICIrH48Jcc3PAOCQ6iSmtoHmJOjOaZygpIfvW19e3X186MSGsItkO6s64seB35j3EzWtl4DrB3tjYGPr7+0ULyhxJ9tyXy2WJZKpkEclk8Vmrrq6WXnYCTqYCMGCcBhUC8sqqP5qd1tbW5N1B1hiAMLLcbHBZoQGI14oO/ePHjyORSEjWKpkwl8slSQWlUknSIXiP8HuFQiHJT1QqlXj00UfFTMhReS6XQzweR3NzM8rlMn7xF38R29vbuHPnDmZnZ2UasLGxIfExvPcVCoW031gsFvh8PjkXKysrot1dWVkRE1ogEJD7cHd3F1arFa2trbh27RrcbreYtZhgwIPZsgqFAkajEel0Gk1NTUJQ0Pms0WgQj8dhs9lEi11bWytJBLwekUgEzc3N0qxUyQhXV1fD7/fD6/UilUqho6MDoVBIOswZts7pD/CzsoJwOCwMceVmlc8rAJg/81sHciC1+VX4/G9I9BqrJUdHR0XywTQEmj1pitFqtbh8+TJSqRR6e3slOD6bzWJwcBBGoxGHDh3Cyy+/jE996lNiNtzb28ORI0fwO7/zO9JQp1Qq0dTUhDt37uCTn/ykfHbgYIg5APj9fglWf3D83Y4HgPLnHAsLC+Iq6+npkd3b0NAQGhsbAeznU/EmnJiYgFarxeDgIO7evSu7IJogHA4HAIgmpLe3F5cuXcLs7Cx0Oh3+3b/7d4jFYujq6kIul0NjYyNOnjyJfD6Pra0t0eR87nOfwze/+U3JL6NuJRaLobGxEXNzc2IiYA8v2cuHHnoIVqtVdtOsIQsEAvjMZz6Dq1evolze7+/d3NyEzWZDdXU1pqenZdfO5hQurlarFaFQCBqNRnpz3W437t27BwCS4Ui2r1gsCoNFMTsX1EodEAXai4uL+1rJtkvY7XrspwtvCTv3fojc0PcE1DocDsmrJBPFLD6On6j5czgcWFlZEYbC4/GgsbER8/Pz4gAnOKRujUCIIKKmpkbG11zQ6U7d29sTNzVHxQqFQkKGCTiVSqUwLNQ5mUwmMQNtbm7K5yfwpL6vt7cXqVRKmjFWV1dhNBqFRdra2hKmrVAoSF85FzI6+1UqFVQqlfTYcuzIBUqpVOLSpUuSVQjsV8URvBAIcfMAQEATTR2M2Kl0xZPN9/l8UodGDSIBIiOdaKByu93I5/NixmFXOMErWy7Y6Q38rJaRoe0cuxPc0qBGoMJzvba2JkYRZvvxWaPUIJvNyp8tFArwer2IRqPChpnNZjGGUXeYSCQkHooOZW5QyDySlQ6FQvLcsb2HOYcADjDPlCvwf2azWQxpjHfhCJOsH0eyrLdjQoLb7UYikcDu7i7MZrMwi9vb2/B4PFhYWJC8V15H6h0rx7EcrzMijEwcgQp1oPzZlKeQxaSLmuN3SgaMRqM4lDUajVx7PntMgWDqApup+Dl8Ph8WFxexs7ODhoYGrKysCGNIKUgulxMjB8fsGo1GWqEYlRWPx6FSqWTDo9frsba2JlMLPmMOhwPr6+sCtNmmQ0aYqQVqtRo9PT146qmn8OMf/1hC2999913kcjkYjUaRiJhMJkxMTKBQKKClpUVAezwex/Hjx+VejkQikvHLwHnm6y4tLUkyCWsuuYHK5/PweDwyqeB5Zjuc0WiU+kWC7+3tbWy3XUK59zKgUADlMqpn3oF64X2JSaJOeWtrS3rm+f7LZDIo7OxCd/qzsHSfwqX+JjiS91FTrRK2f2FhQSRdt2/fRiAQwBNPPIEzZ87g6tWrCAaDOHv2LEqlEq5evYqvfvWreOONNzAwMCDs8YkTJ2StZ2saE1GAB+Puf8jxAFD+nGN+fh7hcBjpdFrGAz/+8Y8lm5CgisJqq9WKdDqNpaUlLCwswOv1ikBco9FgdnYWX/nKV1BVVYW3335bGCOaZerr6/GNb3wD//7f/3vcvn0bbrdbqgSrqqowNDQkYbzA/o6KlWYKheJAZh9fxtvb2+jr68PMzAwMBoPo3ciQMPi2MsplbW0NHR0dMt6mAYMdzPPz86itrRU9J/P2GEx78eJFGTOPj4/DbreL5oVB6GxwISPT0NAgrCHrBldWVtDR0SHRFHtlQNl3GelqM4rhGaSuv4yG+joR51OsT8drbW0tXC4XEomEALmamho0NjZicnISSqXygCaSDBXHYhT6M+qCocXU55DZYzyNzWYTo0E0GoXD4RDwSR0gKwv5zwQ6BFPb29ui+aLmj13AHK9Si0d2jgBMrVbj3LlziMVisNvtuH79ulxTRv9wtMVaSN4zXPx5/ghG+HOOHj0qgdaBQEByK7PZrIB4tuiQvWBcCjcsvMcInjm6pROWDna6yGkkotYtFAoBgGQe0q0JQIAQ9YnUbbJBZn19HWq1WoDB4OCgZDZyc0P9HAP5uQnhfckQ8UwmIywImUSr1SoRQuzs5nejNraSgSXg5KZzd3dXDC0Mcp+ensbe3p5UR+7s7Mg0obq6GmtrawcWeTqb+fnpamcCAaOrSqXSgcpFggGec/468xh5f7EqkPmNu7u7wo7xZ4VCITk3BKyVQBP4WfRMZb4oGWcCGjJkBMls+eHfUywWZSpBJpWbUwJ8rVYrG3NueCkDAfbrB10ulzjT+/r6pB6XGkEAsmmvqqqCz+dDsVjE8vKymNgIlGmCZK4hwZ1SqRSAyxpGs9ksMV3cQFDbyZgk3juMLKJ2NpVKobu7Gz6fD8vLy+jr68PNmzcllJ9a+fPnzyOXy2F0dBQKxX69KN+/mUxGJhLUcnI94zuF2b507xMAUs9ZKRdg3eLk5CR2dnaQ3cjB9dgvomRuRl1uDdVz76Ohvg7xeFzefwAkJJ33KKtID4zMUcYF8yaUUz9BR0cHGhoaxKNQKBSwvLyM8fFx/Nqv/Rra29vx7rvvYnV1FS0tLRgYGMAbb7yB7u5uRCIRPPbYY1heXpbKSR4zMzPCiAJAJpORrN0Hx9/9eAAof84xNDQkYG53dxdvvfUW3G63gAK6QM+cOSNsHPt3ya7V1dXh3LlzeO+997C6ugqlUomenh7ZVT/++ON48803cfToUZTLZXzjG9/A3bt34fF40NraCr/fLztdvticTqcsOvPz83j44Ydx48YN1NTUIBAIIBwOo76+XtyBNAS4XC6YTCbMzMygsbFRGI9AICCfmaPGs2fP4utf/zr+4i/+AjMzM/B4PBgdHcWzzz6LGzduIBqNIhqNitPRZrOhvr4e7e3tGBkZkXiIhx9+WGoMGTlDtyNdlG1tbaivr8fw8DA8Hg9sNhuSySRCoRDK5bLoatgJS4a3sbFRTA10fPOlTIMDADFFkDWz2+3CMG9vbyMcDuPQoUOYm5sTxtBoNIohiWCCoy673S4vZ+bhKRQKCV3naFOv18viR2DPRZgLOI0pZrMZc3NzEjWl1Wpx/PhxjI2N4Qtf+AL8fj9mZmak/5bOZ34/g8Egmk9GMlXGDxGIkskD9kdspVJJGBQaVpijxwWGrmmn0ylGM7fbLa1CarUaCwsLookjs0jt5cDAAAKBgGxECIiouaWjmFo8j8cjv8Y4mlAoBIPBgHg8LuP1ysYhAjLqs1hrSSCVTCbFXVz5TBQKBYl5IZgBIAHH1JVyU5VMJkVaQZDOOB1uLnn9jUYjNjc3Ra8JQPL7mFt45MgRDA8PAzioheRYsaamRuKQGMGjUqlEWkD5BE1XpVJJACI1mtQuMqeSQKCS3aT+WKVSibmKbFgul4PBYIDZbMbS0pI8gzwHAKRalJq+zc1N9Pf3H0hD0Gg02NjYEBaRyQyUIHCEz19nzmU0GoXL5ZLGJwASP8UYMY6BCeJ4f1EryfuDelDWDS4vL6OpqUnOA9ljSnoqszfJVvP9QrMcwTMAuf8jkQisVivK5bKM5bkpYIMWNwucPLEZymQy4fDhwxgaGoJKpRJzV7FYlPahUqmEnp4eGI1GYcR5fsxms4zNmXdJ+QArQDUajeg92aTEMgFKEPhrNNmtrq5Ks1Rtba1s8BKJhOgrW1tbZZPa0dGB0dFRtLW1iet7c3MTi4uLIkEIhUKiZWVaQFVVFQzP/lvU+gblXWUrp/BlTwYzMzN49tln0dHRgc3NTdy5cweBQAD5fB7PPfccjhw5gnv37uHatWtobW3FU089hVdeeQUAMDAwgFKphN7eXiwsLAigpEO/Eug+YCf/YccDQPlzjvfeew8rKytQq9V4++23DzAwzO2bnp4WDU93d7d0fjY0NGBpaQlutxvt7e04d+4c5ubmRHcVjUYxPz8vI5b+/n4oFAqMjY1haGgIwP4DUC6Xsby8DK/Xi5mZGWFvOMJKp9NwOp2y6HOsVl1djfX1dZw9exavv/46dDod+vv7UVNTg+HhYaR/2s99/vx5fPjhh6ivr5dgbrrcWltbMT4+Dp/Ph+npady5cwcWiwUOh0NaJThSUalUOH78OGZmZrCxsYHW1lZ54VOLotPp0NnZiW9961uiU/T7/WhtbZUMRYb8kkWrra0VRozsEAEUABklcrHnS7y2thaZTAYej0fOG7V8lfEodMo2NDTAaDQiGAxCo9GI69dut2N6ehr3798XkwB3rQR0brcbwWBQDDrc+Wu1WqRSKZEh8OXMnT7dmg0NDRIQXldXh9XVVXR1daFcLmN2dlbYs/JPo4YIDMjyWSwWABCtWW1tLa5fvy5aRjaqbG9vo729XQT0DE4H9tma1dVVGa81NTXBarXi2rVrIhNoaWkRkM9+aGZ97u3tHYge2t3d7+ctFApi2KLT1OVyCTAlW0ewWlNTA6fTKe5/jux5bnhPUUtJg05TUxNWV1cFkFE7CUAkFVqtVkATZRUEItSDcXxPZrivrw/Ly8toa2vD1NQUnE4n/H6/VDGSdVQoFPB4POKMZ3Unz8v29raYz9i/Xgn+COjpou/p6REzBPCzXmHeOzU1NTAajcIqG41GGWfzvAKQz8DnpFgsoqGhQfS+bDBiPBRHzAyKJtPH8PNDhw5JbA4ABINBAVb8TgSPTDWgZjMWi0kME+9Zpigw+oubBIaRV+pQeW04Xvf5fDLWZqMN34NkuqkN5hi+vr7+ABvL+Jm/zmj39fVhcnIS+XxeNjPc5LAOkjpAMsfUVlcawQicKTHhNIgTD51OJ5mMNPzZ7Xbs7e2JppMmGyYOcINDCQc1j0ajEZFIBOvr63A6nXC5XBgeHobdbkdVVRWWlpZw4sQJcWOzuY33VDgcljxSrjNMICDTW11dDavVKqYatialUikcOnRIGEeFQiFTDaVSKQai1dVVycGcmpraH49vbyOfz0On0wn4rx58GqWex/dH5ijjeG0Mh6r2TbDMKvZ4PBgfH8e9e/ckSP7pp5/GwsICPvjgA/T09ODw4cO4c+cOSqUSHA6H5JtWAsq/rp18YMb5hx8PAOXPOX70ox9haGhIYiG4oHM37XQ6RV/HwnoAEvh8584d0ZXwBcOICqfTCbVaLQ0p1OBMTU0hGAxifX1dgmG50FN719raiqWlJayvr+PIkSOIRqM4fvy4GFiuXLkio6xUKoVcLgeFQoH29nYYDAY0NTWhoaEBCwsLCAQCmJ6exsDAAFZXVxGNRmXUyoeQI2KKpenI5kJTKpXEpen3+6XuiyBuamoKLpdLQmXplszn89JCpFarcf78eQGSVVVVWF1dlTF7JBJBJBLBoUOHsL6+Llo+AsGRkREZ7TMTkQsLjT5arVZ28mQXdTodLBYLJicnJTfS5XLBZrNJ5/HY2JiwwYVCQdicra0tqeDMZrPIZrOi7aIL2Gg04uzZs0gmk1hYWBAwTKOAVqtFY2MjzGYzRkZGpLpOoVAI4NNoNOju7hawu7u7KyYgGnN4XQFgdHRUmFXqrRgiTIMGNWxcrPn/rBnkwsuIIYfDIcwWx6mMYgFwIFibIL5cLgv7SSaHLDGfIT4/JpNJ8vrYF8zRKQ+OujnqB/DfVTxyhExWkp+PzyR1rdR+8loxqonGG0aocANAVtBoNB5wCPOzsPWImat1dXVIpVJiDFpbW4PP50Mmk0Fzc7PEOpFd45icuj5+Njq9KQ/Y29sTAEsDCdkhs9mMdDqNTCaDT3ziE5ienhb9H7+vRqMRYEndJg+amtRqtWShsnKQ14t/D9n/YrEoTl2tVovOzk4sLy+L6YzvS46MqQemA5ygr1gsAgolDGdeRIPvEIrhGRSGX4cCP9uwajQaqRJVKpUiYwkGg3JPkdXlPU3TEqUlDNx2Op2Ynp6G0WiE2+3G2NiYGBbpkqeWsK6uDtlsVuQDfH5ZJ8l7mBpxgiiymw0NDTCbzQf00EqlUhqeSqUSjh07BmA/k5Zj9cnJSflnato56qd+O5PJQKfTSboFCQhgPwuSm11uuM1mM0wmk7jnyWw7nU4xiPIdEYvF4HA4xMxII5JGo0FTU5M8O0tLSzh+/DhGR0flPjabzTIV6e3tlaihaDQqz1Qmk5Gyi+7ubtELb29vo7unFzcyOhjajqDHqsYzHfXQaRrk3eh0OqXIgtdyd3cXzc3NAPa9DSqVCn19fYjFYsjn8+jr60OpVEJbW5sASiYLMMoP2K9dZBvSg+Pvdzw4cxVHca+EP/hwES99nMH6ZBrZO3dRrdpnDxhzo9frkUqlZPx8+/ZtGdeQ3aLODICAC1ZssSFHpVLhv/7X/4rHH39cnOOtra0YHh7GwsKChFsvLS2hubkZNTU1uHPnDnQ6nfTS1tfXS1j2wsKCOKy5sGUyGXzxi1/ED37wA3FSE9Reu3YNJpNJmhWeeuop3L17F7W1tXj++eeRTqcxNjaG+vp6PPfcc/hP/+k/SQYgxzN9fX2YmppCMpkUdpYarZ2dHZw/fx5+vx+dnZ2IRCLwer0S0dDc3Iyuri5MTU3hxo0bsmAAQE9PD65fvy65n6wHjEajkpnJkG4ymXa7XWog19bWZMEie0bGjkHdHMGQDdPpdIhEIlhZWYHH45EXFU1JZMUaGxtx9uxZ+XvS6bTIIQhIWlpasLGxgQ8++EC0ZPX19VheXpbudNbUdXV1YWxsDGtra6ItZbj69vY2FhcXoVQqDzh51Wo1UqkUgP06sWg0CqvVKoshzTsMC6+qqpLoHoPBIMHh1JtyHEf2Jp1OS4wTgQnBFLA/Mk+n05IlyfPL7E2GF9MlWmm4AX5m3CE4b29vl+9TX18PvV4v+sHm5mbpDqZmjWw6c0DtdjsUCoVk61U25nCUSZDADEMatMhW02Vc6TTndXe5XFJaQEBFDRwBO5lWfgfmdXIRZ96oQqEQZzKZdzJ4NMBQC8oYFVZwcgRLvS8bsVKplOje7ty5cyCPkuHllbmV/I50njP7k2B2e3sb8XhcWO98Pi8sIIE+HfhkzmdmZmCz2aDX66UyM5PJyLibgLTStMWRvebUZ6E783koFEpUuXr22fLFD+VepCyHcpNEIoFUKiVSDWBf73no0CGsra1hdXVVfg6wX1ARDofR0NAgzWfhcFgYVJPJJJs8GkTY9EUpTfqn1Y7MdKVhkkYgMrqs8guFQtIhzncATTsEghsbG7h37x4MBoPIeAqFgrBx09PTMulgpBI1m+fPn8fMzAy2t7cxPz8vTDPbkmpqauB2uzE/Py+92QDg9Xoluoomud3dXQGRKpVK3gVsrOIYmzWk1dXVCAaD8Hq92N3dxalTp5DP52UakkqlZHrH9WhxcRG4vxO6AAEAAElEQVRra2vY3NzEo48+KnIxhscziu6DDz7A0UOHsLP4GupzNjjOfQVGo1HOs9VqxejoKAwGA44ePSpG1Nu3b+NLX/oSgsEgEokEVldX0dbWhqtXr0rTGw++/yvBJADZwDw4/v7HA4ay4vjP783jP12ZQxlAuVxC5vpLKI7+CAaDQcaNFotFNHIajQZHjhyRhU6pVCISiUCv14vYl7oujjRisRhcLheAfUaJjQ73799HIpFAIpHA9vY2pqenceTIESSTSWHjHnroIYyMjIizmGxFZ2enjNuMRiMWFhZE8NzX1ycvpXQ6jcOHD2Nvbw/Xrl2DSqUStyTbVPx+P5599lmMj48jFovB6XRidXUVqVRKuk/b2tpQLBah1+tx7do1HDt2DHt7e1heXkYikcDp06fFHb27u4tQKASHwwGlUonp6Wl4vV4YjUYYjUaMjY3JTn1hYQGxWExGY0qlEsViEeFwGEeOHBF256GHHsLdu3dFC0Sm1+FwIJFIYHp6GgBksW9ra5PoE4aat7W1iW4nGo2iUCjIeJQjLrIIZFg4InM6nbJoU2/Fczg2NiYvJeZGxmIxGAwGYfMYuk3tF3WujCtaWFiQDYtGoxGmkOwPWWSO0AgWaaaiZICCfhodqHstFAr4xCc+IZFWuVwOg4ODCAaDwlKxDcXv94shJJ1Oi46OWmAaWMjwchRKgFTpsmeepslkEgaR7ChzU7VaLWpra6WCtK5uX9BP5q+pqQlutxtDQ0OSkcdfA/Z1XRyXcizMsRhd8DTO0Ay1ubkp/2y32xEOh2E2m0WGUJmjSABKE0tljJTb7UY6nRagRf0a8/oqm0Uqa/PIRC8vLyOdTuPIkSPw+/0IBoMyBub1JdDjaNnlckllHsEzgSiBNe8BPpOcDHDUzVzWmpoamQAQOFJvqdfrxRFOw1V3dzey2Sza2tpw7949AapsoGGsEg1hACSkuxJAG5/7v6Ou+We6ueLqBNzzfyX92vl8XnqzaeBi9BnH2lqtVn4vjZPUnvN+4/fkdaVmmJ+zUv/LtAFuQjhK39jYgNlsFt0jXegcuTOSjH3ofNbL5TKKeyXoH3oBtZ5e7EXmUO+/hp7uLty4cQNqtRqXL18WppHPDjNOec9TE8vNMrNrm5ubZUNLVpC68Xv37qGrq0umW4y1I/BjE9obb7whGz3GDTGpgpFIoVBINke8LhxzMzD90KFD8t6j03xnZwcXL16UPFnqNkdHR+Hz+TA3NyeJE62trfB4PFhfX4dWq8U/+Sf/BP39/ZicnBTd8ZEjR6S97s0338TJkyelLrKurg5nzpwRjSQzQQn02ZpDwyTf1XyfPDj+/scDQFlx/JM/voXrC3H598LKKHbe/h3YbDZ5ETU1NUm+HMceBDQ0kFAzlc/nceTIEckr9Pl8srMD9vVRobUwphQe3PYnsBOaBibfxk5hW7pam5ubZTGgC5gutPn5eTQ3NyMajUrdIRdNhlbTtVZdXQ2fz4cbN27g/PnzmJiYQFdXl7zg7927h4cffhgrKysYHBxEIpGA2WzG5OQkpqenYTKZoNFo5LNvbm5iYWEBSqVSgDMZNbVajfb2dqTTaZw+fRq///u/j0KhIAaku3fvihbSZrOJhpF6Po4nNzc3UVVVBbvdLiYHarOos+LoamlpScZrkUhEgAxZObVaDYfDgampKYl8IWilsYcC8kKhIG51avmoiaurq5OxL52VbNc5deoUtra2JJA4EongyJEj4iCtjExxu93Y29vD+vo6DAYDurq6EA6HxShCfZxSqURraytGR0dl02IymWTERlaCCwmZLeZ5EqApFAoxH/G8kcGrq6uT9iMCSnY7U0/HXEq9Xi/ZpZQCcCxMRpIAsr29XcwsmUxG4nGqq6tlNLmxsSEaWobfh0IhcboGAgH5exsbG+H1eqUONR6PS4wPQbNCoRCTGWNyuBHkJsvpdIozf3d3VxhQaigBoLm5WWQjBKYMIDebzQAgfcx8vnmf8jpVRk4xaoeNJ9y8cOGnDprRLru7uzh58iSGhoYO1GvScAFARtFsdmJjFEeg8Xhc7lsCHqVSKUzX3t4elFUq1B9/FrWeXhRWp5C6/jJUVUr5uyqjgGiE43enFpRgnE5zMne8btxgMPifjDlH99WDT0Nz+oWfFheUsTf6Omrmrggw1Gq1WF9fh81mE9a8oaFBpCHM6CQzznPNzRalPNxAOp1OMS8SBJrNZpk4EPBaLBbZOPA9ycYk/jvrXQlImTfM+xuAbBobTn5GHMzlchka/1WoZt5BbW0turq6cO/ePTQ0NGBgYAD5fB43b96Ud39XV5dkRRaLRcnV5bia2trLly+jra0Nr776KgDg/PnzuHfvHgYHB7G8vIy5uTnE43HU1NTIpIsJFslkEm1tbdBoNFCr1bh165ZsVm02G9LpNMLhML74xS9iZGQEoVAIzc3NqK6ulgxibugeffRR3Lp1Szbd1MCbTCapH25tbZVN0HPPPYc333wTfr9f2phqamowPj6Ojo4OfO1rX0N1dTV+8IMfQKFQ4NSpUyI/oazh9u3b0Ol0uHjxokhnvF6vaHBpnGL+ZuXxwIzzj3M8AJQVRyVDiXIZDf6rqF/6EAqFAmazWTpmGxsbxVW4urqK/v5+9PT0YHt7G4FAABqNBktLS1I+r9frJeaEDAVDrOfVbfgw3gD8NGMxd/MV7N1/Q4wdOp1OIogaGhrQ1tYGt9sNv98vY8FMJoPW1lb84i/+Iubm5vDuu+8ilUrhwoULqK2tldFgMplES0sLrl69Co1Gg/b2dllw79y5g66uLmSzWYyMjOAP/uAP8MMf/hB37tyRB7BcLqO5uRk3b95EPp8XKQAd3B0dHdjY2MDi4iL6+vpQU1ODoaEh2Slvb2/LWKS5uVmkAv39/QiFQggEAgD2HbFGoxEGgwETExNYXl4W8wLHdy0tLchkMvIy4QuPgIijlIaGBphMJtHWARDNDuNH2H5DgwYA0R7RqEDgAkBYr1KphN3dXdEAcnPBUdzGxgYCgYA4vikFoI6tkjWiyJ5sJkfgHo8HBoMB9+/fl/uHfx8ZJWrrMpmMMHaxWExekJOTk/I9eQ4JehglRSBDqUZtbS30er2MijlGqwRuBIapVEpAKhk/5gmyuYQifI4AqX+kJpeub4vFInEqDMNnpqBSqRQQxXPPMT2TC5qamkRWodfrEQwGZWPBRV6v18Plcsn9xkgaOnhZl0nmsXJUy+do/xVRhtVqlc/LCKTa2lrR9fG8ZjIZYbqo+6M2e2dnR+4ZghnqGqkNJJAjEHQ6nVhaWhIzCyNv7Ha7aI1psKDMghpIPhvAwWaT/anMd9HgvyqObWp2yYgyDYDTBzrUGbXFMSqDpJmLSiaNDBjNgXt7eyiVAc3J51Ht7EbtxiqKYz9GYWtTWnrcbrecY+odCcIJVKurq6HX6+FwOJBKpeTzEgyyLpPViwSHfM753wkynU6nVOKSiWPjEN8DTGbgvVsZIUSASdNRVVUVzJ/5TaibDst6U7U+D+3dP5VIoe7ubtnwplIpHDt2DK2trQiHw/D7/VhbW5Oe9FQqJUbMjo4OcZJzQ2EwGERTvbe3JwxlTU2NRPjMz8/D4XBIRiwNVu3t7ZidnUUqlYLdbpcA/aGhIRiNRhw7dkwSPGw2m0hyGNaez+eRSCQwODiIJ554AtPT0xgbG8PDDz+MqakpzM7OSozR7u4unn/+ebhcLly5cgWtra1yDk6ePCmfS6vVoqmpCfl8HoODg0ilUjINePHFF/HNb35T9Oq//uu/LlW2ZG75Tt/Y2EBfX5/8N2Df1Li4uIj29vZ/BBTxv/fxAFBWHNRQ3llOwrATx8PWAj58/z0JoNbr9RKZotPp0NXVBafTic3NTYyNjcmumTtls9kMu90uI5dQKCQLmd1ux+zsLN7MN2M+9zPdxvbyCNJ/9Q0Ba3TN1tXVSUYZWy+4oDPY/NixY5iamoLVasW9e/fw7LPPolAoYHZ2Fna7HaVSCcFgEHV1ddje3obX68X6+jqy2Syee+453Lp1SwwDhw8fxsTEBDo6OhCPx2G1WqHT6RCNRjE+Pg6VSoUjR45Idy7NIeyDZtZfXV0dlEolJicnhUVraGhAZ2cn1tbWhE3b3NyUuInnn38eW1tbWF5exsrKCtbW1lBfX4/t7W3p1m1oaIDVasXq6io0Gg18Ph9WVlYkiw+AaCaZQTk8PHxAy0cmKxAIyFiRERIbGxviquzq6sL6+joCgQAMBgNSqRQsFguWl5clZsbtdsPr9eLjjz8WNygNVVzUGcFEw0w4HJaFm+NUs9ksDCtd42RNk8kkDAaD6OBo0qHxpKGhAdFoVIxFXOy5oeFibjKZEA6HBcyQhaHuliHcBHuxWEzMTXq9HhqNRowpZGQYWEymz263yziRmy+2kLANant7G3V1ddDpdMJcUcvHkGl2INPtazAY0NzcjM3NTUxNTWFnZwetra1QqVQIBAIyqtdoNMjn8xLZRSaZDnmaeLgQHjt2DCsrK1AoFJJOQLDOEHQAsomrdKYyR5I5q6yZI6AjIC0Wi+ju7sba2pqASIJOOl4NBoNExtDBnk6n4fP5MD8/LyNYSjS2t7clhYIjW9aMGn5aR0iZQmVWJ13HjS/8nwfGzdvLo0j95f8pn5dGFbKbDQ0N0Ol0YgrZ2NiQzEWC4mQyKbmq7OauBFlk2ch80rXO4HbWTVI/ymeaI+ZSqSRNUgaDAbFYTJzwjM5huDyBKA1Y3CQxdocxZltbW3KtyaiTCWZuLNl9nU4nDF9lhuje3h6i0agwk3x/c+NTf+J5aE6/KAxl1dRPkPn4u3IdDT9tBdrd3ZUNu0qlQnt7u2RrzszMwO12S45qoVBAf3+/RA3lcjmYzWa0t7dLtFldXR2CwaCAU06CBgcHkc1mce3aNWFJueHUarXQaDRQKpVYWFgQQoPPDacn1OV3dXVBr9djaWkJ0WgUn/jEJzA0NAS9Xo9z585hY2MDTU1NuHfvHjY3N7G8vIzp6WmcPHkSX/va1zAyMoKlpSW8+OKLGB8fl3IKq9UKv98vm1Wn04mLFy8il8shGAyiWCyip6cHgUAAH3zwAbRaLSwWCz71qU/h1q1bOHr0qIBHrj008PBYWFhAc3OzTCceHH//4wGg/BuOYrGIP/uzP8OJEyfw1ltvYWNjQ6JjmKlHzaBarcaZM2fg8/kEaJjNZnz3u9+FSqWCXq+HQqFAMplEd3c33G43XC4Xamtr8YPZTfyXq34A+7R8ceQ1YUW5MLFKkDE3fOnRHEEtycDAAJLJJDo6OvD9738fjz/+OEKhEJLJpPQ4U7TMXejm5iZaWlpEwN3X14fx8XHMzc2hoaEBv/ALvwCFQoErV66gVCqJqJwLH/VHSqUSv/RLv4Rvf/vb8Pl8qK+vl1BcMlMAZGdKdqJQKMDtduOxxx7Dxx9/LO08dJrbbDZ89NFH4mSem5uTzDs6Hjl+drlcUrXY3d0tGhx2UzPQua6uTjIkaTRiBNP9+/dlEdBoNKL1XFtbk7G03W7H3NycMCSV4na1Wi3yAGbNVVVVCbuQSCQEUGazWTgcDmEGd3d34XK5RNuVSqUkBLmzs1N0hRsbG6IZ3N7eRk9PD6qqqqTCkQs6HcgcV3PkTP0rFyCyKKw5rGT/yPQwmkSv1wugo5yC5hOOt9mKolQq4XA4hOVlqDPlAGwMIstDJqjSRELdscFgwMbGBux2uxgxyJJQu0cmg33pzAnUarUwGo3I5/OIxWIyAuPPYhZmZV4jkwG8Xq8AQGYOEghzjFq50eP5pOaQv0agQBMU5QgMlmYTzNbWlsR8ORwO0Yru7OzAbrejtrYWMzMzMJvNAjjj8bg8A7ymjMmi9o+62soA+kKhAP2Zz6Ph1GeFocwPfQ/ZG69IoQOvPTXKKysr2NnZQVNTExKJhATGU5NKppgxS2zT4rNO8ESDFwAxvlQy++WfZtby3QdAfobRaBRZBGOO2C7Fz8NRrlqtlhB2j8cjhiMa3BoaGtDa2npA+kBTCuUE1FQrFAr5OTS10LzCOCs613nNKnWZe6UyzOe/iCp7O4rhOehDQzh5fF87XiqVpHSBEwev14u6ujrMzs6iv79ftMLLy8tSM0s2nGsODXCslGQ7kUajwYULF1BfXw+dTofV1VXcuXNH6hrL5TIcDgeOHz+Ovb09HD58GO+//75U5Z48eRLhcFjG7B0dHaiurobNZsPMzAxSqRTq6urw6KOPYmJiAidPnjxQoTk9PQ2dTofPfvaz+KM/+iORhlF7vLCwgEuXLsHj8WBoaAiXLl0S9v2ll15CbW2tTNVWVlbw2c9+FhaLBe+//77In1hksLa2hhdffFHAfXt7O4rFIqampvDpT3/6v1vrH4y7//GOB4Dyf3DcvXtX2nDoOqZmx+PxQKVSyQuE7TRkr86cOSNax2g0iubmZvj9fjgcDsnLamxsRI26Fu+uVSGhNKA6vQJd8CZqqlWyo2Mm2MrKCvr6+qBWq7G0tAS1Wo1IJCI6GLvdjrGxMTQ3N4sjjm0LOp0OPT09iEajMJvN+Pjjj3H58mW89957sNlsIs42m82So3n//n1YLBbY7XZYLBaMjY1hY2MDWq1W4nwaGxths9mkXzibzeLQoUPw+Xy4f/8+VlZWoFQqYbPZcPjwYVy9elXGloy+OXToEJaXl5HJZERfWi6XhWltamqCTqfD9PS0vPhqamrw0EMPCUNVGfhNVqHSNNPX14f19XXMzc2JuYZsBoXYXV1dmJiYQDKZlH7h2tpaGAwGCdamSYQNN8DPGCuCCwIa6uwIHCg65wuUI1C73S7ghsxvTU0NTp8+jbW1NczMzAiAYhQPszQZ0t3U1CRB1Lu7uwgGg8JUVJpn6P42Go1SlRkMBgXI0K3NQOvKOkaFQiHMOzt4Y7EYBgYGpO3C7Xbj6tWrYmLh+JeLAWOBuMFwu93S4UvZBFl+Mm96vV5q2Th6XV9fl3E0Q7wZywVAfi5dm9SZUpfLUWRljBS/LwOeqXPk80X37crKCjKZDLq7u9HU1IRbt24JsCAAIYBk1ZxarYZarcb6+rq8K3Q6HVQqlSz4TAIgg07mmEx0bW0tAAhIpfaS1ZuUa5DZBiBSHcbYNDY2Sl2gxDfVqFE18ASUtg7UZAKIX/0Odnf2Y53IOlOesL29LUw+tZkE4yaTSZIO9vb2xLjETRcAqfUDIPclfx+vG7+HRqMR48jp06fF5Dg5OSnAlfo5ZlwytJtpETwXjOyiBpg6P8ormAhAd7pGo4HL5ZKs39XVVWxvb8u1YnMQ3zX5fP7n6lV3dnYAhRKmc1+A2t0NVWoF2uBNoLS/0WHO8Pr6ulzjEydOYHJyUt5RmUwG7e3tkrm5u7uLlpYW+Hw+DA8PS+xXKpXCuXPnsLi4KKB8bW1NonboFKfcis8zI7ey2SyOHDmClpYWhMNhjI6OYnNzE3t7e/B4PJKqwJpGBqgz27ivr0/03Zubm/jX//pfo6qqClevXsXExATi8TieffZZ/MEf/IG0o+n1epw5cwZvv/029vb2cPLkSYyNjeHChQuoq6uT6CKPx4Pf+q3fgtlsxvnz56VO8itf+YoYUPl+MxqNWFxchFarxRNPPIF3330XX/va1zA8PIylpSW88MILB9b4RCIBAPK+fnD8w44HgPJ/cBSLRbz22ms4ceIEisUiRkdHhe2bm5uD2WyGTqdDOBwW1kav12N8fFyCxF0uF5qamnD58mVUVVWJAWR0dBRerxculwv379/HnTt3sL29jaGhIWQyGRh+2rfs9XrR2NiIsbExuN1ufPnLX8bLL78MjUYDv9+Pr371q9DpdLhy5Qqi0aiMhNhEQGc3o0mo5ePoMRaLySiTLTQrKys4cuQItra2sLq6KhEan/zkJyV2o6urC1tbW+jr68Mbb7whodRs2VhYWBCRPoX0HBO1t7fLSKpY3O9OrnxZ0wzCkatarcby8jIGBweFRdRoNHj88ccRCAQwPj4uejLm1lVVVUnO2M7ODp599llcv34dV65ckbxF9qdHo1EZnVOPxixNLqQcu7KqkWNAOkwp1ueCRt0mX3Ctra0YGxtDbW2tZP7xZUYAxGB3av62trbgdDphNBplE0E2uFIX2NHRIZFEdH8Wi0XJVItGo6ipqUGhUJDFgI5hBl3TIZtOp2E2m9HS0oKtrS2kUilks1lZLL1eL+rr62UMRcYJgIRjEzTW19fLCCoWi4khhVotMu100zPnk2wg41RyuRx8Pp8wh2RqI5GIAAOeI8oH2N3NmlMAMmKura09UAdJzRyDzgmaySSm02l0dnairq5O2CTG6VSOusny0oRBvZ3FYkFtba3EGnE8TFY0Go3CZDLJO4cML2smyTryeSCQqqwpJNO0sbEhrBljjDiaVKn2u7rJnpFRq62tFe1hKpUSPTCfg9raWuh0OvkMZMEIWBmYXdl4wlF5KpUSBznvaQBoamqSRAd2dnPzxtFjVVUVlpeXRa+rUqlkstDd3Q21Wo1gMHigpSqTycBisQgwp76Scglm+1YyltyQ0ii0sbEh+mluGNVqNRobG7G9vY22tjbcv38f1dXVB4oY2P5DhlKhUEBz6rMHjDi22F3ULX4Av98v9wL1tjabDTqdTlhdZnYC+8Hrd+/eFRbW6XTC4XAgHo8LsWAwGKTNZnd3v9ebbTusA02lUujs7BTgrNVqEQgExIBUVVWF559/Hr/5m78pDVzt7e2i0bRarcLwut1uaU9rampCoVDAwMAANjc38eyzz2JlZUXSQe7evYvbt2+jra0Nm5ubGBwcxL1792TjkslkcP78edTX1+P+/fuoqqpCX1+fAOBQKISqqirMzc2hq6sLm5ubmJubw4ULFyTL8i//8i/x27/92/je976H5eVl/Nqv/Rr+9E//FL/+67+OK1euQKVS4ROf+MSBNf4BO/mPezwAlP+TY3JyEsFgEBcvXsT6+jrGxsbkJby7uys6OofDIQaBjY0NxGIxtLe349q1axIj5PF4YDab0dvbK0Jnr9eLV155BbFYDIcPH8atW7dkPEpDwsLCAoxGI+7duyd5itxxP/7449Dr9XjjjTfgcrkkiLqqqgpjY2NoamqSqj12gJPNocaMInUCwscffxzBYBDAfudqLBaTlzSwn7PX29uLeDwuXb7BYFCqsPhyam5uxtzcnOhTcrkcuru7odVqMTIyIowa9aRGo1F6tbPZLCwWi4CmQqGAw4cPw2az4Yc//CF0Oh10Oh1aWlowOTkpIx6OaznCzmQy6OjoEE3O2NiYOFeLxaIAlcpAY+oaaUIgKM3lcgLYCQzJNrEBg2CZu2Zm0THLju5fjpb7+vpkQfzUpz6FN998U8wQ1PtRaF9bWyvXi7mf3HzQzVpXVyeuf34+5snRjcufR7MR41E4YqIejUwUADGskL1jlMna2hrUarVECxGoUXNIgEYtHYE443AIEinxYDtHqVRCS0uLjFeTyaScEz57KpVKrjcBB+UH1ItS80yWkUUDOzs7YoyjM5hVogzmJkvG7FY6ywEc+BzUzAH7GaoM9WfSAxMFisX9HmTKD5jH+Ne77elYZjZrVVUV3G63RN2QNeTY1mg0IpvNCoPPUSLbjfgM8b4tl8vo7+9Ha2srIpEIbty4AbfbfaARhhsWBrYzz5TAhaHqTMBgUHVDQwPW19fFwMRzSIaVbCn1wTTYAPtsPgsHuPFeX1+Hw+EQlz4AAVSUt1Qym9XV1bDb7VCpVFhbW5N7mjISbg4JzOrq6kQHXyqV0NXVhb29PXFDWywWyfjc29sTVz+nAwBktF1XVyfvErL6hmf/3QGNak1yEV3hK1hYWBCGnRKicrmM0dFR2dxUV1ejp6cHZrMZN27ckI1fIBCASqWSykXWU7KgwWq14tatW/B4PJKuwA19VVWV3M8GgwErKyvY3d2VbGSdTofJyUn09fVJ9mQqlcLc3Bzsdju0Wi2WlpZgMpnQ09ODjz/+GKlUClarVcbUm5ubuH37tkip0uk0/H6/aHcPHz4s9xJ1oKw67evrg16vF83s8PAwdnZ28Au/8At455138OSTTyKfz+O9996TUP3+/n4x9Vy4cAFmsxnvv/++JCJ0dHTINODRRx+Va7G3twe/33+g2/vB8Q87HgDK/8lRLBbx8ccfo76+HsePH0c4HMbY2Bg0Gg1WV1dx9OhRXL16FYlEAsePHxfDx8rKCjo6OvDRRx9Jl7PX68Vbb70lIdfHjh1DfX094vE4XC4XOjs7EY/H8eGHH2JychIA8Nxzz0k468zMDEZHR9Hc3IyZmRkJJjaZTOIKdTqd2N7exg9+8AMcPXoUra2tqK6ulpcDc85isZiMRDgGDAQC+PKXv4yhoSFUV1djeHhY9EmFQkF2tdlsFl1dXTCbzejs7MT169dlp97U1PTfOZv7+vqQy+UwNzcnOj6Om8gyNTY2Ip/Po62tDWNjY9Inyx2r1+vF5cuX8eabbwoYoQs0kUigo6NDgOfGxgay2SxCoZC8+BKJBKLRqFSKUdTOGjU23FQ6Wsl6cExPxtVkMmF8fFzE/83NzcK+0DlKQTk1qtSURiIRAU82mw0tLS3iWAQgzDPNCKlUSjSBlcHgHJVTM7axsYGOjg6Ew+EDpiAakzhS29ragsPhEPBRGffCcTijfWi+0Gg0onPiQVDKMT4d3cxvzOVyYuYhK0ldHDVlzH6jI7wyo5HnlteAYdLAvobR4/GIPre+vl4aSKhrtlqtKJVKMuLlQmc2m7G9vQ2r1Sogm8CCshWLxSIL9vb2thhwuNCRiTSbzQIcyCQyGoca1EQiISxiZU0qQ9P5HSmTYETL9vY21tbWRDOoVCoRj8clroasVnV1Nbq6umQsy8B0ghWFQiGB0gAkMoc6y+3tbayvr8v3YDYf3yc7Ozsih9ne3paQ9ra2NgED4XBY9OXULs7OzgrIr7yGZNhpPOF9Y7VaJbaqublZMlErZQxsiGlvb0cul5Nu91KpJOPbSjMR0wA8Hg/0er3EnDGjtKqqSmorqelkdefm5iZisZiw3dSdEkgaDAYsLy/D6XSiWCyKG5ySlfr6+v33y/HnUH/yBbn/d4d/iLrFD2QTQqNIf3+/vLvK5bL0Z1NLPDAwgGvXrgmz3dPTg5WVFZkora+vy6alVCod6N3u6ekR7bvf78eZM2dw69YtaQ/je48M5c7ODv75P//nuHv3Lnp6ejAzMyMEA5+p9vZ22cjodDo4nU6RAhmNRgQCATzxxBO4c+eOTJ+cTif6+/vxrW99C5cuXTqQA/ylL30Ju7u7uHbtmmz+urq6YLPZ8MorryAej+PkyZMSjF5XV4ff+73fk9KPpaUlPPLIIwLqPR6PVAYzhsjv9x8AlPPz82htbT2wIXxw/MOOB4Dyb3HMzMxII4rb7UY0GsXo6Ciamppw//59dHZ2IhAIIBQKob29HdXV1UgkEvB6vfjggw/w5JNPIh6PY21tDaVSCQ8//DBmZmawsrKC1dVV3L9/H4ODgzh+/Dj8fj9sNhtMJhNeeukl2O12HD58GBsbG7h165Y0Dni9Xjz99NNYW1sTdqC/vx8LCwvY2trCnTt3xMyRSqXk18maGAwGfPrTn8a3vvUtOBwOTExM4PTp05IlNjIygt3dXQwODiIWi+Gxxx7D+Pg4stksZmdn0d3djb29PTEscBTHxfWvB05z1ME6SLfbLRFLm5ub8Hq9WFxchNVqFdBFXVJdXZ24SwHI4kiWjwyURqPB1NQUgP0cQY/Hg3feeUdyGktloGbw06h2dmIrMInNO3+J4u6OROgoFAoxq5BVBCDAjOdNo9EgGAwin89Dq9Ue0GSl02loNBpx4nOMF41GBbBU5jESKFVWxvGRpHGpurpaRO+VRgmCarKzNL0Q+NAIUSwW4fF4JBSbIIuMYG9vL0KhkIQel0ol+R4+nw8TExNyjdnH7fV6MT4+LswaGT0yufzsZHcJbrggc5xLgxar1dhExbQAw0+bfcimMmCdrFNlEDW1qAQZHBvr9XrZNFSOKJnnSVBHFpnnv1QqCVvLkT/jl8iOcoxeKpWE7SXzSIMSQ655jqiz5X1JMxTdz2RslUqlbAYaGxuFga80wBBUU2ZBhpfnJJvNyj1DWUFl6D1jspxOp2ggt7e3JW+XTBmfZY1GI0YzAjemNBSLRQm6pkaTsVEA5L6vZIl5Pemi5uaWaQOVMVHUWtIhrtPpRDZD/SlZUr6Hh4eH0dDQgNXVVTidTiQSCZHlNDc3Y35+Xppy1Gq1/AxOoRoaGiTqjJ3wNLnxM1MCw9G+x+OBWq3G9evXYTCaoD/9AsqNrSiuzaA49iY8bpfEtbGI4IknnsD4+Lg48pne4Xa70djYiJGREbS2toqpTKVSobe3V0L7+c6mVnhvbw+tra3Y2NiA1+uVcojJyUmEw2FcvnwZP/jBD2R6oNPpMDc3h42NDXR3d8v7LBgMwm63Y2Zm5sB147Stq6sLOzs7mJ6elpxmFmQ4HA557w0ODuLhhx/GtWvX4Ha7ceXKFTG36fV6fPWrX0U8HkcymUQ+n8fGxoYYdHivk3nc3d3FU089BZVKBafTie9///uyoX/66acF3Le2tuLP/uzP8PWvfx3d3d24ceMGXnzxRVnXH4y7//GPB4Dyb3Hs7e3h3r172N3dxfHjx1FTU4NYLIaxsTH09PTg3r17yGQy+NSnPoWrV6+KyJ9RD6yNY//u1tYWlpaWJHZnfn4eoVBIdpudnZ2YnZ2F0+nE2NgYnnzySdHpLS0t4eWXX4bBYEBnZye8Xi9GRkZw/Phx2O123Lx5E4uLiwCAhx56CNevX4fZbJZuaq1WC7/fDwBSa9fU1IT29nYBdAwXv3jxIsbHxzEwMID5+XkcOnQI8/PzGBsbk1Fcf3+/VPPRmUzt1NzcnOzsuUBSx2k2m1FdXY2WlhYJE87lcgiHw6ivr8cv/uIv4qWXXkIqlUJ/f7+Ar1wuh8nJSWlVodmFsTzRaFQAWH19PVpaWhCJRBAOh7HT8UhFbMd+E9Lm7R8Im2MymQSMOBwOaXoAIKwKmUMGbpMx4FiJCzJHki0tLcKM8hy4XC5EIhFhGRcXF4VtJsN0+vRp+P1+pNNpxONxmM1mBINByUU0GAxYX18XVzhBFoXxgUAAWq0WhUJBnOw0LRGE6PV6dHd3I5FIIBwOw2KxIBKJwOfzScQUGR06ryt7jzc2Ng4Ab4fDIbpDi8VyYLzb0NAg7HAulxNdYE1NjRgruDnI5/Ow2WwCDhkXBUByEJm5R00fADEE0HBDllCtVkvTBkexkUhEtIeJREI0xbzeBKDMp2SjEMfTbGzh56eWlDpSMiUE3AQgBAMej0f0lqx05N8NQCQEXFxpEuJmh5s23qOUpLAzmiHx4XAYHR0dWFxcPBDyT40d8y3JKtNdTmkEAUs4HJYIrEqXNhnNypgk/vx8Pi96Sl5jbjA4JqamVaVSIRwOC/ilO39vbw8Oh0PkJiqVCqdOnUJjYyM+/vhjid6y2Wy4d++eyABOnjyJeDyOQCAgG9JcLidTA6ZvbG5uYnV1VfTQLpdLmmHIHrI60mq1Cvj1eDxYXl6WEgK2pRG0cxJAYM8osFQqJZnFzINlnBq1ozS4ERgz+mp0dBR2u1266o8ePYrt7W34fD5MT08fkLVURlsxRJ/PDrBvWDp58iTu3buHgYEBzM7OYmZmRjSNxWIRuVwOJ06cQCwWQzgchsvlwtLSkuhMC4WCmE5pePL5fGhra8Pbb78tdb+tra1oaGiQ+0qr1cLpdOKb3/wm9Ho9vvzlL8t75ubNm1AqlVhfX8dTTz2FQCAgmatTU1NoamoS6RabfOgriMfj0mcfiUTg8Xjw2muv4ZlnnkFLSwuWl5fx5S9/GcB+dzqzcx8c/3jHA0D5tzxmZmbkYezr6wOwf1OOj4/j0KFDuHXrFtLpNM6dO4eamhqpsTp16hSuXr2KCxcuiGmGi3NnZyc+/vhjvP322/hn/+yfwWKxYHFxEZFIRPSI2WxW8vCMRiNOnDiBO3fuIBgMYmlpCV/60pewvLwsuW1TU1OoqqrC9PQ0DAaDdDAfOnQId+/ehVarlfEnR2hra2tirOBL6ejRo9IWc/jwYQF/t2/fxt27d2XUTuDyy7/8y7h37x4WFxeliYYvbDqqI5EIbDYbrFYr9vb2EIvFkEwmRf9XqaXhiIWmF7JFKysrEp9ExzTBN5kij8cj2XfZbFZyGHPHf+FAsPCWfwSxV/7dgbFtT0+PLDjb29vo7e3FzZs3xWRA0AzsRyCZzWYcOXIEf/7nfw6DwYD29naMjo4Ky7K9vQ2VSiV1X5QDcNHt6OhALBaDWq2Wz8Ugb4vFIowlKxc3NzdhMpkkKocAnaC2r68PS0tL0Ov1mJ+fR2dnJ1ZWVkTuQOMAWysY5EzNLhlsNvVw5FjZkkJDBsfUbBph7mGpVEJHRwfGx8dFp0i9LMf49fX1wvqSIaR5p7GxES6XC9FoVLTCs7Ozou8jG80oHgAShcLruLW1JeCL+lYAwqY5nU4ZI7MRhmYuakAZZl1TUyPgkNeTDB9/Hh3ijAuiCamStcrlcgJweB0ACOPDETAjj9jMRB0qdcAM6eY1r6+vF6C4tLQk5pSamhqJLaJGliNnjn0bGxsRDoeFsaZsgSCWzUvUHFZmJvJ8cnNAJpp6PuqgafJh9A4/PwBh/PgzGE9EVz834FarFalUCrFYTFpSJicnBfCur68jkUjA5XIJW6XX6xGJRABAclqpc2f0DwFdLBaT9y0TAqjTzmazsok5d+6cTIEoA2KLDUfuFosFx44dw/Xr15FOp9HU1CT3EjWNqVRKzFnM3jx06JCM/c+fPy+1u0tLSxKyvru7i/b2djmPdrsdxWIR09PT6Ovrw+TkJA4dOoRwOCzv3paWFgwPD4uE4PLly9jZ2cHMzAy0Wq0Y9QYGBhAKhTA8PCzgmTpXkg68Z91uN4LBIJaXlyVxor6+XiKYYrEYIpEIvF6vmAI1Gg00Gg0GBwfh9/uh1+vh9/tx+vRp0TmWy2WMjY0JKdLf3w+73Y66ujoEAgGEw2GpT6T2le/qr3zlK3jppZcQjUZhNBrl54VCIXz605/G5uYmPv/5z0OlUj1gJ/8XHQ8A5d/y2Nvbw/T0NAqFAux2u/Rxr6+vY3JyEocPH8Z7770nOsb+/n68+uqrMh65cOECdnZ2ZLfJ3K9YLIZ3330XL7zwAqampmQ8Z7fbMTw8jIWFBSwuLor7lyOQTCaDQCAAhUKBy5cvo6GhAW+99Zb0zFqtVnzrW9/CsWPHkEqlsLCwAJ/PJ+NIn88Hn8+H119/HV1dXchkMvjoo4+kq5pNDFy0KqNI6OZsb28XZkGj0chiUCgUMD8/j1Qqhd7e3gNZlOl0Gt3d3WK8aG1txYkTJzA9PY3x8XEAQCwWk9BgtpY0NTWhqalJwPbW1ha8Xq84xznabWhoOJATxwWyXC4j4TgB5aFP/1TPVELh7l8iff27KBQKsFgswhIVCgUYjUZZ7Pb29tDT04Otra0Dwfa1tbXyUqOLHtgPQnY6nbDb7ZienkYoFBJAvLGxIQ0O1O65XC7YbDZMT09LTSJBPsd4ZJcIKsiAejweSQBYXV1FX1+fMJkEEcwcrDQLVBqQOHKtNOJQiwVAxssESByVM9SdIIz9zszoLJfLYiyhjIEVfpFIRBgZnU6Hvb092dSo1WqJR6IJiudqZ2dHtHN2u11MH8lkUlgvo9EInU6HYrEovcjUlVLbyzxX6m5ZqWg2m5FOp7GysiJSCC7EPDcEqHTyGn7a005dIRkb6gEZ10T9JZ8ljp45cjUajTJy5zkg2Cegqxyzku0kyGRlHicovD6MoKGhqKmpSUa61OdSG83ROPW6LS0tEoA/Pz8vBpjq6moUi0U0NzdDq9UiGAyKiaWuru5AXWSpVEIsFoPRaJQmKRqyKJHgfUkjRSwWk+9aVVUlDFNDQ4Pkq05OTsqGg/FtbCtSq9UwGo3iwM/n83C73chms9KMw43zlStX5LpoNBq5Jp2dnQgGg1hYWJDfT+0pnwVmnTI5gVFl0WhUpgBk5B955BHcuXMHVVVVkijAqRXftX19fXA6nRK5FggEUF1djXg8Dr1ej/b2dkQiEem8XlpagtvthlarRT6fF/lLIpHA6dOnxQkPAI8//jhee+01iTwaHh6WhIT+/n5YLBaMjo5iZ2cH9+7dk0mKy+WSzzQ4OCgbgmAwCKvVivb2drz11lui96UE7KGHHoLdbsfv/u7voqenB3Nzc1I8wDxfxvKtra3h5MmTyGaz0Gg0CIfDKJfLeOSRR9Dd3Y2FhQXcv38f4XAYPp9PgGxnZyfC4TACgYDUqR49ehSvv/460uk0BgcHYTKZkMlk0N/fjyeeeEKmLK2trf+r4ML/tscDQPl3OGZnZ2Uk193dLeOe9fV10ZBYLBYsLS3Jbrinpwe/93u/B6fTiTNnzmBlZUV2+m1tbZicnMTNmzdx/vx5adTh4sORARf3//gf/yMeeughJJNJXLhwAa+++qoAWL6curu7kclkkEgksLCwgDNnziCZTCIejyMYDMLv9+Mzn/kMDAYD3nzzTXR3d0OpVErTj8/nw87ODhwOBwKBgEQ1cHxP0ThDnzlW5ALQ398vTnOz2YxoNAoAUr+mVCrlRcQmDe6WGV8yMTEho7CWlhYUi0V5YZCJee+99+DxeCTnbnt7WxYKMjMEFow0Wlzyo9B2ARrfIeyGZ5D++BVUKRUyMudCxFxFtqVsbW3BYrEIi8qxH0fBlVlwZKIaGhrESMVRZOXCyREZmaTGxkb09PRAoVBgYmICNpsN4XBY3LvMHyQg4qhbrVYfqJLkAlwZv8NoIDpzOcrkiJKjZZoRyDKWSiXYbDYZyVVWBJbLZcmY5M+ly5Ymq2AwKC54Nt40NjaKi5rB1fw7aFgB9kewhw8fluaNYrEIo9EoBjTqgslOMCqHwCifz2Nvbw8GgwGRSEQc1Kw3rASYAOQ+JoPHliOCSf4ZjUaD/OYWtKc+A7W7F3uRWWRvfh/l0t6Bek8aUFhqwJFqpc5YqVTCbrfL+WZbC683n42trS3RkWWzWdH+0eFNjSVNZgqFQgxi3HDxe1EywRaUSnMQj93dXfT394vesDIkPx6Pw+12S40fkyV4r0YiEbmfqqqqoNVq4fF44Pf7pV2nublZEiVUKpWwvzQvabVaKV4oFAo4d+6cjKxTqRTGx8dlPM8RNHNOw+Ew6urq4Ha7RSZClzs3LmQtWYtJcKhUKnHu3DmEQiHE43HZ1HKzyZzDRCIhDHcwGBQ2O5PJHBjvX7hwASaTScoYyILy+ec9x/fM2toaTCaTBIZHo1EMDg5K+1A8Hhdmmi5+p9MJtVotpiRucMrlMhYWFmC32/HII4/INCoajeLcuXP40Y9+hEwmg0wmg09+8pNYXl5GR0cHQqGQbML0ej28Xi/29vakNEKhUAhAdbvd4hYfGhqC1WoVk9enPvUpBINBHDlyBB9++KGAzMpe+4WFBbz44ovo6upCIBDAyy+/LJva5eVlDAwMyIRJpVKhtbVVDESFQgFzc3M4d+4cEokEYrEYrFYrstksZmZmhAhZWlpCS0sLVCoVWlpa8JWvfEVMZZX1iw+Of5zjAaD8OxylUgkLCwsyPuzt7ZVfW19fx507d9Dc3AyLxYKpqSnkcjlpO1heXkYwGER3d7fkth0+fBjXrl1DOp1GY2OjBIkz+44v8I8//liqr5LJJLxeL4rFIu7cuSMmFp/Ph3g8Ljs8NpuQ1aEmRqVS4eGHH8af//mfo7GxUXbLHo9HzBgWiwXd3d1YWlo6kImo1+sxNTUljAUdwqyFJPPIX1MqlfD5fDh8+DAaGhrw9ttvy0O8vr4uL8/d3V2EQiEYDAbRwOn1ehmRORwO0Qsy3mdra0sqLKmBYyaj2WwWzVgsFoNerxfNErMBaZrgaJdj2kwmIxmLZDvoIq6vrxctGQAZgzGM22KxwOfz4ebNmzAajbDZbLK5YL3b5ubmgWvCx4/ZfgAkFkqtVovUgvE2dKXTcU0NHxlasqsEsWRDGWdy5swZLC0tYWtrSyJbCCwJ5srlsrg2gf1xIUEOY4QaGxslMufUqVO4fv26mCcYJUP9cKFQkExEttnQFUxwyMxKxt5sbGwgGAwKe8xkALfbjcnJSWFtqVljgw4BRjAYPFA8wOtI1ov/ne0xdHFXfh6aWgAcAOna0y8c6L/evPV9ZG+8IqDMbreLe1Wn04lkgxudXC4HrVYrBhK2R1FT2NDQgPn5eVlcPR6PAH1qFBn1Qpas0oHO+4DPT01NjUT5VE4a6FbnBoEZrsViUcL3AYh5hCPy+fl5qNVqYabJnhNwr6+vS64qW3SUSqWEWPO8b21tobm5WX7/2toaqqr2e8cZvk0mb2BgAFNTUxJEzvB9bqAaGhrg9XqxvLyM1dVVkR5wWsFzz/cSnz2fzyfj2pqaGgQCAezs7MDr9aK2thbz8/Pwer1iTmpvbxeGPRQKwWazoa6uTvSoWq1WzC/cOFEXTcMZ8xyZ8ME/z80Vn+fjx48jl8tJg9Pu7q6kOuzu7mJkZEQkBzU1Nbh06RLm5uagVqsxNTUl7ynqQqnrJTHAtI6NjQ2cOnUKr776qtQbUk/d3d2Nra0tdHV1CVh0OBx47bXXJDmkuroajY2N8Pl8CIVC+KVf+iVcvXoVk5OTOH/+PMbHx9HZ2YkjR45gbW0Nd+/ehcPhwJ07d+DxePDJT34SDocDfr8fr732mmy+HnvsMcTjcdy4cUPkMFVVVVhYWJAudrPZLFOdtrY2qNVqBAIBAfqMbqurq4OqRo2Hv/7/RLSkwcM9bvxfLrRCVfXA4f2PeTwAlH/HY3Z2Fnq9XlpDnE6n/Fo8HscHH3yAs2fPQq/XY3h4GJFIRPQcx44dw0cffYQ7d+7AZrPhxIkTuH79OnK5HDo6OiSjK5PJ4NatW3j00UdRLpdx8+ZN/NVf/RVOnz6N+fl5FItFXLx4EdPT07h48SL+y3/5LzKOqK2txezsLOrr6xEKhcQZnU6n8cgjj0jl1tGjR7G7u4vx8XE4nU54vV5MTU3B6/UiEokI8xkIBBCNRlFfXw+z2QyPx4Nbt24B2HdCDg4OSmsDjSLsjT58+DDS6bRE0gD7TCVjShoaGtDX14epqSlhc+rr6/H888/j2rVr0hNrNBoxOzsLl8uFbDaLcDiMQqEAj8cDk8mEy5cv46/+6q+QTCZx+vRp1NXV4dq1ayiVSgLoCb7JslG/Q6ZtYGAAQ0ND0pjASj2yim63GwaDAYuLi3Ld4/E4fD4fgsGgaBqz2awAMNZlsrWIIJcuY0YMUa/FrmGyoDRraLVaWZhocOI4kfpM4GfNIHTEVo7jKp3CjLYhqOZoXKlUwmg04tixY2L6+uM//mM0NDSIc5IMMPVJ4XBYADWbYqj9Yw84G2MUCoXo9QhiCHi4mLJNpVwuS1TN3t6e/Gx+Z5piyBzRjESgSOc9AVkikRCzECNVGFJeaTyi69poNApApJ6QY1HT8795IFtwyz+C5A/+vSzsDH/mBIPXuDIfkdrmcnm/ySUej6O3txd+v196t6k7ZZMR2UeyVJcuXRLpC+/T7e1tyZXlhojZhTSWkf3n6NLr9QobWV9fLwH93OzRrJZIJGA2m2WjTDCfz+clHFul2u+eTiaTYnbz+/04e/asmKWGhoZgMBgkqonSiFAoJKN4BopTI+nxeKR33e/3i8HEZDLJ+Tpz5gyuX7+OVCqF9vZ2pFIpaaRqbGzcl70kEtIulc1mEQgEBFjmcjnk83n5Z5oFafqhqYdJAfl8Hv39/TCbzXj33XfR1dWFfD6P9fV1eZaY4mA0GuH3+8WsxskHY6L4bmNpRCgUknBzFg1EIhHZnJIsaGtrk2gqbtx0Oh0+8YlPYGdnB8vLy1hbWxPzXFtbG9LpNObm5mCxWGCz2eTzGAwGMVmOjY1JGQJlLEePHkWhUEBLSwtee+01mEwmMbcw4/OFF14QQ5fP58OHH34ozVJ6vV5Yx5GREcTjcTidTvT29korlN1ux1/8xV+gra0NZ86cEQZ9fHwcTz31lMTP0SR0584dtLa2Ynh4WLScq6urqK6uFukJN7b1J56H4ewXAYUCCgD/t0904F880v6/FjD8b3Y8AJR/x6NUKmF+fl5Gl21tbaI3AoDbt28D2I/hcLlceP3112G1WjExMYHHHnsMTU1NCIVC+A//4T/g7NmzAPZjcDo6OjA/P48zZ84gm81icnISDz/8MBYWFrC0tCS5kzU1NVKt19PTIzsyOuP0ej1GRkag1+slVJwxLxMTEwfaTbLZLI4ePSqsHXe3DH1mjiBDunt7e+XnU5De2dmJ06dPIx6PIx6Pw+v14saNG+LWrqmpgc1mk7YdLoh0wnMkSmdsPp+XtoVHH30Ur7zyCpLJJDKZDHK5HEwmEy5duoT3338fPp9Pmm7Gx8dFSF5VVSUuwO3tbekoDwaDMjbN5/OIRqP45V/+Zfz2b/82Ojs7odFoMDIyIoyg2+0WZi+TychCTPcvASOBA7PpmGFJbSLHUFxkOeIKBoNobGyUhbKxsVFc0nTy8nzRPMCFiiNk5ilSg8UmErrPm5ubEY/H5fcTBND1yeijuro6rK6uwmw2w+v1yuiWGq7KSkan04nq6mrcv3//gG7VaDTCYDBgbW1NtH2VweJ0NFdW7ZGt5Cia3dp7e3uwWCyiH+OGg8aodDotGtzFxUWppeSzyLEazwXrK9kkQ0NGubxfucdzzfE2mdi6ujoZCdOFrT39ArQPfU4YyuzHL6M8/qYAXN5fXAzr6+vhcDgQDAZhMBhEF0lmamdnv8dcp9Ohrq5OdG8c7XFzQMMLvyfTFVpbW6XFZ3NzUxjS3d1dYf2YwcnxMl3svF/IipHt41g2mUzikUceOdCbDuxX1rW1tSEYDB5IQuByQpYznU6jrq5OgDsNU8z+Y1j97u4uDAaDuO4ZZG4ymaRpi1WZOzs7sFgsYuzjqHp2dhalUgmRSEQ2Z+z15rs6Go1ifn5eNPCxWAyJRALNzc1SI8sxK6OslEqlTEkoBzpx4gQ+/vhjBINBcVbb7XY0NDTg6NGjWF9fRyqVwtraGtrb29HR0SF1hhqNBjMzM1AqlQiHw2hra5N1gd3lvb29SKVSWFxchEKhkHE6N1ZmsxmHDx+WzX42m5UJVU1NjTjJi8UiWlpakEgk4Pf7cf/+fdTV1eHChQuYmJiQ2KdEIgGtVotnnnkGp06dwm/91m/Js+n3+2Vq0traivr6eiwuLmJnZ0f0wysrK7BarWLsO3r0KNxuN0ZHR8Vs2dnZiVwuh7Nnz+L69etQqVQIBoMSxB8Oh+F2u6HT6cQwZDabJeGAhR+MOOLmgLmT1HxnMhnJKKZmNpfLwfri/+PARvBsmwV/8U9P/oPwwIPj4PEAUP49jtnZWbjdbtHE0PUNQNzF7LomGLhz5w40Gg1aWlqg0+lw9+5dKBQK3Lx5Ey6XC/39/RIEPj4+LqMG1jF++tOfxq/92q/hC1/4AuLxOBoaGvD666/jiSeewNTUlCzcXKTT6TTGxsYA7C+orIdkzMX6+joMBgN8Ph8ASL3V9va2uOjIOBw9elRMPQsLC/B4PBgeHpYe8OrqajQ1NcFut8voJhqNypiWTBG7b/1+v0SZ2Gw2aYaxWq1obm6WfD5+nv7+fqTTaYTDYXR3d2Nzc1OcjisrK8ImPvPMM3jllVfE+LG6uorNzU00NzcjFoshm80e0Jwx9sbtdksDDJuPrFar7PZPnz6Nq1evYm9vT1iEvr4+hMNhcbIzsoZ5dgRGJpMJ7e3t0q3LfMdEIiEMHcd8FosFLpcLa2trCIVCKBaLAmjK5TLsdrtU0e3t7aFUBhpOPAe1uxe7azPYGPo+lIp9AxnHkTRsGAwGkSpUOqHZWMH6MwZmc/RJloL3ViKRQGtrKxKJhNyfzJikcYVMGP9uxrFwgeMzQSNPpY6NwepcJGtra6Xez2AwoKWlBVqtFvfv35fGD+YEUg/JfDv+OzcD1Jny53JsXJl1yM/HETJBLJ3omUwGCmUVDGdehNLajq3gJGrm38fuTkEMGByh0ziVz+fF0MGNzu7urkgMOKona0tGi+wdmVmOcIH9MWZ1dTVCoZBon4vFolSeksHlP7NvnhFGZIzX19cFNBUKBZjNZvk8lFEAkPB+tVot14MbAW5WisWixPLkcjk0NTUJ89nU1IRoNCqAnzWI7L4ulUoiM+E9x7gbhv6n02lYrVYAEH0k3eA6nQ7t7e1obGzEtWvXUFNTg46ODhnl8/dRBmI0GoXp6+3tlY72pqYmuN1uKJVKDA8PQ6VSycaSMVgcRS8uLkoqgt1uR0tLi1R9mkwmdHd3Y3R0FPl8Hg0NDSJp4NSIBi61Wi2/v7q6WiY2LH2gfITX0+FwoFwuy8aWkgKdTge73Y5oNCqgG9iXNySTSfj9fpjNZplqsI2Jch1+zp2dHZH3FAoF0RLzGUgmk7Db7bBarVCr1VhZWcHJkyfh8Xhw5cqVfZ3xT6cgZFa7u7vhcDhw+/Ztac1qaWlBVVUVqqqqMD4+Llmizc3NKBb3O+8jkYjImBKJBIrFIh555BHEYjHE43EsLy/jzp07OHv2rGitd3d3Rc5T/mkrUn19PUo9n0Sh/RMoAw8Yyv9FxwNA+fc4yFIyiJm5hTzY8824FgrMV1dX0dPTIwJo7havXbsGi8WCz33uc1hZWcHU1BQ+85nP4Hvf+x6y2SxOnjyJ5eVlvPHGGzhy5AgikYi0xRAcsFOV4ny2TdTV1WFubk5GssC+6N7j8UgtINkAxuyYzWZYLBb09PQgGAyKHo1i5o2NDdGxFYtFtLW1yYsumUyKzrC2tlZGXoxq2dvbQ1tbGz7zmc/g//g//g9hKTc2NjAwMIDV1VUAkHYWhmXX1tbiJz/5yYH4E2owI5GIxKwcPnxYKtIYHk1nfjgclt0ug7oJeK1WK8LhsPz85uZm1NfXY3JyErW1tXC5XDKCJngieOe5ZEVlNBqFRqMR1oSawOXlZWm5+eCD/baMhoYGZLNZqb6j6YsvWr7IqVOjw12pVEJ7+kXoz37+QK5mbuj7BwKrCebpCKY+iYCaodscp3Z2dmJpaUkYJTKmNLCQOeR4idEq1KZVV1fLGIxOZF6btrY2GXvSjMTPRSOH1+vFzMyMsKGdnZ3I5/MIBoMyriWTR3C2vLwsILWxsRF+v1+As0qlQkdHh5QK8HxSE8k+bqYQ8N67dOkSRkdHkc1m5bNlMhk0NzcjGo0imUwK2CyVSjIaZg0pR/jUDBOUkkUhiKOMgYCWAJ36ZuYsVobEU+KwtbUlUTW8n/k5rVYr9Ho9wuGw3Kt1dXUy/j5y5AgsFguuXbsmSQbULRLcZ7NZOJ1OZDIZAbO9vb1yXZeWlqBUKiUsn5pPYF9+QSaa43uGt/PaUFLQ3t4uQNjhcGB+fl7OHZ8Bus95Dfk+oryB4dyUPzDFoLGxUeQ1fHbX1taErae+kVE9t2/fluzLSCQiI3U+I2azGWNjYzCbzTh27JhkCDOHkZ3lJpMJCoVCQDOlIjQWMg6IEo/HHntM3qu8zzkpWFxcxJkzZ7C7u4vFxUW4XC4sLy9LjBWw78Y3Go3Q6/V466230NfXh0gkArPZLMQH+8n5/DM9g+N3uuuVSiVCoRA6OjpE70/5CacHHR0dYt5RKpX4whe+IBOwxsZGrK6uoqGhAXfv3oVGo8GRI0fgdDpx/PhxXL16FWq1Gn6/Hy6XCz6fDwaDAS+99BLa2tpQW1uL0dFR/Mqv/AqWlpbw5ptvwm63y1pHLSUJDUpXOjs7ZYNCYyXfg1arFZ/57AuYhAd3lpM47jM90FD+LzgeAMq/5zE3N4eWlhbMz88DADo6OiQGhRlXyWQSwWAQ0WgULS0tooniruvP/uzP8MUvfhF3796Fz+eTLDN2u46NjcHj8aCqqgoTExPQarWYn59HNBrFM888g9XV1QMGBdYNrq+v49y5c1haWkI6nZaFn/WBHOnRrUxNHF+uFKmTOUgmk3A6nWIyYEyLwWBAPp/H8ePHAQDDw8NobW2VsXBrays+97nP4fd+7/eEEW1ra8PAwABeeuklOBwOjIyMYHV1VaIzrFarvIzz+bwsYB988MGB0SPHmHzRUFNITRJHbYxtYt4e219OnDgh8TojIyPo7e0V1osMndPpxNramjBElAkwQ/L555/HyMgIkskkUqkUjhw5gurqaqysrAgbwtaTaDQKvV4vuZ91dXUC3orForSe0EzDXD7+f+WvF3Z2UXv0aWiPfhpV9Tq5J7f8I4h//zdFHwdAArXpuCVLaDKZRM/IxZsADIDk6XHHn06n4XK5JNaF2r3t7W0Rwy8sLKBQKMj3pts9lUrBYrEcWJDIRnD0yXEumUQyl7y3Oe4ksGJWZ6WpiG7fZDKJF198EW+88YZo4Mi6EcBtbGxAq9Wira0Ny8vLAgTZ20wWh6No1gwSIPLzApANDxlHZqdSUkAzHNMaCLzp1i2XywLsWdHHa6ZWq2VSkEwmJQdTo9EgEomIU5uOb470Gb69t7eHdDoNn8+HjY0NpNNpYXMVCoWYbcrlMoxGo2RycjEmaOFmlGCXPdkEs2RS+V0J2PhdzGazML/hcFjeHZS4cARMqQGfw5qaGqn9rKurk7xOvV6PaDSKRCIhTDCZfmbAsmaSUppQKCRsNDfP9fX10gZGM1o4HEY6nRajEScQNptNWHgCzVQqhc3/D3t/Htz4fV55owcECBAbsZHYAS7gvnWT7L3VUkut1m7LdhzbE8fOxHGc8ZtKZTKZ1LyT6/f+896aqbkzmZnMVJKZLDcV27EtybbkRYtbUqsl9UqyuTT3DSRIACQIkCAWEgAJAvcP6jwmJ6n33nontlM1/atKVSypJRLL7/d8z3PO5+zuore3F4uLi7Kin5ubw/7+PjY3N+WvbW9v4/z587IlYno/k8kgm82ira0NJpMJ7733nqz7+dfpQ7bZbBgfHxc+aD6fF+QUiQTxeByNjY1SYKHVahGJRAAcDvp1dXWw2WwSEHS5XLBarSiXy5icnMTi4qJsKHj/ONrqBUBqNi9evIi33noLSqVSlFPW8tpsNkxNTUn7m1KpxOOPP45wOIwXXngBP/rRj3D37l0Ahyir+fl5eL1eKc5wOBxoaGhAd3c3fvSjH+HcuXPY39/H9PQ0dnZ20N/fj2g0itXVVbHtKBQKdHR0IBwOS1D07t27+Gf/7J+hrq4OPp/vH3AKeHj9j9fDgfL/5lUulzE3Nyc8wkgkIqvvox2hW1tbuHPnDoxGIzo7O7G9vY2ZmRm43W689tpraGtrw+7uLp544gn4/X585zvfwfz8PDo6OmQIO6oUXb9+HTU1Nbh06RJWV1exvr6OGzduCDZldnYWAFAoFNDd3Y07d+4IqqFQKMjqZW9vT070bHnhesVoNIqKwy5jl8slQQsONvPz8/LXvvKVryASieD73/++MCnL5TICgQB2dnYQDAYRDAbl4cxhgw0UfJC0tLTIivTu3btIpVIoFArY2NiA2+2W9ObJkydx7949WVX7/X4sLS2Jj9Dn86FYLGJ1dVU8Tax929jYwCOPPIKuri44HA78t//237C2toZTp05heHhY8D9MkzJAc/TB293djZ2dHWxubgqmhP247CEnYJoHCQ4LVCj4OlRXV2NnZwdtbW2YnZ2F1WqVtXhbW5t0oJNFetD+NKov0sNXFq5m5vZLKI+/LmoXqyIZTEmn01LDRjYm18JEpFRUVMh7SjsD+36tVqt494jhIW+R8HgGggqFguCEAECv10OtVgsmZWlpSZRYKm5UoAgsp1eQq3kqRAR/czghO5JraipSwE8DMeRJNjU1IR6PS781/Wgc+PkzM538PypZfL3tdjvK5TKy2awo5FVVVVIaQGwYW3ZUKhVisRiMRqN42ujbZBsLgxPkRVKF5SGAgzAHzY6ODuFWsrmEAyo3BDxc8ecrlUpiS6GPNJlMStsRbQ7t7e2C7SG1QafToa2t7ViITqvVCrj6qEea4R2+7sViEV1dXRgaGkJNTQ1qa2txcHCAzc1NxGIxSTdTuc7lcqK4arVaqf0jfJ3rTI/HI4io3d1d2O128caqVCppUhodHRXVnAcrvl/ETzFEuLa2JgcZALh8+bIMozqdDrFYTCwCKpVKEF56vR4jIyOiVNMzbTabJdhCUsHt27fl52NoxG63CwOY94VUKgW/34/a2lpUVVVhbGxMlGn6YjnYPfbYY7h37x5efvllAIe0gaWlJcRiMUHSAZDvV0VFhSTA9/b2sLa2BpfLJX5kto7lcjlRk202myjeHR0dOHv2LH784x/jV37lV1AqlTA9PY3q6mp5Nnzxi1/EN7/5TUEKra2tYXFxEY888ois7b/0pS/h61//OkwmE7q7u6HT6fCd73wHgUAAFosFq6urCAQCGB8fh9VqxYULF+ReaLfb8e6778rn4cqVK1Ih6/V68cMf/hDNzc344he/KKiyh9fP7no4UP5PXHNzcwgEApibm5OmGjYXHAWnDg4OQqfTyaobOFQi/vRP/xRPPvkkrl+/jn/9r/81qqqqpI/19u3b0oJBNI5CoUAkEpH2BafTiWvXruHu3bsSCGC4orGpGUnnaRRMPuRXJ5G8+W1o1JVyg6+oqBBPHZPDfBCyJvDEiROoq6vD/v4+gsEg0um0fIkTiYQ8zGmspupHX9e5c+ewsLAgJ36iYdRqtYCqE4kEvvKVr2B1dRXvvPMOPB6PeOoCgQDa2trwwx/+EDqdDktLS+jo6Djm02QntNPpBADxAfHvcQDgmmd6ehoej0dUC1aZkV3GByrVF/ohW1tbEQ6Hj/XZcr2l1Wol4W42m+WBpNVq0dfXJ5gODqBKpVI8uEw38qZONYBgaCoVVPcUCgWUT/4uKn098jk82E0jc/+HSN1+GRWKn6pcZAFSHWTDUDKZhF6vl1M90VEMghADwochcVHkYBL9w0MAP8+0F1Bd5IOLgwYh8yqVClqtVgIjtA4Q3n20rpEDHj+zBPPT9gFA/n65XEYqlYLD4RBVjX6uQqEgvk4GnMhuPcpm5IGA7x/Tvmq1Wgb/YrEIh8OBvb09+fNUx/l70Fvb3d0tg3ZVVRWWl5dx4cIFLC8vSxPK0WGKPyfJCFQ/1Wo16uvrsba2hmQyKetQHgLYVkMIP+0ZVPzHx8dRUXFYBTo1NSWcTH4POVyfPn1aqiTHx8cFtwVAhkv6cmkfsdlsiEQiqKysFOYrlVkeIFkhqNFo5DO1ubkpAQp6OVljSIA+e+cZYlIqlRLIAiAtPP39/ZidnRVfp9lsRigUks+szWYTq0i5XJYe8KmpKRgMBpw4cQLT09Py5+ml5YHLbDYLgJ4eWbvdjpmZGdTU1AhWTaPRIBqNyntqt9vR1NSE+fl5UZjtdjtsNhvm5+fl87m/vw+PxwOv1wuTySS0DL7PfX19ePzxxzEyMoLx8XFEo1EJHS0uLuLq1auiwIfDYWx/1FtPJbyhoQGhUEgOAUtLSygWi8IS5r+PoUZ+n3h/or2JBwseSCwWC5qbm8WaoVKpxAaxsrIin42nn34azz//PN59912xtbz66qtoaGiQw308HsedO3eQTCaRyWTQ19eH1dVVmEwmNDY24uLFi7h27ZqUIvCAGggEMDAwIPSBS5cuoaGh4VhFcXt7O+rq6mSL+PD62VwPB8r/iatcLgvOZnt7G5lMBq2trVAqlZifn0dz86Hhl1/upaUl5PN5tLe3w2q14tvf/rZ4Sb761a8K8yyVSuGdd97Bs88+iz/7sz+DyWTC1atXce3aNXR0dBxCXRcWEaxqxmgkA8QXsTv4fRTyOfF17TY+hqpTvwR8pF6lbn4LmTsvywPc5XIJNoQ+xaMVfvQpsoWms7NTgOlmsxmRSAQajUbaa6h8kuHHlRiVIrPZLCGNYrEoD0+32y3hiuXlZUklHlUCtra2EI/HUVlZiUceeQQHBweIRqPi92lvb5cebTI6s9kswuEw1Go1ent7oVKpMDg4CLPZDK/XK6u5UCiEzc1NUeKYhKUnjWlRl8slq2oqQslkEufOncPq6irC4bCo1U1NTZienpab6e7uLjwejwDU6+vr8eGHHwogmX9teXlZLAdbW1uoqanB5uam9ODW1NRgdnYW5Y5nUOp6TpTJvfuvoWLqLWkKoQJDoDW7d+kv4vosmUzK6pGBlLq6OoTDYQEI8+BxtKtZoVBIwIDqbVVVlag2Pp8PwWBQBgHaBBjMonqbzWZRKBSQz+cRCAREIWR1JNUoqqKsv2QzCteTTLQf5YwSkr27uyuDAS0E9FFygOEgT5A4/3lCxnkg8fv9EsyJxWKw2WyihpbLZayurkKj0cDr9co6V6fTiT82nU4fg0IfZZFSPerv78fy8rI0o0SjUbS2tgoGjGl6Bnfo211dXYXP55NgSSwWE9WSK2kGX6gMGY1GGUbZ080Eb2dnpySHaSNggxKT6jx4kpdLHyN/NsLn6RHlEMDDLz3o7MqmnYDbDQ7JTBur1WqYzWZhg9rtdoTDYRiNRjlEHKUZFAoFSbNXV1fD4/Fgf39fBnl6rdnQ09jYKF5bfieDwaCo0e3t7aiqqsKHH36I/f19LC8vi8JH9ifvD06nEzs7O8Kv9Xg8GB4ellW7w+FAJBKByWSS95m/JwsfaIfx+/1yCHrxxRfx3nvvQalUYnNzU4KSiUQCPT09MBgMGBoakveotbUVv/RLv4Sf/OQneP/99xEIBNDd3Y2hoSFcvXoVo6OjAjjnIW93d1feHyrbVIGpqmuqtFD3fgxafzfabJXYHfw+erq7YDAYMDU1hbNnz2JsbAxnz57FnTt3cOrUKQSDQSSTSfzhH/4hMpkMRkdHcfv2bSwvL8NkMqGqqgq/9Vu/hXK5jJdeegmPP/64WALu3LkjHe25XA7Dw8N48cUXce/ePZTLZTQ0NMjG8PTp04jH48IXttls0jH+8PrZXg8Hyv/Ji17KhYUFNDc3Y2ZmBp2dnccGSuBwDZ7JZFAqlTA1NSWDSDqdxnvvvYff/M3fRCaTwcTEBKxWq/j3AOD+/fuIxWJobW3F5cuX8d5772EwV4v7BYcMjOlb30Z5/A1J4xo+9r9j3/bTLxBZeVT0qHYBEN8cFQcqlUdxNVxhUhE4yqdjZZtOpxMems/nk4f43t4eTp48CYPBgI2NDVRVVWFmZkbadHZ2dtDc3Izq6mpZTZvNZhk6ma5saWlBQ0MDPB4P3njjDcRiMbEMdHV1IRqNiirR3NyMyclJVFZWQq/X45lnnsF3v/td2Gw26eOdnZ2VOkR6/6iMGgwGTE5OSmKcbRkbGxvQ6/Vob2/HwcEB5ubmxFNJ20FjY6PwFzc2No519zIcxSAIvWAc1LgmJdBZpVIJ6snhcEChUGBw6D5cT/46Dqz1yK9OYPvWSzCbquVnoHqnUCjEw0Uv3NF+aCqZBwcHogBls9ljbEcOjuyE5kAAQFbifHhTVWLrDpUu9mjTx0klkEGeZDKJUqkkKn8+n4fVapXPFX9+qicM0/ABzMMAXyemhP1+vxwYlEqlrP1SqZQMq0TKcC0NQEI4XGkCkO+CXq8XXA6rPal68PUkq6+6uhqLi4syNHPFfPTPeL1erKysyH/L6XSisrISmUxGAjTt7e2IxWJYW1sTnyKBzl6vF/Pz81Cr1eIR5tBH/y25r2SuclVPNZzBNN4DksmkoFz43tFTSKapRqORzzVX5vz88jPCQwjV/Hw+D5vNJp4+g8EAAHJ/YVp9bW1NfuZisSjd4jyQud1uGAwGCUYSPUY1XKPRCHGC6ifDOfTEUsHmYUen0wmYmyvw3t5e5PN5EQu6urpkcxQIBDA4OAi32y2EhKNoLFpGWltbkUwm5d/BjnryLMvlsih9rM/s7e3F7du3ZUCmost6VaqcLpdLwOj0x4ZCIXlfWltbcebMGfke3bx5E16vF4uLi3LYa2trw/LyMmw2GyYnJwWyT+8rLU+7u7vY2tqS7031hc8K3B/lMp72HGD75rdkPc7q1Pb2dkxPT+PKlSuYn5/Hzs4OEokE4vG4pMd/7/d+DwsLC7h79y5CoRAeeeQRseCsrKygvr4ePT09ePvtt5FKpXD+/HkUCgWMjY1JW9KXvvQlWK1W/Pmf/znUajWuXLkiVolMJoO2traHA+XP4Xo4UP5PXlQpyZFkNRyVJoLPefOrqanBa6+9hqqqKoFdU+lpa2vDrVu3kM1m8cQTT+Du3bsCh62trYXdbhfu2zsH7QgXDfJz5JZGkPnhv5EVR/X5zx5TsQpD38fB2I+PPRDopwMgD4Tz589jZGQEyWRSOr85KKTTaZw8eVJM2FRXbDYbUqkUAoEAmpubMT09LQlJohyampqk/WZtbU0eAjyJ0y9HJZNpRAZnAoEAlpeXZTVFcDNXoUyj8sZOFZE+QiJSdDqdKA3r6+tIJpMybCwuLkodHtOgVHG2P+qcVSqVmJ6eBvDT1GdFRYWEfzgY0Pva2NgoapBKpcLIyIiooxzWiJOhMpPL5YTvRiQP2YIAMDMzg66uLszPzwvzkhw7o9GIra0tWVvPzs5KM4jBYIDL5RKPFq0HVPS4puUKl5gdtnRwFUhvHLE79KEBkEpDrnLZpazVaqVKlMgStgzxNeOakK1HAER5pN/TbrdLXzHX1LRTEJ1CD59Go8Hm5ia2t7fhcrmws7MjDyqFQnHM50YVjrgifidIAKASxp+XATHWwtFLe5RXSsg5D0QOh0P+fCwWk0GGtY706FEdZkNQQ0ODeHEZ7mAPO1PyJBdsbGzA5XLJe5pIJGTtTDsIQ05U0shZZdiEhzhaJXiY2t3dlYGPPkge+qiIsk2HQ0k+n5eWFlZtHsVNHU3cUx0mIoaHGpvNhp6eHhQKBdy7dw+BQEDWolTPeFAjMN5utyOZTMp7U1VVBeDQp8tD6dDQEOrq6tDf34/3338f4XBY1tdkTxKQbzAYxFPIzweHYJY+0Jt75swZaWViGIiKKxP7RKVVVFRI8pvvFZE/VVVV4jV2Op1iB1pYWJBwEK0UtBdwo+RwOPDss89if39fKBtDQ0Oi/B+t2uT3gdQQ3kPJD6UNgweofD7/d5iOjboCzCPfRG1tLVQqFaxWKxYWFrC3tycJ/Ww2i8uXL4tKGo1G8Sd/8ic4ceIEHA4HCoUCzp49i2vXruHatWs4c+YMnnrqKTlMnT9/HvF4HD/5yU+g1+vR2dmJV199FV/96lfFa/vBBx8gkUjgE5/4BD7+8Y/jww8/RDgcxoULF44JPA+vn82l+v/9jzy8/q8unspLpZJ8CVdWVgRDc/Qif4w3j83NTezs7KCvrw/JZFK6tl944QVsbGwgl8vhww8/hN1uR2NjoxiTk8kkCqUS4DwD4FAV0WYjqKqtFe/X3uiPoFWpcGCtR2UyhNT9H8BiNh2roeP6mmrK7du3MTMzg6amJgEJOxwO9PT04N69e8jlcrh79y4SicSxJggGdu7fv49sNouNjQ3BC6VSKdTU1GB4eFi8ZVRHuBrjjbmxsRErKyswGAxSncXBJJFISDWaQqFAb28v3njjDRl45+bmBMzMQZDgXZ7K6e3b2NgQnys9OGTseb1e6PV6PHjwQNQ0Jh0nJydl0GLYBDgE0zOsQDxJIpFAQ0ODDK1arRZDQ0M4ODhAQ0ODDFZU2vjZYHqeA8T29ra0bGSzWbhcLqjVaiwsLEjC1mQyQa/XC/DbarViY2MDCwsLgvqprKwUb2AsFjuGZCGbk0qSxWKRBDdtCuwXJiaEDyDyNPf391GGAsZzvwyNtwP70WnEb34HKuUhh5Fr12KxKKtgnU4n3x2qhB6PR9Rcq9UqvxORO9vb27DZbFAqlTJcUUXmWi6XyyESicj/pn2iVCpJ1zrDH4LIyWShP3v4syvCkyiOvY79vcPBkWxZ+uk4dFCForLEJDr74Kk0krCwtrYma2oO2Xx/Ojo6BBYNQAJGu7u7shLkql+n04mFgYl94oIY9gIO1Uav1yvsUvrhAAjjlKvToxQADps8DKysrMgwGA6HpYGGahgHRKqcfH+PKt5MgTM5TAWT6fvtjyozy+WyKLFGoxGFQgHJZBIPHjwQTurMzIzYI4gfoqWEB7Lt7W0kEgmx1VAhpV0mGo2KzzIej4vPlql3BtsaGhoEUM/hmD3efK2IW2IAkb8vg4+FQgF9fX3i8fR4PKirq8PQ0BACgQBeeOEF/OQnPznW9f7pT39aIN6zs7NQKpW4dOkSNjY2kMlkpFp3fn5eqmXp51UqlYjH43jttdfQ398PvV4v/FiGCre2toRkUF1djUgkIsr+UY8rP/P0ttIWdLC5BNSfBBQKoFxGamEEdSYT7t69K599fhd+4zd+A0ajET/84Q8FN0QyBoseCoWCIJaqq6vR0dGBkydP4ubNm1AoFMItpnCRTCYxNjaGvr4+xONxhMNhFItFXL58Ge+//z4WFhbER8/P/MPrZ389VCj/AS6qlG1tbZienkZrayump6dRWVkpIZydnR2kUilpaLl//z46OzsRDAZlqHvw4AEKhQLq6uqwsrKCg4MDDA4O4qmnnpK6wOvXrx+qS1VazFTUIbqvhacyh61b34bVbEYymZSVylG+XiKRwO7uLhobG+VGyDTuUcTM6dOn5eG2vLwsDwRCwdvb2/HII4/g61//Ojo7O2EymbC8vCzDHtWpoyu4qqoqeQCsrKzA5XIhEomgtbUVp06dkh5Xh8OBVCqF4eFhzMzMCHMTgHgYq6qq0NfXh5dfflm8M2SOseqP6WM+tNhEQqxIKpWSLmK/348HDx7A6XTKg4AVgjR9s43oaMWYxWKBVqsVzyhVEQaKiGfhgxSAqEkdHR1YX1+X15UqC4cLDlhut1tUGFbIUTEEDg8oBoNBkCD8c+ylpheU5n2qHru7u1hbW5NwDUMGXFEzIU9/LcM6tDMcBXMz3VtRUQHVyY8d67jeufsKVDPXZFXNIZxeTGKpqK4Q5UMiAZPjHGK5SmfSm4MV/WJczfEBwrUevaRUcxlIIeanWCxCf/bTf6efO3HjGzAajbIOp+2AihPXxTxw0GNG5VWpVMJutyMSiUigiEo13yuqQiQ08O+RCsABgQl4+h35fhMXRrvK/v4+vF4vYrHYsZU9LQ0rKysyzPIzx+1AdXU1rFarHCb4OausrERTUxOCwaA0xTBEw+/eUQWOK19+To6CsZnopnpJZZUHBh4UeEDngOfz+cT2wMOH2WwW3JlarZbXmYcK2gueeOIJYf4Wi0XU19eLFYeJ5XK5jJaWFiSTSVGL+VpOTU2hsrISxWLx2Genra0NVqsVd+/ehdfrlTUucUEGgwFOp1Neq2g0CofDIZ3jtKiwLQuA9HvX1NSgvr4eWq0WY2NjWFlZkZYa8kn5/rC1zOfzoa6uDqlUSr7jfK1Zh9vR0SHfiwcPHojXt66uTnjEGxsbqK2tBQBR7pmwp/Ld0tqGRU0TNL4OKBJBKGffxZlT/TJIA4dlGaFQCCdPnsS1a9fQ1dUFk8mEvr4+FAoFjI6OYmJiAufOnZODASto5+fncf78eSkISSQSmJyclC0LPZc3btwQvure3h7cbje6urrwyiuv4Ld+67dQU1ODH/zgB3jxxRflWfzw+tldDxXKf4CLag/TxgSMb2xsiPdIr9fLQ5wJUbL+Zmdn0dDQgJGREfz+7/++rClHR0dx5swZzM/PQ6/XY3JyUrASDQ0NqJycRHMpj6mRKbR8VCtWLpfx4osvSoJzcXFRHoAGgwHxeBy9vb3SyED+Y11dnXjRrl07HAJ42u7r65NV6MbGBiYmJrC3t4eBgQH09/ejtbUVhUIB6XRa6h9VKpUApp1OJ+bm5tDR0YHe3l4JMkWjUbz11lvibfviF7+Ira0t6QWOxWJwu93Y3NyUpgq73Y67d+9KFVg8Hpd0OesSY7EYTp48iRs3bkiDRTwex+LiIubm5uDz+SQBu7q6Kg9YMudYb6dWq2VoIUtOpTrsKmarCB9Efr8fb7/9tvx7qcRw2DKbzXA4HNLws7W1hUwmA6fTiVwuB5vNhv39fVk9dnR0wOfzoVAoyOGEARcAMkSk02no9XoZ2ojI4UpZpVJJGIUP76PwbCoi9JcVi0WMjY1JVaHJZJKGIHLxaJtg+wu9bnZv56GnCoBCUQGVqxXxD/9WcC30wHHtR2WEyVPyLjlUZbNZeWhSSVWpVGJ1SKfT8r4x9FIsFhEIBBAMBgWv0t7ejsXFRWEpUg3mOlShUEBb33PsZ1c6W2UoNBqN0tjC0Ibdbhc+5MLCgrTP0EO3s7OD2tpaQQXxfaVaqlAoBAVjNpuhUqkEiUVurMPhQCKRkMMUPbf0uPr9fuh0OoyMjEgzDhO7HAipYrPEoKGhAeFwGA6HQ3yaxPAQfs33lZ8TALIG5YFEr9cjn8+jpaVFKv+o/HLgMxqNsFgsyOfz2NraQn9/v1gMOCjz/yeMOp/Py+GJjUelUgkrKysADvmHxBARp8YGHbPZLH5kwsp3dnYwMjIiA+TRMNjS0pJsa7hh8Xq9qKurQy6Xk3snV/NOpxN+vx9TU1NwOBxy+Gxvb0d1dbX4TWnP8Pl8GB8fl+Ydh8MBr9crSCwelEKhkLwfWq1WBru5uTnxQe/t7UnineG3iooKbG5uwuv1ivLNOs4zZ85gZmYGOp0Og4ODqKioQFdXl7QvUaAgsoutO/x9dDodZmdn5bBwtA62trYWuztZNCsW4NrdgdFhxGLWLU1mU1NTcqC22+04deoUpqamYLFYsLu7i0gkgtnZWema39nZkW0EW7i2trYwMTGBzs5OZDIZbGxsoL6+Hk6nE2NjY3JPAwCj0Yi5uTlcvHgRoVAIWq0WFy5cwLe+9S18+ctfFkvHw+tnfz1UKP+Brv9RpeQKVKlUoq2tDcChj3J/fx+lUgk3btxAS0sLzGYzrl+/Do1Gg1QqhStXrsDpdOLrX/+6+EKoZNXX18vqNxAICBttcHAQACTIcPbsWUSjUfGeEIXBFWpjY6PcwMjvU6lUAlbP5XLo7u6W+i+mtfnAOorsYaiE6ySr1Yra2lpcvXoV7777rtSnra6uYnNzE+fOncPm5iZWV1fR2dkJpVKJvr4+/OAHPxBfFNVBGudtNpsMH3a7HS0tLYjH49BqtZiYmMCLL76IoaGhY9WJDJ0Qqk3PFFO6TqdTkEKEDLMhw+v1HtoKCgW5iRuNRoFb01NI5a9UKkl7A9OjXOERtLy5uYmDgwNcvnxZ6ghv3ryJ5uZm6S6momCz2eR944nf7XbLAEUllQeYTCYjKzij0ShYpebmZkSj0WMwe8KQWZdJYLZGo0EsFpMQANPtTHvGYjE4nU584hOfQDAYxI0bNyQhTESQpv+TqDr9qWMqX/LDb8kKmO1O7I1mNz09bna7XTqjmUjmmp58wXA4DJVKJa9vZWWlDLnFYlEUIqa4uSKmwkprAxURcjeVJz4G44XP4mjrUOH+a6JeFQoFSTDT90h1ll42qt78TNHPzCpJ1hLSQkCWIIdBPmDZAsI1PVXBnZ0d1NfXY25uTr5vLpdLagqZFKe9IRKJSEr7qOJZKpXQ3t4uDTMmkwlLS0sy4PDzYDKZ0NnZiUgkInaIo95FDiMKhQL19fUYGxuTYZ1qI2Hka2trx+pGuRWhd5IhQP6fUqlEYW8f5oufg8bbgb3INArDP4BOWyVWBfJHORDSpxoKhQQ673Q6RWE3GAxitTAYDAiHw+jv75ctzeLiInQ6Hba2tuD1egV9s7e3h56eHuzs7MhgTmWWMG+q6zxcMXBGDzRDimtra1heXobdbhes1fLyshzQ2AV++/ZtbG9vo7u7G/l8HtPT0yiXy/B6vWJD4Raorq4OfX192NzchMPhwMDAgNA3CoUCVldXceXKFQkZsoqSwzgPoiqVCrW1tbDZbMJW5cDHQ4TNZhPcHP3BTqdTUEVVVVXo7OyU7xY9uAys9fT0wGq14s6dOzh58iS++c1v4vOf/zzUajVisRjm5uagVqsRj8fx5JNPYn19XTBtHo9HPOepVEqYyy6XC42NjRgZGYHNZkNlZSUaGxsxPDyMT3ziE1hdXUVLSwteeOGFn99A8L/o9XCg/Ae8FhYWUFdXBwBYXl5GIBDAW2+9heeeew7A4UC5vr4Og8GAe/fu4cSJE8hms5iensbW1pZ8mVmvVS6XcevWLQkj7OzsSMCjvr4eyWQSExMT+MpXvoKXX35ZIMsdHR3S4MBObK4SOzs7MTw8jIsXL2JlZQULCwsoFoui0tXW1qK1tRWzs7MSUjh58iReffVVOb0mk0nBBp08eRJ9fX0YGxtDZWWlIGey2ax4tAwGA6LRKBobG5FOp5HJZJBOp1FTUwOj0YhTp04hk8ng7t274gWjFzCVSqGjo0MeEGzroTeJa6iqqirMz8/DbrfLGphDFM3YvFk1NTVhYmJC2HIcAJmY9Hq9YhH48pe/jPfffx/5fB6nT5/GwMAA5ufnj61tGb7hv4e4FIvFghdffBHJZFKAzuzH5SqstrYWk5OT8Pv9kpQ/2hrDtDgfiBzQCfDmP1culyU5yps9bRZMYvNgwGBGXV0dotEonE4nZmdnJc3OdClXxYQSU60iioaBBYKkS2Wgqv9FqFytOFifh2r2HezvFeRAwENAPB6X9SXbWajYsQeaCgSH9qqqKrS2tmJlZQWpVArr6+syUFIp4nqVaWIGA5ja5YDJoZzDW6lUwkGpDPvjX4TK1Yqd5QfYvvUdHBT3xS+r1+uPVSUyGENLw9EVr9frlQGKWBzWRXJ1ur+/j+bmZoyNjckwQUg41fGWlhbxttE+Qe8bH/RU+FiNx8H6qD+S/kkO0RzqqWQTpQRABm4iufR6vXBQCehnDSOZpAqFQkJker1ehne73Y54PI7NzU2USiV5jSwWC4BDSgBbefL5/LEuaYVCgapTnzxiQyhDMfE6tj74W7hcLnlf6MPz+/3I5XJSk0jbAG0BVDMZPrNYLLh8+TLC4TCWl5fl88TNB9Vts9mM3d1d+P1+AEAoFJIhsL29XWwl5XIZTU1Ngl0KBoPix+bwygMiPc52ux16vR6hUEg8ynzvd3d3EQ6H0dDQgEgkgvr6ekxNTaGlpQXpdBptbW3CFvX7/dj+qJmMthW9Xo8f/vCHUplK3iRB+H19fZienobRaES5XMb8/PwxvBS3KlRB+/r6kEqlJJTDTQz/d0NDA4LBoODBGPjKZrOSATCbzVCr1ZiamkJrayscDgdu3bollcNzc3NoamqC2WzGj370I5jNZgCQAxYAZLNZIYGsra2hvr5engN7e3vS4qRSqdDU1ISZmRk899xzMJlM+PznP/+zHgH+l78eDpT/gNdRlXJpaQkulwsPHjyAx+OBx+PB3t4e3nzzTXmA8GZ6584dnDhxAuvr6wiHw+ju7sbS0pIkNlmzFgqFJEChUChw5swZgQXT2zY7OyvDgV6vh8/nQygUwlNPPYXr168LSoPJdK7fbTabGJuZNFxeXpb1vdPpFFD3zMwMIpEIVlZW4Pf75UHd1dWFnZ0dnD9/Hj/4wQ9w+vRp3LlzB16vFz6fD9evXwcAWftx3crVBZUGsiR9Ph8GBwexvr4OhUIha1ibzQaj0Yi2tjZcu3ZNwOLLy8uibhJhRPYh/XNsnshms9ja2kJ9fb20QrDWjylVt9sNhUKBiYkJwdMwqRsMBuFwOHBwcCAeSbYwzM3NyUOO68ylpSVJlBOITq4e10P89zidTjHIc1W8v7+PSCQiqWyv1yuVY/TzcQ2m1+uxtbUlKiaHjcrKSmg0GgGpW61W1NTUYHR0FHq9HmfOnIHFYkEkEpGucXr3AIh/8KiXij4xeud4Q/d4PBgbG0NzczM8Hg/i8bg8zMhpDIVC0h1Pryz9c7QB0ANJfJLL5cLo6CgMBoOoqdXV1YhGo5IMr62tRUtLC2ZnZ5FMJkUx5OeAQR6HwyHqcCAQwOrqqqhQHEAJuj86vBP4fjRQxDUkP8dsgSH30W63S5vT9kd1qFSfeYCgF5SHJ94jOBBy9QgceiLX19flvWGrTjwel4Q7V5RbW1viSTSbzQKvp6/PYrGI4ut0OkWdam9vx8TEhPx+RPaUSiVJtdNvSNWXAykHOwBiNWAoqrOzE5OTk7KSDoVCMqzze1AqlWD51P/zWJK4GB7H7uv/b6EykFRABiZ9flRHyUysqalBZWUlEomEMFSZkOfwxD/H7zhT2Ha7Hdvb22hpaYHNZsPAwIAMVF6vFwCkwpTd5bSgABDOa7FYREtLC7RaLU6fPo2hoSGMjIzAaDQKwJsDEtmWc3Nz2NzcRGdnJ5aWlgSMfubMGeHs1tbW4uMf/zj0ej1u3ryJlZUVsS3QhnDixAkYjUa5n9NyQ4wVNxWZTAYrKytS8UhyBg81AMTqE4vFcOLECZRKJczPzyOVSomvGoBsiTo6OoSHmUqlZM1+5coV7Ozs4L333hPE0/nz56VeeHZ2Fm63Gx6PRwSDYrGI6elpvPPOOwgEAlhfX4dWq4Ver5dkPi0VxBcZjUb4fD5cvHgRv/M7v/N//+H+8Pr/63o4UP4DXwsLC/D7/VCr1ZiZmUFrayvefPNNPPvss1AoFHj77bcxNjaGnp4eaDQazM3NSTCDMObBwUEkEgk4HA48/fTTiEajePfdd+XmeeXKFUn1pVIptLa2oqWlBR9++CHeeOMNnDp1ChsbG2hra4NGo8Hbb7+N1tZWDAwM4PTp08K4HBkZEfQN/U7hcFh4dUfXT0tLS9BqtbBYLDCZTNKkwtM6T89UI6qrq7GwsICTJ09KEnxubg6RSAQej0cQIww2RCIRbG1tHbshORwOeSByqObQwIG5pqYGarVaVt1cQ/r9fqysrIgvjAMBWX8+nw+Tk5OyLuY6LBAIYG1tTcDN5XJZ4MOFQkH4fBwQaeRnFzMxN3yImD8KStntdmFdHvVs8ncplUrSIEE18vnnn5cqSA7DTBXzYXh0xXhUdeKqiUgietRYo2ixWKT7OZ1O45FHHsHKyoqs+uk14++lVCqlx1epVAr8u7q6Wh7IJpNJ1tpH1/B872s/ohAwbMP1Iq0C+XxeHtIMQnCwPloFqtPpBHNFS0SpVEI0GoXNZsOVK1fkwJNOp+H1erG9vS28Rw49XP9RuSN6iJgT2kISiYQEcni7JGCd4YijiqHJZBKbQWNjowwCAMT7B0BW6WyQImCeiprNZpOCAP6MTqdTrA/0K9KvrdPp5K+xzpFDDteXxAStr69Dp9MhHo+Ll7G2tlZULHIO2UlNnBJtLQSX09u7ubkpw+D+/r40UHH1e7QCk/B5Yp8I+6ZqTI9fZe+LMF743OF3vlyGfWMQ+qUPsLu7Kwifqqoq5HI5sT3QDsLvLr+T1dXVcs+gug9AGpC4JZmenkZNTQ2i0SgKhYLA0KPRqKjgZJfye6TVaiUAyftisVjE0tKSDPZ7e3vo6OiQDu6DgwOsrKxgf38fLpdLamJZcUrlN5lMoqurSzYm29vbOHfunPzOxLL5fD5UVFQgHo+jq6sL2WwWk5OTqKqqErwTvZhms1l8vTU1Nejt7YVGo8GtW7fkOxSNRqXqloE6UgP43VxbW5NhkOo4bRvFgxIMZz8NY+NJVG6v4HeeaIbDXot33nkHV69eldaxGzduSKMcw05WqxXT09O4ePGiDORUbMPhMHK5nKzZ6dnke0M/L++B+cIejOd+Gd7ex/CFZy7gty8HoFL+lNDx8PqHvR4OlP/A11GVMh6PA4AMNO3t7TJQnjhxAvv7+3j11Vfx4osvYnh4GJ2dnVhbW8N3vvMdAbEqFId1ixsbG4IH4QM8EAhIanJ9fV3SplQTOGQdHBzA5/NJM8f169dx/vx5qQPr7OwUrERfXx9qa2ul3mt5eRlra2toa2sTT2c0GhWFwmw2y0NqdXUVVqsVExMTaGhowMrKCsrlsoRnNBoN3G63rD/Ji+QDhDfg/f19tLW1IRgMIpPJoKGhAblcTioc+XOwmcflcol6wtCJxWKBwWDA7du30d7ejgcPHshq2OPxwGw2S6VkuVyWhwLfM1YosunE5/Ph/v37clomLoVrLBr3qWDV1tZidXVVBjO9Xi++Jb1eL0M1H9IczoFD3Etvby+CwSDUarUoufToESrN8BaHia6uLgSDQVHWCJKvr6+Xthy+pvRTFotFnDp1SlpeuHble8IVKT1MGo0G09PTssoiBgSAoFfo6fN4POKxNRgMUKvVwpDkZ5Yr/L29PTz22GNQKpUYHR0V1BBtC1SCqdByaGLymcn9hoYGabhhgpfDPf88qzUZ7KmsrERzczMqKiqk2lSlUqGurg6JREIwV11dXVhZWUEsFpPEfCQSkddboVAIGYArZg6Sbrcbq6ur8rrSM8mVJP3IGxsbkt53Op0YGRmR4VKlUgnKp6OjA7du3ZKBjsxVnU6H2tpaGU6rq6uxsbEBlUqFJ554Avfu3YPb7UYsFpMAGlFefX19KJfLiEQichCgz5ohPzbScO1/NH0PQLBMpVIJ+Xwejz32GO7fv4/t7W1RMvn9pT+UqjRfd1nb6/QwXfgMDqwNKG8sQLf8IYp7BQmmUF2mMp9IJKQdSUJmByWYLnwGGm8nDtbnYIrcxW42I8gnQvPZe03KAQAJ8ni9XoRCITkkxWIxWCwWmM1m+P1+RCIRPPbYY8jlcrh16xY8Hg+uXLmC69evIx6Po6amRg4RPp8Pm5ubmJycFHYlaw6bmpqOhY8uXryISCQih0x6o1OpFC5cuCD2EHJKM5mMiBTd3d1YWVnB7u4uWltboVarMTk5KYrtiRMnMDs7i/7+fgwMDIjqOzc3h3g8jqamJiiVhz3vzz33HBYXF4V9Sd/l/v6+3H95eCNuynTxc8fA54+Y02jKz8kzqaWlBTqdDuPj47JmZwsc1VkWFeTzecTjcWQyGWSzWeGWMuRKSwgPJXyNUqkUtKc/JT+HAsA/f7IFv3vlIY/yZ3U9THn/A19UTejnmJ6elhMyESj0JgaDQQm5bG9vY39/H4ODg8Liy+VymJqagtFoRH9/P5LJJGZmZiScE4/H5Sawubkpvr6TJ0/i0UcfRTQaxe3bt7Gzs4Ph4WEkEgl0dXXhYx/7GF5//XU8/vjjmJ6ehtPpRGtrKxKJBIaGhuSmw38/691CoRBaW1vR2tqKmzdvimLK32tvbw/z8/OorKzE0tISzGYzNBoN2trasLi4KDdFIm2olh0cHHZCUwVjkKVQKODXf/3XxYCdSqWQTqdhNpvR1NSEbDYLq9WKiooKCUNFo1GBV1MJuH//vqyF9/b2RF1ZXV0V5YU+t9bWVgSDQfh8PvzO7/wOvv3tbyOfz4sVIJfLybpsb28PqVRKAgo8FZNDSfg3WzroN3Q6nfB6vRgZGRE10Ov1IpPJIB6P48SJEwAgAxx5lT6fT/7/XC4nqzAqaxMTE3JD1mg0EmjZ2NiQ9KRCoRBFhJ6pe/fuwWazydC4v78v6fmJiQlZyQeDQRl2ODBMTU1J2pmAe6o5xMKUSiUEg0E5BFD5rK6uRk1NjbQC3blzR1BWDIOp1WpRKrkeZsXfysrKsYFmb29Pvm9s+eGKmN3g9PpR5SgWi+jt7RWMi9PplLrLo4Pm0tISlpaWcO7cOYyNjUGlUokXlD5eekGP+jo5UIZCIVFGgUOWJaHUTG1zKKXKODY2BrPZjM3NTSQSCdTV1YlN5t69e0KXIDmC3yej0YhYLCb/HYPBgM3NTbz33ntQq9UIBoOora0VvAsDFwsLC2JBICCfwZ94PC4WDfo8abcg55GDZFNTE9LpNLa3t/Hee+9Bo9HA5XJhdXUVXV1diMViopB2dnaioqIC0Wj0WAMTm7NWxn4sr4vJ48HiYgwajQbt7e1yCCV+p1wuY2NjQ4JZAGC68Jmf+jDrT6Ji1gLL7NuIRCLiszMYDGKjyGazCAaD6OzshN/vx+zsLCYmJkSJo8Ln8Xhka0NE28LCAmpqasQyQmZuMBiUkNvGxoYQDgi+Z43r2tqaYKgODg7wwQcfwOfzYXZ2FsViERaLRX43Bs0A4MGDB3C73cdqUCORiDR3Ub0LBAJIp9MIBALY2tqCy+VCLBYTxijB562treJFBoC3335b1uMUNLRardwXaSGpqKiQQ5zmCPEBCgXGohmsTX54LOSWyWQwMDCAtrY2mEwm2V7R8sJQGwd5bq02NjYEj1RXVycIKvp8GdxTKBRQ1Z+Qn6MMYHB562f27H94PVQofybXUZUyl8thZWVF/EL7+/v4j//xP+L3fu/38L3vfQ+JREJSy1zpFgoFwW7QQ9bT04PJyUlJaft8PgwMDGBqagoulws+nw/t7e1YWVmB0+nE9PQ0fD4f5ubmJB3KNPOJEycwPDyMtbU1FItFJJNJ+P1+wZI8+uij2NjYQCwWg9Vqxf379+H3++VmzRvj8vLysdUHcTJM+xmNRlitVoRCIUkMNzY2CreS6z6unNm8ks1mJY3q8/kknLKzs4Px8XEJ5fDmmc1m4fV6MTc3J54/Kp+5XA4Gg0FOwUzdUkWkL5BDqNPpPKZwEstDFltjY6OkLNlkw9PwY489hhs3bohlgFVlDodDvEGNjY0wGo3S9U0cDSHhXLWyt5rcPA6wzc3N2NjYwMzMjLyuZrMZMzMzsm7kDZ+94qurq7LiHhwclAQm+7eZGOZrd9TAT/oA3yea9VdXV8VrywGWRv1sNouVlRVYrVYZgLjC48OBKh45eRyE6cflWpcDIH8vPsTYXMKhvaurCwqFAnNzc6iqqpI0KFExDFoQ1k+1TKH4aRc1AEEkuVwuUQYBIBwOi52ABx+bzSYrQa70+bnj8MqBp1Q67FS3WCwYHR0V1ZcYJK5RGcBilSArL+ntLRaLWF9fl882FWsqjQy1UdHmYMWAExtsaC1hSIirf/5cDHLZbDb5nMfjcRny6c+k6m8wGODxeERxJ+eS6fbp6WkUi0XxIvOxQ5sP1Xfe9zjMsA+bgHr+GaVSKb5JDvIARJUHDg8RVc/+ATR1J+TefBCZhH7g/yPsVqfTeSzwsbKyAq/Xi5qaGvEtG41GOVByoHI6nQCA0dFRVFdXo6+vT9bk+Xwe0WgUFy9eRLlcFhsRD0WXLl3CvXv3YLfbj4WIHjx4IIzMiooKERG2t7cxOzuLQCAggHwq4BqNRjYQw8PD4iXn2t5oNAp7mBxfDpJerxcbGxuwWCxyqPb5fOIhttlsmJubk5IOh8Mhh0J+7u/fvy/Dn9FoRDgcPqxWbXsKpc5nBXzesDOF88ZDhF5vby+KxaKEl7q6uqDRaODxeERcGBoaEhYmFXK+vm63G9vb29jc3ITT6RRI/ebmJjY3NwVL5vV6ETJ2YHj/sK3uoUL5s78eDpQ/oysYDIrCxARdW1sb/viP/1jYdJWVlbhz5w56e3sxMzMDg8EgihNXvgCkX7WhoQH3799HU1MTpqam4Pf7heHFAWl5eRnnzp2TBCyVhRs3bqC5uRmhUEhM9ouLi3IzKZVK6OzslH+mtbUVVqsVb7/9NhKJhKgwbMEhY/NoWOLOnTuCrrFYLLhw4QIWFxcRi8UQCoWE77a/vw+lUomGhgZsbGzIQJrL5WC1WtHQ0IBMJoOpqSnU19dL5/fq6iry+TxaW1sl5be2tiYen/3iAZQ9z0HpbEUhPInU7ZehUlYIC483at4QqbQplUpZDa+trR1TEPiwYsCiqqpKVqFWqxUOhwMLCwuyPpuamsIXvvAF3L9/H+FwWFAeTCKePHkSo6OjqKysxPr6OvR6PRwOh6CHqGLyocneZnLs6HFkuAiAtLmoVCo5GDQ1NeHWrVvCn+SqlexFh8MhqgCT5ZFIBG63W3yK4XBYhnYOF7QvMLVLtBJTyhwgGQpimIq/LxPRBM8rlUr5d5rNZkQikWOhCqrZHIAllf3RAMyDCR/OVG34O1PF4wEAgBwwjlZg0rfIwYVrWXrxuPbk94oHEA7YHFY5TPJ1OBqAIp+R3wH6DAHIf5t2BLPZLKlq/nNsTqEFgL+P1WrF1tYWcrkcGhsbEYvFBOS/v78vCXU+9NnLTBWVNhm9Xi90ALvdLlsQpp0ZcCIPlND8ZDIpn0OXyyV1effu3ZNWKKqaHA6IXmKggpYTfs4CgQCWlpawubkp31uj0SibGJ1Oh729PQkdApDPEQfwyspKVF/4LJKeC8BHg2/FxBtwJw9B4URrEbHENPbu7i7cbjfK5cNaWZvNhuvXr0OtVsug7PP5RNUldo3fV77OxFwxpMPwI3BYIsEqTa1WC6vVir29PQSDQZw+fVoA63zt5+bm4PF4YLPZ4PF48NZbb6G/v18sHT6fT0I15FyeOHFC2oL4LDCbzbBYLOLzD4VCx+7jOp0OH374oYTeurq6EI1GAUA+R6dPn8a9e/fkcDY9PS1rZwZ86hsDGN2zQ+fvRiEyDUv0Hq4+edivzTa2XC6H0dFRXLp0CYVCQQ7OiUQCc3Nzcs8iHkqpVAq5JBqNoqGhAfv7+9BqtVhdXYXX65X7EP3Rj15+HH91J4ylbAVO11sfeih/xtfDgfJneM3MzKCtrQ3lchlvvfUWnn32WXzta18D8NOBk+wsJi7ZrsN6MyJi9Ho9AKCxsRHvvPMOqqur0dTUBKfTifb2dlRWVuL69evSA5vP55HJZKSSj/3TVqtVGIdMJdN8Pjg4iCtXrgAAMpkMIpGIpOlCoRA+9alPYXp6Gg0NDdKC88EHHyCTycgpmKGkaDSKnp4e1NXVYWBgAOvr66irq5M1ND1ZRB0FAgHU19fjwYMHh9WRH4Ukdnd3cfr0aTGc8/QdDoeltYbw8HzTE1Ce/NgxlmDq1nfkYUVvVm1tLdRqtbzeHBwJsKZ3kk0aHP5dLhcmJiZE2dve3kZtba28P0wxMjWbTCZRX18v3jzCq/v7+zE6Oip4JXrjgMNh52jaPBqNijpI9YyHCKpJ5Agy3MIQQFNTE3Z3dyUNTp8sKwHJvSNPjqD9paUlGTwJrGdSmWBmj8eD1dVVsWpsbm6irq5OVrDRaFSULiqwdrsdpVIJ6XQaJpMJ4XAYABAIBKSJiEMQYegcwqikEVxPRYr95gCk/k+tVqO5uVkOZPwcEfN0tOGFgzEVNwYq2CLE5haulZnYN5vNcLvdoopTEeQwyMDI/Py8gNqpPB4cHBz6zEwmOBwOBINBCRrxe8vXrlwuy0GCh5xYLHasR51rcv6cXBWura0Jdon+anbOC76oeADThc+gyteJ/egMMPkTqJQVUtdXLpdFLWXVJRuJOJyEQiHxx3o8Hmxvb0syn7V6arUaOzs7MjD39vaio6MDf/mXfympbnIcq6qqBNRN9BHDRfRcElZNlZe1i/SUMoAUia5B0/ciDqx1qEgsYXfoVeh1WmmAKRaLaG9vx8LCglAQ6A1lgIuBG3IaS6USzp49i/39fUxOTuLRRx+VQY6Jb5fLJdWO29vbEiBZXV0VD7zL5ZIhurm5GcvLy0gmk9jc3ER3d7f4ef1+Pw4ODnvZn3/+eUxPT2N9fR319fWyNVKr1ejq6sL9+/cl8d3f3w+/34+JiQlYrVbxbWo0GjidTszPzyOZTOLixYuoq6vD4uIixsfH8clPfhKrq6v44IMPBGXn8/kEy1RbW4tz587h+vXrUpe4v78Pn8+H06dPY25uDtvb20I32djYQCqVgtfrlfvtzs4Oent7cf/+fZw4cQKZTAZNTU3ibX755ZfFzsTE/enTp4UNOj09LcxjPmNjsZis800mkzxvrFarPD8fXj/b6+FA+TO8jqqU09PTqKiowJ/8yZ8gFArJAyaRSODg4ECYWU6nU25mfDgQKl5bW4ubN2+ioaEBDocDp06dwszMDIrFovSjNjU1iU9wbW0NGxsbaGlpwcTEBLq6upDL5dDf3y83/XQ6LTfB5eVlWSE+//zzGBsbw1e/+lV8//vfRzAYFC8V/YI2mw2JRAKXLl3Cyy+/LA0Wn/70p/HOO+/gsccew+LiIu7fvy/+KJ1Oh56eHgBAJBJBZWUltra2EAqFhEFHNUWj0eCJJ55AVVUVBgYGRFHr7u7G7Owstre3pZ8bAEqP/m+Aq11e/72VMSS//3+KQgkc2hGOVsHl83k4HA4BvLvdbumC5oOYfkwOupWVlTh16hSGhoYQjUZRX1+P+vp6Qe243W4JPPDPs/mH1WeJRELeW6pnqVRKWJOE0NfW1spASp8q7QVs2aDy6PF4YLFYMDc3J8rF0TAP18W7u7uCJnnsscewtrYmVW18gNPwT/WNNgNyQNlFrlKp4Ha7pTGGSKODgwMB3gOQQYqvORl3XCETocMKtXQ6LWw7vp4M1HDI5OqcQSkif456GQmQ5lDLUAFfYyaOCbym8lgsFgUeDUA+A/RmsVyAoamamhrcunULuVwOLS0t2N/fRywWg/mjLvkHDx6IH5TD2ObmJhobG2G1WuV7zOEiFotJktlut6OiokJCPfTteTweGbbIe6yqqkKhUBAkUjqdluG7WCweA4vv7+8fC0+Uy2Xs3f8+du59F0ajUVLifI8qKyuRz+cPe9s/8oMaDAZZbdNjSbWWAQmqi1Qi+Tnga6FSqQSdxMcRCQJsoInH48LL5T/H941+4r29PayurqKvr08QTIuLi8I3ZfUtcHgw//SnP40333wTExMT4o8mc9NoNKKjowOjo6OIx+PS2W0ymVBTU4PV1VVJGH/ta1/Dt771LTz66KP4xje+Aa1Wi1AohFwuh/b2diFYUP1VqVTQaDTo7+8XOwoHYx6wFQoFOjo6xDZB5uPg4CAee+wxzMzMyJBKqwIDPfTpcmW+vr6OpqYm8QR///vfl3vOiRMnZEje2NhALpeTIbBUKmF5eVk6shl+47Pm9OnTsFgsWFhYkO+cTqfDr/7qr+LrX/86zp49i+XlZbF8dXZ2oqmpCR9++CEuXLiAixcv4rvf/S5OnDiBcDiMEydO4N1338X29jZisRj8fj9efPFFrK6uIplMYmNjA0tLS+jo6MDOzg4ef/xxVFRUYGFh4bA57qMDExP9PT09mJ2dRWtr68/uIf/wOnY9HCh/xhdVSgB488038Td/8zdYWFjA2toaqqurBS3DRJ1Wq4XD4ZDOVgBob2/H0NAQVldX5eF9cHCAuro64USS89jT0yMnNADSHkH4sUKhwMLCArRaLebm5uQm3NLSgmAwKP8MwzFMcIdCIahUKjgcDvHs8YHrdDrx4MED8XxZLBa43W7xYQ0PD8NkMiGVSgmOZGJiQhhoW1tbMnCwh5bDDNVHm80mIGj6QaPRKEwmE4LBIE6ePIli21UsattkvWWPDSB79xVUVlZibm4OFRUV0gzCNPbe3h729/fR0dGBjY0NxONx+Hw+LC8vywqXD4Z0Og2fz4dEIoGtrS0kEgkZdtjYwYGEqgmVFSJoksmk9BazXtBms0naWK/Xy7BJhIbD4RAMlclkksHj6tWreO+999DQ0CAJR6JGtre3xQfIKkuudQ0GA8xmM3Q6HSYnJ3H69GnU1dXh1q1baGxsxNDQEEqlknAz+RkgJoYqZCAQwO3bt+H3+6HVajE/Py/ru0wmIwo7B3qGmdLpNDY2NuB2u+V3XF9fF5WUdY8cmgEIRJ3rO7PZLMMxFS6uuvr7+zE/P4/V1VXBGx1tsmGwS4IbH60s6T1kspzvIYM/7BsHIFgpBp9o4+Bwa7PZsLS0JJ5KDhEcYrlF2Nvbg9VqFaRTZeVhJ3hjY6N8vvkzcQggLLtQKEjPcSAQwMDAgPycfK+oRnMgZh88gMMGos/+n8dYj3srD5B67f8lK26mmTmkENDNYQ6ArKTz+Tz0er2A1SsqKoShySBUTU2N0BQ4nHZ0dGB2dlYQQLQyEPd0tBmK60+mu7PZLBwOhySQdTodGhsbARweXon6Gh0dxdLSkoQ3mDQ2mUyYm5sT+8aJEyewvb2N7e1tIS1kMhnkcjmBy9Nrzu/ZM888g1AoJMotwztEO6nVamGw0oPe3NwsBwSiv5qamjA8PIyNjQ3BlPX09OD+/fvQarU4ceIE5ufn0d3djZ2dHcRiMSwuLqK6ulrUasLUw+GwrH25gclkMvI9Y5sM/dbz8/N46qmnEIlEBGl3/fp1mEwmUU7NZjO6urqEDrG+vo6amhrs7OxgbW0NLpcLXV1dSKVSUoZRKBTQ19cHANLrncvlcOrUKRQKBbzyyis4c+YMlpaWcOLECYHDj4yMYHZ2VtTP559/Htvb21heXsav//qv45VXXoHD4UBNTQ06OjowNDQkJBMAh8+DYlE60B9eP5/r4UD5M74IOFdVqvF/fOcmvvHWbeRWJpC99z2Yqo3i91Gr1WL8pkeoVCpJBzi7YbkaGh0dRWdnJwqFgrC6aEavqalBc3Mz0uk0zpw5g3feeUdurAzY7O7u4rOf/SyWlpbw4MEDzM/Pw2w2C37IbrfD4XAgm80KbHd0dFQUM9YETk9PS8MFH9DJZFJS11zjmUwmNDQ0YGtrCxaLBbdu3RKFifD2pqYm+e/Pz8/LYKLT6eBwOLC4uCjsRq/Xi5MnT2JychKFQgE+nw/VZguG87XIVNnh1+5Bv3wTFYpD0Djr5PL5POrr6xGNRqU1JpfLIZfLoa2tDaurq2hoaIDNZsPm5iaGhoaEr0dvHMHAHPo5GFRWVuLixYtyo7fb7aiuroZerxdMSl1dHYaHhwUn4vf7sb6+LgxIri1Zi8e0Pf9bZP4xSMEwEwB5GLOVhcMyTfzV1dXw+XwIh8PweDxwOp24cePGMQ5hLpcTf6HFYpHXe3d3VzAy5GTS48fPID1ODG5woCDomso5lQSmj/m78M+Vy2VRd7n2NRgMKOztQ9P3caC2CYXwJHYHX8X+3uFAys8rPcjFYlGCNru7u3I4ONoeAxyGIdgxTE4ifzeGhDhQUgVl3WU6nf47DUKEj3P9ajQaJRzEUAdVQ3pIeXigushDJtVavsYModAX2tDQIHB4DmM80HDopr8yHo/j4OAADQ0NcohZXl5GRc8LxyonC0OvQjH5JhQKBVpbW3FwcIBQKASj0YilpSVYLBbU1dWJv5ZcUarfpVJJkroajUYOXevr63I/yWQy0gpFtNT6+rp8DrLZrBxmjvapp1IpwT9xyKYH9+g9ZGdnB9evX5f3jMB9+jcZRmFQkF5d3ofD4TDOnDmDixcviiqWSqXkHsnBcX5+XtRsHnycTqcgxHiP0Gq1WFxclP513ovp9+NBlUihl156CdXV1WhpacH8/Lx4lzc2NlBbWysEhvfffx9bW1toaWlBuVxGd3c3ZmZmZItgs9nQ2tqKkZERwcsx9OV0OqW2U6lUChKqpqYGNpsNN2/eFK/z8vKyfP46OjrQ3d2Nvb09DA8PIxwOo76+XkKMfX19eP3111FXVyfJdXaDDw0NidBQVVWFZ555BvF4HE888QTef/99YTCzLvLs2bPY29tDIBCAzWaT9Hq5XMbk5CQ+97nPQafT4ebNm7h06ZLYZtra2qBSqaS8g9/1h9fP/no4UP4crpmZGfwkosR/emcOAFAul5C+9W2Ux98Q/tz29jZ8Pp/AZnlyXV5ehtVqlRMXk2x8YBuNRlRXV8PhcIiSZrVa8c4770hijt2n586dw8jICKqrq0W94ENJqVRiYWEBHR0duH79Og4ODvDxj38cBwcHePDggSgo9OsEAgHcuHFDAgK84QUCAdy/fx8Wi0UefhUVFVJ1NjU1hfn5eXngNDc3w2AwIBgMQqlUwmKxSK82fZRcZTLRSnM5k95qtRoajUaQJvQbkuNnsVgkhGC1WsWrQxUtHA6jpaVFVjNWq1XUB2I3zGYztFqtMCE58AGQ0Ec2mxXQdyqVQnV1tVQLtra2IhKJwOFwYG5uTjAc1dXV2NzcxPb2tgwply5dkv8mu9s1Go2sltLptAwarH4kBkipVMJut4vnqaKiAsPDwwAgSnkoFBLPk16vx6OPPoo7d+5IywZRR1RxGaYhlooeT4bFuIZleKdcLiOdTkvgiw/9UCiE+vp6WYkeBYHrdDp5WHAty4YgrVZ7OCC3PPl3+rYzd16WB+7BwQF2d3dFSaLKSX8dhzcOtCqVStQvg8FwrOOYvd1U1452QLOBIx6PS1DlypUrmJubE6A4FTgOqFSoOEhWV1eLYnX096V6nclk4Ha7odVqcerUKfzwhz8UVZSolEKhgO3tbej1ekEF0TKiUqnElsEkO2kJhKEDQDqTBTqfgcIewMH6PHYHvw8FDr8nTI4zGDEzMyPMw2w2K8Mv0UGZTEYOtxUVFbDb7dBoNFhcXER9fT3i8Tj0er3wSj0eD7LZrNgUjgLsgZ8C/5ky50qV3FUGingAYgEBOZz8PFBRpfe6qakJc3NzorRrNBoYjUbodDq5byWTSVFhGfZpaWlBfX09hoeHpVubA6XJZEI8HhesEDdNPGzPzMyIh5hosEAggEgkApfLhb29Pelep/90fX1duqnpl+zr68ODBw8EJM57Y3Nzs9iH9Hq9hPqam5ulP5zIsHA4jM9//vNwu924efOm+JnpzyYRo6urC6FQCC0tLfI6EnZvsVjg8/kQiUSQSqXw1FNPwWaz4Qc/+AGMRiPMZjOi0SiSySRsNhtqampQLBZx4sQJXL58GXfu3MEXv/hF/Nmf/RlSqRTGxsbQ0tKCK1euoKKiAjdv3kQ2m8VnP/tZdHV14fXXX0dFxWHVZm9vr6TONzY2cOnSJUxPT0vA0Wg0AsDDdfcv4Ho4UP4crqWlJfw/3lnD7WBS/loxPAG8918BHKYTU6kUrFarVKiRTdnV1SWKB9fW7Gs2Go1oamrCxz/+caysrOC9994T8DD7il0uF0KhEJLJJJqamqQJoaenR3x7lZWVGBoaEnA4gxl7e3u4ePGiKCA3b96UmwtT6IlEQjyd9LKwYvHMmTOYnZ2VdDRXQMFgEDU1NXA4HMJHGx8fFwwKB8nOzk7xmB5dI4+NjYn6RfYejfCs+1pcXEQmkxGcC9ecxPTQnM4Bcn19HV6vF++8844wAQ0GA9ra2mA0GqVnnKvGy5cv4+7du7Db7TCbzRgbG0NHRwfcbjeGhoZQVVUlw+WTTz6J119/Xfw9bF8hcoiDpcPhkKAQQyU1NTV48skn8bd/+7eS/FSr1TCZTMKd29/fx9bWFoxGIzwejwwydrsdU1NTAmL2er0y6DAcxeYOruOpIu3s7EgYg8MvFcNEIiGA+MuXL+O9996TtgyGkOg7Y4sN8TIM2KjValgsFqyvr8vgu7u7C6fTibW1NVnFMVGtUqmgf+FfQVN3Ur5D+eVRlK//FxnCaI8gf5LqMxVLDsRUD9kQtLy8LK87AxhMIJfLZdTW1qJQKEi9JNVEri4XFxeRy+Vw9uxZTE5OylAXjUalXYdBj42NDeGWajQa6Y2nr/T555/HW2+9hVQqJeE3DuuEg9Mz53Q6ZTBnYpgDHpt36NsjxJ0cRKagWZ1ILBUPgF6vFydOnEAqlRLgdyKREHWLXM3Kykp4vV4ZBklQOH/+PBKJBGZnZyWIQxUwFovB6XSK8pXL5dDb24vt7W35b3BLQqA11WvaA46C+Rnya2trE9sAh1qPx4PJyUm0tLRgcnISOzs7wmOkTYJJ++bmZrEDRKNRQSHRR6hWq3H69Glks1nxvNIPywDc6OgoKioqUF1dDZPJJLg1InmovmezWXmPyP6k2r21tYVUKoX29nYYjUbMzs7CarUehow+8p2Pj4+jo6NDvLY+nw+BQEACe7QR0SfPQ/ipU6dQKpXwzDPP4MMPP8TU1JT4idfX13H69GlJwDc0NAjHdGdnB9sf9ddzDZ1Op9HS0oJHHnkEt2/fxuLiIiKRCC5duiSM1t/8zd/E0NCQqKFLS0s4ffq0KKBra2vS/NPY2Ij19XWp3o3H41JTWVtbC7fbLQSOd999F+fOnUNra6uwcOk3BiDEBx6cHl4/n+vhQPlzuv6Pl27jm6NJHL7YZTTlZqGeexebm5tSLcX0G3l+5AHyptnQ0ACXyyWq1vT0NAwGgzyMdnZ20NbWJsMQb1pMtfI0SpWIagpPkTs7O4hGozJ4cPB6/vnnEY/H8fbbb4v/C4AoTRcuXBA0CGG/tbW1ePDggazqieXJ5/OIxWKyUmxubsb29rYoHhzC6AWdnJwUTl9TUxMWFxeRz+flYUqVhsEXk8mE1dVV5HI5aaDgmthsNsNgMKC5uRl+vx8LCwsyyHzsYx/D3bt3BVnBAYQhAibAj974gEPcCxluhGKn02n09fUhkUgIx66yshIrKytwOBxQKBSipnLNTPZoY2MjZmZm5H1va2tDNBpFuVyW0A4HU6JGUqmUKDn0FNGHyRBVfX09lpeXRfUmF5Kq3dFVKQHwxWIRbrcb8Xhcfm6qGARpe71e8d5SPeIwOzk5CaPRKIoa4etshtFoNNjY2BCQM/FCBDe3tbVJp31lZSVqH/817Lc99dFwWsLO3Zdhjd6TQZsDQi6XE0/cwcEBmpubpWGDg+b8/DxyuRxcLhcAHPNG8jtDZYsMQSJtiCaiN5SBEbbFcOuQzWZx+vRpDA4OCn9RqVSivb0dMzMzgn6qqqrC5OSk+DapyLHGj2lku92O2tpabG5uylBICD191dlsFjqdDm63G3a7XYDtXF8Wi0WEQiEBoBeLRVGlyGElZ9Ln82FxcVEsDfQR8nUgJofWAKbQj/IOuUVIJBJyWG1qakIqlcLg4CBqa2ulBpMHPCaaGaShB7W2thZ1dXVoa2vDzs4OampqJCXOgxEHcR4mGAwjRWJqagrRaBTZbBZ+vx+xWAwejwepVEo8vUT97O7uoqGhAevr6+I9DQQC0Ol00hxjMBiQSCTg9/sFtbOzs4PW1lZRNqPRKEqlknh1VSoVzpw5A6VSKfWw5AUbDAa5v7PsYHd3F4FAQOp07927J+FJBqII/CdAvr29XfBRXq8Xi4uL+OIXv4ilpSWEw2EJAnGAzufzmJ+fR21tLZRKJT7xiU+gsrISg4ODiMVisu5+//33pU6U9wwAeOyxxzA4OAir1Yru7m5MT0/j6tWrWF1dRWdnJ/7qr/5KyjyuXLkihReRSAThcBiVlZV44YUX0NHRgVAohPHxcUxNTeHJJ5/E9vY2+vr64HK5MDQ0hNu3b+PKlStobm7G7OysKN3EqAEP1clf1PVwoPw5XQvBJbw2l8NoJIM2WyXqdmYwPDSIra0t3L59W272XA/TewgAdrtd/JUcoGw2m/gKn3jiCVRXVyMYDEoV2N7eHsLhsDw0lEolYrEYtre30dnZiVOnTiGZTKKurk46jnnzBiA32qGhITz11FNQqVS4d++eJKqJhXE6nXjyySextLQkil1bWxsGBgYkYOPz+SQBztDO5OQkGhsboVar4ff74fF4cOPGDUFrVFdXY2lpCQDEH0YrAOHCxNnQBM9TKldydrtdVDc+WKk6ElFE/hzVEKose3t7x9peiHI5utKyWCyiZFDFWl5eln9HRcVhcpZsSKaLfT6fsO/S6TQcDgeampowODgoOA8OJLu7u6KgUiHkeo7qZLlchsvlknYMKgqdnZ1Sb3ZwcCAIGq5ZY7GYrLj5wKP6ptPpJNFMVZODNYd1QuD533vqqafQ1NSEP/7jPxaUEocEtVotcHompzlgbW5uys9gNpuF1dnf3y9qtFarRWJzC5q+F6FytuAgNoedge+jkM/B7XYjlUrBZrMhm83C7XZLUp2A8dXVVWGPtra2YmhoCA6HA6FQSHriiZxhuIaD497enlTk7e/vo7u7WxSpVColrw+bezg8sy6RWKj9/X3xVFosFlHf2eXNBz3XuRqNBtFoFBaLBYVCQXq36SEkAJ+HUgBi9Tga/NnY2IDL5UJVVRXMZjMGBgZQLBZlk0FVlyl7rVaLRCKBZDIpNZ/83gGQFW2pVJLwB3FODocDFRUVmJ2dFfQSWajb29vyngcCAQSDQQFVRyIRXLhwAWNjY/I5ZcMY6yfNZrPgX8xmswQJ+R1knaRGo0GhUMDp06cxMzMjaXXeN5is5gFerVZjd3cXAIRLOTMzg93dXdTU1ECr1cqgT89lJpMRtfRo1afRaMTHPvYxVFdX4/79+9jZ2YHL5RLVv7a2FkNDQ4KyIaGBm6WVlRXx6vr9fqyursqGpVQqYX19XawA9HYTE9Xc3HzMc8r7zfb2NkKhEDo7O6XZpqqqCr29vTg4OJDNVkVFBRobG4UwQbzXyZMnsby8jOnpacTjcSgUCpw8eRI+nw8HBwfweDwIBoPQ6/Vwu9341re+ha985SuIRqMIhUKYm5uDz+eD0+mUUBZVb+Lv9Ho9Lly4gA8++ADV1dWYnJyUrdNzzz0HhUKBBw8eYHx8HDabDZcvX8bCwoIgx44Oj+VyGXNzcw8Hyl/A9XCg/DleRxPfN2/dxn95dxbTiT0kpgdQHPsxSgdFWUWRxcaABbtruXLgYLO6uirVX+l0WppYCoUC2traEAgEcOnSJSiVSvzlX/6ltMq0tLSgVCphYmICOzs7YqCurq7GmTNn8NJLL+HJJ5/Ehx9+iHA4jMuXL2NnZwe3b98WZYmeQYfDgXg8LmoE0848QQOQU7fH4xH2HhUyJroBiCrCGyEDJ1yTKhQKuN1uKBQKwdxw+CNrUqVSwWw2y0DONSDrI8n146psa2sL9fX1KBaLklKll66/vx/ZbBaxWEyUo/n5eVgsFukzrq6uRnd3N4xGI9555x1B6RiNRukQZ8XmyZMnYTQacerUKbz66qvH+r99Ph/GxsZwcHAgiiDDTwaDQdLeKysr4lWsqqrC2tqaYKU2Njakzo0PGSrZDChwZc4WJypyXKuRF/jEE08glUrh7t27sFgsUCgUiMVi2NzcRD6flxWTxWKR9dTa2hr29vZkUGPvM4MnRHrwAenxeJDL5QRvQr8kXw967BiEqampEZWUyiVtIkTQ8AHHwA0V4Y6ODlRWVmJkZEQStsQnEW1lMpmO9Wazb5p+zlKphO7ubkH66HQ6rK2tIZfLyYDKIFYikZCVM71tWq0W+/v7ou4eZW36fD7pW2bfNn3O6XQaCwsLEtwhJQCA+FqP8jN1Op1AuUOhkNT68dDKwTMcDsPtdqNUKskqlsFArsFbW1uh0+kwMTEhrxEPO1VVVaipqUE2m0VNTQ2USiUSiYQMcSqVCuFwWIag6upqmM1mqNVqxONxsfeYTCZp9IpGo4jFYvIZWF9fR0NDg/R1Hy0o4HqUXsPR0VHZ6PAeSgZuNBoVK4JGo4HFYkF9fT1WV1extbUleKSnnnoK4+PjEsbKZrPiiaRizOGUXFZ6U0lXoIJKliuxSvzzvb29YoWgH7C7uxtDQ0OoqalBMBhEVVUVmpubYTKZMDk5KetuvoeNjY2yneDveeLECSmZeOSRR3Dv3j0J+vHzR78wObB+v1+YqA8ePJBAEdmbGo1GUtlarRYffvgh0uk0mpqa8KlPfQoWiwV//dd/Db/fL+SQeDyOp59+WrzRvb29mJubQyKRwMzMDP7lv/yXmJ+fx8WLF3H37l0888wzeP311/H0008jlUohFoshkUjgy1/+MkqlEm7fvo1cLicWG5/Ph46ODoyPj0tVLa/l5WW4XC4hEzy8fn7Xw4Hy53iFQiHU1tZCp9Phj9+Zw396dw6AQkI6xdEfyWrJYrHIKZZ4Ho1Gg4sXL6JYLIrix5s811H0jCSTSdTW1mJtbQ12ux27u7uYmZmRh2BnZ6d4hCYmJmC323Hnzh1cuHBBgkBMjc7MzGB7exuf/exn8corrwiGhKZ8+qgqKysBHA6P4XAYxWIRRqMRGxsbUKvVctJlEpbGciYE+WDmTZQhlfX1dTH9P//887hz544kS8mLrKyslLW9UqkUE30ikZBVGDE+rIwkn7CrqwvLy8syALHnmL9PqVRCKBSCz+eTqryDgwOo1WosLy9Dr9ejsbERwWAQKpVKsENMdbO+jspyZeVh1/lR3JBOpzvWWEE1VK1WQ61Wy+9gNBqRTCbR2toKhUKB+vp6fPjhh8dS7H6/HzabDfF4XNpO6uvr0draiuHhYbhcLmi1WjH3M0F7tOGltbUVuVwOfr9fktPsX2cVIxmBfIBzOGQoJBKJiL+VYRSVSgW73Q6TyQSj0Yi9vT1ZS1LBIt+Sf9/v98s/x1q+fD4vKy8mg00mk3yuOPzT43pwcCCtQBy2FhYW0NbWhng8jsnJSWi1WglY8HsUiUSkjUev18shBYD8+6empkQR5NDj9/uxubkJq9Uq/jOj0SjfRdIOGKRxu93ipyPq6Gg9JsMhOzs7iEQiMJlM8Hg8Qgdgwlyv18vqnyE2KlkcyFmNSMYhA1rr6+sSluMhj2tsopRYv8gUPn8n3g/29vYEX5XNZsX3WFtbKxzIQqEAv98vCKXKykpcunQJw8PDou4Wi0Wsra3hxIkT0kLlcrkwODgIr9crrEZW/fFewnCP3W4X1q7dbhf7A/vbOXC2trZia2sLkUgE1dXVmJ+fRyAQkIH46PC+v78v6WUqfcAhnogrd/4+RwN9vDdT4SScnX7Vzs5OtLe34+233xbCB8kApDxYLBYkk0nxngeDQXltuQofGBhAX1+fsENVKtWxz+vRasXe3l709fXh+vXryGQyKJfLAkD3+/1SaehyueB2uwVFRJzazMwM3G43bDYbFhcXYbVapVqSLF4eDIkBYjNaqVTClStXsLm5CZvNJtg3coDpNw6Hw3jssccwMjKCzs5O5HKH24hvf/vb+NKXvoSxsTF0d3dLwp7Xw3X3L+56OFD+nC+qlL/6V/dwcyEhfz2/PIrtVw8h3O3t7ccGCpvNJg9vKnZ6vR59fX3CGayvr8fo6Ciampqk7vHEiROIRCLo6OhAPB7H0tISvF4vlpeXUVdXB6fTiaWlJSwvLwvPjYMFERJEhdy7d0+UwHA4LOZ5ADAajTL4sl2EnbY2m01WgVarVdAp+XxePGzkqG1sbEg/NdPBgUAAuVwOy8vLx1pB1Go13G63pIn1er14tQ4ODmAwGPDYY4/h+vXrophyEGLfL7l5PT09qKmpwVtvvYXu7m558BESTruB2+3Gxz72MQDAwsICrFarQH4JZwcgLRkbGxuorq6G0WhEb28vbt++LSl24qCotnElTQQNX1sqMbW1tQIFPnPmDCoqKhCLxSQoNDQ0dIxpqlAohIVoMBiQyWRw9uxZ2O12jI+Pi2pWXV2NeDyO1tZWhEIh7O7uwmKxwGg0wu/3S6iKiJxMJoNisYiuri5MTEzI6nZ/f19StqlUCrW1tVhfXxdfIIfiXC4noOlkMikNK/Tgka/KFC7VQaVSCbfbLXVxbPhpbm7G0NAQenp68Pbbb4tqxoAOrQkAJMGr0+kQi8Vk3chEr9VqRTqdxvb2tjysPR4PZmZmYDQa5fDCdTODPGazWda6SqUSy8vLEtbgtiAej8vqk8M+/Zo8lLW2tmJiYkKGVzbMkOjA7xdbbDQajTyQi8UiTp06hY2NDcRiMRma6JPj0Ec4OFFUpVJJhkw2MgUCARncnE4ntj/qTSZSi0EZPjpMJhOsVqugsnw+H5aWlqBWq2VrkkgkhHfItDZVc9YLHvWxJpNJGI1G9Pf3S/NKZWUlHA4HbDYbpqampMmK3xmSFFKpFOrr61FbW4t79+5Bp9Ph6tWrePPNN2WTwyG0qakJoVBI1vjs73Y4HPJeer1eaDQatLe3o7e3F++//760AgGHh45oNIp0Oi0r8oaGBoyMjMBgMMBkMkGtVouVh1YGKvZcp/MAzsrP1dVVUZUrKyvFP03cEe/1AwMDqK2tFTYng17t7e0SLJucnEQul0NPT4/4bnlv5jOGAzCH/6WlJZw8eVKA9plMRr7XS0tLgnYzfwTvr66uhsfjQV1dHd58800sLS2hra0NlZWV8Hg8GB4eFnsK71HPPPMM3nvvPXzpS1/C9vY2Ghoa5NA/PDyMlpYWnDlzBgaDAQ8ePEBlZaX4/Mm/PXrl83lpEXp4/fyvhwPlz/miSvkXdyL4z+/MHYZ0ymUop3+CqoXr4nf0er3SaZ1Op8WzRvWHHia2ofAmRvP6/Py8dLAGAgHs7+9jZmYGHR0dcDqdGBoaQmNjozDgIpEIzp07B4PBgBs3bsjKmPWLQ0ND2M3lETZ1Im/0CgewSqMWXpzFYhGEx97eHgwGA/r7+/H++++jr69PVCKuwisrK2WgOQrMZnpTqVSisbERe3t7WFhYQGNjIyYmJgR7Qn8mQc937tyRBxDXVfSwESfU0tIiWJjbt2+jsrISFosFJpNJgNDsKSe+hJy7VCqFs2fPYnx8XNbnwKEiS1B7c3Mz9vf3Rb2gUtDX14dgMCgVeuVyWQJRgUAAzc3NsnZlp7DVapX3h2tUArS5OlUoFAiFQpKsPrpSdrlcsFqtsFgsmJ+flwQ1B0ky8qiYcahi8rdYLMJqtcqD0GAwwGq1Ynh4WBAohGvHYjFRbhm4oaXA4/FIcInqe0NDg3h82WnOlSj71AFIMIrKJnvIU6mUANdXVlZk9e33+3H9+nV5L5giBnBM9Ts4OBD/XDgcloGWwxZfW64KuWrmQUqlUgmehQMfFcF0Oi1hB/bMU7liaAiAQMmpxlOZo/+2r6/vmBWloaEBw8PDovrys0FbgclkksOH1WrF9PS0qJUqlUr8b3wfampqJFjR2dkpcPGGhgZpRyL7lTxStgVRReZfp5LncDhEeWUN48mTJzE+Po50Oi0HKIVCgb6+PsGV0XtaVVWFaDSKs2fPwmw2Y3R0VMJ2er0eTU1NuHPnjsDc79y5I6EhBkS4iSiXy4hGo6Kc8X63/VGvNn9OlUqF9vZ2OWQuLCxIgQRT8Uxhl8tldHZ2HgtSMbjG1Th5rysrK3C73WK5YVju1q1bUjpA/yuDXHq9HisrK+jq6sKHH34o1gMq7SxUYOECAPkcW61WlMtlnD9/HhqNBs8//zx++MMfIpVKYWtrCzabDVevXkVPTw/ee+89wVDZ7XaMjY2JUsz1P1PsLMNwuVyCR9LpdFK5arVa0dDQgN3dXUQiEWi1Wvh8PrHXuFwu3L17F01NTUIPyWazeOaZZ2A2mzE7O4s/+qM/QjAYFOZqIpHAyMgI/uAP/kDU7lu3buHxxx/Ha6+9hieffBJWq/XvPF8fqpO/2OvhQPkLuGZmZtDU3II/ubGIOwsxaLNruOIq4v7gAGZnZ1FdXY319XUJuAQCAaytrWFlZQVra2soFotwOByCdbFarRgbG0NXVxf8fj+USqUkGtvb27GysoJYLIbJyUlJNFLRJG/O4/FIVZxarZZTL/l1W1tbmFbWI1P36EdNNIccwOLoj2AwGGQApDdvf39fErRMQJbLZZhMJoyMjECpVOLMmTO4c+eOoHba29vl9Hny5EnodDpcu3ZNEtDsyiacmArTwcEBxsbGEAgEJAW7uroqZu+VlRV4vV65GR4cHODSpUt47bXXEA6HYf6oBpBepI2NDWg0GklzFwoFOJ1OWK1WlEolUTtnZmZklciVzcWLF/HSSy+htbUVg4ODwmnkz0l8yRNPPIH79+8jkUjgkUcekRpOhiV0Oh2sVqusc7PZLLq6ugR0vLi4KL3DrESkisXKOrL+jqZYb926Jb3PRqMRbW1tSCaTmJubw8mTJ0VFNZvNcpBhg4hGo8Ebb7whZnr2nVdWVgp2hMEPKh4MBFHBZJiKGBgON/TQknBADBJVbBIJ6BGlpYAPtmKxiObmZiiVSkmXE1NVKpXQ1NSETCaDra0tUU2PgtMZuKF3l60rCoVCBjaGo2griMfjcrDhMKNUKgUxwy7syspK4R3Sq9jd3Y18Pn+s0WZ3dxcbGxuijvFgRtWfKmJ1dbW0XW1vb0vH+VGIukajQSaTkf9ttVolVJVOpwEcDoccTHgIIqKLhymGavR6vcD4y+WyALW5eubnlOvytrY28eDNzs4ea/cxmUxIJBLH/gxT6Jubm9Dr9ejs7ERbWxveeecd2cyQn8vPHX3QRIIRv9Pf3y/r90KhIKzQZDKJz33ucwgGgxJGs1qtmJqaglKpRG1tLWZmZqDT6aDX62Ugot8SgGx+ksmk1BQWCgXMz8/D7/dja2tLCA4XLlyA3+/HysoKNjY2EI1GxXpDxiUPOPRZ86+trq4COAxkGo1GOdjFYjGUy2XxbObzeUBRAdOFz8DQcBKqrWXsjf4IOu3h4F9VVSUHd7KA19bWMDQ0hH/6T/8pbt68idraWnR3d8u9d2NjAwMDA8hmswiFQigWi6ivr5fwWCqVQiAQgNFoxAcffIC9vT14vV5BALE5hwFCMnY3NjbEV0rMEysT/+AP/gBvv/021Gq1UCkGBgbwK7/yK8hmsxI4pLfz0Ucf/XufrQ8Hyl/s9XCg/AVcKysrsNlsklgcGxtDNBqF3W7Hyy+/DLfbjaWlJWmV6OjoQG1trZx0WXHn9/vFS/n222+jra1NKvr29vbEaF1ZWSmYHabjiDMJhULyJSyVSlhdXUVXVxdWV1cxOjqK5uZmQaNEWz+FuLJGfo+DyCTyb/57uN1uWT+pVCo5OTOFfvLkSaytrcmDu6GhQU6qxI8Q9u10OuWfz+VycuMkZ499393d3RLW+PGPfyyn5JWVFYGO039DRYSrtubmZoyOjsqw5PF4EIlEAEDSrkTgXL16VYIrsVgMKysrovJQMWQin/48DuhUArma5uBDuHM6nYbf70e5XEYymYTBYEAgEJC1YC6XQ319PdxuN27fvi3qdLlchs1mg1arFSA8hwGut9vb2+VnYwe62+2WteXc3Jw8gLme53sWjUbR2NgoPL9QKCStOWTQUZ2Lx+Py/h8cHKC7uxvhcBhVVVVoaWnB6uqqpHDT6TQ2NzcldMZ1d21trSgbmUwGTU1N0sJCFYytSfxcH125Hm3ayefzArmngm+z2bC7u4t0Oo1sNis+QSqHVqsVdXV12NzcRDQaFewOLSGFQkEUXA5Pu7u7ojRzWFcqldjY2IDNZkO5XJZ2ICJdlEql/EwM43AoaWhowOzsLLa2tmC1WuUQR36jVqvFzs6OcGGXlpawurqKg4MDnD59Gj09PcJ3vHv3LtbX18WLx8YadsGT58eLXlWtVou1tTVsbm6ioqJCBluuq+nHYwL9xIkTolwxKMjAjNfrlRU7gfXnz58XqwO/32xyyefz0ljE73htba0UCfBzTyXX7/cLbcBqtUpoCICsYPf39zE+Po4LFy7A5XJhZGREAj5bW1vihezs7MTy8vKxIgH6xGk7IhM3nU6jvr4ewWAQWq0WNpsNBoMBS0tLwo10OBx4//33UVNTIx5rttFwbX/x4kVMTU1haWkJ/f39UigxPT0NAFIRure3h7q6OkEucbheX18XP+bRPnaUy6haeBdP2A/T81VVVVhaWsL4+Lhg6FjjScuJ1WoVlBcrFckXPnv2rNg2GOLr6+sTm8/Q0JBUxp4/fx5arRbJ5CFveWtrC7du3YLD4RA1naB3hpceffRRVFZW4l/8i3+B//Jf/guam5tx8eJFWK1WfOMb38CLL76I9fV1tLS0YGxsDNPT03jxxRf/zqobOCSTkG/78PrFXA8Hyl/QdTTxTQg3V47/5t/8G5w+fRqBQACTk5O4du0aPB4Pnn76aSgUCty4cUOCLUajEX19fbh37x66urrkdKxSqTA8PCxri3Q6jfb2dqjVamSzWXR0dCCfz+PevXuor6/H4uIiHn30Uezt7WF2dlaq2bg6O3/+PJKec/jebB5QKIByGbrge3BvjYmiQyB0KpVCa2urPJzVarWsNR999FE8ePAAqVQKAMRD5XA4sLq6io6ODjHTu1wuzM7OYm9vT1bbbrcbb7zxhpi+NzY24Pf7oVAoEAwG4XK5ZIXLgZ2Da7FYRGtrKxKJhPjYVldXZT0JHGJD2MRxtIIwk8mIUkocSyAQwPT0tCSyAYhiFg6HoVKppFdYrVZLt/Pu7i6i0aj83tvb26I4m0wmrKysCMaGquvc3ByuXLkikOVoNCqIqFQqhXw+D6vVCqPRiEQiAYfDgUKhIAn81dVVAYXTx0n+G1fIVA3r6+sxPz+Pvr4+8QOyuo4VbhUVFchmswI958OOUG0CwMnDS6VSSCQSovTt7++LmZ4DKmHfm5ubyGQyUtPIzuydnR1ZPdtsNmkX4WvH9SQHaXY5Uwkju0+hUKBUKgnknKnuVColoQ6VSiXJf/r39Hq9JG3ZfsRDFC0SRDhNTU2JF3VhYUGStRqNBmtra7DZbLDb7cjn88faUeiv5YBOpMxRhXd+fl44s+VyGb/7u7+L5eVlfPDBB7J9YM816wnZHsMgCJE49NDxc8ONBdV/ImxogdDr9Ugmk9BqteLvY/2nTqeTtTs/j6lUSmwvjzzyCJaWlrCwsIBYLCacUbfbLT7Wo+v8tbU1sUHQesAA3PT0tGxB6Cfmz8lucP5MtCz09fVhamoKq6urqK+vRzqdRjQaRXV1tTAOufkgh5d/vq2tTQ74fr8fwWBQ2sni8TicTqcowYuLi2hsbEShUEBjYyM+/PBD6PV69Pb2Ynl5GT09PeJ3Pzg4EEh6qVSC3+8XggEPFSQpMOTGg6WgqD7+h1D7e+Qe5q5Io2b823jmmWeQyWTQ0tKCf/tv/y3+yT/5J5iamoLb7UYikcDFixfx3e9+FzabDbdv34bX64XNZsP8/DzS6TTsdjtsNpu0gLG3e29vD+fPnwcAPPfccxgcHMS1a9fQ29srBQN8rZLJpNRsMvTFtXZlZSU6Ojpw+vRp+b0///nPiyf2v//3/44nnngCzc3NKBaLuHbtGjQaDa5cufL3PlMfqpO/+Ev1i/4B/le99Hq9PJAbGxsxNzeHYDCIhoYG/PZv/za+853vIJvN4tOf/jSefvpp/O3f/i1eeukldHd3ywqwra0NY2NjGBgYkOAA+2K5YmXFHMM1ZL+lUinU1dWhoaEB0WgUjzzyiNxUd3Z25EHDISAUCiE59gANztPIVNlhyK1j8e53cfIzv4z19XUJBhgMBtTU1IjvhzdcAAL3JuKFald9fT0ikYh4cMhVo1eovr5eQNojIyPi/dvf30dPTw+i0ag0Y2i1WgEJt7W1YWFhASqVSnhwarUajY2NuH37tnhRmTj9+Mc/jhs3bohK4XQ6pQaSK0gODQqFAoODg5LCpDcwFApBrVaLb41KCHDY3sCACvlxrINkH/ja2pokelUqFWw2G9bX12EwGDA1NYX9/X00NTUBgPzeLpfrmI+QYSGz2SwPnf39fXi9XgCQOkOn0ylrX41GI/3J7MQdGRmRRCqVjVKphO3tbZhMJukqJ+uPCgjr8yorKzExMSEg7La2Nuj1eoyOjsJms2FtbU2GAoL7GZAwGAxob2+X2kgqavxcVVRUyFqcBxqejamgmUwmAJDBlcozh+r19XVsbW0hm80il8vJg4xDVTAYFKtELpcTYD8Hy+3tbdTV1SEejwtfdHJyEjMzM2hpaZGVe0tLi3gDyQB0OByComJTDJmbTBi3tbXJ308mk0in0+Kp46pbrVbjb//2b+Uzt7+/L8olP2fEjvHewGGF6ptSqUQymZRGIb6GBM5z3V5ZWYmuri4MDw/DZDLJ3yOXkR3SVJQjkQhqa2tx//597O7u4q233kI+nxcLRjQalXYXrqzZnsLDBVXrTCYDtVqNtrY2jI6OQqvVIhAICFuXnzvew7i6Pzg4wDPPPINkMompqSkYjUY5bDPowg0MEU/0MbM6kng2Qt15uNna2jrGmGQIqbOzE6lUCrlcDmNjY6iurhY1l7YipVKJgYEBuW8ZjUZoNBooFApRd/f395FMJrGysoJoNCqg+/r6+mPJc00mgoNy9+FBH2U0mxW4NzeHixcvIpVKYX19XQJEuVwOL7zwAr773e9ibGwM+XwedXV1yGQyOHPmDIaHh9Ha2oq2tjZZxfP9f/3112EwGNDZ2YmdnR3Mzs5iZWVFFOh3331XakDpiW1ra8PU1JTYEo6yb/OFPWTqHsFirBa9lSr8+e9+CdFIWKpKs9ksmpubAQCTk5Nobm7GysrK3/s85T354fWLvR4qlL/A66hKOTs7i+bmZvzoRz9CV1cX6uvr8fu///t46qmnUFdXh/b2doyOjuLb3/429vb2AAAnTpyAw+FAc3MzfvzjH4tfaGdnByaTCZ/85Ceh1Wrx7//9v0draysuX76Ml19+GV1dXdDr9RgZGUFjYyOGh4fR1dWFzs5OzM/PY2VlBTqdDgsLCygUCujt7RVlZGpqSrh4U1NTyOfzMqilUikUi0V85jOfwfe+9z0AEFTGL//yL+Nv/uZvBH0CAN3d3aiqqsLCwgIcDoes7+vq6gAA169fF/8h4eBco83MzKCmpkY6Yl0uF2pqarC4uCgDBB96xN1w5c407dLSEurr62VwPHv2LGKxGAYGBiQsxEYSrVaLxsZGgXCzO/bg4EDWtv39/QgGg+KTYoq2WCzC5/NhcHBQ+r+5biLbjelHPgiBwwEok8nAZDJJUtbn80lVZm1traT+CVY/imJZW1uTB/Xe3h7a2tokgMIBjWtbAAJPZ0LcbDZLQIfKK5OeqVRK1ooM1xQKBVy8eFEGBDYd5XI5tLS0iIo9MzMj4R0GHc6cOQOdToeBgQE0NzcLrodMUKVSKetsJvrZTEPOJBWWa9euiR2EwzgtF16vV4Ylu92O2dlZSbbye3W0ko/+NQYeeEAhcJ7tO9lsVvqi5+fnUVNTI5YKNllxdWu326VRiocIHgCpDBIYz8GB4Sb+Pqurq9BoNNLlzgCJwWCAWq0WYgA9rqVSSVigrK/jSp5Uh7m5OWGY6nQ6CYtQheX/zwaZaDQKo9Eo/z763Ph70adLBTaXy8l6muprdXW1HOi4Zh8ZGZGfjQit3t5e3Lp1C01NTXIQ7OzsRLlcxvDw8LEBmUloNnJ5vV64XC4YjUZB3DQ1NeEnP/mJHBjJ/mxsbMT8/Dx8Ph/m5ubk552fn5eOe6PRKO+JSqWS15yNSUdbvzQajfBgGXThfY68RzZ9dXV1oVwuIxQKiT2nVCohlUrB4XBgbW1NPK880Gm1WsQTm9Cd/hTyRg/q9QcwRe4iuZnAxMQEvvCFL8DhcOA//af/JD5wi8Ui/l5SMoBDCkJFRQVGR0dx9epVKBQKjI+Pw2q1oqamRu5rbW1tuH79Oj71qU9JQUK5XMYPfvADSXrTwxoKhZBIJGTtH41GhXdadeqTsqpXAPjnT7bg+brDew8LP77whS9gamoKTU1NWF1dxfLy8t+rUC4sLKC+vl7uCQ+vX8z1cKD8BV6rq6uCFjmKjyGYNZ/P4+bNm3C5XGhqaoLNZkNNTQ3+5E/+BHNzc9DpdDh58iQAIBwOo6enB/l8HrOzs/B6vUilUlhdXcXa2hq6u7vh9/uRTCYxOzuLS5cuSVvN/v4+hoeH0dPTIy0JPLU/+uijGB8fR09Pj9SNzc3Noa2tDd///vcF92G1WlFZWYn19XVhq01OTgpEmG0qANDS0iIVfUe7dDs7O7GwsCAetpWVFbS3t4t3lEPh2NgYAAjQXafTSY1dMplERUWFBDO49jw4OEAgEBBszvb2NjweD86fPw+bzYbvfe976OrqknrKzc1NSSsXCgVYLBbs7OxIspneJo1Gg7t376KlpQUrKyvo7++XTvSGhgbxGXL9yIft9va2rPB0Oh2i0Sj0er3cvHmSp2fM5/PJ71wulxGPx1EoFAS1wm71lpYWrK2tIRqNwmw2I5vNAsAxjA4VSnoRqY5yvUgWJH1k9CByHen1euWBRN/cmTNnYLFYcOPGDTQ2NqK6uhqNjY3QaDT4xje+AYVCAYPBIKu79vZ2hEIhHBwcyM9AXyVX8PX19Zibm5Nhm//NqqoquN1uaYGhP5a8T77ffO92dnbkYcp0ejAYRDabld7z+vp6JJNJtLe34/79+8JD1Ol0OHPmDObm5iQ1TKsCwe7hcFiA5nzd6urqxEZA1Y/re2KGtre3peec7UtU9HkoZCI9k8nIKp8bjfb2dhlyGfjhYYTfS4LK+e+22WxCBqCCy4Q9Nwlsd6qpqcHMzIwMuD6fTwIVDBEVi0U0NjaiWCwiFovJEMuAWy6XEzg8KQClUglGoxG7u7swmUzo7+/HysqKqOj8M2z8Oro+12q1ohyyHSyTyYgPlN5VYs/S6bSs4HlYSiaT6O7uht1ux7Vr10Sd5oGSiic3LsQ+mc1m6HQ6CesRSF9XVyfcTGKCWlpaMDIyImHFpqYmnDlzBt///vcFX5VMJrG6uiq2II1Gg9raWpw8eVL8lolEArdv35b7AoOFlZWV2NraQnd3Nz73uc/hu9/9Ls6fP49MJoPJyUmcPHkSX//613H16lWMjo4il8vhC1/4ghQQ/PVf/zUaGhokZGM2m3Hp0iV8/etfx+bmJtxuN/r6+tDe3i5CgkqlQkdHB0ZGRpDNZqUKt7u7G7u7u1hcXMTs7CycTqe8Jjz4zM7OCg4rFAodorme/heoqu+V5+EjTTX45ycOLTGNjY34xje+gYsXL8pnNp/PY3x8/O8dKB+uu/9xXA8Hyl/wNT09jfb2dgA//VLcvHlT6q2mpqaQTCaRTCZx5swZwe0Eg0F88MEH8uWjf4z+NCZHuV5QqVSYm5sTc3s8Hscv/dIvCbtsamoKs7OzOH36NG7cuIG9vT14PB5ZU1Llm5mZgd1ul9pAVhpubW3BZDJBo9FIYCGTySAUCkmlXlVVFcLhMDwej1SkcahhbRvDLFSUzpw5g6amJjx48ECAuhaLRdicrN26efOmBCuYgq6oqEBFRYXAiFdXV9HS0oJz585hdHRUOH1arVbQGEzkMixTUVGBtbU1uN1ulMtlRCIRHBwc4GMf+xjGx8dFgeUDdHp6WhLCmUwGnZ2dEgBiJdrOzo7gWsrlslREUlkCftqTzsQuAzE2m028dOFwGG1tbZKen56eRqFQgFKpFL4dcBi64OuWyWSOJf2np6dRUVEBl8t1rHmFCVoqhMTBFAoF+Hw+xGIxAJDKNaaRGZzh2pA+V1bbEaPDgaCqqkoUHSq5yWTyWJKaflt2Jbvdbuks5ueXLUoMWlBd5iqRjMDu7m7s7e1hbm4OkUhE6vM8Ho+A7Le2toRvSL8gLQ3sXednQ61W48SJE9jc3MT09LQM46y3PKqcHcV8sdGG341QKASPxyM2D6bByX1k4MrtdmNsbEzS0vQtMmzU3NyMZDKJpaUlGar5eWBqfnFxUWgOxBRxnW40GuHxeKSekOGezc1N+fNWq1WS/uy0VygUaGhowLlz5/Daa6+J/5gHJ/4c/L6xypNezKqqKrG71NTUyOelvb0d2WwW9+/flx51pvuNRiOAQ0zQk08+iXQ6jXfeeUeGs1AoJP9NjUYjhx+SL6jQVVVVSSjIYrGgsbER9+7dk8HPbrfD7XZjZmYG5XIZp06dwurqqgSIiMRqaWnB4uIiPvOZzyCRSMj3a2FhQUI2sVhMKmdramowMTEBk8kEhUKBixcvYnh4WCgA5XIZd+/eFT+v0WiEz+fDyMgInnzySfzZn/0ZLl26hOrqakxNTcFqtUozFtuJWKfa1NSEjY0NNDc3I5VKYXl5Waoap6enpcBgfX0djz32GIBDpqPJZEIgEMBrr70mYRmGn9gYRAtTfX097t27h42NDXR1dUmLWrFYFE9xNptFNBo99DF3PIOI9QQABRQAvnLBi3OGLTz++OMAgP/6X/8rfvmXfxlOpxOLi4uora3FxMQELly4cOwZms1mj3FBH16/uOvhQPkLvo6qlDSoazQa/Omf/im++tWvYnFxUW6+y8vL6OzslKHG4XDg+vXraG5uxo0bN/Doo49iY2NDbpwnT56UEzzXS9PT05JeNZvN4lPKZrPweDzQaDR4//330dnZCY1Gg1u3bkGn06GlpUWg1ASQq9Vq3Lt3D62trRgYGEBFRQVqa2ulyYQ923ywcVXK1Clv/ExqqtVqwSLt7OygqalJhmKyAZVKpazSLly4IGpGOBxGOp2WNXKxWERPz6FR/caNGwAg9YI6nU7aNgAICJrrwfb2dni9XhSLRYyOjqK+vh7r6+toamrC8PAwSqUSLl26hPHxcajVakmI03PK/9bOzo6EVKxWq/jn+N84ysFkpWNbWxvW19cFn0KQL9W7/v5+bG5uIpFIIJ/Pi/pEZmh3dzcAYHBwEFarFXt7e4LlYVK+trYWmUwGm5ubwg6lH4trr4ODA1GTtFotYrEYuru7sbW1Ba1Wi5aWFkSjUfFu0u7AfmhW09Gkz7VoJpMRdS+VSqGhoQGLi4tSwUdfMXFLfC05fFdUVKCnp0fajui542CWyWSg0WgkPMAqRoLG19fX4fV6JbhFxZJw9+bmZty5c0cU5aMgfHrdKioqpMedLS5Uf6mA19TUyCoT+Gk9IteY6+vrwvxUKpXY2dmRFWY6nRaP8VGeZjwel+HS7/ejVCpBr9fLa8+gEW0jxLhsbW2hWCxKkv8oEPyoAsg1c21tLbLZrKxdOeDzMMr1t8/nkxasra0tOcCp1WqcOXMGa2tr6OrqQiKRkFTv7Ows1tfXUS6XBWQfj8dhtVrR3d0tcPRgMIju7m4UCgVMT0/LYM6AzlHllighDqWNjY3SRU0cFFfh5XJZBqxMJoNoNCrMyp2dHTgcDly9ehXDw8NSxUhbA78n9FdPTU3h137t1zA0NCRKKENPBNPv7e0hHA5Lm45CoYDP55NAHN8PhrP6+/ulajGfzwt1IRAIoK+vD4uLi9je3kYymURTU5NUsXLgp7Vlb28PX/ziF/G1r30NTz/9NDweD9bW1qRnvb6+XrzxZrMZ4XAYgUBAvh/Nzc1SoTk1NYXe3l5sbm4KI/b06dO4d+8empqakEql8Mwzz2B+fl5YqcPDwzh//jza29sxOTmJQCCA119/HWazWSge5y8+gtfmdlG01KPLUYVf7jQBpQM0NTVhe3sbf/3Xf43f+73fA3C40mYXutvtPvYMfahO/uO5Hg6U/wguqpRHS+3X19fx7rvv4uzZs/B4POI9YWMJV4T0GL3zzjt47rnn8MYbb6C5uRkKhQImkwm3b9+WdLfBYMArr7yC7e1tPPPMM4JGGRgYQCKRQKFQkIaML33pS1hcXEQkEkFPTw+GhoaQSCSQSqUE3Ew/0+zsLJaXl4UTqdPpEAwGRT1hKMThcAj3cW1tDTU1NcIU5BCSyWSkslCv18NkMgkIl4BtpVKJzc1NMdQTwcIUbWtrq6hI7O/t6+sTpY6hJDawkJnGdCIr2oiWYWUge6UJIPb5fAgGg6iurpZkJkHHFotFWIEcdNlks7W1JV3N9Ehms1nxumm1Wuh0OmnqYYKYrTRMa1OtocrEwABv+t3d3dJSRIA2+YSlUgk+nw8KhULq0BgQKBaL4s80GAyyMuSajlw+hlEI9lar1aJIUTU9WsNH7xz/NysRHQ6HJJMXFhZEHff5fJiZmUEymcTm5qYw/err62Gz2QAcciuXl5elfpQDGj2wR/2g9L9y2GcdJDmTdrtdDhY8uJRKJSSTSUlkc93P12ZxcVGGxf7+fjQ1NeHVV19FOp2WwgGDwQCv1yuKDodCrpZzuZwghbiC12g0iMVix/BGbrcb8/PzgoI6WgFKj2lFRQXMZvMxtBMA+c5RyeV7yr9HKwYDSqlUSt5j+v6OXhzsOCi5XC4Jw9XW1iIej0OpVEq4ZXNzU/x6BH4fHBxgc3NTvM7832yHam1tFUVzenoaXq9XNh7pdBrNzc1ChKCKSn6rWq0WZTSTyeDg4EC8fgwoAYeqN+tZqSQT+n70EAFAPOa0jSSTSZhMJmxtbcHj8YhH0u12izWFW5WrV69iYGBA0vys3qypqZF7Pv9eJBLBk08+CZPJhLfffltqOckjDYfD8vvt7u6Kt/hoJaPT6cTly5dht9vx7W9/G5WVlQIWZ4qfdhJC5hUKBTY3N2VdzQMot1IMD7a1tUmbFL3ci4uLuHz5MlpaWjA/Py8cY7PZDIfDIdaJ06dPI5FIoLe3F1arVQJ6zc3NqKurw8LCgrS5DQ4O4gtf+AKAQxLK8vIynnjiib8Tvnk4UP7juR46WP8RXPRQVldXy19zOp3SVBEIBGTtsby8DLvdju985zv43Oc+J4pYR0cHIpGIhBEymQyCwSCam5vR19eHubk5LC0tSYXd6OioDDXBYBBdXV1oaGiAwWBAMBiUzu6Ojg7x/kUiEZw5cwY2mw3379/H1NSUDCsMUXCo4vDAdRaRERxgbDYbGhoaRBVjNRnZfEtLS6irq5MmllKphO7ubqjVapw7dw7f+ta3UC6XZUDJZDJSfzc6OiqBCqomy8vLSKfTMhC1tbUhEolIzy/9b1qtFl1dXaIu0Nifz+cRCoVw/vx53LlzBwqFArOzs5I25WtvsVigUqnw/vvvi/pHBcpsNmN7e1tadLjqtVgsoj6kUimUy2Xkcjl50DF9zM8IgwQMl9BHajAYpNJNpVJhfHwcZrNZAiRUc+hhI3aGD1iGB+hDNJlMMihzkNdoNAgEAlLp2Nvbi93dXcG2ECx/NBDDwZ3+zGQyCYvFItBxm80mkHj+bLQ4cMiqq6sTG8f6+rogbSYmJiS5zeHAYrFAqVTKWjeZTMrak/xXYqzI9aPqxTQxGYjEDxEeTvWQhxXiW/gzDwwMSB0jwz5msxmpVApra2uSBidPlsMB/Y0MSbHOkgNvd3c3dDodVldX4XQ6hRzAlS5B5NQHNBrNMbYov59c77JrmqERUhWI3iFGSa1WA4oKVJ36FLT+TpRiC1DOvI2D4r5sHYLBoKB7qLhzwFlfXxeQPq0IuVwOc3NzEoQ5ehjUarWyOaCa7XK5sLi4iHg8jlKphPr6emxubiIYDKJUKqGhoQGbm5vSOc4wzOTkJDQaDSorK8VrbLFYYLfboVKpMDMzI95I+jN5CKAqmEwmxc4zNzcnDNONjQ2k02nU1tYK2ikQCGBjYwP/7t/9O7z22mty8HO5XHj99dcFT3by5EmoVCq572WzWczPz6O3txdzc3Po7u7G7OwslEolnn32WYTDYcFuxeNxmEwmsZfQNrK1tYXl5WX82q/9Gl555RVEo1G89NJLMJlMWFxcxG/8xm8AOExLV1RUiOgwOzuLX/qlXxKIvNvtlkIFm82GBw8e4PTp0+IDJ+3h3r170Gg08Pv92Nvbwxe+8AVEo1FZTX/yk5/EX/zFXwiG6bnnnkNrayv+6I/+CF/72tdQWVmJqakp+e4/+eSTACBkiFOnTmFwcFCeh0e3FUevaDT6dxTLh9cv7nqoUP4juahSEpFBNeLBgwfo7e1FY2MjJicn0dnZiQcPHiAYDGJ9fR0vvvgibt++DbVajatXr+Kll15CIpHAs88+i3v37gkXr7+/H6+//jrC4bCgUk6dOiXwXd74v/KVryAcDmNychIf//jH8c1vfhNmsxkLCwsCXfZ4PHjmmWfw4MED/NVf/zXWrSewZ/KjEJ5E9t73pKWB9Xr19fUCVaYCZDQaJTjE+jGqbUyXGo3GY2GORCIhkN/t7W08++yzGBsbw4MHD8SHtLW1Jf3DVJ2WlpbEHxgIBLC5uSl+O3rCXC4X4vE4fD4fSqUSHn/8cYTDYezt7WFgYECS0uVyGU1NTbKWJgAcOLzpPfroo7h27ZooeuwzNxqN0t7jcrmws7MjTMmdnR3k83npny0UCgJxn5ycRLlcFnbcwcEBLly4gKGhIVFmAAgfkCvnfD4vkHYyFKPRKBoaGiRRazQaZegOhUKi0vLPs3s7k8mgsbERBwcHWFpaEjWmVCqJVcLlciESiaCtrQ2JRAJbW1sSiOLg6nK5ZIAmPoprcAZgNBoNwuEwIpGIwMDZxW6z2aSHmMgcgs4BSDf75cuXMTg4KA9A1noSRcO6R4fDIUMkcVDpdBp9fX3IZDIYHx+XJhPC481msyihXNMfhayrVCrU1dVha2tL/MRUhAjuP+pJZliFVgXWJVJxrKurw8rKiqChmChmkIKhkUKhIKt+DoSEP29vb8smgwo7DyP19fXo7OzE9PQ0NjY2JDjH97eiogLG85+RNG65XEbV3DswR+5I+IzlBNvb20JYYDjF4XCIHzGXywnDlGl92m2ozgGHAUPgcPhzOp3i/+b2w+/348qVKxgYGMDIyIikn6koc029tbUlOCnyMZnQr6iokEPT+vo6/H6/gM059B4FklORplqbTqdFxSYH99y5c9jb2xP8WywWk4pP+r0bGhoQDAbR3t4uBQDcYrC+k1g0g8EgFgF+12g98vv9kp42GAxiG+L2hCGdiYkJsaX85m/+ptgm3G43Jicn4fP58NRTTyEej2NlZQV1dXVQq9VYXFyUQba2tlZep9bWVlnh+/1+GeBJF/F6vQgEAggGg3jvvfdQKBTw27/92/B6vbh79y76+vqQy+Vw6tQpQbRtb2/jy1/+MgBgZGQERqMRTU1N+OY3v4lf/dVfBXC48g6FQn8nkDM3N4eWlpZ/yEfxw+t/4nqoUP4juaqrq2VlzA5uk8mExx9/HK+88gp+67d+S25G3d3duHPnDh599FFMTU0hFovhmWeewdLSElpaWrC/v4/5+XksLi7is5/9rKSX+TBJpVK4ePEijEYjrl27JinPM2fOYHd3F+Pj45ifn8fMzAx+7dd+DXfv3hU/D7u4eZMqtT2FCtcZaBUVqKo/AYWiAjv3XhH1k93IKpUKLpdLwNVcHzocDnz44YfQ6XTH0Bi7u7s4ODiQJKzFYkFnZ6egPCorK/Haa6+htrYWTU1NCAaDUKlUaG1tlcFkeXlZEsRmsxlut1vYg2wn4VVXV4d0Oo2JiQn09/fjL//yL2UoU6vV2NnZQUtLC3Z2diQco9Vq4fF4oNPpcP/+fbhcLnzve9/DU089hRs3bghLrlQqYXFxEW63G6FQ6Bg+ZHNzU1LJ2WwWGxsb8Pl8Aiu/dOkSbt++jbm5OWi1WlRVVeH+/fsAIEMfAPH8AZAQCysjgZ+mvPlgzOfzMBqNsFgs4tOl55FQdz50mbDnZzKdTkuYhQlertknJyeRzWalhs7hcIifMZ/P48yZM7h586bYDKgK7e/vS1qYSW6v14tsNis1ll6vV+gD7JRWKpWipFEZoxq9t7eHjo4OrK+vIxwOi783FotBoVCIHYAtR8Qp3bx5E1VVVVIeQL9nbW0t1tfXJXDDQxAPO/X19cjlcrJa5qGAPzMVuvX1dWQyGTQ0NMDpdGJmZgbz8/OSpKe6X11dLTgiWjw6OjoQjUalLpGtQ0ajEWNjYxIEKhaLMlDROkLlm8p+RUUFIpEIstkswuGwvO5kpPIzpPF2Hraw4FAhKlR7gQiEY2oymYQ9qVKpJOhiNpuxtLQkyhu901SPNRqN9GK//PLLghBikwoPAhaLRSxBBGx/85vflDo/egdVKhW6urrw2GOP4S/+4i+kKainp0cGRb/fj7a2Njx48ED4kaVSSewpR72itL+QFcvEPFfdDN5VV1cjnU7j/fffFyJBNBpFa2srdnd3MTw8jI6ODmg0GoyNjUGtVmNsbAw+nw+ZTAbxeFwObGymMpvNCAQCAvefnp4W0PjMzAz8fr/cTycnJ+U+trS0hFQqhY6ODgwPD8Nut+P8+fMYGhqSZH99fT3W1tbQ2dkJo9GIaDSKYDCIxcVFrKysoLGxEVtbWwgEAhgdHcXOzg7OnTsHn88ntgS2CTkcDlHz7XY74vE4lpaWYLfb8a/+1b/CW2+9hTfeeAM9PT34+Mc/DpPJhDfffFNQWe3t7bh58yZWVlZQKBSEUvE/Xn8fY5Kf4YfXP57r4UD5j+TyeDyYnp4Wn1s+n4fdbsf8/Lw8UE+fPo2Kigrs7OxIRd9zzz2HxcVFvP/++/j0pz+Nvb09OBwOWc0sLi4KxzGbzcoNp6qqCiaTCc8++6ysY8rlMgYHB9HQ0AC1Wo3BwUHB6JhMJpw4cQL19fW4du2aVG/t6l1HHjYVqA6chGH5A4FIM3VNvhr/HQRA83euqanB2toaqqurZVA6ODhAXV0dIpEIMpkMtre3JcUej8clXOHxeHDp0iV88MEHyOfzmJubQ3V1Nerr67G/v4+trS3pDvb7/fD5fFAqlRgfH5fGnenpafEQ7u7u4uzZsxgdHRW1g6lSn8+HiYkJbG5uilLJ8EZFRQXOnTuHDz74AG1tbQiFQtjf34fb7UZFRQWuXLmCa9euyUOMq1gqcOFwGG63G9lsVjptr1+/LpgW3jz5/lE9YZLT6/UiHA6jpqZGhi0Gg8xmsygYGxsb8vtz+GbXL1fUDQ0NUKlUGBoaEpB6Pp/HqVOnMDo6ilKphE996lN48803USqVjsGogcObfU1NDUKhkACWFxYWcPfuXfHnOZ1O+f/X19dl1Wm1WqWWj9gpcjWJO6IPk1YHeuSoRNIDGgqFkM/n4XQ6USgU8MILL+DVV18FAAF3c82s1Wpx+fJlVFRUYGBgQA4+tA3EYjFJOLM3nRsFjUaDSCQiiXwOmkQ/cZ2fy+Wwt7cnVgxW11VUVMi6lYPd7u4uDAaDVHNqtVqMjIwI6y+fz8u/m3gWnU4nvkKtVovOzk4olUrxRRL1RIQR2aDV1dW4ePEiVlZW5CCVTCYPW6A2l1CuP3n4UC+XoclEsLy8LBaTxcVF6HQ68Urq9XqhI7S0tGB5eVmCYI2NjaL0V1VVSXXo6dOnMTAwIC1QBN3Ty1dRUYGRkRH5XWtqao5B95lOn5qawtzcHNRqNVpbWxGLxeQ7TowU098kAGxsbIjqSH8th2O+X7w/stHH6XSKx3BsbEy+Q7OzszAajQiHw1hfX8f29ja6u7uhUCgQjUbhcDiQzWah1+tx8eJFLC8vIxwOw2Kx4P79+1CpVOjt7RX6AQ9eXP0Hg8FjFiIGsEwmE0ZHR+V30el0+MM//EPcvn0bCoVCalD9fj++853vCHXj13/91+VgwTDR1NQUGhsbhSzysY99DP/hP/wHacDq6+sTjqvdbsfdu3fh8/mwu7sran9jYyOamprQ19eHP//zP0dvb69sElwuF+7fv4/nn38e169fR0dHB9566y186lOfknaz//H6+xapwWBQ7k0Pr38c18OV9z+iKxKJyKqIRmP2Oq+urqKzsxN2ux2Tk5NIJBICY15fX4fL5cJ7772HJ554Ah0dHfjP//k/o7u7WzAr29vbUre2s7Mj6XCawq1Wq7RQ0MvIlS69hWfPnhXmWzqdxv3793EtqsKm+yyAw4eNevZtKGeuSdCAKw42K7AHdmlpCX19fRgeHsbp06clcchhgO0eGo1GQNj9/f24d++eoGccDgeAQx9NPp9HOp1Gb2+vJKOtVitmZ2dRLBZF5WCgiKnMtbU1eDyeY6BsAJLmJM+RHtZUKoWnnnoKb7/9tihT5PrRT8WkOlfIDEQdTSSTq8ZUqFqtxsHBgaxIuYrmKpAID6qGrC5j1zWHUv5z/Putra2yjiIChg9wsg7ZPMLg1P7+PmpqagRuTx8oGZ/k5lGJIlqlVCpJQIYDGtdxfX19SCaT8gAl048+TQLXCfje39+XAZjAdfZyt7e3Y2lpCZFIBKVS6ZjdAYCk2/l/rPI7WlfHP0e1mt8ng8Egn32XyyUtPKurq1JhqNFoJJRAVZcVpxziiQXioLO2toadnR0ZQqjsbW1tifeTHFA23LB/m0MtBx2n0ymeNq560+k0tFqteCqpoDI5vr+/L+ExdmAnEgns7u6KqkZ8FA86wCH3dCeXR7H5CRxY6+HT7mF/7Mc42dOD119/HS0tLaKmH33fCoWCpNzpP+V3qaqqShS7ubk5eL1eVFVV4ebNm2hqakI+n8fY2BgsFgv29/fR3NyMmZkZZLNZOBwOpNNp1NXVYXx8HP9f9v48uu37PvNHH+wLse8EiIUkuO8iKVGbJUvyvsWJ42yO2zTpkkzv6cx0ptO5mduZO6edc5qe06bTTrN00uxN4tRObHmRtVoLRUoUxX0nAYIACRArARAAAYLE/UN9v2Ol09+Ze+6vc+1Wn3N6GluyRILA9/v+Pu/neT1erxebm5tMRNjZ2eHmHpPJBJVKBZfLxezIZDLJrV50rXG5XJiammI7Dq3xyeNMtAMAgEAI7ZEXoXR3YHdjAZLFS2hs8EIoFMJut2N4eBg6nQ5OpxN+v58fDEnZpM8P2YGolvLkyZPI5XIcvqSHD5VKxc1MfX19GBoawkc+8hF+vySTSSwsLMBisXDft1arhc1mY+rCyMgIjh49ikAggObmZrZsjI+Po7m5GQKBAG1tbdzQJJfL0djYiB/+8IcwmUxM42hpacHk5CSUSiUHphYXF3m9r9Fo2CKi0+lYFLFYLPibv/kb/Pqv/zpD1CcmJvD4449jcXERMzMzWF5exu/93u8BuLfe9nq9+P73v8+hHLru9/X18TX6wbr7g3ce6MUfoENp7vcfiUQCs9mMhoYGDA4OolKpsCm9VCqhq6sLgUAAbW1t8Hq9GBkZYY8LcSRTqRRGR0fZc0Vp6YGBAb5wm0wmTgl/9rOfZcWMOGgHDhzg9ozFxUVcvHgRyWQSD1uLeNJZQZO2AtniRfQpE+jt7YXT6eR1DGGMKL3X0dHBHidCA0kkEl6d0WASDoeZh5dMJnH16lXU1dXBZrNx8nplZQVqtRoHDx5EV1cXJ1ZpDWY0Gnm9TV3j72cb0iBEKxW6GdGNkG5UBoMB8/PzyOfzOH/+PPb392GxWBgdQytFapChQAaFIKRSKXw+H5LJJNLpNNLpNCsvbrebfV5utxsWiwUejwd2u52r4qxWK6cs84UdyHo/AsWTv4f91sewnbunntGASqERvV7Pnbxutxsmkwlf/OIXIRAIOGk8OzvLrEnyl21tbWFychLDw8PIZrPsz6R6uebmZtTV1XGHdblcRjweRzweZ6WKFJxgMIh0Oo2RkRFmhpJKpVKpeIgjtY+IAGKxmFUYGrIGBgZ4dUnBHAqglUolxuxQm0u5XOaqQrFYzAgjUuAqlQpMJhN7UeVyOTY3N7GxsQGtVsvJdwKVU9Bmc3MTCoWCO91pYKX1cm1tLRwOBz+8ra6u8kAMgB8g1Go1B5XoRl4oFHh9T4ov4XGomWVtbQ3lcpmDZLlcDnq9nj2EhO8iVZDKBsgGoNVqWWklvzH9twSslkgkrHTWedxQr92A6PrXsHXjR9gvl3Hx4kXYbDZotVr2T9J7sLW1FQ6HA16vF263GzabjcsKtre3EYvFcO3aNQwODiIajWJiYoJbd6anp1kJVqlU6OrqgtvtRk1NDQ4fPozm5maYTCZEIhF4PB4O6lCfu9frxW/8xm/gxIkT3Gw1MjKCv/3bv8WlS5ewurrKfMbDhw+jUChw4xcFApVKJf9MjUYjP4QBgPbIPT+p1NUF5aGPw/LwZ/mB+fz582hqamIV+ODBgwz5psakuro6BINBnD9/HqVSCTdu3EB7eztD6AUCAbq6ulBTUwONRgOn04kzZ87ghRdeYPWR1OqNjQ0Eg0Go1WrEYjFmrYbDYUYJpVIpGI1G9u/evXsXZrMZgUAAtbW16Ovrg0ajwZUrV7ifXq1W47vf/S6LCJlMBk1NTRykIjqE3+9nD3RHRwf7qanyloKVnZ2dOH36NL7xjW9wPuDAgQO4ffs298DTZuh/dfb29hAIBNDa2sr/jupfH5wP1nmw8v6AHa1Wi62tLV5fEkpBIBDg4YcfxqVLl3DmzBlGtAgEAtTX12NqagpyuRwDAwMMx6W6wFu3bjFL0Wq1cqft0NAQPve5zyGXy2FqagqBQIDTkx6Ph/E1U1NTSCQSMJvNMJlM0Gg0rJZVVVXBvbcKedQPp2Ebm5tpnDlzBg6HgxsVKGQSCoVQLBYxPDwMi8UCl8vFbS/z8/M4dOgQN49UV1dDIBAgk8kgGo3Cbrfz4FAoFLC8vMx4DQBsIKdhhBQIWjMFAgE8/PDD2Nzc5MYPABz+kEgkOH36NKanpxkbtLS0hN/7vd/D17/+dW77aW9vx8jICBQKBc6ePcuKUHV1NVclkhKYTCb5Jk7VbZROpvUmKYvvT+tKpVL2/L3fg0eDh6jraaiPfBIC9q0KULr7Og9TLpcLAFh1ikajMJvNyGQyOH/+PBoaGiASiXjwJaVvb2+PQwKlUokHIcIAUesMrbdpICbfZTKZ5AaYbDbLah+hmXK5HGKxGNcFEmGA6vEymQx2d3eZJ0nIIvIuRqNR2Gw2TE5Oct0gqXmVSoWVbfpeFAoFVx4Sx5TW1TabDYlEgoM7SqUSRqMR6XSa1XQCowNgxiClgYlNqVAo7iWhcS+IQqu+u3fvIp1O84Avl8v5cwCA39tks2hpacHm5iav/mm1SkPG3t4eBgYG+LOr1+thNpuxsbHBnlyRSITGxkZusrp9+zY3zNBQSSt56pRWKBRQKBSczM9msxgdHYVQKGQ/d7FYRCKRgEajuS/gUyqVWLEaGBiAz+dDLBbDpUuX2DNNDyTBYJADW263G3V1dZidnUUikUA6nYZEIuHPHHCvSnR1dZVtOGRxyOVySKVS/PoT8SCTyfBQGggEmHcrEAhgMpng9/s5DEfvUYLnU2HBxsbGfcUCRKkg5VOpVP4v/aQtdXXY3NyEyWTC4OAgfx/0cEZrYpvNhlAohLq6OrYxEVrL7/fj5MmTuHr1KhYXFyGRSNDX14dYLMbcYHool0gkuHDhArxeL6fiRSIRamtrkc1m0dzcjI2NDfajm81mZqPSNqFSqeD06dOMaJubm8OtW7cQCoVw/Phx1NbWoqOjA4FAAC6XCwsLC1haWsJnPvMZZDIZLC0twWw2s0d7aGgIDz/8MIRCIW7dusVK6fT0NAwGA7q7uzE0NITLly+jsbERVqsVd+7cYeqBWCzG9evX8dhjj/G9kB7yo9EokyzoRKPRB+rkB/A8UCg/YIeCI1VVVbw6o0M+uOXlZdTW1mJtbY1/rbu7G7lcDmtra3C5XHC73bh69Sr3+2o0GrS2tiIUCrFKubGxAafTyWb1559/HsViEX/7t38Lq9WK06dP48SJE/cunMUiwuEwlpaWMD09zYbuQCDAniUyXV+/fh1PPfUUHA4Hcrkc0uk0jh07xv40CoDcvn0bq6urWF9fx5EjR7Czs8PNLcS8pBCE1WpFf38/AoEA1tfX4XQ6oVKp2BP63HPPoaurC9FoFPPz8+y37O3tZf/c3bt3MTw8jP39fcjlcvZFUtPL9PQ0Wltb8eyzz7K369vf/jb7n0qlEoaHh7kWkYYYgqTn83n09vbixIkTaG1tZVal0+2Bov+jMH38/42qQy+gsFNk9Syfz/MFs66uDkqlktOlVBcnEolgMplQVVWFhoYGaOoP3OdblTvbODhjsVi4K5eCXpVKhdOylDzPZDK4ffs2e9loPUY31lwuxzcF8nT+cgUgpT/tdjvK5TIsFgtqamp4sHp/Op8qJgkVQwGEnZ0dthxQyIRW96ScUohlfn6eqxb39/dx+PBhmM1mCIVCRsGQF06hUCCbzTIuhxiDxWIRu7u7XBJArTsKhQIrKyu8IbBarcxzLJfLSKVSPEjn83kO6qyvr2N9fZ0V0du3b+PnP/85otEoJ63J/6tWq5kJS5gegmUnEgkkk0kGk2/n8pD1fgS65/9f0B37FBTKKszPz3Nrz9bWFgcbAKC2tpaDUAaDgXFiNMD29vaipqYGxWKRNxUUMKNebIlEAo1GgyNHjnAwZ3d3l+0gpIKSwh8Oh2Gz2VAoFLC0tMQMUrFYDIlEglAoxExJi8WCsbExGI1GrK6uYm5ujqtcqcFJLpfD6/WiubmZPYmkFpOHW6VS3adC0+djfX2dHyY+9alP4fDhw3j66afxyCOPoK2tDVarlVf/er0ejY2N/NBULpfR1dUFh8PB6C/6s7e2trh3fHd3F8KEj4fOSqUCZS7CNa1ms5krPKmQQSQS4aWXXsLy8jKvaOn7cjqd6OnpgcViQUtLC86ePQuj0YhAIIByuYyRkREkEgkMDg4il8vB5/OhuroaN27cQFtbG44ePQqBQAC9Xo9jx46xH3R8fBzhcJjpGuFwmLc8nZ2dGB4ehlwux/e+9z1MT0+zx/hTn/oU2tvb8frrrzNpoaqqCh0dHQgGgzh8+DBmZmawsrKCvr4+9vEuLS3h8ccfRzwex8TEBCwWC7RaLQ+Kr732GkqlEr785S9jZmYGQ0NDAMAbL4vFwhQMAEynoEPUjwfng38eeCg/gIfCB7TCoCYWr9cLgUCAs2fPMpqhvb0dy8vLOH36NEZGRrCwsAClUokjR45gc3MTN27cYLDz0aNH8frrryMWi+Hs2bP47Gc/yzcJnU6H9fV1rKysoK6uDgKBABMTE9BoNAiFQlhZWUFXVxfa29uRz+cxPDzMzSZ9fX1sVHc6nfjTP/1ThlPv7e3hwIEDuHHjBvR6PS5cuACdTseKT7lc5pst4TBohURKqU6ng1AoRDKZZNAxVQHu7e1hfHwc2WwWTqcTBoOBAxJyuRy5XA5tbW3Y2dlBJBLhJhAaPEiBisfjWF1dZV/b3t4e/28KuNCKRSQSMe/w2LFjfEMjK8Hp06cxOTmJO3fu3EtCtz4OxcGP/T12ZR/bQ69gd+x1VpWampogEAgYu0JrWgJzk30gGAxCLBZDffhFFLynuT0mf+sVlMfPsteSHiDUajU2Nze5F55q32ZmZtDR0YHV1VVWiMViMasAxO2jwY5US0reUtsP+SRp8KM1N6mZVVVVKJfLvEoHwJ3rANgWEA6HefBVKBQczLLZbDAajYzvoRs3qYyE4qGQC72Gvb29/P6h1iSZTMYImff/NxRa2tnZYeQM8WANBgOSyST7AcViMcPQqQmnq6sLHR0dyOVyePvttwGAoe21tbVQKBRIp9OYnZ3lYY4e0HZ2dtinqVAouB1IIBBA1vuR96F69pEbfgW60BCEQiF7HNVqNfNIFQoFD3KRSIRtH/RzMJlMrNCGQiGualSpVKiurkYkEkG5XEZ1dTXEYjFvRVKpFJqamrC+vs7c2HA4DLVaDYvFwsGY9fV1eDweHjqCwSAsFgsaGxu5opRKGTo7OzE7O8ulBjR0EiC+UCjwMCuXy2GxWLheMBwOcwCOoO+0kqbPEzEUia9J/ldiy5LX1eVyMTpteXkZQ0NDvMWhwgTyTpKlQq5QQnP4RQitDSiGZqHwXUV7WyvS6TSj3mibcuLECSwvL3OvdzQahcPhQKFQwMc+9jHMz8/j8uXLAHBfGI9S+Pl8HolEAvX19VxYIBAI0N7ejlgsBr1ez9W3tbW12NraYosQbT0AYG1tjSt0Z2ZmsL6+jv7+fjidTjQ3N+PatWsol8vcqHP9+nUOC5I/s7GxkUNXRPsgy4HX68X6+jpyuRz29vag1+vR3t7OXlUK3j3xxBNYW1vDn/7pn+Lll19Gb28vLl++jMceewznz5/H+Pg4/sN/+A/Y29tDKBTCjRs3eBh/PzJobW2NtxEPzgfrPBgoP6Bnfn4ezc3NWFhYQG1tLfx+P5RKJZxOJ8rlMr71rW/B6/XygHDgwAHE43HU1NTgj/7oj/CVr3wFOzs7+PrXvw6lUomuri6k02mo1WpcunSJK/QI2zE5OQm32w2z2YzW1lYEg0HEYjGcO3eOq9GOHDmCQ4cO4bXXXsPKygo+9rGP4cqVK1hYWMDRo0cZckwrHK/Xi0984hN499134ff7MTs7i0ceeQQ/+9nPoNFoWD3q6+tjfyEFDCj5SlgZWgUTh5O6v4lTSVWJAPDyyy/jz//8z3Hs2DG8++67kEgkWFxcZIQNKXIAGJGjUqnYuwXcw6UcPnwYk5OTeOmll/D2228jnU5jfHycV36ENyLA9/LyMux2O6slVLumfvb/iX3LL9Yz+xuzkA/9Nfey00qeKi7ppkdKFLUe0UAUWt+A4dinUNQ6gdgKRPMXIBbdM8NXV1dzWIbA4aTiBAIBqNVqhptT0IZSoZSqJy4lrXgpwELr9OXlZeZ26vV67OzssNJEqoxer2cPaiwWQ2trK1e3EZdPrVbDaDQikUgwsJraoKjrneD+xOJ8P6pIIBCgtbUVu7u7mJqagkQi4d/zfs4jDVfkKXy/B43eZ/v7++w7Jfg/NTg1NTVheXmZ2aL0elJ6nuwEtGKk75sSzjRAEkCfhlJS/qjvnPySQqEQ4kf+DeSebn7P7AanIHjvL7lfnVQbYoJS+It+3eVycTCMBhOLxQK5XM7rcHoA2tnZQaFQ4NRxoVDgxDOlm7u7uznAt7e3B6PRiNnZWahUKuzv76Ourg5ra2solUrY29vjWsnq6mqoVCpks1mk02mGe5NtplAo8PtjamoKTqcTwL2hgdTg6upqpjQ0NjZysp7+fVVVFfdIu91uHoIIfUUPkIFAgIdHSoZTyDCXyyGTyaCqqoo7p4lFSVYWom8US7vQHvkElO4OaIoxbN/6O/T1HoDX62Xf68jICNRqNXv9zGYzKpUKrFYr+yyvXbuGQqGAQCCAra0t2Gw2thJkMhm0tbWx4kvWoVgsxl5tuhccOXIE29vbUCgUWF5eRlNTEyYnJ5kBSw+o9NBN9iUa2nd3d/HUU09BKBRieXkZSqUSJ06cwNWrV2G1WnHp0iXU1dWhra0N/f39SKVSbM+wWq2chs/n82hoaGD1nWwwDoeDH8yfffZZ/OVf/iXW19fxx3/8x0gmk5ifn4dSqcTQ0BAOHjyIvr4+HvA/+9nPcksODZQPwjgf3PPAQ/kBPTqdjtswKE1KF2NqNFlYWMDp06dx6dIlRteEQiF0dnZiamqKB4UzZ85gcXERg4ODMJlMePnll3Hu3DlWKq5fv86eLKfTicXFRaTTaWxtbSGdTuNjH/sYCoUCbt68iXfffRcnT57Eiy++iEKhgFQqxaBmqkcbGBiA2+3GlStX8Pbbb+PYsWNYXFxEQ0MD/H4/q5MqlQqRSIQ7rempuKurCz6fD6VSiasGPR4Pr2m1Wi0HfD7zmc/gS1/6Er71rW8hFAphdXUVf/AHf8ChJVKWFAoFI2KIsUarb51OxzeSxcVFtLe3Y2pqCq+//joGBgYwODiIkydP4kc/+hGqqqrQ2trKtYkHDx7E+vo6s+hojSsWi6FWq+8FNzaXAHMD8PfYFWk6yEOj1WrloAA1vxQKBebPdXV1YWlpiSsbNzc3YbNaELz8HfYQtrS0sE+xUqngxIkTWF9fh9vtxvj4ONrb23Hr1i1O8FIwhVBSpIDs7Oyw0Z44kHfu3AFwL6ykVquhUqm4a/vJJ59EOBxmFXNiYgIqlQp7e3sIBoOQSCQoFoswmUyYn59ntiElPWnNqVQqkclkMDIyAolEwkMm2QJo6PP5fBywoT97bGyM1+MmkwnFYpG/h729PTgcDl77ptNpHrhEIhGqq6t5pU2p2nw+D71ezyr43t4e5ufnUS6XOQy2t7fHQ8ne3h6SySScTieneaPRKJLJJCYmJjhkQV3ZpMjRAwn5aCklTd/bfmoVcHfxe8a4n4LEauXEPfleiXCg0Whw7Ngx5k8uLi7ioYceQrFYxPz8PHsOe3p6mIBA/l56DxFbtrq6mr21xPWcnZ2FQqGAy+W695D09+/t7e1t9ggTXueRRx7BwsIC9Ho9Y5tUKhWzXo1GI9bX1yEQCLC5uQmVSoXh4WEYDAZEo1EYDAbk83mu2Nzc3IRarWZPJgXqqC6RMGlWqxWlUgmdnZ3cYkUPiEtLS9Dr9QiHw1xzSXD8VCrFXkvyX5NnmnrSgXur13K5DO3RT0J77FMQCITYqVTQWVeH7bv3bA7FYhEWi4U3DNRstby8jN/5nd8BALzyyis8KNbV1bElolwu4+jRo4x4ou+P1tb0AOtyubiXXCgUYnJyktXmVCrFdiHi5VIjmFgsRrFYRD6fZ5al2WzG5uYmq6eZTAYOhwO3bt3iit8vfvGLkEgkuH79OlZXV2E0GvHoo4/CbrdjcXERm5ub0Gq1zDEmRurm5ibq6+t5A5VMJvH9738fL774Ir761a/iZz/7GT760Y8inU6jpaUFKysrGB8fvy/JDeAXCXuAkVcPzgfzPBgoP6CHgMfUX/zLx+VyYXR0lJthQqEQampq4Pf7cfz4cZTLZfzd3/0d2tvbOdEpkUiQSCQ48KDRaPjGTwbriYkJLC8vsymchsFisYiPfvSjuHXrFm7fvo2amhoe2Kjlo7OzE11dXRgcHLyXDq2rw/r6Or72ta+ho6MDyWSSE9GEsXk/Z44u5uFwGFVVVbzidLlcsNlsDCROpVIoFoswGAy4ePEi7ty5A7fbjXw+D6PRCI/Hg5WVFfj9fpRKJWg0GphMJthsNlgsFqytrUEsFnNdIHlKK5UKTp48iUKhwL7Iuro6+Hw+fPvb3+Y/nyoN6+vrsbCwAI/Hg3fffZdXbPX19ZBKpQwAVsVGsTm5B5GtCeJUAMKFi5D8fUNILBZDdXU1dDodgsEgtre3AQBGoxGxWIxT7BSYqVQqWFlZgcViYYtAMBhkz9HY2BjGxsYYTVOpVFidej+IW6fTcTWfz+dDIBBgVh8pM6urq9DpdKiurmZygFgsxkMPPYSrV69icHAQTqcTFosFd+/e5aAR4UKoOlKtVnN1J/EXTSYTNjc3+WZNXtZ0Oo1YLAahUMgJUELHbG5uQigU3qeK0gMChZdIyd7d3eU0Kq3wd3Z2eL1NTScUtqBhsKGhASsrK5ifn0dVVRXzPakCMplMssJICjqtkfP5PJxOJ7RaLadvE4kEQqEQJicneXgTCAQQCATo7e3lzyN5KUkJq9x6FfVWK5IiPTTFGHQbt5H7e8QUhXAoDGW325FKpXD58mX+OQNALBZDPp/n0IvL5UIqlYJGo+G2GGKsEjg7Go0iHA7z0Etrfgp3EK4ol8tBJpPh8OHDWFtbg1Qqhd/vh1qtxujoKFtVVCoVr/Srq6tZVdPr9bh27RpzGelnYTKZUF1dDZFIxKEnoi7Qez2TycBms6G9vZ39iqTGkZ2hsbER5XKZ3+eExInH46iuruZebLK5kPpIarzBYGDMEyXqGTzv7mQPMwQCrBUk6Pz7Ri6r1crEBIlEgvHxcdTV1aFYLOKnP/0pKpUKt3hRQ1gwGIRCocCZM2e4ApRQY3t7exgdHcXAwAA8Hg/GxsZgtVoRjUa5lpUarDY3N/maYTQa2apCw2Q2m0Umk2FGcSAQ4IKGSqWC2dlZDmJls1mcOnUKfr8fwWAQcrkcn/70pxEIBBAIBPDd734XGo0Ghw8fhslkgkgk4qBOoVAAcI9aQuUW5JuPRqMYGxvDH/zBH+BLX/oS+vv7MTAwgJmZGahUKiwuLv6Dex01+ADA6uoqGhoa/u+6zT44/zefByvvD/ChbtxYLAar1YqFhQUcPHgQAoGAfSXr6+toa2tDIpGA3W7HnTt38Ku/+qt45513sL29DbVajXQ6zZgeUhi2trawvLyMhoYGuN1uHg5HRkb4wm+1WvHOO+/AZDKhpaUFTqcTY2NjyGazyOfzWFxchNPpRH9/PwQCATQaDc6ePYujR4+iu7sbX/va1zAzM8NrRBpSNFodJso27BlqUQzNIHf7NQgFuK/LHLgXNKL1ZrFY5ERvd3c3yuUyLly4gBMnTmBsbIzVjlKpBLvdjlKphP39fQSDQfT09EAgEMBms0EikeD27dvQ6/WIRqNoaWnB3NwcbDYbKpUKamtrsbS0xEEOjUaD8fFxvmgSu6+vrw9KpRKTk5MA7nmgyEZgMplQqVSwubnJGBeDwYBYLMb4HQoQGAyG+7q0ZTIZ2tvbOXySTCZZKUgkEigUCqysGQwGSKVS7ojW6XSstBWLRcaJ7O7usicxnU7j0KFD6Ovrw7lz5xAIBDjNbDAY8Nxzz+Hs2bPcoEMeU0p1WywWTkmPj4+jsbERSqUSgUCAhx2Xy8VKq9vt5hs6JbiBX6gOUqkUjY2N94U6qJ+drAXUErO/v4/u7m4G3dM6luwK5Csm3BLd2OLxOD+YkceuUqkwX48apGiIqqqqwokTJ3Djxg1e/dP7j7xphLoyGo3seyU/IQ3qZGegZpuqqirIZDIG+9P7i7zE9NotLi7i85//PKamprC9vY3+/n689dZb9wJeTifW19exubkJsViMUqmE559/Hu+++y7DwUndpYYcAOwfpMFuY2MD6XQaAwMD7CNdXl5mjyZ5GmlgIW8rWQ7i8Tgjl+gaI5PJUPf3iWe1Wo14PM7pcKqEpNeoWCyipaUF0WgU5XIZRqMRqVQKJpMJiUSCu8RfeOEFXL58GQaDAWq1Gmtra8xq9Xg82NjYYGbs3t4eenp6cPfuXdjtdl7txuNx3ggolUp4vV4kEgnI5XJm646NjTEZg2pISQ2zWq0wGo3c3b7f+hgK9ad+oR6Hb8GzPYvq6mqcP38eu7u76OnpYZQSfbZMJhPa29sRj8d5q1RTUwOZTMbs0Gg0itbWVpjNZh7c1Wo1lEolPB4PJicnuZ5UKBSipqYGsVgMAHDw4EEMDg5yaxUp36FQiP2mxCEtlUqQK5TQH/0kjC2H0GaRw5YcR2ZrCw6Hg19riUSChoYGJjNQcQFhg5aWluD1evHkk08ikUjgzp07EAqFaGpqws7ODj/oplIpbG9vs1WmpaUFOp0Of/VXf4Wvf/3rOH/+PGpra/HDH/4QX/rSl5DL5TA8PIxPfepT+Nu//Vu89NJLEAgED9bdH/DzYKD8gB9SSgwGA/x+P6fnaKCklR3VjMlkMjz66KP45je/iZqaGnR0dLCP8gtf+ALm5uYgk8nwla98BXq9Hr/+67+OxcVFlEolrK+vI5lMora2FqVSiZ+4KXn5gx/8gGHA3d3d8Pv9kMvlmJubg1wux8GDB6HVajmd/Md//Md45JFHuFlGJpPdU0kchzG+Z+fAQfrG30I8f4E9TQqFAk6nk9WcdDqNVCrFg65KpUIgEMD8/Dzq6uqws7PDgxqFbghOTQMm9Q0fPXoUb7zxBrdmdHR0sCrmdru5Co3aYmZmZtirefPmTSiVSrS3t8Nms7HKRYnXbDbLoZbOzk4OqUxPTyOfz7OPyeVyYWVlBel0GhqNhldVVAWZSqXQ1tbG4OOpqSlsbGxwB7tQKITH44FUKmWFt6WlBclkEolEguviKEVOqqlYLMbq6ipqa2v566G2GfKUkdePFE6VSgWDwQCLxYLR0VG0tLQgnU7ze8/j8aBYLLLqRsOhTCZDU1MT/H4/B2reX0lIwR0axMjLms/nOcxDQHl6WNjb24NOp+MHFKrxi8fjDAqnATidTnN4I5vNQiKRsFrW2tqKQqGAaDTKMHdC5ry/opK8thRIogcbgUCAzs5O+P1+APcQN8ViEQcPHsTNmzehUqkQCoW4mi6TyQAA35AJ9UIWBBreiIigUChQVVWF3d1dALjPx9fc3Iy9vT2Ew2GYzWZuJyFlktbX4+PjDDCnBwrqdKevhQZF+rmlUilMT09zM1NDQwO/dlKpFD09PVhYWOBNBtUeKhQKvPTSSxgaGsLKygpD0+nvNJlMiMViHDqjkF2xWOQub/o6MpkM6urqOCwilUpx4MAB3LlzB3q9/h4iq1RCOp1GdXU19Ho9XC4Xtra2kEgkUFNTg/n5eeh0OjQ0NPAD8vb2NpLJJFcN0vqdlFYa7OPxONbW1qBUKlktTSQS6Ovrw/T09D1LQzwBceeTSEvN2I8swpoYh1wm5fd2Lpfj0B49JK6srKCmpgaFQoFZo+RBJBD59PQ0813pQSQej0Mmk8FoNPIwT5xZClA+9NBDmJiYQDqd0doMFAABAABJREFURjAYZAbq9vY2jEYjgsEgo6hSqRR/5u6t7j/NamuPeAO/fbKO26kuXbqEw4cPI5vNMheVCAq0QSAU1ODgIHZ3d/Hoo48CABciUOc4hYVou7C5uYmjR49iZGQEpVIJn//85zE5OYnFxUWIxWIcO3YMo6OjeO655/DKK6/g5ZdfZtA/2RgenA/eebDy/oAf8tLRUyb5KAGwn4qaFMgH5PP5UFVVBbVazTV5LpcLkUgEWq0WP/3pT9HV1QWNRoPLly8jEonwIBqNRnHr1i3m8nV0dGBwcBDz8/PY3d1FW1sbXn75ZXzxi1/Eb/7mb2J4eJhX3leuXEFvby+USiV+/OMfo6enByKRCB6Ph9tt9vf3sZAsQ6D7BfZG19CHneUrkEgk6O7uZt5kqVRCLpeD2WzG/v4+AoEADwVdXV3I5XIQi8Xo7e3F2NgYczcHBgZw7tw5GAwGhEIhxsQYDAZsbm7CYrGgWCzCbDbzWn1gYIBT39XV1bh9+zauX7+OqqoqPPfcc/jOd76DF198EfF4HDqdjuHaUqkUNpuNV/ahUAhGoxGRSAQTExMMt06lUmhoaOC146c//WlcuXIFkUgEmUwGSqUSer0eHo8HpVIJgUAAuVwOP/zhDwEAJpMJNTU17Pciz6PRaMT+/j7W19fR2trKa0q6udLqjhS87e3t+zx0tD4l9Y3wPxsbG6iqqkKhUIDdbucwE7EwiUdK/cB0wyOv2vb2NsbHxyEQCODxeLC/v88+KolEgkceeQSDg4PMuUun06z+USqcBrympiZG7FBa2Gq1wm63s6+SqgSpJpHg0pQYNplMjGpJpVKsTlFIjWotq6qq0NbWhmvXrrFv9cCBAxgeHuafKwVOHA4Hdnd3cebMGVy4cAHvvfcevy5ra2uQyWSciKauevJv6nQ69Pb24tVXX0WxWITL5WJFrLm5GZVKhYcAArDTZsJsNrMHeG9vD6VSiZtKqGuZUDv0wEDeU6lUiu3tba7/o6aj27dv3/cQQUB5u92O1tZWnD9/HqOjo5BIJNy3Tn/m7u4uvvGNbzCc2mg0Qq/XY2NjA1KpFJubmygWiwx8p/cMcUBdLhcCgQDa29u56Wl3d5cZkYRGslgsjMMidigF7gAgmUxyn7rRaOQayfn5eX7/qVQqHp7X1tbQ19fHPlOr1QqpVMq1o7W1tZibm4PBYGB7Tk1NDTweD0KhUdj+XtG2N3iZqEAViZOTkxgZGYHb7YbT6eTBkPzju7u7aG9vZxVxaWkJfX19CIVCEIlEHKSiHu1sNouhoSFIpVLGiJnNZrjdbgSDQVaMyQ5QXV2NcDjMDWkE0afP1t7eHiTOXzA1ASC6r+JQ1dTUFL7whS9gf38fOp0O4XAY7733HvR6PfvEqVpVKpWio6MDKpUKly9fhkwmw/Hjxxn1tb29DY/Hw4OkSqWCTqfDlStX8OSTT+K///f/Dp/Px5XC169fh1gsZsQcnWQy+UCd/ICfBwPlB/xYrVbMz88zHoOA3GTYpmTr1NQUpFIpLBYLrly5gu7ubh5qTp8+jXQ6jcnJSVZGenp68LOf/QwymQwbGxs4evQoA40feeQRmEwmfPWrX8Xq6ipaWlqgVqshEAhw+vRpfP3rX8eJEycwMjICvV7PF7Te3l5UKhWcPXuW187lchn19fWszsViMdRa9zFXqfDKSBBbwcGDBwGAQw2Unqb6QYVCgYaGBk5GE6KCWlSOHTsGhUKB733ve8wI3N7evm+40Gg0uHPnDiclKflLwSJSC9955x2Uy2UcO3YMc3NzeOWVV7jbVy6X82tCagSB2gmCvL29jWg0yky7jY0NmM1mXgsCgN/vR7FYRFtbG4rFIlczUoiBFAyxWAyHw4G6ujpOLUciEYRCITQ0NLC/iWoNY7EYr/+MRiNCoRA3vhBKqa6ujr1kra2tCIfDSCQS99U31tTUQCqVcgKYUqOLi4uor69He3s7dnd3mQNKbTfkk1WpVIxnocAJrcCsVitu374NoVDIHl36mQJgnA4NrOvr67xe3draAnDPV0VVfzQMyuVyJJNJDlvRepXed1QGQD7SbDaLubk5VFdXcx+5QCDghO7m5iYEAgGWlpZw8OBBWK1WXLx4kesMqXruzTff5EFkc3MTwWCQfZwKhQJGoxEymQzJZJLRV8Qi1Ol0EIlE2NjYwPb2NhobG7nXmaDptbW1kEgkqK2tRTAY5AGRgOM0gNHng9pwqA2JavBsNhsPeVKpFC6XC3a7HWNjYxywKBaLnNCnFTgRGCwWCxYWFrCwsMCIKlLMaUigVevW1hYaGxuxubnJzTSlUglut/s+UL5UKuUkd7FYRFNTE4aGhjjEZLVakUwm8fLLL2NiYoKHxq2tLa7ApAGYOuHJ7hAMBjmYJRAIUFtby/3a9B5fWVlBMpnkr29/f5+B+BSqqampwfXr19Hd3c2+WrLAkL1AJBLBZrPh6tWrqKqq4sakVCqFI0eOMFopm82ira2NH7zMZjOuXLmCuro66PV6/rXZ2Vn09vbi7NmzuH37NiOVNBoNwuEw6uvrEQgE2JO+v7/P1o39/X3Mzc2hXC6zv1aj0aBUKrHl5MiRI7gYkcKPCgABgApaLXJexe/v72NqagrHjx/nB9RPfOITiMVifM0hpi1ZFQDgoYceglQqxeXLl7G/v4/q6moYjUaEw2GYTCa+NgP3fNOvvfYavvjFL+IrX/kK/uIv/gK3bt1i5Tafz/P758Ei9cNxHqy8PwSHVnPlchlLS0s4ffo0tre3ce7cOej1erjdbkQiEbz99tuceP7MZz6DixcvYmNjA8899xyWlpawvLwMuVyOj3/84/jJT36CCxcu4N/9u3+HoaEhjI6O4uTJk2hvb4ff72dvEj1d00q2pqYGY2NjMBgMmJub4+HF4/FgYGAA3/72t1FTUwOTyYRLly6hoaEBzz//PDKZDN58800olUrkd4oIadowvZmHcT8N6dJl7O+V4Xa7MTQ0BI/HA7FYDJfLBbVazWtEWn9SmwklUnd3d/Hcc89BKBTinXfeQSAQ4J7vTCYDvV6PWCyG3t5ezM7OIpPJYGtrixOPNpuNvwej0Yi7d+/i4YcfRiKRQCKRYD8RrXjW19e5+cZsNmNvb4/9TqRYkvmehoJTp07h0qVL6OrqwsDAAF599VVEo1FWTmh402g0iMfjDKSnxDgNIXt7e4hGo9BoNOjp6eFWEFINdDodJ1cpeV5dXc1hFuLi6XQ6bG9vY21tDQKBAAcOHGAUCA3GNAjr9XruOib1h5Su9/M8afgdGxu7B33+exsGee8IlUNNL3QTpO+bVCkCTlOKldAwxMCkFhO3241YLIaqqipkMhmuFyR1jR5oqLubBhmqwKMGIWooEolEnGBWKBTI5/Ooq6uDVqtFc3MzdnZ2sLi4iKmpKUYGURWiVCrlwY4SxFT3SCzRdDqNrq4uvP3226zuWSwWBkRPTEywbziVSsHj8aClpQUXLlxgpBKtUzOZDJqbmxnvIxQK2fowNDTEKmJVVRUP0gC409zj8bBSScOt1+vF0tISHA4Ho5XovZXNZvnhzel0Mvi+VCrhIx/5CMbGxrCyssL8xkKhAK1Wy1YUsVgMk8kEj8eDQ4cO4fvf/z7bazY2NqDX61lxJhWausnfj1bq7+/n5DI9LBEaiEIo1EU/MzPDoa1sNouamho4nU6Mjo4in8+jq6uLeY+USieCRDQaZRU5EAhgbGyM3989PT24fv06N01RAI8+OzTAt7a2QqFQYG5ujh8qNjY2mOZw/PhxaLVa3LlzB06nE5/97GextraGK1eu8DW3UqnA6XQyGzgUCiEUCuHIkSMYHR1FJpOB3W7ndjEKVzmdTiiVSthsNty8eRNutxt+v58fhMViMcwWK5ZlXgTyYpgqW+iRRpHbvlcB+eSTT8JqtSIYDOLq1aus7trtdjQ3N/PDwq1bt9h/T8gkgUDADwLLy8sol8v8sEOe0Hw+z9e2TCaDjo4ODA8P4/HHH8fy8jKsVisHxsRiMbxeL5xO54OE9wf8PBgoPyRnfn6ezftqtRpOpxPf//734XA4OKWs1Wpx+/ZtHDlyBFNTU4hGozh69CjK5TI/Ybe0tOBb3/oWq2sul4u5cdPT08hms9xAQhfyRCKBV199Fd3d3YyFoNXnysoK9+tOTk6iuroaDQ0NKJfLMJvNaGxsxDe+8Q1OPmo0GsRiMe4W393dZcBxU1MTPB4Pbty4gYcffhjV1dW4e/cuJicnsbW1xUnLnp4eZjcmEgleI2m1WgYLU+hlY2MDtbW1jM2pr6/H6uoqgHsqISWzDx06hBs3bnDIQC6Xw+FwwO1246233mJoOwAsLCwgnU6jqamJE/hisRg1NTWcRCYeJa0v5+bmGONy/vx59lvRaopCQrFYDDqd7j5kDiXU399cQsEhCiTU1NQwVqVYLCIYDKJQKMDhcDAPk1KypKbG43Fev3V2drIXUSgUwvr3iBrCRxG6aXJyEm1tbZiZmeEQELFHScUmtcdkMjF4WSaTsYpDNYCkcBGoPJvNMgGAgh6kfJLfslKp8PBpNpthNBrh8/mgUCiYdkBtLkKhELW1tQiHw4yfKhQKPGjRIRwLwdqp4o3+TovFglQqxc0eALiDfX9/H5ubm2hvb4fVakUoFGJ8jEgkQkdHB0ZGRmAwGCAQCLhGkyDhNARQqI54oPT/yVMsFAo5CU6cSBru5HI5gsEgUqkULBYLlEolgsEgB2oooCOXyxmQTwNwNpvl12l9fZ2xOgDY9rK/v8+DNmFwqEGFvJpqtRoNDQ0IBALsT6UHS+BeqIvA/FRV+eyzz2JwcBAbGxtcHPD444/jr//6r1kBptedeKoGgwFerxfFYhGBQAAikYjLDEiZpoYx6jyn9alEImHbBYVxIpF7TTednZ1QKBQIBoMwm80QiUTY3NxEf38/QqEQlpeXIRKJeKiJxWJoaGiATqfDe++9h6qqKjQ3NzN9IhqNciViZ2cnBgcHUVNTA4FAgNnZWU7nazQaXrUvLCyguroaHo8HVVVV+OEPf4hjx46hVCqhrq6OPaXr6+v4xCc+wSvwQqGAxcVFdHZ2Yn9/H0ajEQKBgC05y8vLMBqNqKmpwfLyMrq6uiCRSLC3t4fa2lrMz89zRziRLg4cOIBSqYSrV6/C5XLxtoO2NNFoFOvr6+jt7UVdXR3biwKBAJaXl7kcwul0Qq/XY21tjesp6UGPHkYBcHins7MThUIBoVAIp0+fxtraGmpra2G32x+suz8E58FA+SE5sViMMSsEW/7e974Hh8MB4N4K8KmnnsJ//s//GU899RRee+01vPTSS8jlcnjjjTfwyU9+EktLS1haWkJbWxt8Ph/Gx8fxa7/2awgEApiZmUFNTQ2nNEUiERwOB+rr63HhwgX4/X72MZ46dYqfSrPZLGprazkQ4XA4MD4+DqvVCo1Gg5GREczMzHCTztLSEorFIn7lV34FIpEIX/va12AymRjdIpFI8Mwzz+Cdd95BMBjkNanT6UQmk0FTUxN0Oh38fj9UKhUmJyfxxBNPIJVKYXd3F0tLSygUCujt7cXg4CD3ZieTSQ5LqFQqAPf6em02G8PUE4kEe+zK5TK0Wi1aW1tx69YtXvPG43FEIhHs7e2hvr4et2/fRigUgt1uR09PDyYmJrj1hBQlgUDAwY1yuYxnnnkGs7OzjIUivA8AtLW1IZfLcf0aNZ3QIAbcU5kogSkWi9Ha2gqfzweJRMLIl5qaGlQqFU5502qO+JKkIFGlZG1tLZaXlxl8DoCN/cC9oNCxY8fg8Xjw4x//GDKZDCaTiVPJhOShActisdzn73M6nbz6slqtrIBJpVIkk0mucyS2Kd1wKP1KXrNKpYLd3V1GFFFSm3y2ZHXQ6XTMnaRhhG5aFGahP0soFEKtVnMSmEIyhUIBGo2GQykNDQ1YWlridiCbzcYPOkajEU1NTXjjjTdQU1MDsViMubk5bgiitTo1S83Pz8NgMDB7MhQKMb6FQN/EGlxdXUVzczP/Oq11CatDODAAHNAjC0UkEoHRaGQWIKWV0+k038xpAKFBXiaTwWq1IpFIoKmpCW63G2+//TYHt2h93NTUhKmpKWbGulwuZLNZxONxHD9+HIFAANvb26irq2NLRktLC1ZXV3mgSyQSWFlZQWtrKwPLRSIRtra2sL29zUzQWCzG24GDBw9id3cXN2/ehE6ng91ux9zcHE6dOoXFxUW2UHR3d7OHnB6Q37/WJuWcPlPxeBxHjx5FLBbD8PAwpFIpkykaGxs5FEMIL+I7vvDCCyiVStDr9chkMigWi+yZHB0dhVwuR0NDA1KpFNxuNywWC7797W+jqakJsVgM9fX12NzcxIEDBzA7OwupVAqDwYCpqSl0dnYiGAxyE5TdbkcgEIDT6URnZyeGhoaQTqfR2dmJI0eOYGJiAsFgEI2NjbDZbNDpdHjttddgNBrR2NiIiYkJPP300/jZz36G+vp6bviqqqrC1tYW6urq0NraikqlgsXFRVgsFtTV1SEWi6GjowMCgQBqtRqhUAg2m41h9oVCgf2WRCIQCASYmZlh9JLT6UQkEkE8HudrF20M6DMdiUTwmc98BufOncNv//Zv48c//jF+53d+B5VKBTU1Nf/k99kH5/+382Cg/BAdMpeHw2GcPn0a3/3ud7khJhKJoFKpoLq6Gl/72tfwqU99ii8WBw4cQCwWw+zsLAYGBrC5uYmWlhb89V//Nerr69HR0cHJTupc/p//83+ivb0ddXV1mJqaQmNjI27cuAGbzYadnR00NzfD4/Ggo6MDv/7rv47Gxkb09/djYmICRqMRKysrEAqF6OjogFwux8rKCnZ3d3Hq1Cn2BC0uLiIQCODAgQOQSCSYm5tDXV0d9/cmk0m0tLQwRiSbzUKn00GtVqNcLuPGjRtQKpUwm804fvw4Xn31VYZoU6VfKpWC1+vlZhhS/O7cucPJTgqjEETZ6/Uy244M/zKZDLlcDm63mwMxNPQkEglez9PP5tq1a+wBkkgk8Hg87NtcW1uD3W7H+Pg4GhoaeA1HLTRarRYLCwsAgPr6enR2dsLn82F9fZ3DTTKZDI2NjVheXoZYLEZnZycikQg2Nzexvr7Ofim3281AdIfDgbm5OVYjq6qqEI1GYbPZePigAXh/fx8mkwnBYJCbmjo6OlAsFtmv29XVxa9DLBaD0WiEVqvFysoKI6vo5qNSqXD8+HHkcjlcv34dUqmUm06o6m5/f/+ev61Ywl7zGchq2rC7MY/d8bOQy+6t2Pf29jgYAtyrbyS8DXllVSrVPcB3aguawx+HrKYNxdAscrdfhUQs4oGRWI7UN05+WlKoaSAmZdTj8SAcDrOqSD3g0WiUh2CHw8FqYqFQgFAo5ArNmpoaTjEvLi7C4/FAq9Xi+vXr+I//8T/izp07CAQCiEQi2N7ehtPpxMDAAEZGRpDP56HRaHgQJfh3KpWC0WjksNr7we3EvRQKhXj22WcxPj6O2dlZHtBFIhEP1yaTCXNzc9y3Tl3eHo8Hc3NzyGQyOHDgALa2tji88/GPfxzvvPMOkskkJ4cjkQi6urp4QI9GowwZb2tr4zU6NSqJxWK43W74fD6Gcff29kIgEODWrVuoqalhe0pTUxMHDLe3t3Hr1i2oVCoehul1p5UzsWSrq6sBgP14jz32GCeoy+UyfD4fjh8/DplMxkMgwbmp3choNDLiiKgA8Xgcra2tiMViUKlUeOSRR3DlyhV+gCTrEBEHDh06hImJCfbzEs7KZDIxpqu/vx/Nzc0YHByE1+vFuXPnIJVKodfr8dRTT0EkEuG9995DJBJBd3c3lpaW+OcUj8fhdrsRj8fR3NwMuVzO9hkKMdK1xOFwQCwWY2trC6FQCFNTU3j88ccZl7S8vIxUKgW9Xs+MY7LlxGIxZgPrdDrGoNntdmQyGVy8eBFmsxlVVVWMGMvlcrw1o+E4lUphZ2eHGaBkPSEb0JkzZzA4OIh/+2//7QN18kNyHgyUH6JD0NpsNoszZ87ge9/7HpRKJVKpFNrb23H9+nVGtEgkEmxubuL48eO4ffs2X2ipASQSiXCI4syZM5BKpRgcHEQymYTdbkc6nebEcHV1NWpqahAOh2G322EwGPD666+zQf327dvY39/HkSNH8JnPfAbZbBbvvPMOcrkcXn75Zbz55ptYXFxETU0NPvGJT+D8+fPw+/0YGBjA0NAQ1Go1XC4Xvvvd76K/v5+ryiKRCCYnJ/HpT38aa2trWF5exszMDGQyGfr6+jitvLy8zEy9TCaDqakpnDhxAoFAgH2KOzs7DL/OZDK8rvT5fHwjom5sjUbDCeChoaH7UB+03tPr9cjn89DpdHjyySfx85//HAcPHsTCwgIWFxehVquxu7vLyl9tbS08Hg86Oztx8eJFDgdQKvbXfu3XcOHCBYRCIVYMSW0jZIxQKITRaOShgTp/c7kcvF4vlEolD3zkJdve3uZEd7FY5HU0gbVJQbp58yby+Tyv2evq6jA7O8tVgtlsFm63G+Fw+B7cWankJhKbzcYJ+qmpKZhMJjgcDlZwqIseuAfkj0ajrBYR2JpW76FQCGh/AtLe59/XY/1TCGfPcRsIhVLIg7Wzs8PYGRoSS6USlAdf4EYTwlOV7r7OAYfq6moUCgVWz0kR3NnZgcPh4NU1/b73K0nvvvsur6ype7hSqbDfkmrsaFgNh8O8XXA4HLwypZpOmUwGt9vNYZNwOMwhHvJfUlqWBt1cLgelUol0Og2pVIpDhw7h1q1byGQy6O7uRjqdht/vZ28grf23t7dhs9ng8XhQU1OD3d1dRCIRrK+vQ6VScXVnfX09RkdHsbW1xUQJi8XCXkcKs1VXV2NpaQktLS3Y2trC5z//ebzxxhucUifl0e12QyKRsOXC7/fD6XTioYcewtTUFJaWlrilqrW1FZFIhAd3m82GRCLBX4dWq0UoFGKv6fLyMg+VhOGhAIvVaoXZbMbi4iKeeeYZRlgRzLuvr48H9ng8jr29PcTjcX7NKNlMNZUvvPACnE4nfvSjH0Eul+PMmTPY2dlhCwkF8N544w1otVqGyGcyGVgsFni9XiSTSQ4JkvJ6/Phx+Hw+bG1tsWebHv4ymQw3WOVyOayuruKFF17A+Pg4VlZWUFtbi/b2dm7dqa2thU6nQyQS4Ydw8i+nUimYzWZYrVZcvnyZrRkA2B+7tbWFRx99FBsbG0yPiEQimJ6ehlQqZZQbqY8Udksmk2htbWV/sUajYVyRRCLhNXcqlUIgEGAgPVlRaIvjdruhVCpRVVWF3/3d330wUH5IzoOB8kN2JicnEQ6H0dzcjKtXr6JUKiGZTMJgMKBSqeD27ds4ePAg3nrrLQwMDOD27dvMkyNFa2BgAO3t7bh06RJWV1fZm0SoGIPBAKPRiBdeeAHf/e53UV1djQsXLjCCRiwW4/Dhw9ja2sKFCxe4do6eeinRrdFo4PP50NbWhqeffhqvvfYastksXnrpJTQ3N+O//bf/xh5LujjV19fjhRdegN/vZ+9bNptFQ0MD+vv7odPp8OMf/5jDMvF4nI35lKotFAoYGBjA2NgYDzN6vR4mkwl+v58DDevr66ivr4fZbMbs7CyHKKqrqxGJRBgV0tPTg2Qyib6+PgZpX716lT1alJwUCASorq6GTCbjCyqphcRxSyaT6O7uZjxGdXU1Jx9nZmaQSqXgcDhQqVT4Bkk1k7RSo5t+MpnE6dOnUalUMDIygs7OTlQqFcYrEWoqm80CAKsr1OCyu7uLVCoFp9OJSqXCPEqXy4V8Ps8pWbVazUM3rYBpyKYEL7UCGY1GNDc3w26348qVK9jc3OQbGCmfpEx4PB4olUrE43FIpVIoFAokk0kUD/86JK5Ofs8XAxOQ3fwmq6dEPKC0KLX7iMViaLVaHDhwAOPj48gd/Bwkzl/8OaLYEvJv/TGqq6vZC0kDqEwmQyQSYTsEoXqi0SisViuzSaVSKR5++GGMj49jY2MDFosFPp8PHR0dHGqhNb3L5WJgNqnBVVVVXC1ZLBaxs7PDyt3i4iL7XquqqhAMBllBp9T+3t4eBx5kMhnq6+uxsbHBvlT6GZKqpVKpuN2nq6sLwWCQm5lGR0exv7+PAwcOwOfzcRKdkvFarRbFYhHd3d0cACHfLvWZG41GJgNYLBZukLp16xYKhQKH6DweDzY3N/n6Qtccv9/P/Neenh4MDQ1xYEypVGJpaQn5fJ6HcPpsdHR0IBqNYmVlBS0tLbh8+TIHOIxGI5xOJ9bW1qDRaGCz2RhDRb3WxPkk3i2pjBTe2t/f53W5xWKBRqPBqVOn8Morr+DkyZPQ6XQM8aZAl9lsZr/q5uYmI3NEIhH+63/9r/jpT38KlUqFhYUFVuVoeK+ursZjjz2G9957j3u6BQIBnnvuObz11lsYHh5GW1sb2traYLfb8ad/+qd48skn+etoamrCgQMHGKJPHe+XL19mJufCwgJbRFpaWnD37l1mgDY2NiKXy8FisSAUCqG9vZ03PbQRyeVy6Ojo4OpUuuYB94oK7t69yzQGQhbRdYo+Z/T3Ey84Fosx2YIwT7u7u9ivALqjn4Tc2YbPPHoI//axNohFv0AcPTgfzPNgoPyQnXg8jsnJSUilUqysrHAaeGNjAysrK+jq6sLCwgJfaHp6epDP57lpwu12Q6FQwOfzMQ6kpqbmPrWJ1iiUKif0jc1mYzZlJpPBtWvX0NPTg7fffhtHjhzB+vo67HY7Iy0oFLS6uorJyUk0NjZid3cX/f39SCQSeP3117kWkvxtfr8fjY2NyGQy2N3dRX19PW7evMnBn+npafYnOhwOzM/Pw+FwwOl0Mqro3LlzjF8ZGhqCzWbjYY46f2dnZ3llWS6XkUgkWKGkVZTf78dDDz2EcrmMdDrN1XRisRiRSISHzEKhgNnZWb6BAkBHRwcaGhr46XtkZIQtCZVKBRKJBA6Hg311S0tLrJzt7e0BuOfr6uzsZEj7/Pw8qquruZpuYmICfX198Hg8WFpawuLiIv71v/7X+Ju/+RtEo1HIZDJer4tEIgSDQTQ3N0MikeDpp5/GxsYGbty4gVgsBr1ez6+PXq/H+vo6KxF2ux0bGxsAwKBzGlbp5qxUKrnqTyKRsLpAA0qxWERdXR0r6DRokIdVoVAgFArdW2n3PIfdpkcYK1UcfQ3i+QvMutzc3ERfXx83QFEwant7m/1xOzs70Bz5BIRdz/LPVblyGcLZd1EsFpnpKhaLuZ2HEsFisRjb29vM/DSbzcwsDYfDcLlcDFun9hHCo0QiER7kCOlDzTSRSAQKhYLX3jSQkIWC6ul0Oh03O21ubnIVKT0I0Pe4v7/PwTmqUH300UehUChw69Yt6PV6zM3N8frRaDQin8/j8OHDqFQqXDdK4GmHwwGFQgHgXh2nSCSC1Wq9L0Uvl8tRW1vLaWzyZq6urrK/8P2pXPKcxmIxlEol/p7UajUaGxsxNTXFHdk2mw1KpZJLFsxmM1ZWVuB2u7m5qra2FolEAq2trdja2sKlS5e4GrKurg6hUAgmk4npFDs7O9xSZTabuR6QqhwphV8sFmGz2eD3+1lpnpmZYYTVSy+9hOnpaR78DQYDr+Lpera4uMiDv8vlwvDwMDo7OzE5OQmtVouOjg7E43GGfisUCvT29uLGjRvI5XJoamrCs88+i5/85Cf8nmxqaoLZbMYrr7wCsViMvr4+iMViTExMoLGxEYcPH8Z7772HeDyO559/HqlUClKplENdxNc0mUwc2iJeZTKZRKFQwOHDhzE7O4tHHnkEo6OjePrppzE1NYW2tjZmgJK9gGpvf/mQnYBoAzRWvH+82NnZQTQaZeg/NVnl83kkk0nk83mu9pQeeI6h6wIA//pMI37n9IPKxQ/6eTBQfgjPtWvXkEwmEYvF2GsXiUSgVCp5tUk9w9vb2zhy5AikUinfJLa3t3Hw4EEYDAaMjIywX2xmZoarzx5//HEEg0G0tLTg5s2bMBgMWFxchNlsxqc+9Sm8/fbbaGlpQTweR6FQwOjoKHK5HPP9AOBzn/scBgcHsbW1herqahw7dgzvvPMODxTAvRVobW0tr4fGxsZw9OhROBwOHuIcDge+8Y1voKGhgc3j1LZx7do1tLW1IZvNwmazQSAQ8IC7traGSCQCt9uNSqXC7SLT09MwmUzcNEO1hnV1dezJoppDYutRTSKtzigJ29TUhMXFRVYyyEtHTTQ0dFEjB7EvVSoV9/zSDYqCRcSGdLvdcDgc0Ol0uHXrFuLxOFQqFXPZpqamoNVqUVtbi6NHj7JqRqv49fV1iMViRKNR1NXV3ddn/NGPfhSTk5O8liVVigJKu7u7yOVyjJ0hYDsA5HI5Di9REw/hkuLxODQaDRobG3Ho0CF885vf5BaYvb09biURiUTc02wymaDT6TAzMwMAMJhMiBi6UDHVoxJdxgFZFNvZDH8tg4ODEIvFvPqMxWLcyU1DsMVigUyhhGbg44hWVJBlQuiRxXD3zgjMZjN8Ph+rR6VSiS0K9IBBHrf3txKtrKxgYGAAnZ2dOHv2LCYmJiAWi6FUKlEulyEUChnc/n6v6/Hjx5HP51m9pDR4LBZja0U0GsXq6ip7lOlnUVVVxUgq6p2nBDx9nbT6b21tZW8fcC9IJZPJYLPZGJ3lcDjY2kAbgNraWsbkyOVyfqgkJVKpVMLhcLCq/dJLL+H8+fPY29vjxDi1BhmNRrS3t0Or1cLv9yORSEAkErHnj4DvOp2OV/CU3P7Zz34Gs9nMLE2ydnR3d3PVoMlkQlNTE1ZWVrC5uYlAIICjR48in89zS1dtbS1/xk+ePIlvfetbMJvNvJYFgM9//vN47bXXeAtAdZ0Gg4GRRKFQCB0dHXA4HKitrYVIJEJzczO++93vste7rq6OB0tishqNRlb1u7q6MDIyArvdzvBx8nMvLCxAKBTiP/2n/4Tf/u3fRkNDA2pra9nmQFD2pqYmyOVyDA4Owmaz4bHHHsPMzAx2d3cZ33Pz5k382Z/9GSYmJlhQKBaLmJiYgN1uh0ql4tpFCkmtrKwwqcHj8SASieDAgQNYW1tDTU0NRCIRP3jY7XYeLn/5pNNpfhD93znUWb+1tYV4PI50Os0+ZPJ8yp/491DU9vB/c8xrwg8+f+h//yb54Pz/5TwYKD+EJx6P44c//CEymQxCoRA2NzeRyWSwt7fHJnJS7dbW1hj+S14h8gHu7u7ivffew8GDBxmpMTU1haqqKrz44ou4du0aD3AKhQJ+vx8KhQLj4+M4dOgQp6+vXbuG2tpaKJVKnD9/HgMDAwgEAozAKBaL7HNKpVIMMT99+jQSiQS+/vWvQygU4gtf+AJef/113LlzByaTCWfOnMHPf/5zbmYpFotYXV1FfX09J7yXlpZw8uRJzMzMsFJAPDxSbnZ3d5lBmE6nodVq+X+TspTJZBicTV6ptrY2rKyswGAw4NChQ4ztoDQxGc4pTfx+eDQN23SxpTaj7u5uWCwWqFQq3L59G4VCgZExtbW1yGaziEajDGQ2m83MOdzc3ITBYEBdXR1u374NqVTKSgc19ZCy5nQ6EQwGYTKZsLu7ywl6iUSChYUFRrGQ6kT92dSBDIBbUKLRKHeFk3H+/XDpVCp1n2rZ1dWF6elpiEQiaDQafg0aGhoQDocRDoc5FUoJbXr/kcpjMBig1Wpx+PBhbtyhfvBKpQKv14tMJsNpWrpRHjx4EJOTk8zQo6FFrVYznsrhcHAPeDwe5xt9bW0tK8rlcpkbhuj9YLFYOGhTLBb5NbVYLNxlTn5Gt9vNSWDy4JEtg/x0JpOJe49TqRQ2NjbQ09OD1dVV9v5Suwo12+zt7fHQubq6yv3g9B6gNL/VamUPKOF+3o8aIjVxfn4earUaNpsNLpcL165d44CaTqfjnx/hdAqFAjo6OqBUKjnYIpfLkc/n4Xa7WanUaDTQaDRYWVnhB1x62DQYDAiHw+wtpC50Ih54vV5UVVXh2rVrrDASr7BcLkOj0fBnJhgM4tSpU1wm0NbWhmAweF+ILBqNQiQSweVyYXZ2FlVVVfxQS8xE8pIuLCwwJJ76zQ8cOACNRoOjR49ibm4OExMT/PmhzytdX4gLPDMzA5FIhPr6eoyMjKC7u5s9wi0tLWhoaMCPfvQj5qB2d3fj2rVrKBaL6Onpgdls5prcSCSCU6dOYWNjA3Nzczh9+jRcLhfeffddaDQanDx5Ej//+c/xm7/5m9jY2MDk5CQeeughzM/PY3x8HF/60pcgl8tx7tw5PPnkk0ilUhAKhZibm4PT6YTNZkM2m8UzzzyDqakptLe38zA5NTWFlpaWf5T/mMlkEA6HYTAY2IICgFtx6D1ID0XkVac2NKoXTSaTTDjY399HpfVxLMkbGbv+QKH8cJwHA+WH9PzgBz/A+fPn4fP5EA6HOe3qcrlQVVXFN3OJRIJsNguHw8F4G6oAjMfjOH/+PB555BEsLS1BLpfD7/cjEAjA4/HA4/EgGAyyp87pdOLixYtQKpWwWCw4ffo0VwfShd3lcuHLX/4y1Go1HnnkEWQyGVy6dAlKpRJHjhzhhomRkRFYLBYcO3YMt27dwuzsLCtzb7zxBjQaDbq6uvDEE0/A5/Ph2rVr7LHM5XIIBoOsvNBARI0bFy5cYFZcJpNhtaNSqcDtdjPMm8z6+XyewfG0Hs/n8/etRYnhJxaLWYWsqqpCLBZDY2MjmpqacPv2bdjtdiSTSXR2dsLr9eK9995jHA8NsbQSisViUCqVvPLX6/UMRg4Gg/B6vWhsbGQ1xmg0Ymdnh6sXJycnIZFImHVIDwk0aJbLZVapiI1XVVWFtbU1NDc3IxAIwGQyceOIxWJBIpHgphStVot0Oo1isYhIJMJBoZ2dHe5UTyQSsFgsaGtrw/b2NsLhMGZmZnj9T6rG7u4uw62py5paPnZ3d9HT04ONjY37OryXl5f5NRaLxffZAfr7++H3+7Gzs8P4JqrVI5wVBcuoQtLhcMBoNHJanNZzZOegbnNqF8lkMujt7eU/m/iLhNt5/7Asl8u5geb9QycplcViEe3t7VhZWWE+5yc+8QnMz89jdXUVmUwGEomEh3z6ugkeTxB3jUbDndjb29uoqanhr0Gn02FzcxPZbBZVVVXsWywWi5z4pocLo9HID0KUjDcajez1JJ9jdXU1SqUStre3eTjr6+vjz0okEkE6nUZjYyNKpRKuX7/OeC2C1ufzeTQ2NvJnFAB/PpuamrC1tQWxWIxyucxr63Q6DavVCp/PB6lUyp3o8XicVWGPx4N0Oo3Dhw/D7/cjFovBZDIxDkokErEHNp1O3/ceJbWW3lME/bdareju7sbs7CzK5TIymQx+8zd/E3t7e7h+/Tr8fj8XETQ0NMBoNGJhYQG5XI5fZ5fLhYGBAVy4cAFzc3P8vuzv78fk5CSrc0888QTK5TJmZmYwODiIX/mVX8G3vvUteDwePPLII2yJsFgsiMVi+NKXvoQ/+ZM/gUQiwUsvvYTh4WHs7+/j4x//OL7//e+jv7+fm4soJe92u3H69Gmsrq5ia2sLnZ2dsNls+OY3v4n6+nrYbDYUCgW88MILGB0dRU1NDSO15ufn0dDQwMNlLpdDMpnE9vY2bzGo/IAefmhzI5VKmaIhlUqhVqsZQVYoFODz+ZgQQdcjeujU6/Vo6+jE9+5sYmQ1iX6PAf/qZP0DD+WH4DwYKD+kJ7QRxunf/mOkZWYUQ7PAzDnodVrI5XIelOjGT6ihzs5OXr0KhUK0tLTg3XffRU9PD1ZWVrgyzGq14urVq2htbYVAIEAmk0FjYyN+9rOfwWKxcCfx6uoqjEYjlpeX8dhjjyESicBsNqO/vx9//ud/zk0oTz75JLPy6MYIAC0tLZiZmUEoFOK2iePHj+P1119HU1MTQqEQvvjFL0Kj0WBsbAxvvfUWjh49ivn5eaytraGlpQXpdBoHDhzg3nIylS8tLWE1sIZ0zWFIHS3Y3ZjD1uBPIBIKmJlJMHK6mZNXlIYHvV6PdDrNPsK1tTVUKhX2mu3t7cHv96OnpwcLCwvMWySgr06nw8TEBGw2G/b399HS0sLD3uXLl+Hz+SAWi6HX65kTV1NTgzfeeIPVFOLXESicKszK5TI6Ozvx85//nIeZvb09mEwm9uP19PRgamqK6/1oEDebzRyIIEwMhVoqlQpDkKenp7G5uclVdJRup0RroVCASqWCXC7ntejOzg4CgQAUCgWmp6cZOC2RSNhOQIdWzjU1NdjZ2YHZbMbdu3fhcrkglUoRDod50KYqzlKpxGl1AkkTe3R3d/e+FDsxPCuVyn2eLpVKBaVSyfWN1EBEDMdwOMw+Rqq7lMlksFgs2NzcZOXWbDYjHo/Dbrdja2sLyWQSDoeD6xKJQ6pUKrmjmWoVDQYDlwaUy2UehI8cOYJKpXJfY08gEGAWISmge3t7vOKtVCr8IOT1ejE+Po5SqQSDwYB4PM5DMlk4qF6RVFPabCiVyvtwPu3t7bhx4wZ78np6ehCPx7nCs7e3FwAYd+Pz+RAKhRii7nA4cPv2ba7yo6rYuro6HjisVivi8ThCoRC0Wi02NzfZB+73+zk8Q7Wl9P5ubm4GACwtLaG6uhqJRIK5pE6nE/l8ngdQo9HIdgHygQuFQlaEh4aGsLu7i3g8jo6ODrhcLrz11ltoampCNpvlJhu3240vf/nLuH37Nu7evYvq6mpsbm5ibm4OLpcLx44dw7lz52C32/nBgtBBRD745Cc/CaFQiLfeeguLi4tcf0oNTNTgJBAI0NDQAJVKxUovQfpTqRQ+//nPY25ujitLlUol7ty5g3/zb/4Nrly5guHhYXR1dSEcDjN+x+l0orm5GXfu3EE8HkddXR2ny1dXV7ltSC6Xw+fzoba2lrc2VAZA1wCdToeFhQVGOb1fwSSwPVUBEzKIVv1bW1tseTGbzTCZTEgmk2hubkY+n0dbWxvXqT44H67zYKD8kJ4/v7SEP70wz0iU/K2/g2zpEkwmE3dSE9/MarUil8sx5oPQMFarFTdu3ODgDoUqKN1K4QGPx4O7d+/yYJLJZHilKJPJ+Gn/6aef5gujz+fDk08+iXA4jLGxMdTV1fHTbjgcxuTkJPr6+nhd0t/fj5/85CewWCz34VsMBgOee+45zM3NQSAQYH5+HtFolJ+SlUolnnjiCU5lG41GxONxJJNJxK39KDadeR9+5hWoAzfY7yYWizkUROGX8+fPw+l0wmKxsL9MIBBgamqKm0sodS6TyRCNRpFOp6HRaKDX69Ha2spduuFwGL29vRCJRNjd3cX8/Dz6+voQCASwtbXF/jPyEC4sLPD3H41GOdxCOBm9Xo/29na2ONDqPZfLMZcwkUiwF46wQRSUeOGFF/Dqq69CIBCwZ7Kqqoq9U6urqzysicViXuvTIEKBCUpokpJGbSjXrl1jOwJVJyYSCXi9XmSzWaYRUBNJPp/n3/d+vylxKcnmQL63ra0tWK1WhqmTV/fUqVN47733ONyh0+nQ1dXFgTJSbaLRKIB7yW5aZVutVm5aorAB8QeJ7be5uckJc2pwIauBTqdDIpFg5ZOCXtQDHolEUCqVeIgJhUIchCgWi5x4J2YgqYTUHtPa2oqlpSVegR84cIDT4eVyGa2trcjn87hz5w7/3LLZLFd/0s+M3vOkypGiJBQKsba2xu8XrVbL7TIulwt9fX2Ix+MYGhrinycVKxBjlVA+1LZDD2czMzMc2spms6ivr+fktkwmQ39/P6ampriZKRqNsheSkEK0OiaPsdPpRDgcRmtrK7dukVpWqVS4htBqtXIjltFoxKlTpxAKheDxeNDd3Y3JyUnMzs5y2wspx0qlEsvLy/xeoI2G1+tFW1sbrl+/DpvNhtbWVszMzGB1dRV1dXVQKpWM5NFoNFxLSIUIsViMm8Xa29vR0NCAixcvMsR+Y2MDVquVh62FhQVIJBI899xzmJiYYLqGx+NBMpmE0Wjk69f4+Di3RA0MDPBanzZTbW1t+Lu/+zu88MILmJmZ4YpIeh/u7OygsbGRB8q5uTk0NTUx9sdkMjEaizYES0tLXAdKsHN6WCwUCojH4wgEAgCAqqoq3n6kUinYbDYOa66vr3NzTzabhdfr/T9w93xw/qnOg4HyQ3pe+tYt3FiO8z/LUn40bZyHRqOBTCaDSqViRAelGufn51llUSqVvCoklh7dtN7faSwQCFAqlTjdefv2be5UbmxsRDQa5Rv5/v4+3G43Tp48iStXriCbzaKtrQ3r6+tYX1/HxsYGPvaxj2FhYYE9ShsbG9DpdGhubkYikcBrr72G//Jf/gtee+01HDx4EN/+9rfhcDjw0ksvIR6P44033oBKpUJNTQ3eeecdzMzM4ODBg+jr64Pf70dTUxMCgQDUajXOFRuQkJj5NRJGF9EQOgcAnPjc3NyETqfDkSNHkEqlsLm5iWQyyTcIiUTCMF+73Y6lpSUe2qkJhJQnWh+tr69Dq9UyaoNwJKRIUVCI1lFvvvkmjh07xgP8O++8A7/fz2zHcDjMr39jYyOvnUkhI6UpEAjgyJEjuHLlCvMjqaFCIpHg2LFjuHz5MiKRCBwOB8LhMHp6enDlyhW4XC5O8qpUKn7AcLlcvN4nFY7WmwRy39raYrWyra0NyWQS4XAYarWaQwZyuRypVIpDGoRZIS9jJpNhNZOYcysrK9Dr9RAKhZz6dblcEIlEGBoaQltbG6uhsVgMcrmcU7sUXCHbhlgsZn8x8IsUc2dnJ2QyGZRKJVdp3rlzB8A9aHp3dzfu3r3LSiWpxLT2pKHcZDIx0mhjY4PXjjs7O3C5XNBqtfD5fEgkEnA4HIzy6e/vx8zMDLNCSekhRU8ul2N7exuHDh2C3+9Hb28vpqenYTQaMTk5yXw/h8MBuVwOtVrNAwXBowmDRdBqgonPzMywgisWixGPx6FWq2G1WqFQKPhnIxKJkEql0Nraip2dHaTTafzqr/4q9vf3cf36dczMzCCXy6Gurg5ra2v31WkStuiZZ55BqVTCysoKf17y+TzkcjkWFhYYjF5dXY1UKsW8Rep593q9XJXa1NSEhYUFDu4RoJySzVVVVVhZWcGhQ4e4lcXlckEul/PQvbq6ygr9kSNHMDg4iIaGBhQKBaytreHjH/84Njc3oVKp8NZbb6FYLMLr9eILX/gCtre3MTIygsuXL3OinR5CyB5DATVS/re2ttDc3Izl5WV+0JPL5ejq6sLdu3eRyWTg8XiYTZpMJjE9PQ2Px4PDhw9zAIke/Lq6ujAxMQGtVotgMMjfv1wux9GjR3H58mU0NDSwN7lQKMBut0Mmk+HGjRtwu93o6uqC0+lET08PI72ovOKXFUIKwRWLRaytrTHJgEKLPp+PSyDUajVaWlqgUCgwMzODzc1NWK1W9Pf3w2KxYGZmBoFAAK2traitrcXKygpUKhWsVus/0d3ywfk/dR4MlB/S8+eXlvDVi4tsWj5pysORmuAPOLXeUIWZRqPhirdjx47B5/MxhiWRSECj0WBjYwNKpZIZhFVVVZBIJIjH4+xTogGwsbERvb29SCaT+P73v4/q6moGOpORXK1W4+zZs/B6vdBqtXzBkUql6OnpwejoKEQiEZ599lluylhbW+PUbG9vL3w+Hwd9qNuZumHtdjsmJiag1+uhVqvR2dmJTCYDm82G1157DWnnEaRdx+69QpUKFCtXIJ4/zz40Yq/t7OwwS6+3txeBQABtbW08RGxtbSEcDgMAJ6VJpSoWi+xplEgkWF9fZx6c2+0GcK9OcXBwEDs7O4hEIrDb7QiHw9BoNGhtbeV1PwUvKLTR2tqKsbExrKyscA2gwWBAIBBgwPT29jYWFhbQ39/P6+hYLMacQjK7E1A7EAiw0kZqHgHuKfmezWaxvr4Or9cLi8XCJAG6yUulUk6tEqeSvGTlcpkDDslkklfHFouF17ZS6b3WGwJaEwP1/aESUkhoFbu+vs5Dq06nQygU4uEjGo3y2lOtVnM9HbXx7O7uYnV1lfvTacCnv4sQNvl8nhVR8uptbm4yM7Gurg4LCwu80t3d3cXa2hqHbWQyGaqqqqDX6+FyuXD37l1WcWjtvb29jRMnTuDq1avsiSWVTy6XM8uQFG0K3VDqm3rqTSYTcrkch5+om1smk2FjYwP19fXQarW4du0aSqUSenp6GFcjl8vZtkCvZ6lUYs8sWTRyuRyrwACYV0p93xT+oz9XrVbD6XSyej86OorFxUW2RGQyGfZtkt2EHk63tra4iWZ3dxdut5tV0FgshnQ6zegzAGy7CQQCKJVK2NnZ4dW92WyGTqeD2WxGc3MzhoaGWOUWiURIp9MQi8VMdaD/lkoEyMv87LPP4uLFi4hGo9jd3cWBAwcAgFf7RKWw2+38fVDjk8fjQSaT4c54atWyWCwQi8UYHx/ngXVgYACjo6PsS5XL5QiHw8xlPHToELNMafVMloGpqSm+dvf09CAcDuPpp5/GxYsXcfDgQWxvb6O2thaRSITxYrRxcDgcaG9vh0AgwN7eHhYWFnD48GEYjUasra1xHSId8rHGYjH2flYqFRgMBrjdbnR2dsLv92NxcRGRSIS91S6XCwCwsLCA5eVlNDY2orGxEfv7+5iZmUFtbS3zXx+cD/d5MFB+SE95bx//470VjKwm0efS4bgxj8aGe1VdOzs70Ol0yGazvDrU6XQwGo2YnZ3F8PAwe7hisRimp6c5cAHcW1kQL6+2thZ2ux2Tk5NcYUY4Igqk0IWTVnVUnVhbW8vrGJvNho6ODly9ehW5XA4PPfQQt1VQCwm1chgMBhQKBfT19eH27dvweDwYHR1FU1MTnn/+efh8PjzxxBP4yle+guXlZcTjcVbGxGIxZmdnsbe3h929Pew3P4qcwgpdOYETph1cvHAeQqGQ4dz0ZE9rcvKn0e+hjuZisYjx8XH2GFZXV6Ourg75fJ5bZoRCISdxAfA6EgAP2UqlkjvC3377bfT390MoFLJiura2BpfLBYfDwV8TcC/EMDMzw33TFLAgJYyGTVobikQiyGQyNDQ0YHh4mNPBtPqkZhoaEMnjSqEpk8nEPb2lUonh+DRQUxhELBZjbW0NCoUCFouFlTAalBwOB44ePYqpqSmsr6+jvb2d8Srv7yinAAv9e6pPLBaLKBaLXANZKBTuIYH+Hj9Ely8KDJw8eRKbm5tYXl5mfyENeVQbmEgk8K/+1b/C6OgoxsbGePgG7ikxVLtpNps5jUreXcLXEK9RIpGgr68P58+fR3t7O69pacUvFouh0+ng8XgQCoXw2GOPYXx8nB8KiJxA6iaFcog3STWQVKWZTCZRXV3NFgGXy4WWlhYMDg5yfzL5LDUaDZRKJSN9qJ+c1sM0SBgMBiiVSmg0GqyurkIkEvH1gxpX6AGBPMW0CaA60+bmZqysrDAgP5lMQqvV8vtOp9PB5/Ph2LFjkEgkGBsbYxU9n8/zME9NKXK5HCKRCO3t7fyeSqfTqK+vv6+HfW5ujqsWq6ur+f1jMpnQ29uLyclJNDQ0MDJHIpFgdXWVe+qdTidu377NloVSqYSPfOQj0Gg02N/f54fsoaEhOBwOnD59GsPDw4xIu3HjBo4cOYKGhgacP3+eKRAbGxv8EN/c3MweWuDeQNrV1QWTyYShoSFe4x88eJAV/2KxiJaWFlQqFbz99ts4fvw416VWV1cjHA7j2WefxZ/92Z/h2WefxcjICE6cOIHFxUV87nOfw1/8xV/g8OHDiMViKBaLcLlcMBqNOHfuHDo6OlBXV4ePfexj/LA1Pz+PlpYWTr4T8H1/fx9ra2tIpVIYGRlBNptFc3MzzGYzDhw4ALFYDL/fj6WlJebZNjQ0oK6ujsM8y8vLvCKnvyObzbJK+cAv+c/nPBgo/5mcSqWCyclJTjJev36dYbkymQw+nw/xeBzV1dV8s5+cnMRjjz2GP/zDP+S6xe3tbSSTSQ63KBQKiEQiBlXv7+8z1/Dxxx9nVloymURtbS1kMhkCgQD29/dx7NgxBv4+9NBDvFKhhojV1VV0d3ejq6sLb731FtxuN1eAEdvyy1/+MpLJJH7/938fFosFDz30EPr6+jA/P4/6+nr8yZ/8CfL5PB566CGIRCK88847OHbsGM6ePYtcLocTJ05gfn6eKyoVCgVsNhuqqqqwuLiIjo4OiEQibuYhnxmpSpROjMfjKBaLeOSRRzA2NsYpW6lUimQyifr6eoTDYczPz6O7u5vVB5fLhVQqxTdq4J5iaTabMTQ0BKvVyuzEbDYLo9GIYDCI+vp6BlHPzs4yZ5GwKbQKVCqVWFlZ4Yq4/f191NfXY39/n9dTFNqIxWLwer2YnZ2FSqXiIV4oFHIVJVW+0dpYo9FgenoaarUaNTU1KBQKaG9vx7vvvgulUskhl9XVVajVah5IdTodVCoVotEoKpUKotEof82ENyIuJ7XsaLVaTkw7HA5sbm7ySl8ikUAqlbI3eH5+Hp2dnay+T0xM8Mqyvb0d4+PjzGfs7u5m4D0hs+x2O2pqalAul6HX63H37l0kk0lkMhk0NDQw6mlvb49ZnfTzpgpC+rMo+e31eqFSqTA2NsbKdy6XY7YiKbeE3rl69Sor3FTtSUEQ6uYuFApoaGhgMDc1vgBAe3s7r5hpINze3kYwGIRWq0U2m8X29jbcbjcWFxeZj6nT6RjBYzab+fNeVVWFQCCASqWC06dPw+Fw4O7du9jY2OBBdm9vjxWqzs5OOJ1OHgTT6TQCgQCzQWkg9Xq9WFxc5K5xUhsp2EZqo9PpxPT0NOx2O1wuF+7cucOvAQ185O0lJZ0CIcQ4JR9kc3Mzurq6GMBusVhw7tw5aDQa9jzSapp83PPz8+x7pe0NWUzIZpLNZnH48GHk83msrKxAIpEgEolw200gEIBOp0Nvby8PWQTP39zchNfrZczTysoKGhoaUCqVcPHiRXR2dkKhUGBjYwOdnZ1Ip9NwuVxYWVnB9PQ0ent72T86Pz+PTCaD+vp6/nlTx3hVVRWGhobw+OOPcw1jqVSCQqHAzZs34fF48MILL0AkEnHosru7m6tLA4EAcrkc5ubm+MFKoVBwqQVwbyheWlpiMcHr9aKmpgZKpZLvRysrK1heXobdbkd7ezsPjoQNq6ur+z99m3xw/onPg4Hyn9EhblhzczOkUimi0SgmJyextbWFmpoa9PX1wefzIRgM4ty5c4zduXz5MlwuF1ZXVxmYXKlUuC+YVsPlchkqlYp7ouVyOat8AoEALS0trH7lcjm+YAkEAkSjUTz22GPsfdrd3eWLHJ10Os0+r56eHvzhH/4h/uiP/gjf/va3sb29zSbvw4cP8wpQKBTilVdeQU9PDwKBALxeL9bW1nDgwAGIRCJ0d3fjO9/5DhwOB4RCIfuKqLnj4Ycfxre+9S0GvkciEdTX17O6Rd6o/f192Gw2XvtQoIbWrNXV1YjFYigUCqzetbe3o1gsYnh4mPE2zc3NrL6RmkJeQIJ/v/322zAajXjmmWfw5ptvwufz3Reuoos7KUpisRgzMzMcktHpdDwoVSoVRCIRTtM6HA6u2SO8DfWJ0xBCqJJEIsF2AK/Xy3DtaDQKi8WCbDbLiXFqRaJGHblcjkgkgo2NDVa06T0qk8nQ0dGBiYkJVCoVpFIpeL1ebqNJJpMoFoucDibsys7ODoLBIIeOtre30djYyL305BskAHdfXx+2trZ4dbewsMCeTPraqX6SgmodHR3saZNKpTwEFotFRk9pNBrkcjnU19dDIpEw5mljYwPd3d1IJBKMl4lGozwcu91uxtesr6+z/YA+V1QbSMO1XC6HXq+HWCzGnTt3uCWIUrYGg4HX86SQ5/N57O3tseeShh6yPxCLlFbaxMKkDQal6FdXV+F2u++DvHs8Huzs7HCwor29Hel0GrFYDHV1dRgeHkYkEkFLSwtKpRIzYHd3d2G322EymbC0tAShUAiNRsPosmQyyUxCi8XCgyOp5+StXF5e5q+PbAak6AJgpqlarYbH44HdbsfIyAgPzX19fdw+MzQ0xNcCiUSC+fl5lMtl/noomGexWBAOh3Hr1i3s7u7CarXi8OHDyGQyePTRR/GDH/wAfr8fjzzyCILBIPekUxJer9dDr9djfn4ey8vLaGtr45aempoaTE5OYmpqCg8//DASiQQSiQTa2tqwsbGBdDqN2tpaLC4uwu12Y2hoiG0JhKwyGo3M6Wxvb4fFYsFPf/pT6PV61NbWslr6O7/zO/izP/szDAwM4LnnnoPb7cbu7i7Gx8fZ8jA/P498Pg+r1QqlUomuri7GnRGfeGlpiQWJhoYGmEwmGAyG++5BPp+PVeDW1tb7EuDLy8vQaDSwWCz/5PfDB+f//HkwUP4zPNPT06ivr+dhbX19HX6/n1Okhw4dgkAgwDe/+U34fD5MTU3xgEdvB7q4x+NxGAwGNDc3MzeR8BZms5k9l5lMhnEzqVQKIpEI6+vr2Nvbw+HDh3Hnzh20tLQgHA7j+PHjuHz5MrxeL+LxOC5fvgy9Xo+enh7I5XKMjIywEpdMJuH1enH8+HEsLi5idHQUDz/8MLq7u2Gz2bC9vY2vfvWrmJ+fxyc/+Un89Kc/RXt7O3w+H1wuF/MOqXpsZ2eHuY1WqxUPP/wwLl68yKDojo4OWK1WBAIBHlp3d3dhs9mYcReJRLC4uAi9Xo+XX34ZPp8PFy5cgNls5iBOf38/ampq8NOf/pTZbeQxO3XqFBoaGvDXf/3X0Gg06O3tRV9fH86ePYvFxUVkMhkOe4RCIVgsFtTU1CAWi0EkEuHTn/40isUi3nnnHQiFQvh8PkgkEpjNZm4/MRqN2N/fR7lcRjab5RU3VQUS65FuTGq1modJsiEoFAoOtRBKaX9/H93d3cx6jMVijEgBgM7OTty5cwcikQgvvvgirwULhQL74YjpScw+qvokJiCBy6lrWSgUcprXYDDAYDDAYrFgY2MD2WwWra2tWFtbg8/n46+fYMoHDx5EsVjE8vIy9vf3cejQISwsLGBjYwNSqZSDMOQtpA5vGi5ogKH6RhqMqC6OVuX0fRB2K51OMzuUgPT0etOgTK8B+Svp9ZBKpTh06BCOHTvGVYBvvvkmD+bUH07sWQCMAVtYWECpVOJaPa1Wy13rIpEIm5ubkCuUkPd+BBJ7M4QJH/ThEYgEQLFY5KQxqflerxf5fJ69eKFQiFPyxDGcnZ2FVqtle4Zer0exWOT3HSneSqWSKREUOqIBXCgUYmVlBTKZjKkSSqWS+6ANBgP29vagVCp5sKbOZ+2RFyGraUMlugyl/xqUCjmro8SGBMCWnUwmA4FAgOrqan6IslgszJ2sVCrY3NxEW1sbOjs70dLSgq997WuIRCJMsrh9+zZ/L8TMPX78OH72s5/hqaeewtWrV5HJZPhhiWwCBLEfHx/H2toa4vE4dDodJ8FJ7aaHx7GxMTidTqYAUPiRake9Xi9/jwcPHsTi4iJmZ2d5nU1hIpVKhatXr+Izn/kMnE4ncrkcrl69CpPJxMpma2srt2HRWVlZYfKFQCBAfX091Go1HA7HP7jvkFhB3eGkVgLgJjav13vfv39w/nmdBwPlP9NDbDQyhQP3erKj0Sg3nJhMJgwODuLs2bN8catUKpBKpRCLxbBardykYrPZ4Ha7uZEimUwyqLyqqgpjY2N45plnsL29jcuXL7MCRyqD0+lEKBTC4cOHkUwmMT4+zgoeqXxklE8kElheXsaJEyfwwx/+EF/60pdYbXvttdcQj8fx3HPPIZ/Po6+vD//+3/97uN1u7Ozs4OMf/zjefPNNxhCdOnUKKysrOHPmDIaHh5HJZOD3+xmgOzs7C5fLBbVajfX1dWxtbWF5eRlKpRJtbW2MI6qtreVUOjVpxGIxWCwWNDY2YnZ2Fj09PUgmk1hbW+O08crKCsrlMvr6+rC6uorDhw+jUCggm81ibW2NlQIKgBBLkrxUFGCQy+Xo7+/H0NAQenp60NLSgvn5eQ4wUHqblI/R0VFWenZ2dqBSqRCJRFCBAOKupyF1tKC0PofK9DtQq6ruayHp6urC1NQU+293d3fh8XiwsrICu90Og8GA5eVl9v0R/zAcDrOfc29vD6lUCjU1NYhEIuyP3NjY4JYl8vzRkEjDbSKRwNbWFkwmE/sY9/b2GKSu0+lgt9t5JS4Wi3lVTioxrc87OzuRSCQwNTV1H59SoVBAoVDg6NGjuHv3Lv/d29vbqK6uxlNPPYVXXnkFAoGAVZX9/X0olUpeWVKCl9iglIjOZDKMiqJmn4cffpih2vv7+1wDSKlk8vMBYHi91WqFRqPh8Az54YB7DNfV1VXuUDcYDBAIBDw8ki0AuKfcZTIZaLXae4Garqe5J7lSqWBv/A30SO4119TW1mJycpKxSWq1mhX5YDAIj8fDQGuq/SPmJlkogHv+4aGhIaRSKZw4cQIqlQrLy8uIRCLo6+uDSqVijuKhQ4cQiUSg0WgwODjIQSyiC8TjcfYMG41GBAKBX/ifD37svu9FuXIForl30dzcjPX1dQbKEwqNUtwA0NjYiOXlZeZ1ElR9Y2MDRqMRx48fR11dHYLBIF5++WX81V/9FSOFenp6UCqV8LnPfQ5Xr17FrVu3uPUmm81iY2MDtbW12Nvbg9vthlAoZNsLsVdLpRIWFxf54YTCX62trdDpdPzw/O6777KtIJlMch86WRaMRiOUSiU3N9E2aHx8HB0dHSiXy5ibm0NjYyNcLhfcbjcikQieeOIJ2Gy2f3DvWFlZwcrKCqubxPmtq6u7L6RDx+fzYWNjg5VhrVZ736/T+4e4xg/OP9/zYKD8Z3wWFhZQXV3NqBTg3kpiaWmJOY7Dt27j27fDyMhMKK3PoTzxFuSye4b+crmM2tpalMtlNDc3c9sGqSxCoZBrC2mdA9y7Ib744ou8QpdIJMhkMhgcHITX62U0CfkQiVvX1taG8fFxXt/evXuXAxXPPPMMdnd34ff7kcvlEIvF8PTTT+PWrVvsgezv7+c1/NmzZ+FwOFBfX4/5+XnYbDb4/X48+eST+Na3vsVrVOJzkn/y1KlT0Gg0mJ+fx9WrVwEAJ0+e5JsYqSQymQwnTpzA+vo6BgcHUVNTA7VajZ6eHoyNjWFycpJ9dTU1NXwzoR7jlZUVRKNReDwelMtlGAwGHD16FAsLC7hw4QKamppgNBoxODgIqVSKxsZG6PX6e3zNeBxdXV1obGxEOBzG3bt3sbOzg62tLbhcLmZSUlvO/Pw8nE4nqqqqMLnvgLT3eWZzZgZ/hPztVzk9S/7RnZ0dFItFViYp+UsqJfn4iBXZ3NzMqjQNzATVX1tbQ319PdxuNy5duoRSqcQ3WcKpxGIxuN1uiEQiDA4OMivT5XLhkUcewe3btzmosra2Bp1Ox0QAlUrFUGxqu5HL5VyPSHWRAoGAVXVa021sbDBWh1axVquV24louKMBkjrdpVIpJ9P39vZ4TU3qG63fKTVNvj+lUgmr1Yrx8XEGl5N/MpFIoKqqCkajERaLhQHnhP1aX1+HwWDg9p1YLAaJRAKPx4PJyUm2WlBoi1qiGhoa2ANYKBQge/x3Iff8oie5Ep6F8tbfQKfTsUJWV1eH6elp5HI5uFwutj/Q+5eUaeoPp88PnZ2dHSYZfOQjH8Hw8DBD1WOxGEKhECea6WGGWnu2t7eh1Wrh9XoxPT2N3d1dmEwmfm0zmQzXQApO/T9QsTbz32veS0Dw3l+iXC6jv7//vrAPNRxRB3wikUClUoHL5UI2m0UwGAQADq+R/cbr9UIul+PSpUuMIDKZTLDZbKirq8PU1BRXT5ZKJd4YVCoV5PN53toQNsntdrNCOjExgUOHDqGqqgpzc3NQq9XY3NxEKBTiAZ9qC3d2dlh99ng8kEgkCIfD7LWmpjGqUaV1fk9PD2ZmZvBbv/Vb/IDd3t5+3z1heXkZPp8PwL3QpdVqRSQSQWNjIyu7v3x8Ph+i0SiH9H5Z3aTPV7FYRG1t7f/WPevB+XCfBwPlP/OztLTEGI33n729PSwuLuKHEyl8fzzxPkD6T1Hlvwa9Xs9BnHw+D4lEgtbWVvZQ0nrGaDSioaEBN2/exBNPPMEtME1NTZiZmWEUTVtbG86dO8cYnhMnTmBjYwOLi4uwWCzY2dmB1+vFzMwM6uvrcfHiRfb2nDlzBmNjY+jv74dKpcLf/d3fcVcsXaz7+voQjUah0WgQDAZx4sQJ/OQnP8GJEyewtLSEYDDIUOy7d+/CZrNBJpOhrq4Ob7zxBra3t9HS0oIDBw5gZWUF2WwWu7u7CAQCXGf48MMPw+fzcfiB/GGUAqcEdigU4hXzwYMHkc1mUVdXx4BoSuhSqtztdqNQKLA/UaVSwel0wu/3w2KxcCCFUEnZbJYB00qlEna7HX6/H3t7e/B4PDh48CD8fj+y2Sx8Ph8MBgOCweC95HjHJ1E2/aITd39jBvGf/hf2UFI/NN0c6O+hwZHWglR/J5VKEYvFUFNTwyxTgUDA7ReVSgVOp5PZnt3d3RgaGkJ1dTXUajWvlalB46GHHsLNmzfZ49jd3c1BEQK3a7VahEIhVr/oRuzz+dDe3o7FxUV4PB5+LelrjUQieOqpp2A2mxl63dnZiR/+8Ie8aieFnpqE+vr6cOfOHeRyOfZOAmBFdWNjgz8LLpeLUT9qtZrbQEjxbm1tRTabRblcxs7ODn7t134Nt2/fxvLyMoLBIIrFIvt0qQ5TJBKxdYECHNTPvby8jNbWVoyOjrKKRzgeUpfI+yqXyxEIBO711z/yayjUnwIE93BamH4LO3d+xnBys9mMI0eO4K233oLRaOT0NjEcw+EwampqsLS0BJVKxWn/bDbLqKZwOMxcUVJ96TMhEomgUqlQqVS4jUUkEmFubo5xQYTNUSqVCAaD6Ovrw/Xr19HZ2YlgMIhcLgePx4NVVSsqbU/w96L0XQGm38GhQ4eQSqXw+OOPc2iQvJeFQuG+Clafz4empiasrq6ira0NBw8exPz8PPsv+/v7cffuXWxtbTHBwmQyoaHh3udofn6eFdampiaUy2V+73d0dKC3txfLy8uYnZ2FUCjEwMAAb25ef/11lMtlbG1tQaPR4PDhw5DJZLh79y7cbjdu3brFoTUaECUSCV8bRCIR4vE4dnZ2+MGFgm/UT2+329HY2IhTp04xT/SXh0idTgetVsuDLl3P/rHVdiqV4i3W/0rlpHsP4ZsenH8Z58FA+S/g+Hw+NvH/8vn0X9/ETV+K/1kYXUT92tvcskMIFxosaE23t7cHs9kMvV6PTCYDn8+H559/ni+GBw4cwOjoKGw2G4rFIra2tvhCe+fOHXzqU59CIpFAOp1Gb28vNBoNvvOd73Cns9/vRyaTYVWuu7sbOzs7nEYeHh7G9vY2p0U/85nP4I//+I/R1taGlZUVNvWTkiaRSBAKhdDb24uqqipotVpMTExAKBSira0Nw8PDzAWsqanB4uIiRCIRjEYjQqEQBysMBgNsNhuamprg9/vh9/t5HUptGt/4xjegUCggk8mg1Wo5aLCysgKtVssNJH/yJ3/CoO7FxUUYDAZO21NqnEDUFAI6ffo0QqEQhzMymQz29vZQKBQQCARw+PBhTuq7XC72b1Iz0H7r44jbDvINeH/yTWwPvwKtVsu+OQo7EYw9m82yn5XWsEKhkKspC4UC5HI5K6q0wiYmXzwe5xtVe3s7pqamUCgUkM/n4fF4eMiiwIvf70ddXR2z8erq6uD3+zmMAwCxWAw7OzvMaXQ6nRwIAsBd6VqtFi0tLRyMiMViOHPmDGZnZ7l9hNar1P5ECe47d+5wlSL1yBPoPxgMcgc2KWqFQgHpdJp7j2lwUiqVDD4nRA4NWMeOHcPc3BwmJydhNBq56o6KBygRSz5AskhQ4MdqtXJHfDweh9VqRV9fH3Z3d7G+vg6lUgmLxYIf/ehHKJfLsNvtKO6Wsd/8CES2RghiK3jcLcTdO/eQMISBoWG4qqoKNTU1HFSZn59nXqbf77+v5cZgMLBFhl4fCtXU19cz+JsS2cR5pa+LmrpKpRJqa2v58zg+Po5EIsHqKD3Ubm5uokqtgemhTyMGLWSZIBS+axAJBTh+/DgHpex2+30d0+8H8VNKPJPJoKmpCdvb21w5Sf8t/V4AuHnzJpqbm9Hd3Q2fzweLxYKxsTF0dXUhk8lga2uLX5uqqiq43W7o9XosLi5yr/nx48chEAhw8+ZN5HI5HD9+/L6gDSX3FQoF210IRUXXNWJ3CoVC/j+xWMyvNQWlHnroIfj9fvzWb/0WVCoVpFIpD5GE36JQFoHFKZz4y601Pp+Pr6cGg4EtGr98yuUy18a+P3T54PzzPw8Gyn8hJxAIQKlU/oOnxfcD0oEK+mRRuLMz7A8TCoWorq7G0tISBgYGoNPpYDKZ8PbbbzOCRygU4vz583jiiSeYl9jS0oJIJIK6ujp4vV5Eo1E8/vjjeP311yGVSjE2NoZsNove3l5uniGv2tTUFJ5++mlcvnwZCoUCP/jBD/CRj3yEk+YUCqIU9tLSEh599FFUV1fz8HPx4kVks1k899xz+KM/+iNUKhW0t7fj6tWr6Ojo4ICLXq+H3++H3W5nhY48UgSmttlsjB9xu91IpVK8Uuzs7OS1P4F7gXsQ4L29PRiNRqRSKfZCUi80rUANBgNWVlYgl8shFouRSqW4Czgcvudro0aL4eFhKBQKDj1Qb/vY2Bgb8GkYVSqVyOVyfDO9e/fuvRBIeQ9oeRR7Bg8qsWXE3vsBNGoV1Gr1falagpETFiQSibBHjxApZK73+Xwc4qE2DY1Gg/r6eiwvL3N389TUFBoaGjA9PY1QKMQweFJDaUCmfuZKpYKGhgZOjRI8WyaTQSaTobOzE6lUClqtljurCY5NrU20Ru7s7MTKygp3XJ85cwZvvvkmFhYW0NHRgdbWVvzoRz+CUqmEzWbD1tYWr8+rq6uxvb3N7zeJRMID9/vZiWQVAO4FXGQyGYPUaZ1L/ENajxIHlWrtKEFLeB/ybZZKJaRSKQ4H0cOe3W5HbW0tzp8/z4p5LpfjtTkpwFarFRMTE1Aqlejo6OCvTyQSwefzcSp+cXERWq0WKpWKW4iIGCCRSPifqR5Ur9dzYEyj0bCPlZLblGynNb3L5UIoFOIgVzgcxokTJzA5OcmqGnEKm5ubMT8/j5WVFd4KUJjM5XLB6/XiypUr7PW12+3I5XLclLW7u4ve3l7Mz89z3zXxZ+lhgDYHlEqura3F3bt30djYiGQyCb/fD6lUik984hPIZrOYmZlh5iv5wAUCAQ4cOIA7d+5gdXUVZ86cwVtvvXVfp/nW1hZKpRJqamrgcDhQKpUwNTXFNZ208ZBKpRxqJFWdFEoKm5Evl8JFpFpSyp/YoFarFfX19WhsbITb7Wb7jVgsBnDPW0vlC3TIb0l4IPp8Ez2AvJT/2Emn0wiFQg/8kv9Cz4OB8l/QIZXr/RVX7weke6rKOKLNorhzj68XCAQwMzMDs9nMa9DGxkbMzc0hEAggHo+jpaWFFcru7m40NDTA7/ejvr4egUAAVqsVAoEAY2NjaG9vx/DwME6dOoXvfOc73LBARnKv14tXX30Vp06dQl1dHfR6PUZHR5FOpzmMQOGCuro6aDQajIyM4OrVq3j88cfR1dWFs2fPorW1FcFgEGNjY9wKRNV9xEXr6elBLBZj1AepoFqtllttBgYGMDMzA6PRyD3GR48ehVAo5GpEr9eL7u5u7O/v43d/93eRy+VgtVpht9vR1dWFpqYmvPLKK3xjuXnzJq97Kfhy8OBB9qhROKO2thYTExOQyWR4+umncf78ea7Co3XdxMQELBYLg5H1ej0PfoR1on7pTCbDKCRagROkPRAIQCKRcBOJQqFAPB7ndC01sMTjcTidThQKBSwvLyOXy/HfYzAYuOowEolwErq+vh69vb3c+x4MBpFKpRAIBLjD2uFwIBKJ4MiRI5icnITNZsPOzg6Wl5eZ+ZjNZqHT6SAUCtHT04OFhQX2ly0sLHBIoVKpQKfT8fq6traWvz/yB+7s7ECr1aJUKsFmsyEajTKMXqW6N1xTPz0xLmklKhAIWK3WarWIRCKQSqXw+/33Wl7Ke5w63t2Yh2j+AvK5bfZwymQy6PV6HnQJR0WkBBrm7XY7DySUQN/Y2OBhMRqNcriIhkPiV1ZXV2N+fp6bWUj9I/yTz+fjVDatrqki0uVyYWRkBI2NjfB4PNjc3MTIyAhaWlowOTnJKfDq6mokk0l+Lahq7+bNm6irq4PVasXc3Bw3de3t7UGj0eDAgQNc80feSfIkHzp0CO+99x5SqRS6uroQiUQQDoe5+z0UCjHD8ld/9VchkUjw1a9+FXq9HqlUCr//+7+Pqqoq/MVf/AX7/gihtbCwgCeeeAKjo6Nc9UoVgAqFgq93er0ehw8fhlwuh0Qiwfnz53Ho0CGsra2hubkZIyMj2N7e5teZkFwU1guFQnC5XIjFYtDpdFx1S4Pszs4OHA4H+yHpIZDA49T7Tl7I1dVVZo9SqxP5vglMTy1AVMaQz+dR2i1Df+xT0Df04kijDf/54wPYL9/DZxF0/H91JiYm0NnZyVYAeliikoT/qyFxfX0d5XL5HwypD86/nPNgoPwXdihZa7fb/8Gv7e/vY25uDgDYA2Q0GvH6669DIpFge3sbXV1djAGJx+Po7e1FuVzG//gf/wPNzc38hEotJgTxXl1dhUKhgFar5aBMPB7HmTNncOvWLR5i6Mmc0rDUKX7jxg3GprS3t+P06dMYGxuDXq/H5OQkJ0cJ+JtIJFAoFNDf349Lly4hn89DLBYz+Jee5OPxODPxqCe5UqkwEobSmaVSidPLbrebwxXr6+uYmpriP8dsNsNkMiGRSDDHLhKJ8IBDCtnY2BiCwSA++tGPcqNKV1cXLly4wH29oVAIdrsdi4uLDJHe2NjA8vIy3G436urq8IMf/AA6nY4H+8XFRRiNRmaP0gpue3sbW1tbHICi4cBut2N8fBwWi4VbU06fPo3p6WksLCwgGo2io6MDXq+XhxKClet0Oqyvr3MlH/W608MArV2lUimKxSKv4uLxex309HNWKpUoFApcHdnY2AiJRIJgMAiRSISmpibcvXsX+/v70Gq16Ovrw+zsLA/PpLzH43Gk02l4vV6+0e/s7MDpdGJ2dhbr6+tQq9VsEVAqlXC73VwZSWt6WuHTIFEoFFg1IpYidQ8Tfohu8lWHXvgHCWrN2g14PB62SDidThgMBrS3t3OzUygUYnUduKce/fZv/zbGx8cxNzfHDUU7Ozuw2+3Y2NjA/v4+PxCQr5W4gcRo1Gg0aG5uRjAYRDQaxfHjx3H37l20tLSwj1EgEGBoaIgVXwqfEUoqmUxyZ3i5XIZWq0VNTQ2y2SzC4TAeeughrl8k1W9ubo6B8M8//zx+/vOfcxWiy+XC+fPnkcvl+O8nRZoOPdA4nU5kMhl+6Hv00UcxMzODra0tWCwWHsASiQT7eIVCIYdgKPRDtABqBaqurobRaMTVq1e555p+f09PD2QyGftRX331VX7offzxx3Hx4kUcOnTovvdRNpvFxz/+cfzkJz/BkSNHIJfLsbi4yMUGn//859nLnc1msbi4iEOHDuGtt95CJBKB2WzmLUImk+HrLwWIaAVOxRGkZm9tbTE6SeFqRyW6jNSNH0PR9xF+HwoA/KsTtfh3j7f+X94b5ubmUF9fzwgrYnw2NDT8owMonYWFBRiNRphMpv9vbkcPzj+z82Cg/Bd4IpEIdy7/8kkmk1hfX4fFYoFQKMTk5CTkcjm0Wi1+/OMfQ61W4+jRoxCJRLh06RJqa2vR3NyM2dlZfOQjH8HKygrOnTsHu92OhYUFvgm63W5cvXoVBw8e5M5dnU7Hgx6pXc8++yx7wfL5PObm5rC7u4vh4WFYLBa4XC7MzMxgfX0dv/Ebv4FQKITp6WncuHEDjz76KK9HadWbzWYRiURYvVMqldjf30c+n4dCoUAul4PBYMATTzyBYDDI7SZWqxVLS0u8anK5XLDb7RgcHEQ+n4fX62W0y9TUFBYXF1Eul2GxWHigpD+7sbGRDeperxfz8/Nobm7G2NgYpFIpmpubGa2RTCbR3t6OaDTKF+n6+npkMhkolUoIBALU1NTgzp070Ol02NrawtbWFl588UUsLy9jYmKC+Y3UVb29vc2QZKFQyEpPfX09UqkUBgYGMDc3h3K5zIneuro6XsWJxWLm9clkMkgkEvYI5vN59stGIhHIZDIcOHCAg0Rmsxmjo6PMmUylUtjY2IDL5cL6+joAcGc7pYsLhQI8Hg9Ds5999lncvHkTCwsLePbZZzmoQL3txMWjzmWPx8NA9NnZWeh0OmxsbHBy1+v1IpFIcMCCbt4EOFepVCiVShzwISWoXC4zU5Aejra2tnDkyBFcuHDh3vvq4K9B4urkz5MotoTK5f/On7Xp6Wnm/e3v7/N7lVLSUqmU0+pqtZoHfbFYjOXlZYaERyIRxsv4fD5UVVXxe93j8fCfG4/Hsb+/j66uLlgsFiwtLUGhUCCVSkEoFPJw2tvbi8uXL8NisWB+fv6++smdnR0IhUKcPHkS+/v77KUrFosIBoM4dOgQEokExGIxDAYDJ/2J+qDVank9DtyDW+fzea5cjcVi6O3txezsLDctkZ9XJpNhYWGB26hMJhOy2SxEIhGCwSCampqgUCgwPz8PhULBrVM1NTWorq7G+vo6wuEwY8moG3tvbw93795lmsDS0hKeeuop7run9/XKygpu3bqFfD6P06dPw2az4datW2hqauKH7EuXLuH48eNsQVlYWIDFYmGLRyaTgcPh4J9hOp2GTCZDTU0NlpeXGRSfTqfhcDiwt7fH2wF6SKLU+NLSEkQiEVeiZjKZ+x5iUKlAtXoNZZ0LO/pfJKuPeU34wecP/aP3BCJykA2iXC6jrq6OOav/2KH6y8bGRvY3Pzj/cs+DgfJf6KEqPJfL9Q9+bXl5meu49vf3ueVBo9GgqqoKwWAQ6+vryOfzOHr0KBobG/GXf/mX6Ovrg8ViYQ/VwMAAUqkURkdHYTAYsLS0hAMHDuDcuXN8wX/nnXcwMDCAkZERqNVqvlB3dXUhm81iaWkJS0tLKBQK+Ku/+isMDw/j+vXrzFqTSCQYHx/H+Pg4FhYW8Lu/+7v4/ve/z4GI5uZmhMNhlMtlXLhwAQqFAkKhECKRiJEwFKiprq7G8PAw5HI5NBoNtFotN+hotVpIJBJMT0+jvb0d2WyW1U9aHdKwSH47CgtdvnwZarUaq6urWFtbw1NPPYW1tTWsr6/Dbrdzk9D29javganze3d3F+VyGaVSCV/96lfx9a9/nVPMCwsLOHnyJA8JADjRSiB3ClORuZ8GNY1Gw9Vvc3Nz6O/vRzKZ5KaOsbExXgtT29FTTz2FUqmE2dlZXrNls1lWg/R6PRwOB3cx08NJPp9n4Ds1BSUSCTQ0NGBmZoabllKpFNrb2zEzMwOXy8VIne7ubpw/fx4AeHUsFosRiUSY2zc7O4tAIIDa2lrkcjl0dXWhWCxyCp3UMKoTJf5lKvX/Ye9Po+M8rDtN/KkVhdqBqsJS2Pd9IQCCIEGR4iaRWqzNkmW1vCXjxInHkz7JZE46p/85PT2LO56Z7snS03G73W0nji3b2imJpCjuJEiCBIiV2LdCYSugCgWgNqAW/D8w742VOOl0T3qS7uB+8bGkwwUoVN333vt7nnVR5rndbkkhG41GuROsr69nZWVFJq1paWmCnFFe7woJQd34DJqmZyX0VLg5xMql/0B6erpM0ZS7z2AwiNvtlqloe3s7g4ODn+J7Hj9+nPPnz1NVVSXGFIU8oEz37HY7fr+f/fv3Mzw8LDgso9FIIBBgZWWFra0tMd8ooSCfz8fGxoZ8XXNycpicnMRsNlNbWytqVMWYtba2Jto/RVG4u7srDx/KvaSSSA6Hw6jVanHaj42NAY8A416vV/SGSghp//79TE1NiV1JYZt6PB6CwSCZmZk4HA5pDiORiIDB19bWaGhoYHNzk/T0dIaGhvjsZz8rD5wulwuz2YzdbmdmZgaDwcD6+rokqd1uN+np6ZSVlUlju76+TnNzsyCF8vPz5XZRp9NRX1/Pe++9R05ODiqVis997nNMTU1JaG5tbY22tjZZ25tMJjweD7Ozs1RXV6PVagkEAmg0GtxuN/39/dTV1QmqS4HDu1wueRAzm82srKzg8XjkASl55Fc+RW4oNW6zL9/GW+OP7nlVwD8+Wcmvnfjz/+ZnS7EAKav4v8gv/qsqGAyytLREdXX13r3kXgF7DeU/6FKmPD+PETY4OCgJaIB79+6h1Wrp6enh6NGjlJSU8Hu/93v4/X6am5sJBAK88MILxGIx3nvvPcHH/E//0//E3bt3CYVCtLa28vHHH7OyskJLSwuLi4sYjUa+//3vc/ToUUGdGAwG/H6/3PSNj4/z5S9/mQ8//JDHH3+czMxMsVUcPHiQiYkJYWa+/fbb2Gw2pqenaWlpwev1Ao9WaMrRu5JOVkwjZWVlzMzMkJOTQzwep7GxUdbYkUiEcDjMzs4OJpOJsrIyAR8PDAzIG3BRUREvvPACBQUFfPTRR4yPj8uH7De+8Q3+t//tfxO8ipJgvXr1qgRwVCqVrDFra2slgNPQ0CDNk2JVSUtLIzs7mzt37uDz+Th+/DgLCwvU1dWJNlAJUPj9fgkgJJNJ/H4/7e3tTE1NUV5ezvr6uphrkskkU1NThMNhSb/CowliPB6npKREXNO7u7vcvn2biYkJcfju7OzILZmSyq2urmZmZgZAGrd9+/ZJQlaBNW9sbGCz2airq2NycpLy8nJWVlbkdlWxHT3//PN88sknbG5uUlxczPT0NLm5ucIiTSQS1NbWiiZOmYopE7GCggJp2tLT08nLyxN80/r6OgUFBRLMKi4uZm5ujqqqKvx+P0tLSwDiaFdQPcFgUH792rp6NgsOosqqwBLzEe15l2DALx/+dXV1dHd3Y7Vaqa2tlaZYMYucP38en88n5qPW1lays7NpbGzk7t27EgzZ2dmRv68CuK6vrxfvfFpaGq+88gpra2uCJVpeXmZ7exun00lZWRlPP/007777LvPz8xw5coSHDx+yvb3Nw4cPyc/Px2AwYDKZSCQS/NIv/RLnzp2joqKCpaUlbty4wfHjx7l58yYOh4PPfe5z/P7v/z5arZbKykqsVitzc3NUVFRw9epVYdcqN7MWi0UaQmUyppwt+P1+jEajMDxTqZRMSRVckIKlmp2dxW63SyhMq9VSVlbG9evXcTqdtLe3MzIyIsGyzc1N2tramJmZkTvfwsJCmWp3d3dz9OhR+Roo5xPp6eksLCzgdDqZnp5mdHSUyspKdnd3ycvLY3R0lK9+9assLCxgtVr5l//yX/Lkk08SDocF/1RSUiKe7aNHj3L//n0aGxvxeDwSmszJycFoNDI2NiYe8YWFBbxeL2azWViglZWV8vO7WdjJ2+PbKB/kv3woj5a0Ve6GMhhfT7K/OJOvP16GVqPmZ2t6epq1tTWSySR2u53c3Ny/hJf7q8rr9ZJKpX7uQGKv/uHWXkP5D7zW19dlnfSzFQ6HGR4epri4WLyrvb29TE5O0tzcTDKZlCBEeno6b7zxBgUFBTQ3N5Obm8uDBw8oLS3l448/pq6ujp6eHr7+9a9z9epVDh06hMvl4uLFiwwPD4te0Ww24/P5UKvVjIyMSOrT5XLxySefYDab+af/9J+iVqv58MMP2d7epqenh6effpo33niDlpYW8Xm///77lJWVMTExIe5kxSiyu7uLVqtldXUVl8uFWq3mxIkTnD17lsceewyfz8fc3Bx6vZ60tDTcbjfd3d2srq6yf/9++RrNzc3hcDhEx7e+vs709LTgX5TbLyXg4XK52NzclEZLo9FQWFjI0tKSTMOUW77BwUEyMzMxmUyMj49TUFAgU4TJyUkxxyhfn0QiwZ07d8jLyxPEztbWFhaLhf3797O5ucnly5cpLS0VW5Ldbqe1tVUmRIuLizIxcTqd0igppwEK0y6RSMiq62cbVYCSkhJyc3Ol2VEabiX9q6wSBwYGcLlcbGxsMDExIVORnJwclpaWJHijPGRsbW2RkZEhxhNFDbq+vi7hmd7eXkpLSwVvFQqFSEtLw+PxCFZldnZWOIIKAkhJVmu1WjIyMsS+43a7aWxspK+vj5mZGYxGI2q1WhLMCodTCVcEg0EJMCm6TsWvHgqFcDgcqNVq8vLy6O3t5YUXXsBgMDA4OCh0gObmZnp6ejCZTKyursrPn9FoxO/3C2A/EokASFApEAiQlZXFxsaGBEoUg4oiIJienmZmZobc3FyqqqqYnp6Wpnt9fZ3GxkYJXk1PT1NdXU0ikWB2dlbS0oFAQHA7Cmpnfn6egoICAddnZ2cL4/EXfuEXmJyclIBeT08PiUSCvLw8wR0p08LMzEzMZjOtra1cunSJ3NxcCgsLuX37NkajkcrKStbX11lbW5MJpnI/ajAY0Ov1jI2NcfLkSe7fv09dXR0PHz4kFosJgslut5OWlkYsFiMQCFBSUoLNZsPhcDA4OIjL5UKn00kw59q1axw/fpzNzU35+QiFQjx8+JBnnnlGEta3bt3i0KFDBAIBpqammJ2dpba2FpfLJezbEydOAHD+/HlaWlrQ6/U4HA6+//3vc+TIETweD/v372d8fJxwOEwkEmFlZQV4ZPWprKykv7+f4uJivvjFL3L37l3a29u53/uAK8s6prZUtBTYOJ69Q5r+0d/h59X09LS8fgcGBjhw4MB/EitydHSUrKysn4uh26t/2LXXUO6VeIcrKys/9c+V1bbi/vZ4PBgMBi5evMjx48eJx+O88847vPLKKzI16e7uluP8J554gtnZWQkH9PT0EI/HOXDgAF6vl6KiIsbHxzl8+LAcs/v9fu7fvy9Ti4KCAhKJBC0tLdy5c4ecnBxWV1cfKeT+DK2irGeVley3vvUtWVt7PB5qamrkiVrxKS8vL6PT6eQGLxgMigpRATIrqjun0ykcT71eT2FhIT/84Q/Jysqivr5ebCL3798nKytLvMmKtvHYsWNiylFMJ+vr60xNTZGXl8fp06fp7u6W9Xs8Hmd2dpZoNEpj46N7vIaGBq5fv05ubi47OzsMDw9L89bf3y+Bk+zsbGEX7u7uyupKAbVrNBpBFCkGECXtriQ509LSmJ6eRqPRoNVqOXbsGNevX5f7UuUMIDs7m9dff52RkRECgYBYYxQ2pdVqpbOzU2DzH374IVVVVXi9Xo4fP47X62V2dpapqSlOnTpFV1cXdrtdPrSVA/+KigoB0yuJ35mZGQkwdHR0MDk5yfj4OOXl5eTk5DA/P8/g4CB5eXmYTCZisRhGo5GFhQU2NzdpaGhgd3dXVvaKI1tZgyoqOyUZrlKpBCWk3FMajUasVivj4+NyM6qstNfW1lCr1YKvURLZ8XhcpsF/8UZRWY+OjIwIdkkxjQAyqQsGg3R0dEjAbGFhgba2Nn7wgx8QDoclqb5//34JXwUCASKRCPF4XPifXq8XtVrNyZMnmZmZwev1Cl+1rKxMks2rq6tycz0wMEBlZSU1NTXcvn1bzhsaGxu5cOGCnC9UVFTIa29iYoLy8nK2trYYGRkhPz+fmpoaRkZGmJiYIBKJkJGRQUNDA5WVlVy4cEHOVRQtpnLmsb29TVNTE36/n4cPH8qd7tLSEk1NTTx8+FB4n5mZmXKOsrOzQ3FxMQUFBTx48ICJiQmef/55ent7qa6ulmZWmdjV1NSwvr7OwMCATOGUYKBarWZlZYXa2lo6OjrweDxi4zKZTLz66qu8++67WK1WHA6HkDJaW1u5ePEiubm5Yoh68OABfr9f7g9NJpPcgdbU1DA1NSWs0ZKSEg4dOsTa2prchYfDYU6dOsXdu3fRarUUFRXR19dHc3Pzp2ge8Ei9q7zmVlZWWFxc5OTJk3/jz4mdnR1GR0epqqr6j95W7tU/zNprKPcKeASz9Xq9VFdXf+qfDwwMoNFoZPU9NjYmt1VK83fmzBnef/99Ghoa5B7s4sWLmM1mMjMzicfjgoQ5ffo0Xq+XiYkJrly5QltbGwUFBZSXl3PhwgXi8Tjj4+N84Qtf4O7duzgcDpqbm/nBD35ARkYG9+7d44knnuDgwYP86Ec/IiMjg2QyyY0bN0hPT8dutxMOh+nv76e1tZX+/n7hzimwZmU9q2A6lEnW1taWgNsdDgf79++XG9JTp05hsVg4f/48s7OzOBwOnn76aaqrq7l79y6jo6M0NzeL+efatWuCmFFu80pLS7l//77cScbjceDRNDg/Px+fz8eRI0e4e/cu6+vrFBYWEo1GxVucSqWkWVUaZLvdLoaUrKwsVCoVS0tLcnJgMpkwGo0SzlDWgm63m0gkQl1dHaFQSNLKipawubmZb3/722g0Gml6FJtMMBjk1KlT+Hw+SkpKMBqNjI+Pi7ZRuUHTarUMDw/T2toq95lKSlhpzpRkck5ODnfu3CEWi0ljl0gkKCsrY3d3l7W1Nerq6hgeHiYvL4/Ozk4xLymhLoU7qdFoJNiiKBCV77+iZbTb7Tz11FOEw2EuXbpEKBSSBki53YxGo8IQtFgszMzMcOzYMUZGRgQBo9VqhZWprLCVdKzS9Go0GjH8KM1tNBolHo9TVlZGVVUVAwMDtLe3y/mG8v0Lh8Oy/lfW6tnZ2RQVFcltr16vl6m12+1md3eXVCold8JKUlu5DQ2HwyINyMnJ4eWXX2ZlZYXZ2Vm6u7vlNeH3+wkEApIUVzijyslId3c3+fn5TE1NUVBQgMViYWpqSu5YlQS0VqvF6/Wi1WqFvaroRxcWFigtLUWr1aLRaPB4PGJ6MRgMEpBTgPNTU1OYzWZ5YPR6vfLgpNhexsfHhfVaVlZGVlYWHo+HcDjM448/zr1790gkEqytrcl0v7S0lH379rG5uSlfr0AgQEVFBePj4zidTkEkOZ1Orl27RjKZ5H/9X/9Xtra2RNOakZFBW1sb58+flwe0xcVFmZAqTEkFo6YYj5SHh+rqanlwU4gRSqOobC7i8Tjp6em0t7cLcurOnTvk5+cLNeFnNykzMzPs7OxISMlkMrGxsUFtbe1/NL2tVCAQwOfz/aXPh73aq5+tvYZyr6QikQgzMzPSPMIj0G1XVxc1NTW4XC6mpqaIx+Mkk0mqq6v5zne+w8GDB1ldXcVisTA0NCS3PyaTSdK5hYWF2Gw2vva1r3H79m26uro4fvy4TPJmZ2f55JNPcLvd/It/8S/46U9/ypNPPimBoGAwyMLCgkzoFKSRYry5d+8en/vc51hbW6O6upqzZ8/SNzBIqPAQu84ytr0P0YxexGI2yYSwoqKCra0tQqEQ0WiUjo4O5ufnSSQSFBcXEwqFxDGu3CT+u3/370Q5pqyLMzIyyMjI4NKlS5SWltLf34/VapVGS5n8KlPV3NxcZmdn2dra4sUXX8TpdDI2Nsa5c+d44oknZD1ZXFzM5OQkX/nKV7h16xYbGxsyFUqlUmRlZWGz2VhcXBSjiwJxDoVC6PV6QahotVoSiQR6vV7W1BqNRhrGjIwMdnZ2BLekUqmIxWLY7XaqqqrY2NggFArJ1yQajYpjenR0VBL7SpBHAVFvb29TUFDA2traI/Xjn/1vXV0dH3zwAVarlaWlJfLy8jAYDDx8+JDDhw8zMzPD6uqqrGG3t7fx+XwA8v1SbtLMZjMLCwsCdC4pKcHv97O1tYXJZEKtVksyWLkNNZvNaDQa5ubm2NraEg6lxWKRBLbS+CuvN+XeU/m5SCaTGAwGEokEubm5cq6gYKeysrJYWlqSVXhjYyOVlZV8+OGHwsJcWVmhoaEBj8dDeXk50WiU/Px8enp65HQklUrhdDrF3X706FEA7t+/L3eANpuN+/fv43K5cDgcLCwsUFhYyMDAgAD/lQZNmcBNT0+Lsk9pHNPT0z+FpdHr9aRSKYHUKw5si8VCQUEB1dXVnD9/nl/91V9lfn6e27dv8+Uvf5kf//jHZGVlUV5eTnd3Nw6Hg4mJCVktK3D6jo4OgdIHg0EhHCwvL8tdZDwex2q1ys9tbW2thKIULu3i4iI7OztsbW3JiYDSHGZnZwtkXXkQa2trY3FxkeXlZT7/+c/L5LmqqoqRkRHu378vQSvlLEVpPmtrawmHw5w7d46nn36a/Px8CSrZ7XYOHDjAlStXAMQ6pNxnHzlyhLNnzxKLxairqxPfvKKYPHToEJmZmfh8Ptra2ojFYszNzfHSSy/xR3/0R6ytrfHss8+yb9+fu9h7enqIRqOUlpby4MEDOjs7JXyk/Px5PB70er18H3Nzc/9GwRtAHOd/lRlnr/ZKqb2Gcq8+Vdvb24yPj4sBAh5p7h4+fMiRI0eAP59Snj59mhs3bhCLxVheXqajo4PZ2VnhFSqrmpycHL797W8LDFlZFefl5YnD+dKlS+Tl5QnEPD8/X7AnSqPwwQcfsLy8zK//+q8TDAbp7u7G6XRSWFjItWvXOHLkCCaTiRs3bjzyzeYdxJvRKJ7y8J2fsNP73iNjzM4OlZWVMuFS3MsKFDwrK0uA10VFRQQCAYaGhkgmk+j1ep5++mmuXr1KQUEBBw8eFM7mJ598wrPPPovX62V1dRW9Xk9rays3btyQG7D9+/cLxH1paUlSx8qP4sOHD8nMzOSxxx5jeXlZvgcKTmlpaYmOjg6OHTvGpUuXGB4eRqfTCatQ+XCGRyB4eKScg0eBkpycHMxmszQtyqp6//79wiE0m83cu3cPo9Eod60FBQXYbDZisZiYURSk0dLSEgUFBWLRCAaDzM/Pc/DgQW7fvk1hYSElJSXcvn1bziguXbpEU1MThYWF3Lx5k6ysLPEd22w2jEYjTz31FENDQ/T29uJwOEgkEpIkdjgcrKyssL29TWFhIaWlpQwPD2Oz2cTO8rO2FrPZjFqtFmWd4p9W0FXZ2dnMzMxw+vRpPv74Y9HRRaNRBgYGZMW9u7tLdnY2a2trMtVWlJkKUkhJ8Obk5GCz2Th06BAqlYrx8XGCwSAOh0NuAePxOKurqySTSRobG1laWsLr9eLz+XC73TLBPXbsmNhYFL2jcr6xb98+FhYWeOaZZ7h9+7Y084qatKenRwIryvmIci+o2GXW1taw2WxiRzKbzZhMJsbGxmTaubOzI0o9m83G6uqqQLtramqYmJgQHeHJkyfxeDy88sor1NfX8+Mf/5hwOMzU1BTz8/M0NjYK+1H5PrrdbmFgKi5tvV7P/fv3ZXp+9OhRecCcnJwUKoLiElcwSyaTSabXWVlZ8lAYi8WwWCwCCleUopWVldjtdjQaDd///vdJJBLCd1XCPcq95UsvvcRv//Zv09LSgtFoZGVlRXSIyvvmsWPHePfdd9m/fz9Wq5UrV67IxFL5GTt69Cirq6vk5OQwMDDAvn37qKioIBQKyflLeno6H3/8MVarlZMnT35qSri7u8v58+cpKSlhYWFBHm4Vq5dyy6pAyRcWFkhLS/sb8SJ3d3dlla+E2/Zqr/660v5d/wH26u9XKYGRgYEBMSa4XC5cLheDg4Pyz5Q3cCWAkZOTw/DwMHq9Ho1Gw/79++nr62N2dpbGxkY++9nPkpGRwQ9/+EO6urqkAbLb7dy6dYvGxkbq6uoEZ+R2u3nvvfdQq9XyAdfe3s7a2hr/7t/9O6qrq8nJyWHfvn2cOHGCiYkJWWcWFRWhUqnotVWgij9KNqpUagwF9TB0DrvdTlFREXV1dfj9fvFN/6xN5MGDB9TU1PDcc8+xtrbGhQsXqKys5ODBg2i1Wm7evMnRo0d58OABly5dkr/Ls88+y9DQEM888wzb29tcvnyZU6dOCYrHYrGwvLzM1tYWsViM1tZWOTfw+/0cP35cprv3798nmUySk5PDc889J7eVOzs7lJaWSjN54MABzGYzDx48wOPxsJNIEis/hja3Go13mJ0HZwFwuVxYLBYsFgsLCwvodDosFgtut5u5uTmGhoYoLi4WFqRizVGpVBQXF1NRUcHc3JzcxAJ0d3eLGz0ajfL++++j1Wplbby5ucnGxgZqtVp0iaFQiOvXr1NcXIxGo5E728zMTJ5//nk++OADTCYT29vbEkZRgNj37t2ThLbCSt3e3mZ9fZ3+/n4KCgpwOBzk5OQwODhIRkaGAOz1ej2BQICtrS3xg2dmZlJaWsr6+jqxWIyqqir6+vrQ6/Vyj5aRkUFpaak87CgpXEUFCQjqxmKx4HQ6pcGKxWLMzs5y9epVOjo6SCQSaLVaBgcHMRqNWCwWcV8bjUYGBwdluu10OmV1rLAUR0ZG6OzsxGKx0N3dTSQSoba2lng8zubmJjdu3CCZTOLz+cjKyuLEiRMyDd+3bx+Tk5Pcvn1bGs2BgQFRgyo3vm1tbaytrQlex2KxyMpeYaEqtAFFU3rlyhXm5uZktao0iIr15e233yYQCMh5h4Je2tjYYG5uDpvNRk5ODm1tbeTl5fFv/s2/ISsrS7ibpaWlFBQUMDMzw+3bt+XXVggDfr9fjFbz8/MS5lJ81RsbG9JENjc3Mzs7K/fcHo9HwPcK2eD5559nZWWFBw8e8MILL7CwsMDJkye5fv06gUBAGLtK8r2qqoqGhgZmZ2flZlK5m1WsWOFwmMHBQTo6OpiYmOAb3/gGpaWlfOc732FoaEi2HgrqSjEw3bt3j9/8zd/E7/f/pfDMyMiIhAenpqZob28nNzeXxcVFZmdnqaioENWiMtX9mzST29vbjI2NUVNTI1+Tvdqr/1jtTSj36udWMpmUBlKtfmT9uHbtGvX19WJaCYVCdHR08OMf/5impiZJ7G5ubnL06FHGxsbQ6XR0d3dz5swZFhYWGBoaorOzkxs3bhAMBpmbm+P48eNUVFRQU1ODXq/nrbfeAh41QH6/XxzBN2/eZG5uDrPZzG/+5m/Kms9gMDA8PExDQwPz8/MUFxfz7//9v2er6DGm0quECdikWWDuw38jKWa3201vby+tra3ywQ/ISr+kpETuAJUpwrFjx+jv7xcESlpaGhMTE7S1tVFXV8fIyIgYNKLRKABlZWV0dnYSi8UYHR1lYWFBLDNnzpyRtPT8/LzAzYuLizEYDGRlZUkDV1hYyBtvvEFzczMlJSWMj4/j9/s5efIkly9fZnJy8pEaL/8Qy67WP5t6PprMZq/2UlVVJbeJVVVVBINB0bvF43FJKCthgqtXr4o1JCcnh9HRUfkwmpubk9VsMpmkrKyMZDIp0PxIJEJJSQkzMzMSsFKpVBQVFZGXl8eFCxdoaWmR4IuCmLFarYTDYbq7uyksLCQej4v/XDHqBINBTp8+zeLiIna7nbt377KysiLKu/T0dAnJKLzJ6elpOjo6cLvdjIyMsLCwgNFoxOFwiAfZ7/ezurrK1taW6CyVxhqgrq6OsbExcSzHYjGZgikwdOVnpbCwkLy8PLq7u2loaGB0dFTu1fx+vyTAtVqtWFiefPJJLl26hFarpaamhuHhYZxOJ7u7u0xNTVFcXIxOpyOVSrFv3z4GBwclyb+7u8vs7CyhUEjQM4FAgIKCAmKxmFitnnjiCd555x2ZYL744oucPXtWeJtqtZrh4WGx1yiTQsV5X1xcTHNzMwAXLlwgOzubyclJMjMzqa6uZm1tjeeee47vfe97tLW14fP5SKVSLC8v09jYyPT0NAaDgbm5OTF2HThwgAcPHshrMyMjg/T0dFnzKz+DCvuytLSU8fFxeVhRbogTiYRM9GPbO6S1fAZDQT26oIdO+xZHHjvM+fPnJTlttVoxm81yb9jb2ys/c4pFSK1W09XVJdPtQ4cO0dvbS1tbG5mZmXz/+99n3759aDQajh49ytLSEh9++CFGo5EjR46wtrbG/fv3MZlMVFVVoVKpeO6555iYmJD72NHRURE9HDt2jFAoxPz8PBcuXMDhcPD888/LSv4vBifPnTuHTqdjdnaWpqYmcnJyCIVClJSUfAo0HolEWFxcpLy8/D/63q/8HOzdS+7Vf2rtNZR79VdWKpViYGBAFHGbm5vcuXOHU6dOMT4+zvT0NGfOnOH73/8+Tz/9NDdu3MBqtdLX1yfOaOVNOxKJcO7cOQ4ePEhOTg6zs7PcuXOH5uZm5ufnqaioEFhzbm4uly9f5vjx4wJlTqVSvPrqq0xMTHD79u1PrajLysro7u4WSPfY2BgZGRkcP3mK9ye38W6nkZ+2Te2uh08ufiwMQ4U9qKyhFL3Z4OAgtbW1RKNRTCYTMzMztLa2UllZSW9vL8ePH+eDDz6QJ/6qqiqWl5fJz8/n8OHDXL16ldLSUm7evElnZycTExOCpVEmoXl5eSwuLooe0e/3U1hYiEqlYmpqCo1GQ0NDgyRXV1dX5a7vpZdeor+/n5mZGXQ6Hevr64JAslqt+OpeYSP9z9WaOv8kR1OPjvnv3r1LdnY2Wq1W1mkul0u4kCqV6lOqvS984QssLi4K6P369evo9XoikQg5OTnAoxV9OBwmIyMDg8Eg5iTlZEBpboqLiwEEIq645SsrK8WukpeXx9bWlqCP0tPTWVlZQa1WE41G0el0YsNRTiP6+vro6OgQ9qfFYpEpX2ZmJv39/aSnp4tub3BwUG5H19bWyMrKIhgMsrKygt1uF/WdMp3VarWoVCr0er0QARQrkoK88vv9bG9vE4vFeOaZZxgeHiYej0vCe35+HpfLhdFoJC8vD7VajVqtZnBwUG5ilRRyfn6+3Mtubm5SXV0tU0Ql0KQkmBUMlZLgLioqIh6Pywr/8OHD3LhxQxinubm5oticm5sT37vT6WRubo7c3FwKCgokAT4/P08wGMRsNhMKhQROr/jR3W43LpeL7u5utFqtKDQ3NzepqakBIBaLCSHB5XJx7949cnNzmZyc5PTp06LiVBLwRqMRr9fL5uYmR44cYWVlRRigm5ubPPbYY4TDYVQqlXjclY2JEl7SND3zKXtMwcYgzuVuYTnG43GqqqooLS3l3r17OJ1OGhoa+NM//VOWl5eFUpGZmcknn3xCMpkkKyuL6upqiouL+clPfsKv//qv881vfpPW1lb5O8RiMdbX14lEIhw4cACn0yn8zFAohE6no7GxEavVSiAQQKVS4XA4GBoawm6309TUxNjYGDdu3ODMmTMUFxeLtlWlUn2qIbx9+zb9/f10dnZy9+5dOjo6KCoqkgcgpZLJJA8fPqShoeE/+p7v8XjQaDTk5eX9Z35q7NU/5NprKPfqr63d3V0GBgZkejg9PU0gEKChoYFPPvmEhoYGurq6OHPmDGfPnhWMSUlJiSCETp8+zYULF8jPzxeP9czMDM8++yw7Ozt0dnbygx/8AJ/Px+bmJg6HQwDUbW1ttLe3yxRIuS9TVjcffvgh8XicqakpHn/8cY4fP05fXx+hUAi73c7Q0JCA1FdXV2XaoEyXFLSQSqWitbWVrq4uysrKxOZy//59Tp48yfHjx3n33XdlXZxMJgmHw+Tk5Mi6LRgMkp2dTW5urriOh4aGcLvdAvFuamqir6+PiYkJVldX+cpXvkJXVxfXr19HrVbLqli52QJEN6dMqRR+X3Z2NiUlJdy7d0/Wfzqdjom0cuZtjTKZNc9ewzB5RcIhra2tFBcX8/HHH3P06FFeeOEFrl69Kus8xRji8XjQ6XQCyl5bWyMcDqPT6XjxxRclsX748GEMBoNw+iYmJqSpCQQCnDp1ilu3buFwOHA4HHg8Hp588kmi0aiYcpSVndvtxmAwMDU1hcfjkcZRUWbGYjFKSkpIpVKUlJRw+fJlsYmsra2hUqmw2WxUVlYSCATEaa00d3q9XtLHFRUVcgO4ublJJBKRAI8yrVXuR5U1vmJiUW4ytVotarWa3NxctFotU1NTqNVqUYTW1taytbVFMBhkZ2eHkpISgVMrD1rBYJCioiJycnLY3t5mcXGRp556Cp/Px9mzZ7FarRQVFRGNRqmsrKS7u5tkMinT+K2tLbl1VVzlOTk5JJNJnnnmGd58800x5SgKxOnpaU6ePCmOdIvFwsbGBk6nk9nZWUwmk9wyKslru93Ozs4OIyMjAuFWTg5MJhO5ubniPFf+HolEgnA4TENDAyUlJQL+VxrtzMxM8Ucr5AO9Xi9N/szMjJialN+vtraWqakpUqkUMzMzwuwMhUJoNJpHf5eWL0LOn0/YCvUR3GNvEY/HqaioEDWqYryan59ndXWVuro6rl27ht1up7CwEIfDQXZ2tpxB2Gw2DAYD0WhU0GJFRUU8ePCA8fFxfumXfgmDwSCT0tdee42enh66urrY3t7m1KlT1NTUkJOTw+/+7u/y2muv4Xa75b40KyuL9PR0ampqsNlsrK2tUVVVxerqqjSUSthmenoaq9XKwMAALS0tdHR0/Nz38P7+fjlV+uve50dGRnC73X9juPle7dVfrL2Gcq/+RjU0NCTcwitXrtDY2Mjq6qqEUZTJQywWkybNaDSKTzk9PZ3GxkYmJyeZnp7m6NGjaLVaNjY28Hg88gG+sbEh/mUlvGM2m2WKaDKZ+OM//mOCwSAnT56UCdfq6irDw8NkZWXx3nvvEQqFKCgoEBbb9vY2oVCIa9eusX//fmZnZ9nc3JSkpUqlkjVuXV0d/f399Pf343K56OzsJJlM0tLSwhtvvMHu7q5M6WKxGBUVFczMzHDmzBmMRiPwaGqXl5fHW2+9hd/v58CBAzIRslqtHD58mLfffpvi4mJZd+/fv58rV67I3R9AVVUVly5dEhxNR0fHp+4Ks7OzefDgAa2treID7x8cIvPw59nQOzCGl9mX5uNBz33MZjMbGxu43W7C4TB+v1+mYrdv35bpl1arZXt7G7VaTXZ2trAKBwcHmZmZYW5uDq1WK1o+p9NJU1MTP/zhD8nIyJDVuML1U1LoOzs7rK6u0tHRIeii8+fPC5pF0XFGo1HBPSkQaoPBQEVFhdy3KgpExUu9u7tLRkYGw8PD5ObmSmOpJLEVRNPm5iaxWEwmPqFQCLVaLbaZQCAg/72i7wwEAtJgRSIRNjc3yc3NBR6tEouKikSzp9PpOH/+vHAvm5ubefzxx/F4PGKBUVaJi4uLNDY2Eg6HOX/+PM888ww//elPqa2t/RQfVaEk9PT0UF1dLcEiu90uGsLW1lbefvttYWumpaXJBCwej0uKX5loKmGlaDRKMpnk4MGDlJWVcffuXa5du4bRaJTmTFFnmkwmuYPUaDQUFxfLZH12dlbUgBkZGcRiMVGQKkGZRCIhye2fddjX1dUJFWB4eFic4ZFIRBLus7OzzMzM4Pf7ef755+V18uGHH8oDgqIV9Xq9JGueYMnR8uihil2yVu6jGbkgGsP09HS+9KUvoVaruXDhggDib968yVe+8hXi8TgffPABarWa559/nq2tLVZXV8WwE4vFBKi+vr7OgQMHmJyc5PHHH8doNAqmSHltTExM8PWvf52+vj7q6urk1vJrX/sawWCQb37zmxQWFnL8+HG5q45Go8zNzXHixAm6urqwWCzodDqKi4tZXV3lvffeo66ujmAwKGvxv1ijo6NyPvNXVTQaZXJykpqaGrm33Ku9+s+pvYZyr/7G9fDhQ4qKitDpdFy4cIGjR4/ywQcfcPToUXp6elhfX8fj8cg0LhgMUlhYSFdXFyUlJaysrLCzs8PRo0cpLCzkzp07ggcBxJLR1tbG7Ows4+Pj3L59m8rKSmZnZ8Xwoaz3fumXfonr16+ztbXF3Nwcg4ODlJWVyYftRx99hMlkIj8/H4fDwd27dzlz5gzDw8NMTk6SlZXF5uYmLpeLnZ0d5ubmBNXR3d2NXq+nvb2dYDBITU2NYFmUZLjyYQmPVl3z8/OCmVlcXKSoqEjA2Y899hjHjh0jFovxzjvvyHpu//79ZGRkcPPmTQ4dOsT58+cFkaJWq9nY2ODw4cP4fD5ZuSoaO7/fj8fjIT8/X6ZY169fJzMzE7fbLcBvhUGYSCSYnp5mcXGRqqoqKioq0Gg0XLp0SdR3CmNQmSzV1NSI5k9ZYSuO5rW1NXJzc6VxUEIUeXl5zM3NiUEllUphs9mYn58XjqHT6RRO4/b2tjRW8/PzFBYW4vP5iEajOBwOZmZmBOwci8VIpVIyDf7Z19T6+jozMzO4XC7i8TgbGxuoVCrRi87Pz8sphrKGzMzMlEZGmcApoaRYLCa/n9KoKbxEjUaD1WpFrVYLO1OZGivTPMXuU1FRwbVr18jIyMDn87G2tiaWlcnJSdLS0rh69Sp5eXk0NzfLfa7yOkxLS6O2tpZ79+6xs7ODTqcjNzeXnJwcCgsLOX/+vJyAxGIxEomE6Bo9Hg89PT0SSnG73WRmZjIyMsL29rb8uXNzc1leXsbhcNDe3s7ly5eJRqMYDAYikQgnT55kdHSUtbU1MjMzmZ+fR6vV0tDQwPLysjAyKysrmZyclET5+vq6nJaUl5fj8/mEB5qRkcH8/DwdHR0UFBTQ1dUl6KW2tjYePnyI2WymtLSUnJwcLl26JGcuGxsbTE1NCafR7XZTVVVFNBrF6XRy5243gyk36uwKzFEfxpnr6LSP+KQOh4OWlhZUKhVWq5UTJ07w5ptvcvfuXcrKyuRmWZkC7+zs8Oqrr/L222/Lg2lRURE2m00epL71rW9x9uxZMQkdOHCA9957j9bWVqxWq9y62mw2BgcHefzxx1lYWGBpaQmDwcDs7CwFBQV8/etflxX+7Oys6FqXl5c5ffo0qVSKubk5Hj58SHFxMTMzM7S3t/9cBaISdvrrJo5ra2sEAoG/dJu5V3v1n1N7jyN79Teu2tpaxsbGcLvd7Nu3T2wtXq+X9fV1+fDOzMxkamqK2tpaLl26xMGDB3nw4AHRaJTHH3+caDTKu+++K4fvaWlplJSUoNPp5ENIaVzy8/N5+PAh5eXlVFVVsbS0RFlZGRcvXuR//p//Zw4cOCCromAwiNvt5saNG3z5y1+mra0No9FIR0cH169fl+TixMSE3BEq0O9AIMCBAwfQ6XSMjY2Rm5vLmTNnuHbtGn19fYL9UaZYCqx8YWGBUCjEF77wBd5++230er2o7zIyMsjKypIp3be+9S2amprQ6XS8/PLLYuE4e/aspJ11Oh0mk4nm5mYBYE9PT7O6usov/uIv4vV6uX79OjU1NQKqVtbT9+7dkw9D5et29uxZWlpayMjIkGCM3W7HYDDw5ptvkpWVxec//3nBkijYkf7+fjweD0tLS9KgKMnr4uJimYz6/X727dsn/43D4WBkZITS0lLS0tIwGAxkZGRgNBrlVk+ZsKlUKtLS0iQMpSCPlEZ6fX39kat4c5OKigoJOyn3nyMjIyQSCZxOJ0tLS2K8KSkpYXV1VaxAJpOJ9fV1AJnOJpNJSktL6evrE4yK0+lkY2NDwOAbGxukUimZ8u3s7ACg0WjkblFpcFKpFPn5+QA4HA78fj/z8/NMTU0J7H5iYkI+3O/fvw8gxhpF4biyssLy8rI8ABQWFrK8vCzWn2QySSgUEv3l1NSU3Kmura3h9XppbW0lLy+PiYkJHjx4gNFo5NVXXyUcDpOXl0csFhNPejAYFNi61WollUpJwCmRSODxeGRFbjKZiMfjOBwOsRQtLi5SW1vLwMCAKCh3dnZob29neHgYjUYjjebo6CgGg4Gqqiqampo4d+4cBQUF3LlzR1LQOTk5rKyskJ6eTlFREdnZ2VgsFkFh6fV6CgoKWFlZoaysTDYnCiNXOQGpqqygMBqlpkbPH/7hu8T/7LV26NAhYW8qr6f/4//4P8jLy6O+vl4QZYriUklcf+tb3+IrX/mKNMu7u7skk0m5Qx4aGiKRSAhtYd++fZw6dYre3l7q6up46qmn+N73vic2nY2NDUZHR1Gr1TQ0NMg6Xfn+ulwu+vv75fxHUWUqpxpDQ0PE43EMBsPPbSZXVlbQ6/V/bTM5OzsrG5692qu/jdprKPfqP6mqqqqENacgQnp7e4FHaq5IJMLk5CTp6encvn2bgoICrly5Qn5+Po899hjd3d1yp5dIJOjs7KS2tlamS9/+9rdxOp20tbXx+uuvs7Kywvnz5zGbzVy4cAGNRiNKSGVSmJaWRmdnJx6Ph8LCQgk17O7uSiPhcDg4evQozc3NXLt2jeLiYpaWluQg3mKxMDExIcn01157jeHhYWZnZwVsrKTYDxw4IHdeSkDo//q//i8JxZw6dQq1Ws3i4iJzc3OkpaWRlZVFQUEBJpOJ5eVlPvnkE/l3ir/a6XSSSCT47Gc/y+DgIEeOHGF2dlZA6Tdu3JAJcCqV4s6dOxQXF7OyssLCwgITExPU1NTIh51Op6O5uZnV1VWWl5fJzMykvb2dgYEBZmZm0Ov1OJ1Ozp07J5YcpVlWq9VYrVbW19d54oknyM/PR6PRMDExwc7ODpcvX8ZisVBVVSUcQIvFws2bN+UO8YknnuDOnTtkZmaytLSEyWRCp9Nht9slrevxeMSmpKge5+fn2d7eFuC2Ai5XEC9VVVXAn4c4tFotk5OTYhjxeDwkk0lWV1epqqoiPT1dGp2ZmZlHwaU/87UrQHIldFZfX4/X62VnZwe9Xv+Ie7m5RXrb82Tm1xFfHEH18GOys7Plgz0Wi9HR0UE4HEar1dLf3y9T17m5OVFwKmBog8HA5OQkDocDQAJQKysr+P1+nE4ngUAAm80m4R2VSiWNmXJnNzk5KVPul156iUuXLnHx4kVxr7tcLqqqqtja2mJ7e5vS0lL8fj+jo6OYzWaxRinMWKWJXVxcZHNzk2g0SkNDgyB4gsEghw8flgCSct6g8DaXl5dlO6DgrUwmEyaTiVu3bmG32+VOdHJyUkJKAJ2dndy8eVPwTkNDQ5SVlXHnzh3Ky8vl91eaaeV+WKvV4nQ6mZqaIhaLyc2j0lBdvHiRuro68vPzPxWMWVpakgeX4uJipqamMJlMVFdX09PTI+anWCxGW1sbW1tb9PX18dhjj3Hnzh3sdjtarZarV69SXV3Ne++9R0VFhRi++vv7efbZZ1lYWGBkZISysjJycnKIRqPMz89LKGh6epqWlhbgkY0mGo3i8XgkrV9YWMj09DQ6nY7jx4+jUqno7u7G7XYzOzvLsWPH/tJ7tHIPXFJS8nPfw3d3d3n48CEFBQWC/9qrvfrbqL2V9179Z9X09DQ2m40bN26IQWVjY4PJyUkJLigTl9raWlGMJZNJCgoKKCoqoqGhgbm5OXw+n7h74dFt2dramoQErFYrQ0ND7Nu3T4JByu91+vRpTCYTHR0dXL16lS996Uv883/+zzl+/Dg/+tGP2N3dRafTMTU1RUNDg6CLFGON3+8nEomQSCQkjNHQ0CCTIkUjZ7PZiMfjAlUeHx8XA43SWGdlZZFIJGhsbGR4eJju7m6BgDc0NJCenk52djaLi4s0NzfT3d0tKj+tVivNb3l5OWNjY6LeW15e5tlnn2Vzc5ORkREyMzOZmJjgmWeeIRaLMTAwIB8uOzs7TE1NSTp4Z2eH6elpMjMzJYTi9/s5fPgwXV1dhEIhGhoaWF1dFfWf0tx/5jOfYWRkhFQqxcGDBxkcHJSHiYKCAhYWFuR+cWNjA4PBgMPhkHS0z+eTKZjX6yUvL0+mf0rDtn//flnfDw4OSupdOSVQzh2UMIUyvVMA3CsrKxQUFIi72efzCag6PT2dVColKr20tDRKS0tZXV0Vs5PT6WRycpKMjAy8Xq+s/ZVQhVarJVZ+HF3LcwLI1wyfxzB1Ba/Xi8PhwGq1otfrhRzQ1dUlE9WtrS3gUdK2sLCQr33ta/z0pz9lbW1NVJsej0duV5XXxNbWFiUlJWRnZ3PlyhX0er2s3aenp0lPT+cLX/gCS0tL0ky5XC4WFxepqamRCeLu7i4zMzO8+uqroudTXrs+n4/8/HwJAPX393PixAlGRka4efMmZWVlnDhxgp/85Cesrq4KscBut7O9vU00GpXwjYJ2Uh7wFPyPsvrv7OzE5/ORSCRoaGiQkFR/f78wNA8ePMju7q6oUrOysujr68PhcKDRaBgbG5N7aiVYpwTdksmknH8oq/OqqiosFotQH8rLy+Uu1GKx0NPTw9LSEqurq3JCoTBvX3rpJXloUjBQN2/eBODFF1+kp6eHcDgsQR7ltdDS0sK9e/eIRCK8/PLLeDwe5ubmxPikBGQ2NjY4ceIEo6Oj/Hf/3X/HpUuXRN9pt9sxGo2CmtJqtXR2doo/+6c//SlOp5OdnR2efPLJT70vx+NxJiYmqK2t/bnv25FIRLZHf1Pt4l7t1d+09hrKvfrPrtnZWWKxGENDQ9y/f19CIclkko2NDZlw+P1+Njc3qaqq4oknnmB6elpWdnq9npqaGpkYKSEQjUaDw+HAYDBgNptJS0tjYWGBrKwssrKy0Gg0/NZv/RYFBQXodDrRF546dYoPPviAlpYWJicnqa+vJxgMcuXKFT7/+c/z9ttvy9RH8RqnpaURCoUYGxujqqqK7e1tVlZWxEWelZUFgNfrJRQKkZmZKdOLqqoqent7CYfD4gdWjCeKi/rWrVvs7Oxw6NAhKisr6erqoqOjg2AwyDPPPMOFCxcwmUx88MEHOJ1OampqsNvt+P1+WQfX19cLkHpsbIxoNEptba2EIYqKisTWUVxcLEYQpdEvLi7G4/EAiFJR+fDPycnB4/Gg1WpFYej3+6mqqpIJkrKubGpq4sCBA/T39wt38NatW5+6q3M4HLLqV5qCaDSKzWaT5q68vByv14vFYqGhoYHJyUlpLJUktrICDAQCAolWwiKK3tBsNlNYWMj6+ro8MCwsLKBWq9nZ2SEjI0OS10VFRQSDQUmEZ2ZmUltbSzAYxOfzidPd7XaLbnB5eZnR3FOELX+unTOsz2C+/z1hB+r1ehYWFsjMzJSTiI2NDcHzRCIR9Hq93MNWVlYyPj7OnTt3cDqdAqJeWlrCZrPhcrn40pe+xJ/8yZ9QXFwswbfd3V1cLpcgiQDBF6WlpdHV1YVer+fQoUMCcVeapZdfflkeZj755BPKysp4+PAhBw4c+PO/15/xIZU0fVFREbFYjMHBQerq6rh69aqEkZQwVDAYFOC7cietTLcVJ/eZM2dYXV1laGgIp9NJWVmZNDNzc3OYTCZRbs7NzaFWqzEYDLjdbsbGxkQtqWC6Pv/5z+Pz+UQVGgqFcLvdxGIxeR+YnJykubmZvr4+Xn/9deFVTk1N0dLSgtfrZWJiApVKhdfrlT9rfn4+KpVKwOlZWVmMjY0JnF9xsCuw77q6Oqanp1lZWaG+vl7wYMrpR11dHVtbW4yOjvLaa69x69Yt0tPTsVqt/MIv/ALvvvsuBw4ckJ+hpqYmeV9NT0+nqqqKqakpOjs7ARgfH2diYoJAIMCzzz77qZW2QuRoamr6ue/XPp+PjY0NKioq/l+97+/VXv1VtddQ7tX/q/J4PAwMDNDf38/ly5dZXFwUMHh2djahUIjKykppcpQQjJIuVSYNtbW1NDU1kZ6eLms5JWUcCASYnp5mbm6O0tJSNBoNbrebSCSCz+fD6XQKiP3MmTOSmO3r66O5uZm3336bZDJJMBgUPI3iQFZgysoU7saNG6jVaux2O2azGYvFIr5dpTnJzc2VcIOCpvF4PGJL2dnZob6+nuzsbJk0zMzMkJ+fz9GjR5mbmyORSDA3N8crr7zCrVu3MJlM3L59m4qKCpxOJ8XFxaytrfHxxx/za7/2a/T09Aj2x+PxUF1dLb7hlZUVmY4pzubNzU10Oh02m42BgQHMZrNo/CYmJgRzk56eLtMXZZVYVFQknMF4PM6xY8dIJBKcO3eOrKwskskkOzs7st5UAjcKCHpnZ4eCggLS0tIkqaowCefm5vD7/QDCcVQmL8FgEKvVysrKigC/E4kEq6ur5OfnCxBecSOHQiEOHDjAxsYGMzMzogNUqVQcPHiQlZUVuru78Xq9kl6trKykrq6Ozc1NwT2lpaWJL16lUmE2mwULk56ezrKzhZ3Kk5IYro5P41i6KyElq9XK/v37cTqd/P7v/778+dxuN6Ojo3zxi19kYWGBGzdusLKygkajEV+51+sFHt12KlpNt9tNW1sbH330kbiqlaCO8sCm2HF+Vl24b98++vv7ycvLk9dmenq6hImampqEbWkymeSm0O/3MzAwICcJk5OTWCwWCgsLGR0dJZlMolaraWlpwePxSLhLae6TySRzc3NEojFsh14hvbCe1MoETl8vVRXlFBQUsLy8TE1NjZAgFN90XV0df/RHf0QqlRKry/Xr14nFYuzfvx+dTkd2djY5OTlcvHhRgjTKiUUkEpHva39/P8FgkGg0itvtJicnh/HxcTlFUBBP8XicUChEbW2tpP0bGxvRaDRcuHBBGsfS0lKSySQmk4n+/n5JUSvhJeX9IZFIMDQ0RFFRER0dHQwMDPDFL36R3/3d38VgMPALv/ALdHd3YzQaKSkpwefzkZeXR1paGuFwWE5hFJh/QUGBNPfKfaTSBL799tukp6eTlpbG8ePHP/VePDw8TFVV1c9NaivWI+WBYK/26r9E7TWUe/X/uhYWFvj9P/xDftS/TtxeKHdmjswMysrKiEQi0mDk5OQIU07BfRiNRpaWlkhLSxN8UHZ2tkw+qqursVgsRKNR3n77bWm69Ho97777Lr/8y7/MxMQEH330EQUFBfT29pKRkYFer+erX/0qv//7v8+RI0f4t//230p6U2E6joyMiKd6fX0dk8lEIpEQe4oybVBun+x2Oz6fD6vVKi5yZWKqWFj0er2s7M1mMzabTW7aLBYLarUak8nE9evXqa6uZmZmhuPHj/PgwQOef/55ent7OXDgAOfOnWN5eZmDBw9KU7S4uChNqdfrJRaL0dTUxKVLl8jPz0ev18u9oMJvVNSKoVAIQJoym83Gw4cPsdlssrJVGJ4KPzIUCpGfn092dvan0C1FRUUYDAZSqZSs/ufm5uTEwGaz0dLSQnd3N2q1mlOnTrG6uippbSW0Eg6HZeW5tbXF/Py8gLGVmz4FeK9YYoqLiwmHw3KKoEDVjxw5wuDgoCBlMjIyWFhYkIR8UVGRhHYUK5HRaBTHenp6urirS0tL2dzcZG1tjeDmFttlj2MuaaQwPcETeSnee/cd8vPzBTmlTH+j0Sj19fVsbm5it9uFbel2u+UBQGlmYrEYPp9PtIjK60YJXJSXlxOJRHC5XIRCIT772c9y7do1GhsbefDggfxaCvNSmeD+4i/+Ir29vVy6dImMjAxaW1spKipiYWGBn/zkJ/J6VSDiGxsbEva4cuWK4KAmJiZobGzE5/NRUlIiFqUPPvhA2J5qtZrV1VXW19cxtL0gMPHd3V0yvF2URkZlnR8KhSSUlp+fzzPPPMPAwAB37txhe3ubmZkZzGYzWVlZhMNhTp8+LSYqlUpFV1cXVquVuro6DAYD09PTDA8Ps7Gxwf79+zl48CBXrlyhqqqKRCKBzWajt7dXwlo+nw+tVktxcTEvvfSSQNEVzJRer8ftdrO1tYXH42FhYYFYLCaqzszMTLq6ujAYDCQSCdxut5xJKKctypmJQhZQUus2m43JyUl+53d+h+9973s4nU5ycnKora2lu7ubgoIC+vr6OHr0KOnp6cCfCwD0ej1lZWWsrq5y6dIlotEor776qvx3AFNTU2RlZf0lqPnu7q4oVf/iv9urvfrbrr2Gcq/+Vur/9+Pb/PGDNbkzi/e+i22+i8zMTGHqKVMCZVKm4HEUcPHW1hZbW1uUlZUJcy0YDEoqEx5NB2ZmZkilUrjdbm7fvs3jjz9Oeno6IyMjPP3003z3u98lGo2Sn59PMplkYmKC8vJyVldX6evrIx6PEwwGpYmwWCzye2i1WqxWq4C5U6kUiUSCgoICXC4XPp8PeOTQValUlJaWyupXq9ViMplYWVkhlUrx/PPPMzo6ytbWFmfPnkWn01FSUoJGo6Gurk5WdYoX/Ny5c1RXV4txZXl5mW984xu89957MulUXOnBYJDNzU1KS0tZWVmhra0Nh8PBxYsXCQaDcj/Y2dlJb28vXq8XjUYjfunNzU3gURq0vLxcJrDRaJTq6mrOnTtHW1sbVquV1157jTfffFM80n19fTidTurr64UvePPmTZmCmEwm4Wq6XC4OHDjAn/zJn8ipgTKtTEtL49KlS6jVagkRLS8vE0+m2Mg7gDq7ksTSGJu3f4Ih7dENocFgQK1WC5+wuLhYTD5PPvkkQ0NDlJaWYjQauXTpkjzMlJWVcf36ddrb28nOzubtt9+WZr+srIxwOCyT3YaGBrHuTE1NodPpsFqttLa2Mj4+LmvpwsJCPB4Pk5OT4nJvbm4mLy+PH/zgBzLpVNLxU1NT8trS6XSUl5dTXFzMT3/6U3JycsjJycHlcjE7OysPLYWFhbhcLiYmJjhx4gTz8/NMT08zPj5Obm6u8BcV69Tq6qqAtxcWFsjNzZXbReU1t7a2Rnl5OQsLC0I6MBqNAqSvqKjgwYMHuN1uaeQdDgcbGxtyt6jVatHr9fh8Pnw+36Mp6oFfRO3+89u9jO0VjqYGWFtbY3R0lLq6Okl9h0IhqqurmZycZHd3F7/fTywW47d+67eYnp6WyfGRI0fo6+sjmUxy8+ZNFhcXaWpqwu/3k0wmGR0dpaamhrq6Os6ePcva2hqpVEq4kA6Hg6KiIux2OyMjI/zKr/wKly9f5uLFi+zs7GCxWEQKsLu7i8/nw263y93m8PAwOzs7xONxUVmGQiEhEJjNZpaXlykvLxd7z9LSEidPniQ/Px+tVsv58+f54he/KHSB9vZ2hoaG2NzcpLOzk9u3b/Orv/qr/Nt/+29pbm7G4XAQDoeJRCJEIhEef/xxNBoNH3zwgQSojhw5Il9nxUGunOYoFQ6HmZmZoba2FrVa/V/0/X+v9gr2Ut579bdUMyH1I80ZoFKpsZbto9r0KByhPDn/7PRKAXwrt2G7u7vyAabov/Lz8yktLZWGs6ioCEBWrwq/cn19nY6ODqLRKCUlJXLLZLVaOXv2LC+//DLvvvsuRqORlrb9XF3RE9U7UXmHCfV/SCKRwGq1srS0RGVlpUxKFb6gwljU6XSS0CwoKJDJajAYpLa2lo2NDTIzM9ne3iaZTPInf/InaDQasZTs7u6K+/j999/HZrOJeeedd94hMzNToNC3bt0imUzy3nvvsbOzI+v8SCTCxMQEpaWlGAwGhoaG+B/+h/+BQCDA9evX+cpXvsJHH32Ew+EgIyOD2dlZWlpaCAaDtLS0CFha0eEp6WF4tDZcW1ujrKyM+vp6YVF+61vfYmdnh/T0dKanpzGbzWxvb/Pxxx+zb98++f9ut5vV1VWSySTf+MY3+M53vsPp06d58skniUQi/OhHP5LVpNvtpqKigo6ODt544w1isRg1NTVYrVYWM5sxNj3z6OGkuOlRkGfgA0kFK+lrl8tFaWkpJSUl4pBXgh6Kgu+xxx4TrJXJZGJiYoJoNMpjjz1GNBplamqK3t5e4vE4OTk5OJ1Ourq65M5ze3ubra0tQqEQi4uLohf0er1cvXpVmJPKdNfhcGCz2eRrrySJFcTLsWPH6O3tZWNjg3v37rG4uCgaxO3tbQGrb21t8cUvfpHh4WFZq/b19UkaPD8/n2effZYLFy7Q29uLWq1mcnJSQNvb29usra3JJDI/P1+S408++SQjIyPU19czOztLVlaWfF+dTqfoKyORCA0NDZ/6M1qtVrKzsyXEpjwk6nQ6bDurbLELPDI0Wbd9LK09oiOcOnUKh8OBxWJhfn6enp4erl+/LupGu93O0tIS3/3ud8USpQR3zp49y5e+9CWCwSA5OTns7OwQCoWwWCzU19cTCoU4f/48drudlZUV4VFGIhHq6uqw2WyEQiGeeuopBgYGyMnJ4Ytf/CIbGxvcv39f8EuKg35+fl7+nnl5eSIXgEcPtAraa2VlhdnZWVwuF+Pj42xtbZGXl0dRUZFsFOLxOJ2dndy7d4//8X/8H3nrrbfIzs7mww8/xOVyAWAymWRCGg6HcTgcrK2tkZeXJ2iq7e1teTB48cUX5X03EAiQTCb/kipxZWWFUChEfX39f9H3/b3aq5+tvQnlXv2t1O9dmuD//mRc+TjhtUY7h6x/rk4zmUwA6PV6meQpWBEFi5JKpQAEmq3YTgKBAH6/H51OR2lpKYCo/DIyMvjJT35CR0cHgUBAUparq6uig7RYLDLxmTXXMm9rAJWK3d0Um7feQDv6CAOjrKvS0tLQ6/U4HA5R8ykYkaamJlnxKQnjra0t6urq5INO0eCVlpaSl5cnpoxIJCJJ7JGREeFQrqyssLKywsGDB7FYLDQ1NfH2229TV1cn8OdkMik3e2lpaezu7pJIJHj55ZcFH6PRaPB4POzbt0/A3svLy2RlZQmaRlmzRqNR0RqeOnUKeDTR6O3tpbGxUe7VFAajXq8nJyeHeDxOVlYWc3NzcpKgrNIUJaKSTlUS1i6Xi7y8PIxGI6urq7zwwgv09vYyNTVFeno6Pp+P8fFx0tPTKS0tZdB5lITzz4MDqpVRHt8dYnV1VQJUIyMjYqBRINETExPYbDYJlmg0Go4cOcLS0hIej0cm4zMzM+Tk5LCxscEXvvAFfvzjH4tm0ev1Ul9fT3NzM5cuXcJut1NeXk40GmVkZASDwUAwGCQQCNDW1obb7SYajTI+Ps7i4iJut5uNjQ0JYyiom/b2duDR3ajX62VtbU3QTUoAzePxYDabyc3NRaPRMDo6KoigWCwmxiHlvKC+vp6ioiIuXbokDNG2tjYWFha4e/euJK0dDgc+n08a1rKyMioqKkST+fjjj3PlyhWys7PZ3t6mubmZiYkJWlpaqKqq4vLlyzx48ICysjK5iVU0jiaTSWD+2Tm5BPM6iJrd+EfvUpPyYDYZZTKvbAMGBgbY3d2lt7eXI0eOcPToUa5cuYLP52N2dpbOzk4GBweJRqMcO3aMQCAg9q2xsTEMBgMul0uCeouLi+Tn5wtov6ioSOD7RUVFTE1NsbGxQU1NDY8//jjb29uYzWY++eQTOjs7yc7O5l/9q3/F0tISdrudtrY2VldX5XxF0VXW1NRIoz4xMUE4HGZnZwefz4dKpUKtVmM2m6msrJSH5Mcff5znnnuOGzduCP1ga2tLbqQVsPyzzz7LW2+9hdvtFmC5VqslNzeX6upqLl68yNzcHE1NTezfvx9AEEMKRkupqakpzGazWML2aq/+v6q9hnKv/lYqkUzxr69OcW82wP7iTL7+eBlazaOJ5cOHD5mfnweQSd/KygqxWEyCEcrBuF6vR6VSkZWVxdLSEhMTExQWFqLX68W3q+BRFHvOgwcPOHnyJFNTU8TjcaLRKOvr6wLcHh8flw/L9zcLWdU65c+9uzSCa+gNAXrDo7sjk8lEJBJhZ2eHWCwm6860tDTKysrIzMxkfX2dxcVFlpeXCYfD1NfX43A4aGtrY3x8XHiKR48e5Y//+I8FmdTc3Mzdu3cJBAKy2le0kYAczldXV8tk7MyZM/z4xz8mJyeHxcVFPB4PJ0+eJBaLEQwG5S6wrq4Ot9vN3bt3MRgM7O7uyiTqgw8+kDRuPB6nubmZeDwuN4lms5mRkRG2trb45JNPaGxs5Fd/9VdJJBL8k3/yTwTIXFBQQCKREOXlzMwMFRUVlJaW4vV6sdvtfPDBB1gsFvLy8lheXpYPWr/fz/LysiBaampqpGm/ceMGqVSK3FO/wLKzVVzkhZuDfKk1i3/1r/4V7e3t4jF+5plnuHLlCmq1Gp1OJxMphR14//59PvvZz/Kv//W/lsldUVERfr+flpYWPvzwQxoaGjAajczPzzMzM8PnPvc5rly5wuzsLJFIhFdffZUzZ87wzjvvMD4+jkajIRwO09HRIbgsxXqUTCYlwe3xeDAYDLS1tZGdnS1we+XmUvnzALhcLnJycrh//z67u7u0t7fLKl1p3FpbWxkZGeHUqVMcO3aM3/zN36SkpASHw8Hw8LB8PRXDzNjYGM3NzQKWV5LPzz//PNeuXZNbz52dHUnnKxpShefpdDrxer3Mz8/jcrlIJBJUVFRQWFjI4OAghYWF7Ozs4PV6+Z3f+R3u3LnD1atXyc7O5uTJk/zoRz8ScLsSgIlEInzmM59henqaqakpvF4vBw4coKSkhPX1dSYnJ8VspTjEk8kkY2Njov1UFJ0mk4mFhQUsFgudnZ0Eg0ESiQTNzc3cvn2bUCgkms1UKkVmZqZoYBcWFqiqqhKzj7KZKCkp4ebNm3i9XvLz87Hb7SwuLqJWq+X7v7KyQjgcFm7rxsYGGxsboFJjPvASpuImXGzySp2VosJHARuLxcKbb77J17/+dT7++GNefvllUWUeO3aMzc1NZmZmpKHs7u6mpqYGp9NJfn4+3/72t1GpVPzSL/2SPHwPDg5+KtGdSqVENmE2m//Lv+nv1V79hdprKPfq/9MaGxsTFE5JSYk4usPhMEtLS8TjcVQqlaRHMzIyWF9fl0CPkrwtKCjg7NmzGAwGFhcXmZ6epr29nVu3bgmOJhQKiX9YcQw/VBUxrClGWcuVRcfIDw6wuroq68qVlRVUKhWZmZnk5+cTjUZZWlqSMIzf7ycej4uGcd++fbz11lvYbDYAucEaGhrCZDIJSFjhc7rdbkmX63Q6wuEw0WiUZ599lomJCfr6+igoKMButzM5OUlVVRWhUIjy8nJCoRCRSISOjg7W19dxOp3cvn0bgH379uH3+ykvL6e7uxutVktNTQ0lJSVcvHiRO3fusH//fgFP79+/n48//pj8/HwBUyvYkYmJCVKplPD7vF4vNpuN+/fvSxpfaXzff/99kskkDoeDZ555Br/fz9ramoRaFFi84hNWHM3Kvegrr7yC0WjkzTffZGZmBntGJqGiTlRZFRyuzGHy/X9N+/42/H4/arWarq4uzpw5w49+9CNyc3PJzc0VRqGSTP693/s9+vr6JKwCCOtzZmaG7e1tlpeXycvLE7WicjerfF+np6fla6BA0js7OwUrtbq6Kmt2pekLBAKUlpYKosZkMrG4uCjnEvX19dhsNnw+H5mZmSSTSS5fvkxmZqYkl7OzszEYDIyMjBCLxURX6fV6KSwspLCwkMXFRdrb29nd3WV0dFSSw21tbdy9e5dUKsVrr73GG2+8IQ3R2NgYTqcTi8WCwWAgEAiQSCSESLC1tcXw8LBMZBcXF4nFYsAjLaoSwlpZWeEzn/mMTP6am5sFll5cXCyv80OHDvFP/+k/JScnh0QiQU1NjSSlFROSRqOhqKiI119/nenpae7evcvm5iaPPfYYH3zwgUzIzWYzfr+flZUVGhoahKcZDofR6/U89dRTjI2N0dTUxOLiIiqVSqaYGxsb+Hw+jEajqCmV20uv18vm5iZlZWUcP36cRCLBwMAA4XCYYDDI0NCQTNgjkQhLS0sEAgEA4aCmUik2NzfRtzwnoSTY5cXyNJwr98QAVl5ezve//32+8IUvcOfOHdLS0kgmk/LAt7Ozg9vtJjc3l4GBAVwuFydOnKC7u5vr16/z9NNPC19yYGCA+vp6uY0MhULMzs7u3Uvu1d9p7TWUe/V3VhMTE0xPTwNQVFQkYHMFw5NKpQgEAoRCIZLJpHD9lBBATk4O77zzDqWlpVy8eJHf+I3f4P3332dmZobHHnuMCxcuCLZI+QC12uzcXDezbc0jVxvFvniXzeC6uHMNBgP19fVEIhF0Oh3RaJScnByCwSALCwuChzEajfT19VFSUiLqux/+8IcSOgLEWKKwLMfGxhgbG+Ppp5/m7bffJj8/n7m5OXJyclhbW6O5uZmCggKmpqaorKxkc3OTZDLJ8PAwiUSCQ4cO8dFHH5Gfn09NTQ2zs7Osrq5KU1RUVMT09DT379+npKRE1rObm5scPXqUkZERuWdVbsZWV1epr69ncXGRtLQ0LBYLFRUV3LhxA5fLxWc+8xlu3LjB4uIiBw4coKamhnPnzpGenk5+fj7Ly8tYLBYKCgq4du0aJpOJ3NxclpaW2N7e5vbt28LzVNSPHo9Hpr/Nzc288sor3L17F3jUaExPT1NZWYnX6+XFF1/k3Xffpby8nGQyidPppLu7m1OnTvHhhx/KlPfAgQMC+Y5EIlgsFnJzc8Wmk5ubi1qtlhu4zMxMHjx4wPb2Ni+88AKrq6tMTU3xzDPP0N3dzdDQkCSTlfu2/Px8MjMzZXVZXl5Oeno6H330kaTTE4kERqORpqYmBgcHJSRy4sQJZmdnefjwITs7OySTSSwWC3V1dQKPb2lpEYSRxWLh8OHDXLlyhdLSUtRqNb29vSwtLZGbmyuTNb1ez2//9m/zz//5P2djY4NXXnmF999/n0OHDgmCR1FBWq1W0tLSROmZkZHBxMQEa2tr5Ofn43a7aW1tJRQKce3aNYxGI62trfT09NDQ0MDExARms1ma6IMHD8p9b2ZmJhaLhUAgwMGDB/H5fBJompub4/jx48Tjcfbt28fAwADxeJzjx48zMDDAw4cPefrppzGZTFy+fJnh4WHS0tIk+PILv/ALTE5O0tHRwc2bN2VtrZwg2O12AXp3dnby5ptvkpOTw7PPPks4HGZsbIyamhpBVPX19bF//37x2ishMb/fj9frJTs7m+PHjzM1NUVhYSGbm5t0dXUxMzMjqk+j0YjH40GlUsn5S7zzl1Hn1cn7W65qg98+aGF5eVkeUDUajZjEOjo6ePPNN2lvbycYDIpsQXnf0Wq1nDx5km9/+9vs7u7yta99DXjEoiwoKJAHJcWlrpwD7dVe/V3VXkO5V38vampqisnJSQDy8/Opq6v71L9X7gGnpqawWB69SdvtdhKJBIODg4yMjPDkk0/KVErhFCo3fsoNoIJs2djYQKvVsr29LR5oBe1jtVrJzMxEp9OJsSU7O1vWkOnp6cIFVBzHSsijp6eH2dlZXnnlFVZWVuTOsKysTBrKr33ta7z77rvCFQyFQoItisfj1NTUYDQaJWDg9XpJJpPcunVLpknr6+uo1WpJoDscDq5fv45er6e6upq0tDRGRkbIy8tDpVJx+PBhCSHY7XYKCgpQq9W89dZbpKenYzAYyMvLY2RkBLPZjEqlEi6lkr5fXV3lySefJJFIkEgkePjwIUtLSxiNRgwGg/jDY7EYp06dIhqNsrW1Je5ohemp0Wgk4KLwEJVwls/nIxKJyB3f+vo65eXlNDU1cezYMf79v//3JBIJHA4HMzMzwKOVcUVFBdPT08zPz5Oens6ZM2fkVs/v98vXaWtri3g8Lulnr9cr9iO9Xi/hivT0dCorK1GpVIyOjkoyV/keKSgYpbGoqamhq6tLvN0ulwu9Xk9FRQVra2sUFRWRl5fH0NCQOMuVtH0ikaC6upo7d+5w4MABHjx4ICt1ZYL34MEDUQsuLy9TVlbG9PQ0Xq9XdKgqlYp/9I/+EX/6p39KdXW1qDMXFxfl5GNhYYH29nYyMzMZGRlhdnaWuro64ZlarVaB+9tsNmw2G6urq/T09GAymUhPTxdfvXJ6cOzYMRYXFzEajdjtdnp7e4Uvq1Kp6Ozs5OLFi6KaVJqr6upqSWrH43ExZ12+fBmdTkdOTg5ms5nDhw8zMjLCoUOHOHv2LG63m/T0dKLRKFarVUQIarUai8XC5uYmxcXFpFIp5ubm6OnpISsri3379mE0GonH41itVmKxGIWFhWxtbZFMJoVlqtiTHA4HOTk5VFdX88YbbwjWSDlzKC4uFkB7dnY2/Uk3NzdsPLoi36XD5OdIZhi73S7KyLy8PPr6+mhqahJigGLpsVgsYvJRQmE2m43vfOc7fO1rX6OoqEjubDMzMwHk4WPvXnKv/j7UXkO5V3/vanp6Wj4gc3Nzqa+vl1UZPMJkRCIRwuEwW1tbAkvu6+sjNzdX1lQLCwuCG1KYeYpVZGNjA5VKhd1uJzc3l5KSEnQ6nay7MjIyKCoqIh6PSxNSX1/P6OioeLetVisLCwsMDAyQSqXo6Ohgfn5e1HYvvPACtbW1fPLJJ7S0tLC7u8uVK1f4jd/4Df7P//P/xGw28+DBA8EHKfYPZd2vQJjb2tpYWVmRGy/lblOv11NeXi6hJYPBQEVFBUajkZ2dHfE1KwxBj8fDvXv3cDqdzMzMoFarcblc/Mqv/AoLCwt0d3dLYnh7e5u0tDRef/11rl69Sk5ODg8ePJCVZ3t7O6lUikuXLolT2Wg0UlNTw/T0NFtbWywuLso0ScE35ebmsrq6ikajwWQyMTw8TCgUEvag1WoVpZ8CnY5EImi1WvLy8pibm8NoNJKens7zzz8vK+yqqiquX7/Or/3ar/HWW2/xjW98g4GBATmBMBgMcl6wvb0tJwQajYbGxkYcDgezs7PiOe/o6CA/P5+hoSG8Xq8YXu7du0c4HKahoYG0tDQikYhMqpQziJ8N/2g0GiorKwXJk5ubS21tLaurq9JkDAwM4HA4mJycxGazcfz4cd59912am5uJRCLMzMxQVlYm98DV1dWkp6ezsbEhrvlwOCxNut/vp7W1lc3NTZk8OxwOCgsL8fl8/KN/9I8YGxtjaGhI7kftdrsA0nU6HclkkpaWFpxOJ4ODg7KuVib5iplpfn5e9JOLi4uYTCYKCgoEfm+1WoWHevv2bZLJJHq9noyMDAnKra6uMj09LQ2kSqVic3OTz372szx8+FAeOr74xS/yL//lv2R2dpbm5ma0Wi1msxmdToff7ycvL49oNMrhw4fJysri4cOH3L59m6KiIk6ePCnfy6WlJWpra1GpVBLG6+/vFyD6hx9+KAatjY0NucH+6le/Kj/PSqo+FAqRnZ2NSqUimdplVFPMbEhNqXWXL7Rkca/7Lmq1WsKI4XCYyspKPv74YxoaGjCZTPT09FBWVobL5SISiciZz5kzZ+Sc5Gtf+xqrq6vE43HcbrdsLsrKyiTwuFd79Xddew3lXv29rrm5OUZHRwHIycmhsbFRUDeTk5OC3PjRj37E2NgYOzs7BAIBvF6vKBt1Oh0ulwuNRsPa2ppoC/Py8iQxqnyYrK+vMzU1xc7ODmtra7jdbhwOB6lUimg0ypEjR9jY2CCVSpGWlkZ1dbXcfqWlpXHw4EFisRjf/OY30el0Mr2bm5vDYrEQj8eprq5mYmICl8vFw4cPJYG6tbWFyWQiFovJZFRJwK+vrwuQ3GKxYDKZWFpaIhqNMj09LSYUJV0N0NDQIN7nQCBAXV0d77zzDgaDgdbWVlKpFCMjI8JhVFBJCqMyKysLlUrF0NAQFRUV6HQ6WlpaWFpakqa/urpazEjKecLp06fp6enhiSeekDXr6OgoqVSK+/fvk5+fj9Pp5Pr16wQCAbGhVFRUyM2h3+9ne3sbQNA9ygmEEmQqKysjFosxPj4uSKbXX3+d999/n7S0NJke3b9/H41GQ3p6ulh3NBqNNKqpVIqsrCyZ/pjNZrm9DYVCpKeny1Rre3ubhoYGNjc3CYVCrK6uUlFRIYgbl8slSV7FrKRMZxWU0AsvvEAwGGRsbAyLxcLq6ipFRUXo9XrMZjM9PT04nU7m5uYoLi4GHlmEkskkXq+X0tJS0tLSCAaDNDY2Mjc3Jw3t/fv3SUtLo7y8HJVKxfj4OIcPH5ZV/xNPPMHu7i7hcJj+/n4OHz5MX18f5eXlMm232WwMDQ3h9/upqalhfn5eLDYK/isYDBIMBllaWpLJWnFxMdXV1ZSWltLb20tvby+dnZ2iJFW881tbW+Tk5IhKMisri/HxcQnsKJN0l8vF6uoqiUSCxx57DKPRyLlz58jIyKCqqoqqqioWFxfJysri+vXrnD59msuXL9PS0oJKpSIQCDAyMsILL7xALBbDZDJx9uxZvvjFL0qYbGVlBb/fL4lq5WtUUFDA8PAw165dw2q1Yjab5b5Tsfwo4TbldEIBv8OjgEwoFKK4uBifz8f8/Lw8RCnr6d7eXvl6ulwuUqkUqVQKq9WKTqfj2Wef5Z/8k3/C//K//C9CISgrK2NzcxOPx0NdXd2nHrT3aq/+rmuvodyr/2pqbm6OsbExaR4aGxtlGra0tMQf/MEfADA/P/8pC4+yotbpdBQWFlJbW8vOzo44gpUJisKFVDzaSlOpOH4VP3ltba2smnZ2digrK2NmZkbW4QaDAZVKxbVr1ygpKaG9vZ2PP/4YrVYrrMpIJILRaJQ1v2L2CAaDWCwWaULcbjfd3d04HA7q6+vx+XzSxChr7SeffJKSkhLu3bvH2NgYarWa0tJSFhYW2N7elvW90+kUfaHdbpdUrNlsFjTQ1NQUBoOBcDhMVVUV+fn59PT0iEpzaWmJmpoagsEgly9fJiMjQ+w/GRkZmEwm1tbWcDgc0og5HA4WFhYYGhoiMzOT3NxcEomEuMdXVlYoKSmhtLSU/v5+mpub0el0PHjwAJPJxOjoKBsbG1RWVuLxeDCZTFitVsLhsNwobm1tUV5eLungiooKWblbrVaBgK+vrzM9PU1JSYn8fTQaDcvLyywuLgKIljIajcpkV6/Xk5uby9ramjSO7e3t3Lt3j+LiYiKRCIuLi+zu7mI0GqmvryczM5PLly+TnZ3N0NCQTODUajWhUAi73U5paSkfffQRzc3Nsu7f3d0lNzeXqakpotEoZWVlzM3Ncfr0aW7dusXS0hLp6ekEg0H2799Pf38/2dnZOBwOHjx4QFZWFm63W5pyJeShnDoEAgEcDgclJSWUlZVx7do1Dh06RCgUkpDPxsYGTqdT/k5Ks+tyuTh9+jSpVIorV64Qi8WEkJCWlkZBQYF83ZPJJA8ePKCoqAiNRsPIyAjj4+PU1dXh8Xg4cuQIsVgMt9tNbW0t/+E//Aeqq6spKSnh/v37jI6OUlZWRiAQ4OWXX+batWusra3Jra/b7WZ6ehq/309WVhZ+vx+TycTRo0exWq0MDAywvLxMZWUloVCI8fFxGhsbsVqtBAIB8vLy6OjoECj49vY2ExMTjI2N4fP5WFlZweVyiWWmpKSEaDTKwMAAw8PD+P1+6uvrKS4u5rnnnmN0dJSbN28KUD6VSsntd1ZWFkNDQySTSQwGg+C/tra25GaytrZWoO719fXMz8+zs7PDL//yLzM6Okp9fT1LS0vEYjFKSkr+zt6H92qv/qraayj36r/Kmp+fZ2RkhN3dXUlLvvn2O7w/GSPlKCW5PI527BPS9I8aqbq6OnEAb21tkZaWJo0WQGlpKRsbGzIZhEdTBuUOLBKJiBVjdnaWpqYm+eAwmUxUV1cTCARYX19nc3MTh8PB/Pw8XV1d1NXVYTQaeeONN3jyySfF35yWlsbY2Bh2u53l5WVJlIfDYfLy8kgkEszMzMj9XTQaFaPI1taWfKjabDbGxsak0VHQSWaz+RHXcXAQh8NBQ0MDfr+f27dvo9Pp2NraIisrS+DcpaWlTE9Po1KpWFlZ4cyZM0xPT3Px4kW2t7c5efIkt27d+tRauqioiEgkIjd6er2ehw8fkp+fL8lgZbVuNpvZ2tpifX1dPmzHxsb43Oc+J1gb5c5u//79TE1Nce/ePQwGA0tLS6hUKvLz8/H5fKRSKWpra/nyl7/MH/zBH2AymZibm6OsrAyv14vf78fpdKJSqYjFYnL3qNfrBepeUFDAjRs3+MY3vkFfXx/vvvsuTzzxBCdPnuT/+X/+H5LJJPv372dmZkaCYsr9YSwWY2RkBLvdzvHjx1lZWZGm84MPPqCmpgaDwcDExMSnvNG3b9+W1WVZWRlut5uBgQHhiCqvsVgsRnl5OVtbW6hUKkKhEJmZmSwsLEjQyGAw4HA42NraQqPRcPr0ac6dO4der6etrY2pqSnxaGs0Gurr65mamkKtVrO1tUV1dTVDQ0N85jOfAR5xDZWbwtHRUR48eEBNTY2wHxsbG8Uao0z2m5ubsVgseL1eITVoNBpu3rxJZmYm7e3tXLlyBZfLxdbWFq2trVy/fp19+/bR29tLS0sL2dnZlJaWMj4+zvnz5/ln/+yfcfv2bS5cuCCvwZ2dHaqqqiTgsry8jNPpZHp6Wr6+gUCAoqIiYrEYMzMzeDweioqKsNlsgjh68cUXWVlZIRqNUldXRyAQIB6PY7FYGBoaktS4Wq3GbrdTVFQkqKH09HSGh4fZ3t7mueeekxtqn8/HwMAAeXl5OBwOnnrqKd577z3m5uZIJBIYDAbi8biE9BYWFjAajQK9N5vNrK2t0dLSwsrKCpmZmRw8eJDvf//7/OEf/iGTk5M0NjYyOTmJ3W4XIPpe7dXft9prKPfqv/ryer08fPiQP7rpoWcnW/SPiQfvU7Q1LAD0vLw87HY7VquV3d1d0QYqyj8F6aO4tpVJpc/nIxAIkJ6ejt1uR6fTyarN7/eTnZ0tAQGPxyMf1LOzs9TX1/PJJ5/wwgsvcO3aNfx+P4HAI4PQ4uIi0WhUJkr9/f2itEulUjKtqqqqIj09nZmZGZ588kkOHz7Mj370IywWC+np6Xz88ceUlZXJjaXSfN6/f1+mRalUCrVaTW1tLdevX6ehoYGsrCyOHTvG7du3OXz4MBUVFXR1dbG0tMSdO3cExeL1ehkdHRXsj/JrHDt2DIfDIevPSCRCMpmUJlOBr/t8PjQajdyCKlD07OxsysrKuHXrFiaTiUOHDjE4OMj6+jpVVVVMT0+TSCTIzc2VyZmy7hwYGMBms1FSUkJrayvT09NcunSJeDxOKBTihRde4MKFC2i1WgkvVVVVoVKpWF1dZW1tjZMnT9Lf309ubi7hcJjJyUkxi2g0GgmAHTp0iEgkIgny0tJSIpEIDx8+5MCBAzIlVRr2UChEWloaS0tL4nRWPNKDg4NiIfJ4PBiNRjQaDU8//TR3797FZrMJPsvr9cr9pc/nIx6P8/jjj0tToxh6wuEwXq+XpqYmbt++LYYW5c+maCFjsRjFxcU8ePCAEydOMDg4SFlZGb29vezu7oqpye/3y+2n0WgkFAqh1+vJzMzkxo0bNDc309nZyQcffMBzzz0n3vVYLMbs7Cw3b95kZ2eHQ4cOsb29zenTp7lw4YL8Guvr6/T09PD666/T29uLy+VCrVZTVlbG/fv38fl84oHX6XSsra2RnZ1NUVERKpWKvLw8Ll++DDxCdE1NTdHS0kIoFOK5555Dp9PxySefsLKyQllZGc3NzRJkWl5epqenR1z029vbWK1Wrly5Qm5uLs3NzczPz2M2m2lpaWF+fp6ysjI2Njbo7e2lqqqK+vp6xsbGSCQSwKOQUUlJCSsrKywtLXH79m1sNpvwMvv6+piamsJms5FIJNDr9WJRMhgMsgVRHkgUpevu7i4nTpyguLiYyclJKioqPuXv3qu9+vtWew3lXv03U69/9y43J9fk/+sD03RE75GXl0dmZiaZmZkSzlB0b8qNpclkkvu9n7XkKDdKyh2fWq3G7XYzNTUleJPe3l4OHz5MYWEhgUCA7e1tHn/8caanp/nTP/1TCgsLuXLlCk888QTvvvsu1dXVdHV1yZG+SqWSBLLNZiMajcrdZFZWFj6fD4PBwFNPPcW9e/c+NTlLpVKcPn1aUCyTk5OSWO/o6MBgMFBZWSmcu0OHDnHu3DmKioooKCjAbDbz0UcfYbFYsNlsjI+Po9VqmZ6e5ujRowLXVqDXJ06c4Hd/93e5ffs2DoeD7e1tMYhYLBZB/phMJjweD+FwmN3dXYqLi9nY2JCJT0ZGBh0dHQwMDHDv3j00Gg0NDQ1sbW3JtFVBBfn9fl588UX+4A/+gNLSUurq6lhaWhIIe1VVFeFwmKysLGZnZ3G73eITV0IwCktycnISr9crCCOdTkc8HhczCTzCPTU3N1NdXc3AwAAqlYpDhw5x//59rFYrtbW19Pf3EwgEOHXqFCMjI5SWlhKNRpmYmMDpdLK5uUl5eTl9fX2Mj4/L91jhb3Z1dVFYWMju7i63bt2S04i1tTXMZjOjo6MEg0Fhnh4/fpzLly8LszCRSBCPx8nPz8fr9bK7u4vD4RCbVHd3t3BT8/LyJLUdDofFRd3W1ianHQaDQVbudrudrKwsJicn+epXv8rFixdZXl7GZDJRVlaGXq9ndHRUuKAqlUo4ni6Xi+3tbZmcKpP2+fl5/H4/ZrOZoqIimpub+e53v8uxY8cYHR3FaDTS0NCAXq/n3Xff5YUXXiAvL49vfvObcurR0NDA+vq6PLx85jOfER2hWq2mqamJEydO8Kd/+qfMzc2xubnJr//6r+NwOLh79y7t7e1cvnyZ1tZWSkpKeOedd1hfX2dsbIwzZ84Qj8e5du2acEBXVlYoKipicXFRJroKaPxnGzutVivbCaU2NzeFmaqc6GxvbzM2Nib3lsFgULYi0WiUVCpFXl6enCv8zu/8jvjllRDRXu3V3+faayj36r+Z+ov6x1dqzRRuDsn0UfHdKtw6BVqtBBrS09NJJpPE43GWlpZIS0sTHIfSeHi9XoLBILm5uWISMZvNXLx4Eb1eT1VVlaRXlbTrwsICWVlZ/OQnP5G12CeffMLq6irRaFSaSEVtaLVamZqawuVy0djYKMldn89HTk4OWVlZ4lIOhULk5OSQnp4uf+ba2lrMZjNDQ0Nyo+V0OmltbZWp6o9+9COZuG5vb7Nv3z4J2kSjUfLz8/ln/+yf8fbbbzMzM8NnP/tZzp49S3FxMW+++SadnZ0CjNZoNMTjcQKBAC+++KKEmpxOJz6fj+XlZTY2NoR/+Mwzz7CzsyNw6bq6Or73ve/JGnJhYYFgMCjJZ0U9qKRgFT7i1atX5Q5NpVJhNpsl/NDe3k5xcTHz8/Pk5OSQTCa5ceMGhYWFVFdX43a7xU4yNDQkH/iAoJDKysoEdF5dXY3P55OVbiKRoLi4mPX1dQltrKys4PF4WFtbIxKJyPcuGAzKStvv91NUVCQ3r0paW2nIMjMzUavVdHR00NPTI82fyWQiLy+Pe/fu4XK5ZKput9tJJpMUFxczMjJCc3Mz165dE97kf//f//cy+czMzOTSpUu0tbWh1+sFdaTVahkaGuLw4cOy4laCIh6PRygEr776KsPDw3Jr2t/fD4DD4SASiXDkyBF8Ph9ra2ucOnWKvLw83n33Xe7du8fOzg4HDhwQzJEClX/jjTcoKCgQI5XT6RQwvtPpFHVoOBwmPz9fkFmbm5s0NDTIfevW1hbPPvusPDQkEgleeeUVOjo6RAUaDodJpVLk5+dz584duZtUlKter5eamhpBJe3u7jI4OIhKpaKyslK+5spJgtJIw6PzGJ1OR35+Pnl5eQSDQbmHjMfjDA0Nsbi4KKadnZ0dFhcXJWiWSqXY3t4mOzubnJwcmpqa+OxnP4vNZpNg1l7t1d/32mso9+q/mfrr9I9jY2N0d3ezs7ODSqWSJOja2qOJpsvlYmNjg52dHUkdK4xKq9WKxWJBq9WKbWVqagqr1SoJbpVKRXd3N3a7HaPRyNLSEgcPHuThw4dEIhG58evp6RFuoDJd0Wq1wmLUaDTs7u5it9tJT09nZWUFp9MpxhJFU2m1WnnppZfIz8/nBz/4AeHwI96dVqtlfHyczMxMaeqMRiPb29uC78nLy+PChQvk5eURi8XweDy4XC6OHDmCy+Vifn6eVCpFe3s7H330EfF4nN/4jd9gZGQEtVrND3/4Q1566SUmJiZ48skn+Rf/4l8QiUSoqakRVl8gEGB1dZXt7W3q6uqYnp5mbW0Nl8uFzWYTv7gyDe7u7hZ7jMlkYnt7W6bJZWVlLC4usn//fhYWFuTX1uv17N+/X5zUSrJauXHdv38/Fy9eZH19ndbWVnE+K5NNxX/t8Xj47d/+bd577z1SqRRNTU10dXVhNBrla760tEQ4HKa8vJzd3V1WVlZoa2vjzp076PV6gZ3n5+czMTHByMgIGRkZNDY2yqRUSVKvrq5KSCc/P5979+6RlZWF3W6nsLCQubk55ubmxAXv8XiYn58Xr30ymcRqtVJaWorH4xFw/Y9//GPa2tpYW1vDYrGwsLBAQUEBMzMzFBcXMz09TV1dnZwu2O129Ho92dnZLCwsoFarZb2sTJi/+tWv8vbbb8sN7PDwMAaDAa/Xi9Vqpa6ujrm5OVpaWmQlvru7K6xNq9XKxsYG5eXl+P1+SkpKePDgAVarlVAohN/vZ2xsjJycHNLS0kilUrz++ut85zvfkYey7u5u0aiaTCYJinV2dtLd3Y3NZqO2tpbCwkKhGAQCAZ5//nlMJhNvv/02lZWVBAIB4b2q1Wp2dnYkJDY1NYXb7Uar1cqWQpESKLxJl8uFy+XC6XR+ykYTi8WEuODxeFhZWZFzD7/fL6GmUCiE0+lkY2OD4eFhNjY2mJmZIRgMPuK1bu9gPfgKtvIWnmmv5reeayEna+9ecq/+66m9hnKv/sGV1+vl+vXrklBtb2+XFSIg6e7s7Gw0Go1M4tRqNQUFBej1egEyb29vS/oyNzeXa9euoVar8fv9eDweadqMRiNOp5O33noL35qftaxWEhlFbHuHSQ58hFqF3HBubm7KvZ/dbhd+o2K2ycjIwOFwsLGxgVqtpqioCLVajdVqZXp6GrfbzcbGBi6Xi2AwKMGl4eFhuSmcmJiQtfP29jYtLS2kUik+/vhj8SsfPXqUnp4e0tPTUavV5Obm8uabb1JaWiqJauXDUK1WEwgEpOFRqVTCBuzr60Ov13P48GEWFxe5f/8+Op2OiooK5ubm0Gg0fOYzn+HSpUskk0m2trbY3d0lKytLVt+Dg4PEYjEJb8TjcUpLS5mamqK+vh6tVitaPYvFQjAYxOv1olKpcLvdPPXUU5w9e5aFhQXy8/NRq9UcP36cW7duAdDR0cHExAQlJSWoVCpmZ2fJyMggEokQiUQYGBigtbUVg8FAV1cXOp0OrVaLz+ejtLSUjIwMXC4Xvb29cpvrdDqx2Wz09fVRVlbG2toaBoOB6upqXn75Ze7evSsqUuV79PDhQ9xuN+Xl5djtdu7cuYPT6WR1dZW0tDTgkWteuc1MJpOMj4+Lt91sNqPX69nY2MBms7G4uMhzzz3H1NQUm5ubRCIRCgoKZLVut9sJBALYbDYqKipIJBIC/e7v76eyspKVlRVisZiEwJ544gnOnTvHysqKPCwdOHBAglqFhYXMz88TDAYlOGcymcjIyBDnuM/nI5lM4nK50Gq19PX1ybpe+dorvnolCBaLxejs7GRtbY3l5WVKS0uZn58nEonw/PPPC24plUphNBrp6Ojg8uXLnDhxgng8zurqKiaTieXlZXJycigtLSUnJ4fr169TW1srJyT5+fnMzs5SU1MjHNtYLMba2ho+n09+pn62lP//89bSSrjP5/PJxHdra4tIJMLq6ipzc3N4vV60zc+KulEF/OOTlfzaiYr/Um+De7VXf+u111Du1T/oUgIo6+vrZGRkUFtbS1VVlYQmlOZod3eXjY0NNjc3BZUDsLi4yOzsLI899hjBYJC1tTXGx8dxu908ePBAnMxqtZrOzk6GhoZ4EM/FY2v4s183ReTuTzHP3pD1aElJibiyA4EAJSUljI2NyZRoe3ubxcVF8vLy0Ol02O12VCoVBoOBzs5OAa0ryJdQKMTy8jJGoxGz2cyhQ4fo6upiYWEBi8XC4uIi5eXlspJcXl7m2Wefpaenh/HxcU6ePEksFiM7O5vvfve71NXVsbm5yZkzZ7hy5QoHDhygtrYWv9+P3+/n6tWrjIyMSNOr3CQqoPnc3FwuX76Mz+ejpKREmhwFg9TU1CRon7GxMdLS0lhYWBAQtXIOoPAv8/LyUKvVcg97//59Njc3ee2117hz546EX9xuN7u7u5w5cwatVktXVxfp6enYbDZaW1sZGBjgwIEDRCIRAoGAmJlyc3PZ2NhgbW2Nxx57jMHBQWGKKuvY9PR0xsbGBI+TSCQIh8PodDoyMjJkmqok6Ofn58WwNDMzg8vlIhwOA8jdZiKRIBKJyOlAZmYmwWCQ6upqlpaWZOUdCATY2NggNzeXaDSK0+kUc5DP5yM/P5/d3V2sViv79u2jp6cHAIPBgNvtpqioiE8++URsM1qtFrvdzvj4OJWVlUxPT/P666/T0dHB3Nwci4uLTE1NcezYMZxOJ+np6bz11ltyL2o2m3nllVdwOp08fPhQFKBpaWmEQiGeeuopFhYWBJSvMCNDoZBwP5U17+bmJmlpaTL5Pnr0KBMTE/JzuLm5Kc2womhdX1/nyJEjNDY2Mj4+jtVqZWRkhOLiYra2tmhra0Oj0eB0Orl27Ro5OTnMz8/T1NTExsYGfr+f/fv3f+pOUjlJiEQiRKNRIpGI0BQikYhsEJQwXTgcltCOUj8bkFtbWxPagfIAO1V4hp3MMvnvD5c7+cEvHvgv9t63V3v1t117DeVe7dWf1eLiIsPDw8zPzwtWpqmpScIasVhMTBvKTZfCW7x48aJgiILBIB6Ph+LiYsbGxqioqODq1ati9JgsOMNszCC/r2pljOKZs8RiMbnV0+v1JBIJCgsLiUQiNDU14fV68Xg8pKWlUVhYyMzMDHV1dZJEHhoaYmpqShpIJdSjhDfMZjNLS0tiTXnrrbc4fPgwY2Nj1NbWYrPZ+MlPfoLD4eDgwYMCPm9tbRU1psPhoL29HbPZzLlz52QNCUiDu7S0JOnbaDRKVVUVwWAQnU4nf7aioiKCwSBzc3OkpaWxurpKZ2cnarWa9vZ2bt68SSwWIxwOMzExgclkkjDMK6+8gsfjIRqNMj4+jk6n4+mnn+batWsAPP7449y6dYve3l7y8/Pp7OxkeHiY0tJSRkdHxYo0OTnJkSNHxI2shCT27dvH7Ows29vbeDweXn31VXw+H2fOnOGjjz6SMJZGo+ELX/gC3/ve9zAajeTl5Qnnc2dnh97eXl577TW6u7tlEqVMPZUVr1qtZn5+ns3NTVpbW5mdncXhcAhcXpkAFxcXS/jGaDSi0+kkAKQ0ZHq9Hp1OR319PQsLCySTSXlAKS8vp6GhgZ/+9KcAHDhwgOnpaQliKXe4TqeTcDhMe3s7c3NzfOELX+CnP/2pTPY2NzepqKhgfHyciooKVCqVNMPKNLW6upqenh48Hg+VlZVUVVXx2GOPsbCwgMfj4fLly5hMJurq6kilUnLzubm5STgcJicnR5pwhYu6vr6OzWbD5XJJgCgajZJMJmlsbMTj8WC326murmZ0dJQvf/nLDA4OotFoGBgYoLi4WKakimK1q6sLh8PB7u4upaWlTExMkJaWJsGivzhtVJLYBoNBvtYKazUajUpASQHjezwefD6f/DoK61aBwCsmLIDi4mL+zY25T92A700o9+q/ttprKPdqr35OLS4uMjMzw8TEBDabjby8PKqqqrDZbPLfzMzMEAgEMJlMqNVqBgcH2dnZob6+XtSDer2e+fl5VlZWSCaTjz5kstoY05WB6pHzt1HlRTv6MVtbWzLxiUQisjatq6sTzqFarWZ4eBi9Xk9hYSF+v18QNcrtWEFBATqdDrfbLagdjUaDw+FgZ2cHo9FIdXU1//v//r+TkZEh63KdTsft27dlwqXcgxUUFGCxWJiYmMBsNqPVatm/fz/Ly8s8//zz6PV6NBoNXq9X0uZ2u52qqioqKyvp6elhYmKC3d1dJiYmcLvdpFIpsdUooaXJyUnMZjPJZJKcnBxmZmaIRqNotVpZgSvMUQWgbjQaefjwIWazmebmZoLBIHa7HXh0QnD//n3+8T/+xwQCARKJBI2NjVy9epVgMMiVK1dEFXnq1ClRHwaDQXJyclhcXKSjo4P79++LHeW9997jqaeeoquri8nJSZxOJ5///OcFNaNWq8nOzubGjRtkZWVhNBrJzc3l0qVL4qdWIO1bW1sMDw9z+/ZtsQQpfFC1Ws3Kygo2m421tTVUKhVLS0sAJJNJNBoNGRkZBAIBotGo3OKmp6eTSqWEZVpYWMjk5CTHjx+Xqa/FYhHLlHIuoaxgm5qahHV45coVnnrqKT766CM0Gg3Z2dkcPHiQvr4+7t69S1FR0ad+r1Qqxec+9zn8fj+3bt3i5s2bcnecmZkp98Eul4vZ2Vm8Xq+kp3d2dpiZmcHv95Oeno7JZJIJrWIt2t3dRavVUlJSwtzcHIFAQCQFpaWltLW1MTIyAjyyRF25coXs7GyqqqooLCzEYDAQjUbJyMjg4sWLNDU1CSP14cOH1NTUUFJSgs1mQ6/Xs7a2JorWv/gxqQT5JiYm2NnZwWazfequUgny5OXlSUO5u7uLx+OR8FdRUZGcMcBffwO+V3v1X0PtNZR7tVf/kVpcXGR+fp6ZmRkMBgO5ubnk5eXJKlGx3ZSXl7O4uMiNGzfESqMgTiorK+nv7ycjI4NQOMInS1qWkyacu0FqducZH32kQLRarRK+UAwrPp+P4uJiVCoVJ06cEHWjYh6JRCIUFRXhdDppb2/n9u3bEq5RpoZK8lqxxTQ1NXHx4kVSqRROp5Pc3Fw0Gg1dXV3io3748KHghPr7+4nFYtTX19PS0sK5c+fIzc0VbV1HRwdjY2P4/X7xo9tsNpxOJ8FgULR7mZmZxONxpqamUKlUEuyYmZlBr9czOTnJ7OysGIei0Sh6vZ4DBw5Iirmrq0vu70wmk/jFFWanYoFpaGjgm9/8Jg0NDayurpJMJqmtrWVsbIyRkRFJF+t0OnJzc8VqotfrWV1dlcY8mUwyOTlJdXU1CwsL7O7uigP8zp07JJNJYrEYOTk5vPjii3i9XvGOK2nvqakpNBoNjz32GB988AFpaWlMTEzw0ksvMT4+Lney/f39Yv5RbjHhEbZqZWWF3NxcgsGg3KqmpaXJDaQysVOmxgoeS+GmNjU1yQmExWIhmUxK8EfhbhYWFhKPx8nOzmZ4eJjc3Fx6eno4deqU3ImOjo7KHW4sFqOyspLNzU02NjbEmjMzM4PRaGR1dVX4i/n5+czPzzM7O4vZbCYSiZCZmYnL5eLevXvykNTX18fOzg52u53MzEyZUCs/S263G4BwOExdXR3JZJL29nby8vK4desWBw4cIBAIcPz4cQKBAO3t7WKY0mq13Lp1i8bGRplCKtzLn5UaqNVqnE4nOp1O9Kh/sbRaLVVVVXJn+VeVYu4CpLHdq736b7H2Gsq92qv/hFpcXGRhYYGlpSVSqRTZ2dnCpvN4PBgMBrKysrh27RqZmZksLS2xtbXF/Pw8S0tL2Gw2VlZWWFxcxGAwYDabGRgYEFyJMpWprq4WYHR6ejrRaJS8vDxGRkaYnp5Gr9ej1WrFNa54nfPz8zl27Bjnz5/HYrEIqDwvL4/JyUmZ8lgsFmKxGDdu3KCqqooXXniBjIwMvv/971NYWIjT6WRiYoLW1lbi8TiXL18mGo1iMBgkVGC323G73bS2tnL+/HkWFhYoKSnhySeflObuzp07jI+Pk5GRQX19Pf39/UxNTclKUwm2bG1tiYddMYcosG1FqWexWBgfHxdMjYJPcrlc7OzskJubK9pJBedz//59gsEgLpcLn8/Ha6+9Rn9/v9zeKatUtVrN4uIisVhMUsoGg4HMzEyGhoZoaWkhmUxit9vxer3U1dX9/9u709i47/ve9+/ZOMPZOVyGs3DfRImUqNXabDmWHTmxLcdJm6RNjAC+wC2KG7TofXrOvX1U4AIXuOjBLWrgNu1JThq3JzluEzupbCteZMuWZEmkJIoUKe7kDMlZOBzOPsNZ7gOe/69RkmYpE6eJvy9AgCUR5iJS+vL3/30/H/L5PIlEQi0kaX+V9vb2qg3mfD7PuXPneOuttwgEAjQ0NFAqldjY2ODQoUMUCgXm5+dxu93EYjFSqRR+v5/6+nru3bvHysoKlUqFWCxGb28v09PTJJNJYOekMpfLATtB7NrparUGzhO/T337ELr4PNXxC5jrTKrf2263YzAY1CP6oaEhstks0WhU/dmXSiXefvtt+vv71XCdzWZpa2tjdHSUQCDAsWPHOHr0KI2NjfzVX/0VRqOR7u5u9Ho9V69e5fTp07jdbpaXl7l8+bL6JqKvr0899l9bW+P27dvs2bNHBcxHIhHm5+fxeDyUy2VKpZLKn7RYLFitVhwOBxaLBaPRyLPPPovZbGZ2dpa5uTn+7M/+jJmZGZxOJ4FAQC3xaJmSR44cweFwsLy8rMLxtXuZP85sNqv8yV9GKBQil8upzX8JJBcfBzJQCvHvtLq6ytramqrSa2howOVykcvlCAaDhMNhYrEYGxsbxGIxCoUCW1tbbG5uMjMzQ3t7O3NzcxiNRnQ6HdVqlY6ODpqbm8nn83R0dHD27FnC4TDvvfeeCqE+evQoer1e5S7m83ny+TypVAq73Y7ZbFbB7M3NzVSrVbXhqm3VptNpnnjiCb761a9y4sQJ8vk8p0+f5tVXX+XAgQO0tbUxPj7O448/zmuvvUY6nSYYDHL06FG+9a1vqXgak8nE6Oio6l3u7e1Vr3dqagqn08kTTzzB5uYmU1NTtLe3EwwG1alZKBRS8SlaxmShUKBarQI7/zBrvdp6vZ7Ozk5VlafV1R05ckRtMF+9epXm5mZ0Oh0dHR309fWpR+JHjhzhe9/7HuFwmMOHD3P//n2am5tpbW0lEomQSCSAncxRbbvfbDark+hLly5x7Ngx9dhd68UeHx9neHiYqakpGhsbcTgcKgMzFouxf/9+9Ho9BoOB+/fvs7Kygt/vZ2VlhUQiQSqVUjV/Wt+7TqejVCrR1taG2+3m7t276v7kzMwMsViMrVQax/Hfw9K2j2pklvTV71BnMqIb/rTaFq7VajStXeWAYZVkMskf/MEfqL537U7r448/TiqVUoNjPp9nfX2daDTKI488wr1797DZbMzMzLC1tcXS0hLNzc2Uy2UaGhpwu93Mzs7y5JNPotfreeONN7BarXg8Hjo6OmhtbaW/v5+5uTnC4TDXr18HoK+vj9u3b+N2u9na2lI5nXq9nkKhoCoPjUYja2trlEolisWiWnQym80MDAzg9/vVn3lfXx8DAwPqG5/NzU0MBgPt7e289tprKlpLayHyeDzY7XaVWrAb4XBYLVYFAgF1t1iIjwvjb/oNEOK3ld/vV4/fVldXWV9fZ3V1VVXsASpeBiAej6vQa+3UUmvNaGxsVKd1FouFarXKzZs3uXHjBt3d3Tz//PPY7XZ0Op2qytP6jEOhkFoMSCaT2Gw29Xh1c3NTxaTYbDYWFhbU0GMymQgEArS0tKg7jrlcjq2tLWZmZtDr9SwuLrKysoLFYuHQoUO8++67HDlyhFqtxqFDh5iamiIajfLoo4/i8/kwGo20tbXxwQcf0N3dTWNjI6+++ioej4dPfOITVCoVdVpjs9nY2toim83S0dFBXV0dq6ur6nRvc3NT9UYbDAaMRiORSITBwUFGRkbUafE3vvENtcW9f/9+FhcXaWlpYX5+nnA4jMfj4ZVXXqFQKLC6uorT6eTixYucOHGCqakpdbd137596m6cdldUy2js7+9XmYuf/OQnVZuQXq9XdYLHjx+nWq3S29tLOBxWm/o9PT0Ui0VeeeUV9u/fj8FgwGAwsHfvXsxmM3a7nf7+fgC1Yb21tUU6nVZxSdpy2NjYmKolrO59EtfpP0Cn00PHCG6Xi9rdf6HUc2jn19i5y1ffPkxjocjc3Byjo6N0d3eruKaRkRHsdrv6piMUCmEwGOjt7cVqtaqon42NDUZGRjh//jx/8zd/Q3d3N7CT33rhwgUeeughLBaLiuNpa2ujVqupxanLly/jcDjwer1q6eill16ira2NtrY2DAYDU1NTlEol/H4/5XKZrq4udarucDiIRqMUiiXMhz9DufMAHl2KuvwMe/bsoa+vj9dffx2v16uyR1tbW9WVjenpaY4eParu3n7xi1984P7iv5f2BEL7+0ArTxDi40hOKIX4FVtdXSUajRKJRNDpdGrYnJiYUNvJ2sau2+2mqamJ1tZWtQywublJMBikq6uLcrn8wOKFNsRq9+eCwSANDQ3ATni7duJls9kwGo2USiVKpZLqf3a5XOpxdU9PD++9956KqHn22Wf51re+pULLrVYr6+vrKrLH5XJRKpXYu3evqtZ7+eWXOXnyJL29vZhMJm7duqXuOpbLZeLxOD6fD6vVSiKRwGw2q8Bn7W3QGotu3rzJ6Ogoa2trRGNxLIefxRzcRyk8ScPadfytXtU8YrFY+OQnP8n4+LjqZB4fH8dms5HNZonH43R2dlIqlVTki/ax9Hg8qn3IZrOp999qtWKxWCgUCipCR+tpnpqaoqOjg42NDXK5HHv37lWNJ263m5WVFYaGhtT9Q5fLRa1WU/FMQ0NDuFwuzGYzuVyOhoYGnE6najvSTiZdLhdutxuDwaAiq9555x0CgYCKScpkMhQKBZa6z5N3dajPu+bKBk9Z51n1HOCNNRM7u8I1TjqSDOtWVF/58PCw2h5vaWkhmUzS09NDOBymXC5z8uRJtre3uXbtGqlUikqlwvDwsPpcHR8fx+v1qvis7373u2pj+5VXXsFsNmOxWFT8VTweJ5FIoNPp1Mm7FtO1ubmprn9op6NanFUymSSfz7OxsUFdXd1OEcCeJ9TpK7UarfFRzncbqVQqrKyscObMGQqFAiMjI9RqNRoaGrhz5w7BYJCtrS3cbjdHjhzZ1de3tu0O4PP5VISYEB93MlAK8Wu0urrKxsYG4+PjzM/P8w///dtEGg9gaB2gvDaNfekywYBfndzs27cPj8cDoE4M29raVGSKTqcjm81isVhUB7W2bNPW1sbExIQaZk0mk1pa0E63UqkUkUgEo9GoBtQLFy7Q1tbG8ePHuXjxIj09PXg8HgqFAhMTEypHUjsJ1Wrn7t69y9DQkFommp6exmq1MjIywszMDMlkEqfTSaVSwWq1ks1m2dzcxGw2q1PUo0ePEo1GmZqaIp1O09jYSDabZbwWJNv9qBocGteu8YRv5/0Nh8MYjUaKxaKKsymXy6ozWRsItfgn7b7e9PQ07e3tVKtVuru7icfjKhtT297/0UfOfr+faDTKvn37mJycVAOmdtJpsVhUzIw2lGr3OY8dO0ZjYyPvvvsulUqFwcFB3n33XRoaGvD5fOo09NatW6TTaSwWC9lsVj3uX1pawmq1YrPZVG1hOBxWYfWLi4vU9n2K+3W9D6QFfKa3jos/fBPTyNMsZo3UojPsN65z7MjOXdjXXnuN3//938fhcDA3N0csFiOZTKqudS3js1gssri4SH9/Py0tLerx/sbGBslkEo/Ho+5LzszMMDAwQLVaVf/d09Ojgv/D4TCDg4MUCgXa2tp4/fXXqdVq7N27F5vNRiQSYW5uju3tbZVnOjo6qvrWtaHy1KlT/LCyhw1Ti/r68tYS/MmwnlAopCoom5qasNvtOJ1OJicnCQaDxGIxjh49qp4o/LIikYhazGltbcXpdO7uLwYhfgfJQCnERyQcDvN//PcPeDNqUffb6mffpCd/H5fLxfDwMCaTSb18rVZDp9OpoO3t7W10Oh02m01Fx2jh4fF4nHw+j81mI5fLqftmRqORPXv2kMlk0Ov1KvdRWybp7e3lH//xHxkYGMDtdjM+Po7H48FsNlOr1chms+q002q14nQ6VbbfoUOHGB4eZnFxkfv379Pe3o7D4aBcLmM2m3E6nXi9XnK5nNoM1uoOtZ7ma9euUavV6OjoYM+ePZTLZarVKhcKPczn/vWRZON2lP7wGwSDQcrlsmrL2bt3Lw6Hg7t376qlHqvVqgK58/k8vb29DA0N8fLLL7O5ucmJEyfo6elheXmZgYEBbty4wdbWFo888ggTExO43W5WV1fxer1YrVYVT6TlhG5sbDA1NaVq/JLJJF6vl0wmQ19fn3qMrTUZXb9+nYMHDz5wNUE7Vdbug/b396vf1zqmtR8vvPCC2o5Op9Osra0xPDxMpQZXU05CRQsd1jLP9pq5eeM6n/nMZ7hw4YJ6ZOx0Ouns7FR3V998802++tWvcvXqVS5evIjT6eT06dMkEgnee+89TCaT2rDX7jZqJ5La/cmenh68Xi8/+MEPGBwcZGhoiFdeeYXm5mb6+/vxer1ks1muXLmCw+Hg5s2bGI1Gpqen8fv9HDp0iFAoRDQapbe3F7/fz9raGleuXEGn0/HYY4+xtbWlGpAmJiZ2skwPnud2JaiG6O7sPZ7w7Xw+fPnLXyYWi9He3o7BYGB2dlbd9Tx79uwv/Yhba8UBVDWmEOLfJgOlEB+hL//tNS7PxtXPA4Y0X/TGVJalXr8zaAaDQY4fP/7Axf5kMsnc3BzpdBqbzab6kLWsw+XlZdXasbW1RTgcZmFhgWw2q5p8TCaT+oc8EAjg8/n467/+a44ePUowGOStt95Cp9Nx+vRpLl26hMvlolqt4nA41ElaOBzG5/MxPDzMrVu3aGxsVD/S6TTlclltSedyOcxmMx6PR/0/tra2GB0dpb6+nj179tDZ2ak2orVh5HLSyf/79hw1gFqNruwkXdkpDAYD3d3d9Pf3c/HiRa5evUp7e7tqkVldXcVms1FfX09bWxvFYpFYLEapVOLgwYMqGH5paYmBgQFKpZLqBdfus/r9fkqlEkajkb6+PmZnZ3G73YyMjGAymbh58ya1Wo3r16/z5JNPUi6XyWQyarFI+/Nrbm5WOZs2m43W1laWl5ex2+2Uy2W1Ne9wODh8+DALCwt4vV7u3btHJBLB7/dz584d9u3bh8lk4uTJk0xNTZHP51UtaDweZ2hoiK6uLt544w06OztZWFggk8lw9+5dvvCFL3Djxg2sVitPP/00FouFr33ta5w4cYJMJoPL5aKtrU0t4aysrHD27FkaGxsZGxtTIfXBYJBAIMDXv/51tfDV2trKlStXeOihh6ivr2dhYUG1JplMJt59910ikQibm5tqCUlrJtrY2FDZodoCUiwWw+/3s729zcWLFwkGg1QqFRYXFzEYDDt5pa0+0m0nmYwV6bJXsS2+x8kTx1lcXGRkZISWlhYMBgPr6+vY7XZ18v6LisVibG5uAjv3Q7XBXwjx88lAKcRH6L+8OfMTbRjPH2wkGo0SCoUwm814vV5177FQKKiGD432CLCxsZFgMKgCzRsaGjCZTKoiMh6Pq8ez8Xicc+fOsbS0xNTUFNlslnA4zJ49e5icnKRUKqnWn0gkojZw7Xb7TnZmJqNq5txut8pzbGhowG63s3//fm7cuEGhUMDtdqt7gFtbW2xvb6tFCy3r8ciRI0SjUTY3NzGZTDQ1NbG9vU19fT3r6+usrUcIuYaI1RycO9TLCycC/NP/+B+888476v1rb28nEAhw7do1bDab6ljf3NxUge9afqfWS93e3s6VK1d4/PHHAVhaWlJD/L59+3j11VcJBALqrubevXuZnZ3FaDQSDAbVo1m73U53dzfz8/M8/vjjLC4uMjAwwNe+9jWCwSC3b9+mq6uLgwcPqmHt+PHj2O12Dhw4oL45GBsbw+l0cvLkSWDnVFoLyNc2kZuamlhdXcVut6urDC6Xi6mpKdXcsr6+TmdnJ5FIhGQyicFg4Pjx46ysrPDQQw+xvLysFmYmJiYYHx/nj//4j7l69ap6NP2pT31K3Z3V8i7z+Tx+v5/29nZ0Oh0vv/wyhw8f5uGHH2ZsbIxEIoHT6eQ73/kO9fX1WK1W0uk0i4uL1NXV0dXVRUdHh7o3euLECRUcv729TTgcZmZmhpWVFVwuFw0NDWxvb9PW1salS5cYHx/H7/ej0+kwGAzcvHmTYDBIJpNR7TYHDhwAoLu7G5/PRyQSwWw2c/bsWTo6On78S/AnaJWhAE1NTerKiRDilyMDpRAfoZ/XhpHNZgmFQoRCIQC1dKPd3zIajXR2dpJKpbhx44aKcmlqalJ5iDabDZfLpeoZU6kU6XSa5eVlzp49S7FY5Nq1a6yvr+P1eqmrq+M73/kOg4OD6lF6LpdTixotLS2qe7qurk7lR1osFg4fPvxAluCBAwdYX19XmZwulwuLxcLs7CwOhwOz2UxdXZ2KanE4HJRKJXK5nIp50V6PFlUTj8dxOp3qUen169eZn59Xm9B1dXXMz89TLBYplUoqtDuRSFAqlTCbzdTX19Pe3o7X66VYLDIzM0MgEMBoNBIOh3E6nbjdbmq1murx7unpIZ/P09zczL59+0gmk6yvr9PY2Ijf76euro6ZmRlyuRydnZ0qOmliYoJjx47R0NCgTk3j8Th//ud/zosvvsiePXuAnceot27dwmazMT09TSwWo7Ozk8bGRvUxf/rpp/nwww9pamri8uXLdHR0cO7cOd577z3sdjsul4vx8XEVFF4sFllbW8Nut5NIJGhtbaWxsRGz2azqEvfs2cO3v/1thoaGmJmZUdcoPvGJT6ioHqfTST6fV+08ZrOZjo4OLl++TE9PDwMDA7z11lt8+tOfxufz8cEHH9DU1ER3dzfpdJpCoaAaeVZXV4lEIvT29hKPx1VmZnt7Oz6fj4WFBTo6Osjn84yNjbG8vMzGxsYD8UtTU1OUy2XK5bI6XU6n02o4PXbsGF6vV30MP//5z//MR9yJRIJ4fOdJgcfj+aVzJoUQP0kGSiH+g9KWbrRw60AgQGdnJ6urq+pltCac8fFxIpEI3d3d6pRLGwIjkQiLi4sqvHtwcFD1ii8uLnLixAm+/vWvc/DgQTY3N/H5fExMTOByuaivrycUCtHS0kJDQwM6nY7Ozk7sdjudnZ384Ac/wOl08tRTT/Hhhx8SCoVob29XvdTlchm32626r7UlE5PJ9ECuIOwEgmv90ltbW6qpRxsMtLil3t5eBgYGVOPN+vo6AFtbWxQKBe7f37mTajKZKBaLJBIJurq62NraIhAIEAgEmJiYwOv1EgwG2d7eVtcBdDodDQ0N6n5kNpslm81iNBqZm5ujsbGRnp4eXC6XGsJefvllXC4XRqNRbZlrdy+feuopVldX+du//VusVis6nY6BgQEVIaXT6Whvb+exxx6jWCyysLDA7du3OXToEHq9XmVsLi4uqhPh5eVluru7efjhh7l+/TqBQIByuczExATlcpmjR4+ysLBAV1eXqnD0eDxqmevhhx/m4sWLXLlyhb/4i7/ghz/8IbVajbW1NcrlMuPj41itVjKZDJlMho6ODnp6eqhUKupzrKGhgStXrnDgwAEuXbqE3+/n/PnzmM1mJicn6erqUlv9GxsbPPPMM8zPz6vIqqWlJW7dusXMzAytra2kUikymQyAam3KZDKsra0xNTWFz+cjHA6zurpKqVRSS1Emkwmv16u2us+fP88nP/nJn/r1tLm5SSwWA1CtP0KIXx0ZKIX4LVCr1VhYWGBxcVFF0wwMDKi7hwB2u521tTXW19fV/cDp6WlqtRp+v5/vfe976qSqu7ube/fuMT09TV9fn2r2qaurU490DQYD6XSa5uZm9Ho929vbKh5GOw175JFHWF9fZ2lpiYceeohTp07xzjvvEI1GVTi5dqKlNfto3chataS2dHTt2jXVgqOdxGqb1ZVKhcbGRgqFgso2LBQKWK1WyuUy09PTrK+vq6gmbaFDOw3VImS0ZZszZ84wNjbG0NCQ6o+uq6tjcnISg8FAR0cHbrdb5T6mUilMJpNqGDKbzappp6GhgbGxMZ588kmi0Sgul4vZ2VlGRkaoVqv4fD6uXr1KLpdjeXlZLUR1dHRgs9lU/aDX66VcLmOxWPjggw84fPgwDoeDAwcO8Prrr6vFHe1ENR6Pc+rUKcLhMBMTEzQ2NlJXV0cmk+Fzn/scd+7cUZWT+XyekydP8pd/+ZfYbDaefvppXn31VU6dOkUymWRzc5Ph4WGam5u5dOkSAwMDWK1Wdde2o6ODmzdv0tnZSX19PVevXqW7u1tdIRgZGcHpdDI2Nqa21LUKy9OnTxMKhWhubsZqtarhVata1E5DtUfs2WxWLXIB6nw+slUAABhFSURBVPNQO71fWVlhfX2dXL6A4/jv4ew5RKCuwP/3p59l7+CeB75ukskk0WgUALfbTUtLC0KIXw8ZKIX4LRQOh5mbm6NQKOByuRgaGqJcLhONRqnVaty/fx+dTkd/fz86nY73338fp9PJzMwMi4uLJBIJAoEACwsLzM/PUyqVSKVSOJ1OcrkcLpeLUCiEzWZTFZHavTeDwaBOKlOpFIODgzQ1NXH9+nWKxSJ9fX34/X7OnTtHW1ubCnCvVCq8//77FItFlVHp9/uxWq1YrVa8Xq9aqigWi6yvr1Or1dja2lKPO41G405kTq2Gy+Wio6ODiYkJ1tbWmJ+fZ2Fhgbn5BUwjT2MO7qWyfp9gapImz87pqtY5XigUKBaL1NfXq0WYQCCgMh4dDgf19fX09fWxvLzM/fv3OXLkCEajUS3b5HI5Njc31bWBUCjE5z//ee7cuaPujjocDgYGBpibm2N2dpYzZ87g9XpJpVKsrq4yOjpKV1cXXq+X9vZ21tbW8Hq9RKNRnnvuOS5fvqxe5ujRo9y7d4/e3l7u3r2ragorlQp79uxR92i1WCGbzaauBORyOebm5viTP/kT1WrjcDh48cUXef755/nnf/5nisUijz32GLdu3eLw4cPqbq3f78fn8/HKK6/g8/n41Kc+xfe//31eeOEF/v7v/57e3l5OnDjBwsICq6urpFIptRH+3HPPMT09TW9vL/X19WxvbzM1NUV3dzdWq5VwOMyNGzfIZrOqjnNtbY1KpYLf78dgMKjT16WlJXVyPT8//0AmpXYf+U/P9pFKpdSptcvlwuv1/ma/WIX4mJCBUojfcvF4nMnJSQqFgsqMrK+vV49JV1dXOXz4MFarlbfffputrS1u376tgrQ/+OAD9Ho9yWQSnU6H0+kklUphNptpaWnBaDTS0dFBuVymUCiou4VazqSW23jkyBG1jGOz2fB6vTsnSbkcsViMTCbD/v37qa+vx2QyqQ12s9mMz+ejsbGRRCKhTjYB1eKyurqq7pFqp5tbW1t88MEHVKtVzGaziqd5PWygsvfc/4xmqmK89wadmUkOHjzI/Pw8vb29JBIJjh07xksvvURHRwexWEz1TttsNpqamlRFYjwex+v1EolEOHnyJNlslkqlgsPhUO1ALS0tjI6OsrS0REdHB5FIRN31O378OL29vXzjG9/g/Pnz3L59G6/XS61WIxKJYDAYWFxcRKfTkU6naW1tZc+ePWozfmxsDL1ez927d3n00UfV3c319fUHet0PHz6MTqdTp7Y6nQ6fz8elS5dwOp309fWxvr5Oe3s7kUiEc+fO8eKLL3Lo0CF1XaCvr4/r16/T09PD3NycOoH1er0sLS3R19eHy+UiHA7T3t7OrVu3eOihhzCZTMzMzLC9vY3NZmN1dZWHH36YUChEV1eXWtDa2tqira0N2FmISiaTBINBmpqaiEQiFItFfD7fA/FZmu3tbfUNU7FY5L8u2lmrudTvH/LX83+dC+J0Omltbf11fskJIX4KGSiF+B2SyWQYGxsjl8thMpk4dOgQbrebd999l/v376tg53v37nHx4kWSyaQ6vSoWi+r00Ww2q+Gwt7eXQqGA0+mkpaWFWq2Gx+OhWCzi8Xge6OeOx+Osra2xtrZGMplUp04ej0fdM7RYLOzfv5+enh6MRqN6m7WTy2KxiNvtplwuk8vlduoD/2ddI6AyLCORCLVaTfWaT09PU61WeTXdwRpu9fLOXJgz1XEqlQrBYFBdG9C23MfHx1WUjcvlwmAwYLfbsVqtKqz9wIEDBAIB3nrrLUwmEwMDA9jtdnw+H2azmc3NTTKZDPfv38dms+Hz+dje3iYSieB2u/n85z/Pd7/7XTo7O7l79y6Dg4PodDq19KRF5ywvLzM9Pc3hw4fZ2NggFAoRCASoVqvY7XaSySRbW1scOHCAYrGI3+9nc3NTfRNQX19PS0sL29vb3Lt3j2QyyZkzZ1hfXyefz2M2m6lWq+r1PvHEE3z961/nqaee4vbt27S1tbGwsKC2tVtbW/F6vezbt4+XX36Z8+fPc/36dZ555hlefvll9u3bx5EjR3jrrbeoVqsYjUaWlpb47Gc/y8LCAvv370en0zE7O6s+LpFIRN1h3bt3L2tra6RSKdra2tQ3Gdls9oG7wrBTY6rVNAL83xfu8tfvLj2QmPCnZ/t+rV9fQoh/mwyUQvyOKpVK3Lx5k1QqhU6nY2RkhFQqxa1bt4Cd+KFvfOMbzM7NkwwcxxzcSzE0Qf7GdzEZDepkqlKpqDDySqUCwMGDBzl16hQGg4Hbt2+rwU+rUwwGg6rDHKBcLqtGm1wux/T0NPF4XAWZa6eCuVxODQza5nomk1Fh27VaTb0/2j1P+NcQeL1ez/tbTi6E9GjVg890Gmhcu8bdu3epr69X9yO1+4zb29vo9Xqmp6fVkpDdbsdsNqPX6zl16hShUIhUKqUqJqenp/F6vaysrFBXV6fCvgcHB1lYWGDv3r1ks1lu3bpFMBhkcHCQubk5JicnsdlsBINBXC6X6p82Go1Uq1U2Nzex2+243W7Vw66d4GmvO5PJ8Oabb+JwODhz5gyf+MQnmJub48aNG2pIdblc+P1+HA4HsViMhoYGFhYWWFtbw2AwcPDgQaampnjuuef4/ve/r5p8jEYjjz32GJcvX8bn85FOp3E4HPT09DA+Ps7nPvc5/umf/olHHnmEd955hy996UvcvXuXVCpFuVwmFArxmc98hkgkwr59+9Q9Xu2bh7GxMcrlMsPDwxSLReLxuBpyf/SfIm341Ol0D3xOa3FXAOZ6K9+9n/83ExOEEB8tGSiF+BioVqvcvHmTzc1NarWaul9XLpf5L2/eZ8bSrx4RZ69+h9r4D3A4HNTV1dHY2IjJZKK1tZVDhw5RqVRUg4rD4eDIkSN0dnaqR5I/+shae92ZTAaLxYLRaCSXy5FKpajVahgMBkwm0wORR0ajkVQqRTabpbGxEbvdTrFYZHt7GwCn00l7ezvDw8OqQnJ5eZlarbYzcKYzvHQ7wXxax4DHwOH6DRy2nXuai4uLvPHGG2xsbHDs2DESiQS5XI5QKEQ6nVYd6ZVKhXQ6zZkzZ4hEIjQ0NDA0NEQ0GlUnnaOjoxw7dkzlX9psNvL5PA6Hg2vXrjEyMsLW1hY3b97E7/czPDzM9773PQKBAOvr6wQCAdLpNOfOncNqtXLnzh30ej1f/vKXiUajvPvuu/T393P16lXK5bLaHi8UCjz00EMcOHCAcDjM7du3eeSRR2hoaOD1118HQK/Xq9rNxcVF4vE4jY2NAOpj293dzejoKJ/97Gd56aWX+PSnP60yOi9dukR7ezvLy8t0dHSo02iz2UxjYyPXrl3jxIkTeDweRkdHKZVKRKNRzp8/TyaTYWBgQOWMDgwMsLCwwNTUFE1NTRgMBjXkejwe9ePfov35AFitVoLB4K/jS0QIsUvGn/8iQojfdnq9nqNHj6qf37lzh2w2SyqVYtvdga64c7Kj0+mxjnyKokFP8d5FtX08NDSkerm1qr1KpUI8Hmdra4vr16+j1+tpbGzEYDA8cNpkMBhU1JB2R1N7uZ9le3ub5eVlNaDqdDp1X3BxcZF/+Id/oFKpoNPpMJlMaqHH6/XywrFWDAYDBoOBjQ0z6XQak8lErVbji1/8IqFQiNdee42NjQ1KpRI6nY6NjQ0ymQwej4dqtcrhw4dZXl6mq6sLt9vN2toaDQ0N+P1+isUif/RHf8TNmzdZWlqivr6e1dVVTCaTCvV+5ZVXaG1tVaew2v/n4MGDhMNh9u7dy/vvv08ikSAajZLNZjGZTESjUe7evatyRJ9++mmWl5eZm5vjzp072Gw2otEoq6urVKtVvvKVr/Diiy+i0+n4yle+oio0tdajY8eOqWWrWq2m2oquXLnC0NAQoVCIgYEBVZmphb2XSiU2NjYYHBwkkUjQ2dnJvXv31LWHnp4e3njjDUqlEuvr65w/f55iscjAwABTU1OkUinq6ur45je/qWKmAPWNyc9SKBRYWlpS1x36+/v/PZ/2QoiPkJxQCvEx939++yr/bSwO6NSj41qthmv5Mg/ZNtizZw9NTU3qbqXFYlEnlG63G5fLpSKHtPuVHo/nJx5X/irk83nC4bAaWHU6HQ6HA7fbzcrKCuVyWS0AGY3GB96GjY0N1dZTKpVUB/rly5eZmZ2jPPA4htZ+qpEZOrJTdLa3sXfvXtra2mhoaGBxcZFgMKge7ycSCerq6lSXeH9/P7VaTfWel0olyuUyJpOJ999/XzW6jI2N4XA4aG1tZWZmhmeeeYbNzU0WFxd54oknVAyQxWLh1KlTbG5uqhO6/v5+Tp06xYULF1hcXGR9fZ2mpiaeffZZ+vr6eP/997l37x4jIyO0tbVx9+5dZmZmaG5uJp1Ok8vlsFgs1NXVqS16nU7HF77wBf7u7/6Ozs5OyuUym5ub9PX18dZbb/Hss89y48YNnnzySSYnJ4lEInzuc59jamqKSCRCOBzm0KFDWCwWGhsbWVxcpKuri0wmQzqdZnh4WJ0+aws5P02xWFTLSRaLhba2tl/L55AQ4tdDBkohPua09p7/+v4Cyfy2+vW9Hh3/+8E6APUP+48OctrP6+vrVXi5FvOjbWT/NE1NTQ90lO9WOp0mkUg8cCrqcrnIZrOUy2X1a1pOYzQaJZ/PE4vFWF9fZ3V1lbdj9Wy1n1KP/Z1L7/F7e2yqEtFkMnHw4EHu3btHIpGgv7+f7e1ttUhz4MABXn31Verr67Hb7Wq4vnPnjqpGrFarfOELX+DChQuUy2VqtRrxeJzW1lY2NzfVncibN2+qmJ1oNMrs7Cwmk4ljx45x+vRp1tbW1FZ1f38/ExMThEIhtra2VC3i6OgooVCI3t5etra2mJqawm63EwgESCQSxGIxjEYjoVBI1R1qyz937tyhs7OT1tZWXn/9db70pS/x+uuvMzQ0hNvtZmJigoGBASYnJ0kkEjz++OPs379fbXK73W4+/PBD+vv7qVar1NXV0d3d/VP/7EqlEouLiwDU1dXR0dEhQ6QQv6VkoBRCAD+9Z/znbc3WajWVx1goFH7u66jVasRiMfL5vKrg0x6Fw87jcb/f/zNr834R8XicZDL5E4/efzySSIuX+fLfXuXy7Ib6vQFXjU/XzxGLxbDb7SonUsuhXFhYoFarEQwGqaurY3V1FZ1OpxaOvF6vWu65desWra2t3Lp1i8cee4x/+Zd/wePxUKvVSCaT9PT0sLGxQVNTkzo5rFQqeDwe1tfX8Xg8/OEf/iHZbJZ4PM7CwgI+n4/HH3+cQqFANBrFYrGQyWS4dOkSS0tLDA8Pc/jwYaLRKJlMhuPHjzMxMcG1a9fo7e0ln88TjUbZ3t5mdXWVxsZGuru7mZqaQqfTqdc9OTnJww8/TDqdxmw2k8vleP7553nzzTfZ2Njg7Nmz9PX1qWWimZkZ9Hq9uivZ19f3EwOi1gAFO4O61rcuhPjtJgOlEAL4+T3jv2pa5aG2oAOocHZtAefH1dXV0dLSgtvtVpFEv4harcb6+jrZbFa9rkwmo7rFvzkW57+NbvzEML2xsUEikWBhYYFEIoHdblcnrNFolJmZGfU4V6/Xq6DzmZkZurq61Inl2NgYRqORdDpNW1ubqrMMh8P4fD6mp6c5f/48ly9fxmq1qrad1tZWTpw4QSgUUt3cp0+fxmw2qwxKj8dDNBqlpaVFxQZduHBB3e08e/YsKysr5PN5BgcHefPNN0mlUjQ1NanInuXlZdVOpLUNAcRiMUZGRmhpaSGTydDS0kIymWRtbY2HH35YNQ0BLC8v4/f7qa+vp7e39ye2/Ofn5wEZIoX4XSUDpRDit0ahUFBtLFqDzo+yWq3qvudPow1g2iP3UCi00+JTrfHN0SijKykOt7v48sFm9Dpoa2vDYrEAO13hkUiEyclJcrkcHo+H48ePqyWY5eVlDAYDkUiEra0t7t69q7a+TSYTq6urxONxzpw5w4cffsjg4CCxWIzm5maV+bm9vU1TU5N6rNzf3080GqVUKql+dG0LXbsnqm2ga13YtVqN9vZ2LBYLMzMz/PCHPySRSHDixAlyuRyRSAS73c7Vq1ex2WxkMhnVlKQtNmlh9RsbGwQCAdrb21WP+tjYGKdPn2ZoaEjVIWo1ip2dnerjVS6XWVhYUPmU3d3dMkQK8TtMBkohxO+MdDpNJBL5qb9Xq9VwOBwAavj6cZVKRW1PAyo83ev14nK56OrqoqmpiUwmQzgcZmxsjFKpRGtrK48++ijz8/PMzs6yvb1NPp8nHo8zNzeHx+OhUqmwtLSk+qpLpZIKoB8aGmJpaUk9an722WcZHBwkmUyyb98+9fbr9Xp151DbIE8kEmoYBfD5fKopJxqNqiH77bffZmFhgUAgoNpotDuaer2eUChEPB5Xp5Q2m42NjQ16e3up1Wr09vZy584dHnvsMYaHh9Vgv2/fPrXFX6lU1BBpMBjo6upCr5dsSCE+DmSgFEJ8LNRqNTY2Nn7ibqV2aqbT6Whtbf2JhaFiscjy8jLpdJrl5WW2trYwm800NTVhNptpaGhgZWWF8fFxAAKBAF6vl/v375NMJtXiidlsplgsMjMzg9/vJ5vNUigUcLvd2O129Rj9ueeeY3FxEavVqhZmTCaT2mhvbm6mq6uLQCCAXq+nUqlw584dNjY2qNVqKv9Ry2ys1WpYLBZ8Pp96Py9cuKBeprGxkcnJSaLRKLFYjM3NTVpbW4lGo+j1ehoaGggGgySTSU6dOkVfXx9ra2t0d3czPDyMy+Vifn6earWKXq+nu7tbhkghPoZkoBRCCHYC2LXu8Z82cBqNRvx+P3V1daoaUFuK0U4/3W43mUyGW7duodfr8Xg8pFIpxsfHmZ6eJp1Ok8lkyOVy5PN5qtUqwWCQSqWCyWTizJkzOJ1OBgYGyGaz9Pb20tzcTEdHB7AzFGsh4doACTth79rpq06no6Ojg/r6erLZLPl8npWVFWKxGGazmXK5jNvtpre3l2vXrrG8vMza2hoWi4X79++zsrKiFqy2t7fx+XxYrVaOHz+O1+ulpaWFM2fOkMlkqFar6HQ6uru7f26uqBDid5sMlEII8QvQNqJLpdIDv64NnIVCQT1mrlar6vF5LpdT7UDj4+PMzMwQi8XY3t5WveF+v59nnnmG3t5efD4fLS0tBINBpqamVLuRRlu++dHX/aNxTpVKRW13m0ymB97ObDZLIpHAaDRSqVTU21VXV8fc3M5W++zsLPMLi+iHP43JvwdTcokRU4RTJ09w7NgxAoEAOp2Orq6uBxZvhBAfbzJQCiHEr0A+n2dtbU31ncNOfNHy8jKFQkF1aU9MTHBn/C764U9hDu7Dmlnlfz3dwZ6BfpU/CTvtRm1tbQ8Mhb+IWq2mBkftXuWP/zUfCoVYWVmhVqtRLpeJRCIsLy+TTCYJh8PMW/dgGHkGnU4PtRqPNuX4T88epLOz85d+e4QQHw8yUAohxEdA2xKfmZnh/3njHrP1AzsDG/DC0Rb+82cO/8bvHpZKJZLJJC98c5S78X8djE/3NvH3/8tDv8G3TAjxH53cnBZCiI+Ay+Wiv7+fp556Ct/+h9UwCXB/s/obHybhX3M+nxjpQQv40QFHOz2/yTdLCPFbQC7ACCHER+xop4f3Z+MqSP0/2sD2vz3aA/BAyL0QQvws8shbCCE+Yh91K5EQQvy6yUAphBBCCCF2Rb4lFkIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsigyUQgghhBBiV2SgFEIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsigyUQgghhBBiV2SgFEIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsigyUQgghhBBiV2SgFEIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsigyUQgghhBBiV2SgFEIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsigyUQgghhBBiV2SgFEIIIYQQuyIDpRBCCCGE2BUZKIUQQgghxK7IQCmEEEIIIXZFBkohhBBCCLErMlAKIYQQQohdkYFSCCGEEELsyv8PTqgc/ze3jGYAAAAASUVORK5CYII=", "text/plain": [ "
" ] @@ -10911,19 +538,19 @@ } ], "source": [ - "sGraph = nx.Graph(testGraph)\n", - "pos = nx.draw_spring(sGraph, node_size=5, width=0.1)\n", + "show_graph = nx.Graph(testGraph)\n", + "pos = nx.draw_spring(show_graph, node_size=5, width=0.1)\n", "\n", "# larger figure size\n", "plt.figure(1, figsize=(12,12)) \n", - "nx.draw(sGraph, pos, node_size=5, width=0.1)\n", + "nx.draw(show_graph, pos, node_size=5, width=0.1)\n", "#plt.show()\n", "plt.savefig('compact_sets.png', dpi=150)" ] }, { "cell_type": "code", - "execution_count": 122, + "execution_count": 25, "id": "f8c5c995-c7a7-4f84-bf68-e1551021d26d", "metadata": {}, "outputs": [ @@ -10931,33 +558,184 @@ "name": "stdout", "output_type": "stream", "text": [ - "[[(), [(2, 2, -3), (), (-2, -2, 5), None]]]\n" + "[[(), [(2, 2, 2, -7), (), (-2, -2, 5)]]]\n" ] }, { - "ename": "KeyError", - "evalue": "()", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mKeyError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[122], line 23\u001b[0m\n\u001b[1;32m 12\u001b[0m ham \u001b[38;5;241m=\u001b[39m [\u001b[38;5;28mlist\u001b[39m(e) \u001b[38;5;28;01mfor\u001b[39;00m e \u001b[38;5;129;01min\u001b[39;00m ham]\n\u001b[1;32m 13\u001b[0m \u001b[38;5;66;03m#print(len(ham))\u001b[39;00m\n\u001b[1;32m 14\u001b[0m \u001b[38;5;66;03m#for e in ham:\u001b[39;00m\n\u001b[1;32m 15\u001b[0m \u001b[38;5;66;03m# print(e[0])\u001b[39;00m\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 21\u001b[0m \u001b[38;5;66;03m# print(movement)\u001b[39;00m\n\u001b[1;32m 22\u001b[0m \u001b[38;5;66;03m# print(\"---------\")\u001b[39;00m\n\u001b[0;32m---> 23\u001b[0m rPath \u001b[38;5;241m=\u001b[39m \u001b[43mreconcilePath\u001b[49m\u001b[43m(\u001b[49m\u001b[43mham\u001b[49m\u001b[43m,\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;241;43m4\u001b[39;49m\u001b[43m)\u001b[49m\n\u001b[1;32m 24\u001b[0m rPath\n", - "Cell \u001b[0;32mIn[122], line 6\u001b[0m, in \u001b[0;36mreconcilePath\u001b[0;34m(ham, maxChordSize)\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m cdx \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;28mlen\u001b[39m(ham)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m):\n\u001b[1;32m 5\u001b[0m movements \u001b[38;5;241m=\u001b[39m ham[cdx][\u001b[38;5;241m2\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmovements\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[0;32m----> 6\u001b[0m nextChord \u001b[38;5;241m=\u001b[39m \u001b[43m[\u001b[49m\u001b[43mmovements\u001b[49m\u001b[43m[\u001b[49m\u001b[43mp\u001b[49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[38;5;124;43mdestination\u001b[39;49m\u001b[38;5;124;43m'\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;28;43;01mfor\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mp\u001b[49m\u001b[43m \u001b[49m\u001b[38;5;129;43;01min\u001b[39;49;00m\u001b[43m \u001b[49m\u001b[43mrPath\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;241;43m-\u001b[39;49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m[\u001b[49m\u001b[38;5;241;43m1\u001b[39;49m\u001b[43m]\u001b[49m\u001b[43m]\u001b[49m\n\u001b[1;32m 7\u001b[0m trans \u001b[38;5;241m=\u001b[39m ham[cdx][\u001b[38;5;241m2\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtransposition\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 8\u001b[0m rPath\u001b[38;5;241m.\u001b[39mappend([trans, nextChord])\n", - "Cell \u001b[0;32mIn[122], line 6\u001b[0m, in \u001b[0;36m\u001b[0;34m(.0)\u001b[0m\n\u001b[1;32m 4\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m cdx \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mrange\u001b[39m(\u001b[38;5;28mlen\u001b[39m(ham)\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m):\n\u001b[1;32m 5\u001b[0m movements \u001b[38;5;241m=\u001b[39m ham[cdx][\u001b[38;5;241m2\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mmovements\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[0;32m----> 6\u001b[0m nextChord \u001b[38;5;241m=\u001b[39m [\u001b[43mmovements\u001b[49m\u001b[43m[\u001b[49m\u001b[43mp\u001b[49m\u001b[43m]\u001b[49m[\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mdestination\u001b[39m\u001b[38;5;124m'\u001b[39m] \u001b[38;5;28;01mfor\u001b[39;00m p \u001b[38;5;129;01min\u001b[39;00m rPath[\u001b[38;5;241m-\u001b[39m\u001b[38;5;241m1\u001b[39m][\u001b[38;5;241m1\u001b[39m]]\n\u001b[1;32m 7\u001b[0m trans \u001b[38;5;241m=\u001b[39m ham[cdx][\u001b[38;5;241m2\u001b[39m][\u001b[38;5;124m'\u001b[39m\u001b[38;5;124mtransposition\u001b[39m\u001b[38;5;124m'\u001b[39m]\n\u001b[1;32m 8\u001b[0m rPath\u001b[38;5;241m.\u001b[39mappend([trans, nextChord])\n", - "\u001b[0;31mKeyError\u001b[0m: ()" - ] + "data": { + "text/plain": [ + "[[(), [(2, 2, 2, -7), (), (-2, -2, 5)]],\n", + " [(2, 2, -7, -7, 13), [(2, 7, -13), (), (2, 2, 2, 2, -13)]],\n", + " [(2, 2, 2, 2, 2, 2, 2, -11, -13), [(-2, -2, 5), (), (-2, -2, -2, 11)]],\n", + " [(-2, 3, 5, -7), [(-2, -3, 7), (), (2, 2, -3)]],\n", + " [(2, 2, 2, 2, 2, -3, -11),\n", + " [(-2, -2, -2, -2, -2, -2, 7, 11), (), (-2, -2, -2, 11)]],\n", + " [(-2, -2, -2, -2, -5, 7, 11), [(2, 2, 2, -7), (), (2, 5, -7)]],\n", + " [(-2, -2, 5, 5, -7), [(2, 3, -5), (), (2, 2, 2, -5)]],\n", + " [(3, -5, -7, 11), [(2, 7, -11), (), (-2, -2, 7)]],\n", + " [(), [(-2, -2, -2, 11), (), (-2, -2, -2, -2, -2, 5, 11)]],\n", + " [(), [(2, 2, 2, 2, -11), (), (-2, -2, -2, 13)]],\n", + " [(), [(2, 2, -3), (), (-2, -2, -2, 13)]],\n", + " [(), [(2, 2, 2, 2, -13), (), (2, 2, 2, 2, 2, 2, 2, 2, -11, -13)]],\n", + " [(), [(-2, -2, 5), (), (-2, -2, -2, -2, -2, 5, 11)]],\n", + " [(), [(2, 2, 2, -7), (), (2, 2, 3, -7)]],\n", + " [(2, 2, 2, 2, 2, 2, 2, 2, 2, 2, -7, -11, -13),\n", + " [(-2, -2, -2, -2, -2, -2, -2, 11, 13), (), (-2, -2, -2, 13)]],\n", + " [(), [(2, 2, 2, -7), (), (2, 2, 2, 2, -11)]],\n", + " [(2, 2, 2, 2, 2, 3, -7, -13), [(-2, -2, -3, 13), (), (2, 2, -3)]],\n", + " [(-2, -2, -3, 11), [(-11, 13), (), (2, 2, 2, 2, -11)]],\n", + " [(2, 2, 2, 2, 2, -3, -11), [(2, 2, 3, -11), (), (-2, 3)]],\n", + " [(-2, -2, -2, -2, 3, 5), [(2, 2, 2, 2, 2, 2, -5, -11), (), (2, 2, 2, -5)]],\n", + " [(2, 2, 2, 2, 2, -5, -7), [(2, 2, -3), (), (-2, -2, 7)]],\n", + " [(), [(-5, 7), (), (-2, -2, 7)]],\n", + " [(2, 2, 2, -5, 7, -11), [(-2, -2, -2, 11), (), (-2, -2, 7)]],\n", + " [(-2, -2, 5, 11, -13), [(-2, -5, 13), (), (2, 2, 2, -5)]],\n", + " [(), [(-2, -2, -2, -2, 3, 7), (), (-2, 3)]],\n", + " [(-2, -2, 3, -5, 7), [(-2, -2, 5), (), (2, 2, 5, -13)]],\n", + " [(-2, -2, -2, -2, -2, -2, 5, 13), [(2, 2, 2, 2, -13), (), (2, 2, 2, 2, -11)]],\n", + " [(2, 5, -11), [(-5, 7), (), (2, 2, 2, -5)]],\n", + " [(-2, -2, -2, -2, -5, 7, 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list(ham[0][2]['movements'].keys())]]]\n", - " print(rPath)\n", + "def reconcile_path(ham, max_chord_size):\n", + " reconciled_path = [[(), [p for p in list(ham[0][2]['movements'].keys())]]]\n", + " print(reconciled_path)\n", " for cdx in range(len(ham)-1):\n", " movements = ham[cdx][2]['movements']\n", - " nextChord = [movements[p]['destination'] for p in rPath[-1][1]]\n", + " next_chord = [movements[p]['destination'] for p in reconciled_path[-1][1]]\n", " trans = ham[cdx][2]['transposition']\n", - " rPath.append([trans, nextChord])\n", - " return rPath\n", + " reconciled_path.append([trans, next_chord])\n", + " return reconciled_path\n", "\n", "ham = stochastic_hamiltonian(testGraph)\n", "ham = [list(e) for e in ham]\n", @@ -10971,194 +749,178 @@ "# for movement in e[2]['movements']:\n", "# print(movement)\n", "# print(\"---------\")\n", - "rPath = reconcilePath(ham, 4)\n", - "rPath" + "reconciled_path = reconcile_path(ham, 4)\n", + "reconciled_path" ] }, { "cell_type": "code", - 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0.6819902175746332, 1.044297520661157],\n", + " [0.5541170517793894, 0.6819902175746332, 1.0229853263619497],\n", + " [0.44755608028335303, 0.6819902175746332, 0.596741440377804],\n", + " [0.48485242030696574, 0.646469893742621, 0.596741440377804],\n", + " [0.4444480519480519, 0.646469893742621, 0.6111160714285714],\n", + " [0.48889285714285713, 0.6518571428571428, 0.6111160714285714],\n", + " [0.5347265625, 0.6984183673469387, 0.6111160714285714],\n", + " [0.4801626275510204, 0.6984183673469387, 0.6111160714285714],\n", + " [0.5079406307977736, 0.6984183673469387, 0.6772541743970315],\n", + " [0.5079406307977736, 0.7256294725682481, 0.634925788497217],\n", + " [0.5158772031539889, 0.7814471243042672, 0.634925788497217],\n", + " [0.5158772031539889, 0.7256294725682481, 0.634925788497217],\n", + " [0.5772052622701973, 0.7936572356215214, 0.634925788497217],\n", + " [0.5372448979591836, 0.8730229591836735, 0.634925788497217],\n", + " [0.4801626275510204, 0.8730229591836735, 0.6002032844387755],\n", + " [0.4801626275510204, 0.7802642697704082, 0.6602236128826531],\n", + " [0.5364316854671556, 0.737593567517339, 0.6602236128826531],\n", + " [0.4917290450115593, 0.737593567517339, 0.6146613062644491],\n", + " [0.447026404555963, 0.8195484083525989, 0.6146613062644491],\n", + " [0.447026404555963, 0.8002710459183674, 0.6502202248086735],\n", + " [0.4728874362244898, 0.894052809111926, 0.6502202248086735],\n", + " [0.4842786049356266, 0.894052809111926, 0.7264179074034399],\n", + " [0.46099597969833683, 0.894052809111926, 0.6705396068339445],\n", + " [0.5108873194925292, 0.894052809111926, 0.7431088283527697],\n", + " [0.5226259891711786, 0.9145954810495627, 0.7431088283527697],\n", + " [0.4852955613732373, 0.8492672324031654, 0.7431088283527697],\n", + " [0.4954058855685131, 0.9288860354409622, 0.7431088283527697],\n", + " [0.4954058855685131, 0.9200395017700957, 0.8050345640488338],\n", + " [0.5257368581543405, 0.9200395017700957, 0.8543223945008033],\n", + " [0.533951496563002, 0.9344151189852535, 0.8543223945008033],\n", + " [0.5750246886063098, 0.9344151189852535, 0.9200395017700957],\n", + " [0.6229434126568357, 0.9344151189852535, 0.856547192403149],\n", + " [0.6229434126568357, 1.038239021094726, 0.7786792658210446],\n", + " [0.6921593473964841, 1.038239021094726, 0.7137893270026242],\n", + " [0.6921593473964841, 1.038239021094726, 0.7786792658210446],\n", + " [0.6921593473964841, 1.038239021094726, 0.830591216875781],\n", + " [0.7613752821361325, 1.1074549558343745, 0.830591216875781],\n", + " [0.7267673147663083, 1.208132679092045, 0.830591216875781],\n", + " [0.69036153090974, 1.208132679092045, 0.7434662640566431],\n", + " [0.69036153090974, 1.2623753708063816, 0.7889846067539885],\n", + " [0.69036153090974, 1.208132679092045, 0.7550829244325281],\n", + " [0.6229434126568357, 1.208132679092045, 0.830591216875781],\n", + " [0.6229434126568357, 1.0901509721494624, 0.8176132291120969],\n", + " [0.6132099218340726, 1.022016536390121, 0.8176132291120969],\n", + " [0.6289332531631514, 1.022016536390121, 0.7665124022925908],\n", + " [0.6289332531631514, 1.0062932050610423, 0.8050345640488338],\n", + " [0.660379915821309, 1.0062932050610423, 0.7547199037957817],\n", + " [0.660379915821309, 1.0377398677191998, 0.7547199037957817],\n", + " [0.731849603680758, 1.0062932050610423, 0.7547199037957817],\n", + " [0.731849603680758, 0.9148120046009475, 0.8004605040258291],\n", + " [0.7504317225242148, 1.0005756300322863, 0.8004605040258291],\n", + " [0.8129676994012327, 1.0005756300322863, 0.7276913672962082],\n", + " [0.8576362543133883, 1.0005756300322863, 0.7504317225242148],\n", + " [0.9236082738759567, 0.9380396531552685, 0.7504317225242148],\n", + " [1.0233159852602929, 0.9380396531552685, 0.7035297398664513],\n", + " [1.0233159852602929, 1.6792877706835576, 1.3644213136803904],\n", + " [0.9236082738759567, 1.6792877706835576, 1.343430216546846],\n", + " [0.9445993710095011, 1.6792877706835576, 1.259465828012668],\n", + " [0.9445993710095011, 1.5349739778904392, 1.2471663570359819],\n", + " [0.9353747677769865, 1.5349739778904392, 1.1512304834178295],\n", + " [0.9353747677769865, 1.4965996284431784, 1.0689997346022702],\n", + " [0.8685622843643446, 0.8551997876818161, 1.0689997346022702],\n", + " [0.8685622843643446, 0.7599919988188015, 1.0689997346022702],\n", + " [0.8685622843643446, 0.7057068560460299, 0.8065221211954628]]" ] }, - "execution_count": 92, + "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ - "def pathToChords(path):\n", - " curRoot = Fraction(1, 1)\n", + "def path_to_chords(path):\n", + " current_root = Fraction(1, 1)\n", " chords = []\n", " for trans, points in path:\n", - " curRoot = curRoot * hsPointToFR(trans)\n", - " chord = [float(curRoot * hsPointToFR(p)) if p is not None else None for p in points]\n", + " current_root = current_root * hs_point_to_fr(trans)\n", + " chord = [float(current_root * hs_point_to_fr(p)) if p is not None else None for p in points]\n", " chords.append(chord)\n", " return chords\n", "\n", - "fPath = pathToChords(rPath)\n", + "fPath = path_to_chords(reconciled_path)\n", "len(set([tuple(p) for p in fPath]))\n", "fPath" ] }, { "cell_type": "code", - "execution_count": 93, + "execution_count": 21, "id": "806a4471-61c7-4d83-81a1-6f6d54be66b2", "metadata": {}, "outputs": [], @@ -12525,7 +2287,7 @@ ], "source": [ "edge = (((), (-2, 3), (2, 3, -5), (3, 3, -5)), ((), (2, 2, -3), (-2, 3), (-2, -2, 5)), {'melodic_movement': 813.6862861351653, 'transposition': (2, 3, -5)})\n", - "chord = transposeChord(edge[0], (-2, -3, 5))\n", + "chord = transpose_chord(edge[0], (-2, -3, 5))\n", "#genLattice(chord, path=\"figure.pdf\", collapse=False)\n", "genLattice(chord, ranges=[[-2, 2], [-2, 2], [-2, 2]], filename=\"compact_set_1_transposed_expanded_padded\", collapse=False, scale=2)" ] @@ -12553,7 +2315,7 @@ ], "source": [ "edge = (((), (-2, 3), (2, 3, -5), (3, 3, -5)), ((), (2, 2, -3), (-2, 3), (-2, -2, 5)), {'melodic_movement': 813.6862861351653, 'transposition': (2, 3, -5)})\n", - "chord = transposeChord(edge[0], (-2, -3, 5))\n", + "chord = transpose_chord(edge[0], (-2, -3, 5))\n", "#genLattice(chord, path=\"figure.pdf\", collapse=False)\n", "genLattice(chord, ranges=[[-2, 2], [-1, 3], [-1, 2]], filename=\"compact_set_1_transposed_expanded_padded\", collapse=False, scale=2)" ] @@ -12585,6 +2347,290 @@ "#genLattice(chord, path=\"figure.pdf\", collapse=False)\n", "genLattice(chord, ranges=[[-2, 2], [-1, 3], [-1, 2]], filename=\"compact_set_1_expanded_padded\", collapse=False, scale=2)" ] + }, + { + "cell_type": "code", + "execution_count": 307, + "id": "02318931-3b0c-4bb3-9099-cec82b1406e6", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "total permutations: 231\n", + "(-3, 0, 0, 0, 0)\n", + "(-2, -1, 0, 0, 0)\n", + "(-2, 0, -1, 0, 0)\n", + "(-2, 0, 0, -1, 0)\n", + "(-2, 0, 0, 0, -1)\n", + "(-2, 0, 0, 0, 0)\n", + "(-2, 0, 0, 0, 1)\n", + "(-2, 0, 0, 1, 0)\n", + "(-2, 0, 1, 0, 0)\n", + "(-2, 1, 0, 0, 0)\n", + "(-1, -2, 0, 0, 0)\n", + "(-1, -1, -1, 0, 0)\n", + "(-1, -1, 0, -1, 0)\n", + "(-1, -1, 0, 0, -1)\n", + "(-1, -1, 0, 0, 0)\n", + "(-1, -1, 0, 0, 1)\n", + "(-1, -1, 0, 1, 0)\n", + "(-1, -1, 1, 0, 0)\n", + "(-1, 0, -2, 0, 0)\n", + "(-1, 0, -1, -1, 0)\n", + "(-1, 0, -1, 0, -1)\n", + "(-1, 0, -1, 0, 0)\n", + "(-1, 0, -1, 0, 1)\n", + "(-1, 0, -1, 1, 0)\n", + "(-1, 0, 0, -2, 0)\n", + "(-1, 0, 0, -1, -1)\n", + "(-1, 0, 0, -1, 0)\n", + "(-1, 0, 0, -1, 1)\n", + "(-1, 0, 0, 0, -2)\n", + "(-1, 0, 0, 0, -1)\n", + "(-1, 0, 0, 0, 0)\n", + "(-1, 0, 0, 0, 1)\n", + "(-1, 0, 0, 0, 2)\n", + "(-1, 0, 0, 1, -1)\n", + "(-1, 0, 0, 1, 0)\n", + "(-1, 0, 0, 1, 1)\n", + "(-1, 0, 0, 2, 0)\n", + "(-1, 0, 1, -1, 0)\n", + "(-1, 0, 1, 0, -1)\n", + "(-1, 0, 1, 0, 0)\n", + "(-1, 0, 1, 0, 1)\n", + "(-1, 0, 1, 1, 0)\n", + "(-1, 0, 2, 0, 0)\n", + "(-1, 1, -1, 0, 0)\n", + "(-1, 1, 0, -1, 0)\n", + "(-1, 1, 0, 0, -1)\n", + "(-1, 1, 0, 0, 0)\n", + "(-1, 1, 0, 0, 1)\n", + "(-1, 1, 0, 1, 0)\n", + "(-1, 1, 1, 0, 0)\n", + "(-1, 2, 0, 0, 0)\n", + "(0, -3, 0, 0, 0)\n", + "(0, -2, -1, 0, 0)\n", + "(0, -2, 0, -1, 0)\n", + "(0, -2, 0, 0, -1)\n", + "(0, -2, 0, 0, 0)\n", + "(0, -2, 0, 0, 1)\n", + "(0, -2, 0, 1, 0)\n", + "(0, -2, 1, 0, 0)\n", + "(0, -1, -2, 0, 0)\n", + "(0, -1, -1, -1, 0)\n", + "(0, -1, -1, 0, -1)\n", + "(0, -1, -1, 0, 0)\n", + "(0, -1, -1, 0, 1)\n", + "(0, -1, -1, 1, 0)\n", + "(0, -1, 0, -2, 0)\n", + "(0, -1, 0, -1, -1)\n", + "(0, -1, 0, -1, 0)\n", + "(0, -1, 0, -1, 1)\n", + "(0, -1, 0, 0, -2)\n", + "(0, -1, 0, 0, -1)\n", + "(0, -1, 0, 0, 0)\n", + "(0, -1, 0, 0, 1)\n", + "(0, -1, 0, 0, 2)\n", + "(0, -1, 0, 1, -1)\n", + "(0, -1, 0, 1, 0)\n", + "(0, -1, 0, 1, 1)\n", + "(0, -1, 0, 2, 0)\n", + "(0, -1, 1, -1, 0)\n", + "(0, -1, 1, 0, -1)\n", + "(0, -1, 1, 0, 0)\n", + "(0, -1, 1, 0, 1)\n", + "(0, -1, 1, 1, 0)\n", + "(0, -1, 2, 0, 0)\n", + "(0, 0, -3, 0, 0)\n", + "(0, 0, -2, -1, 0)\n", + "(0, 0, -2, 0, -1)\n", + "(0, 0, -2, 0, 0)\n", + "(0, 0, -2, 0, 1)\n", + "(0, 0, -2, 1, 0)\n", + "(0, 0, -1, -2, 0)\n", + "(0, 0, -1, -1, -1)\n", + "(0, 0, -1, -1, 0)\n", + "(0, 0, -1, -1, 1)\n", + "(0, 0, -1, 0, -2)\n", + "(0, 0, -1, 0, -1)\n", + "(0, 0, -1, 0, 0)\n", + "(0, 0, -1, 0, 1)\n", + "(0, 0, -1, 0, 2)\n", + "(0, 0, -1, 1, -1)\n", + "(0, 0, -1, 1, 0)\n", + "(0, 0, -1, 1, 1)\n", + "(0, 0, -1, 2, 0)\n", + "(0, 0, 0, -3, 0)\n", + "(0, 0, 0, -2, -1)\n", + "(0, 0, 0, -2, 0)\n", + "(0, 0, 0, -2, 1)\n", + "(0, 0, 0, -1, -2)\n", + "(0, 0, 0, -1, -1)\n", + "(0, 0, 0, -1, 0)\n", + "(0, 0, 0, -1, 1)\n", + "(0, 0, 0, -1, 2)\n", + "(0, 0, 0, 0, -3)\n", + "(0, 0, 0, 0, -2)\n", + "(0, 0, 0, 0, -1)\n", + "(0, 0, 0, 0, 0)\n", + "(0, 0, 0, 0, 1)\n", + "(0, 0, 0, 0, 2)\n", + "(0, 0, 0, 0, 3)\n", + "(0, 0, 0, 1, -2)\n", + "(0, 0, 0, 1, -1)\n", + "(0, 0, 0, 1, 0)\n", + "(0, 0, 0, 1, 1)\n", + "(0, 0, 0, 1, 2)\n", + "(0, 0, 0, 2, -1)\n", + "(0, 0, 0, 2, 0)\n", + "(0, 0, 0, 2, 1)\n", + "(0, 0, 0, 3, 0)\n", + "(0, 0, 1, -2, 0)\n", + "(0, 0, 1, -1, -1)\n", + "(0, 0, 1, -1, 0)\n", + "(0, 0, 1, -1, 1)\n", + "(0, 0, 1, 0, -2)\n", + "(0, 0, 1, 0, -1)\n", + "(0, 0, 1, 0, 0)\n", + "(0, 0, 1, 0, 1)\n", + "(0, 0, 1, 0, 2)\n", + "(0, 0, 1, 1, -1)\n", + "(0, 0, 1, 1, 0)\n", + "(0, 0, 1, 1, 1)\n", + "(0, 0, 1, 2, 0)\n", + "(0, 0, 2, -1, 0)\n", + "(0, 0, 2, 0, -1)\n", + "(0, 0, 2, 0, 0)\n", + "(0, 0, 2, 0, 1)\n", + "(0, 0, 2, 1, 0)\n", + "(0, 0, 3, 0, 0)\n", + "(0, 1, -2, 0, 0)\n", + "(0, 1, -1, -1, 0)\n", + "(0, 1, -1, 0, -1)\n", + "(0, 1, -1, 0, 0)\n", + "(0, 1, -1, 0, 1)\n", + "(0, 1, -1, 1, 0)\n", + "(0, 1, 0, -2, 0)\n", + "(0, 1, 0, -1, -1)\n", + "(0, 1, 0, -1, 0)\n", + "(0, 1, 0, -1, 1)\n", + "(0, 1, 0, 0, -2)\n", + "(0, 1, 0, 0, -1)\n", + "(0, 1, 0, 0, 0)\n", + "(0, 1, 0, 0, 1)\n", + "(0, 1, 0, 0, 2)\n", + "(0, 1, 0, 1, -1)\n", + "(0, 1, 0, 1, 0)\n", + "(0, 1, 0, 1, 1)\n", + "(0, 1, 0, 2, 0)\n", + "(0, 1, 1, -1, 0)\n", + "(0, 1, 1, 0, -1)\n", + "(0, 1, 1, 0, 0)\n", + "(0, 1, 1, 0, 1)\n", + "(0, 1, 1, 1, 0)\n", + "(0, 1, 2, 0, 0)\n", + "(0, 2, -1, 0, 0)\n", + "(0, 2, 0, -1, 0)\n", + "(0, 2, 0, 0, -1)\n", + "(0, 2, 0, 0, 0)\n", + "(0, 2, 0, 0, 1)\n", + "(0, 2, 0, 1, 0)\n", + "(0, 2, 1, 0, 0)\n", + "(0, 3, 0, 0, 0)\n", + "(1, -2, 0, 0, 0)\n", + "(1, -1, -1, 0, 0)\n", + "(1, -1, 0, -1, 0)\n", + "(1, -1, 0, 0, -1)\n", + "(1, -1, 0, 0, 0)\n", + "(1, -1, 0, 0, 1)\n", + "(1, -1, 0, 1, 0)\n", + "(1, -1, 1, 0, 0)\n", + "(1, 0, -2, 0, 0)\n", + "(1, 0, -1, -1, 0)\n", + "(1, 0, -1, 0, -1)\n", + "(1, 0, -1, 0, 0)\n", + "(1, 0, -1, 0, 1)\n", + "(1, 0, -1, 1, 0)\n", + "(1, 0, 0, -2, 0)\n", + "(1, 0, 0, -1, -1)\n", + "(1, 0, 0, -1, 0)\n", + "(1, 0, 0, -1, 1)\n", + "(1, 0, 0, 0, -2)\n", + "(1, 0, 0, 0, -1)\n", + "(1, 0, 0, 0, 0)\n", + "(1, 0, 0, 0, 1)\n", + "(1, 0, 0, 0, 2)\n", + "(1, 0, 0, 1, -1)\n", + "(1, 0, 0, 1, 0)\n", + "(1, 0, 0, 1, 1)\n", + "(1, 0, 0, 2, 0)\n", + "(1, 0, 1, -1, 0)\n", + "(1, 0, 1, 0, -1)\n", + "(1, 0, 1, 0, 0)\n", + "(1, 0, 1, 0, 1)\n", + "(1, 0, 1, 1, 0)\n", + "(1, 0, 2, 0, 0)\n", + "(1, 1, -1, 0, 0)\n", + "(1, 1, 0, -1, 0)\n", + "(1, 1, 0, 0, -1)\n", + "(1, 1, 0, 0, 0)\n", + "(1, 1, 0, 0, 1)\n", + "(1, 1, 0, 1, 0)\n", + "(1, 1, 1, 0, 0)\n", + "(1, 2, 0, 0, 0)\n", + "(2, -1, 0, 0, 0)\n", + "(2, 0, -1, 0, 0)\n", + "(2, 0, 0, -1, 0)\n", + "(2, 0, 0, 0, -1)\n", + "(2, 0, 0, 0, 0)\n", + "(2, 0, 0, 0, 1)\n", + "(2, 0, 0, 1, 0)\n", + "(2, 0, 1, 0, 0)\n", + "(2, 1, 0, 0, 0)\n", + "(3, 0, 0, 0, 0)\n" + ] + } + ], + "source": [ + "def sums(length, total_sum):\n", + " if length == 0:\n", + " yield ()\n", + " else:\n", + " for value in it.chain(range(0, total_sum + 1), range(-1 * total_sum, 0)):\n", + " for permutation in sums(length - 1, total_sum - abs(value)):\n", + " yield (value,) + permutation\n", + "\n", + "L = list(sums(5, 3))\n", + "print('total permutations:',len(L))\n", + "\n", + "#63, 25, 7, 1\n", + "# First and last 10 of list\n", + "for i in L:\n", + " print(i)" + ] + }, + { + "cell_type": "code", + "execution_count": 291, + "id": "510040c8-f8ae-41d2-9ab1-3fb37a1630a2", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(-3, 0, 0, 0, 0, -3, 0, 0, 0, 0)" + ] + }, + "execution_count": 291, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "(-3, 0, 0, 0, 0) + (-3, 0, 0, 0, 0)" + ] } ], "metadata": { diff --git a/compact_sets_play.scd b/compact_sets_play.scd index 07024d7..f2cf6ca 100644 --- a/compact_sets_play.scd +++ b/compact_sets_play.scd @@ -42,7 +42,7 @@ seq = seq.collect({arg chord, index; }) }); -seq.do({arg chord; chord.postln; chord.collect({arg pitch; hsArrayToFreq.value(pitch[0])}).postln}); +seq.do({arg chord; chord; chord.collect({arg pitch; hsArrayToFreq.value(pitch[0])})}); //seq.postln; @@ -51,9 +51,12 @@ while({phraseLengths.sum < seq.size}, {phraseLengths = phraseLengths ++ [rrand(1 //phraseLengths.postln; musicData = seq.clumps(phraseLengths).collect({arg subSeq, seqIndex; - var baseRound, baseDurs; + var baseRound, baseDurs, baseDelay, baseSubtract; baseRound = 0.5; + //baseDurs = subSeq.size.collect({arg subSeqIndex; if(subSeqIndex != (subSeq.size - 1), {rrand(7.0, 10.0)}, {rrand(10.0, 15.0)})}).round(baseRound); baseDurs = subSeq.size.collect({arg subSeqIndex; if(subSeqIndex != (subSeq.size - 1), {rrand(5.0, 7.0)}, {rrand(10.0, 15.0)})}).round(baseRound); + baseDelay = rrand(1.0, 2.0); + baseSubtract = rrand(2.0, 4.0); subSeq.flop.collect({arg voice, v; var phrases, freqs, durs, delays, attacks, rels, sustains, amps, refs; phrases = voice.separate({arg a, b; a[0] != b[0]}); @@ -61,11 +64,14 @@ musicData = seq.clumps(phraseLengths).collect({arg subSeq, seqIndex; refs = phrases.collect({arg phrase; if(phrase[0][0] != ["Rest"], {phrase[0][1]}, {Rest(0)})}); durs = baseDurs.clumps(phrases.collect({arg phrase; phrase.size})).collect({arg c; c.sum}); delays = durs.collect({arg dur; rrand(0.0, 0.0)}).round(baseRound); + //delays = durs.collect({arg dur, d; if((d == 0) && (refs[d][0] != v), {[baseDelay, rrand(2.0, 3.0)].wchoose([2, 1].normalizeSum)}, {0})}).round(baseRound); + //delays = durs.collect({arg dur, d; if((d == 0) && (refs[d][0] != v), {baseDelay}, {0})}).round(baseRound); //durs = durs + delays; attacks = durs.collect({arg dur, d; if(d == 0, {rrand(3.0, 5.0)}, {rrand(1.0, 3.0)})}).round(baseRound); - rels = durs.collect({arg dur, d; if(d != (durs.size - 1), {rrand(0.5, 1.0)}, {rrand(3.0, 5.0)})}).round(baseRound); - //sustains = durs.collect({arg dur, d; if(d != (durs.size - 1), {dur - rels[d] - delays[d]}, {dur - rels[d] - delays[d]})}); - sustains = durs.collect({arg dur, d; if(d != (durs.size - 1), {dur}, {dur - rrand(3.0, 5.0)})}).round(baseRound); + rels = durs.collect({arg dur, d; if(d != (durs.size - 1), {rrand(1.0, 2.0)}, {rrand(3.0, 5.0)})}).round(baseRound); + //sustains = durs.collect({arg dur, d; if(d != (durs.size - 1), {dur - rels[d] - delays[d]}, {dur - rels[d] - delays[d]})}).round(baseRound); + //sustains = durs.collect({arg dur, d; if(d != (durs.size - 1), {dur}, {dur - rrand(3.0, 5.0)})}).round(baseRound); + sustains = durs.collect({arg dur, d; if(d != (durs.size - 1), {dur - rels[d] - delays[d] - 0.5}, {dur - rels[d] - delays[d] - baseSubtract - rrand(0.0, 2.0)})}).round(baseRound); amps = freqs.collect({rrand(0.6, 0.7) / [1, 2, 2][v]}); [freqs, durs, attacks, delays, sustains, rels, amps, refs].flop; }); @@ -80,7 +86,8 @@ musicData = musicData.collect({arg voice, v; var mergedClump; mergedClump = clump[0].deepCopy; mergedClump[1] = clump.slice(nil, 1).sum; - mergedClump[4] = mergedClump[1] - (clump.last[1] - clump.last[4]); + mergedClump[4] = (mergedClump[1] - (clump.last[1] - clump.last[4])); + mergedClump[5] = clump.last[5]; mergedClump }); }); @@ -89,7 +96,7 @@ musicData = musicData.collect({arg voice, v; ~musicData = musicData; ~patterns = Ppar( - musicData.postln.collect({arg voice, v; + musicData.collect({arg voice, v; var freqs, durs, attacks, delays, sustains, rels, amps; # freqs, durs, attacks, delays, sustains, rels, amps = voice.flop; Pbind( diff --git a/compact_sets_transcriber.scd b/compact_sets_transcriber.scd index 82e6854..56192a1 100644 --- a/compact_sets_transcriber.scd +++ b/compact_sets_transcriber.scd @@ -1,7 +1,7 @@ ( var formatMusicData, spellingDict, lyNoteNameStr, lyOctStr, lyFinalizeMusic, lyMeasureDef, lyRelMark, lyRelMarkNote, lyHBracket, lyStaffDef, lyTie, -lyNoteName, lyCentDev, lyFreqRatio, lyDur, lyNote, lyBeamOpen, lyBeamClosed, +lyNoteName, lyCentDev, lyDimDiff, lyDur, lyNote, lyBeamOpen, lyBeamClosed, consolidateNotes, consolidateRests; @@ -11,13 +11,16 @@ formatMusicData = {arg seq; maxSize = 0; musicData = seq.collect({arg partData, p; - var res; - res = partData.collect({arg item, i; - var freq, dur, sus, ref, amp, note; - # freq, dur, sus, ref = [item[0], (item[1] / 0.5).round.asInteger, (item[4] / 0.5).round.asInteger, item.last]; - note = sus.collect({[freq, ref, i]}) ++ (dur - sus).collect({[-1, ref, i]}); - note.postln; - note + var freqs, durs, attacks, delays, sustains, rels, amps, refs, res; + # freqs, durs, attacks, delays, sustains, rels, amps, refs = partData.flop; + durs = (durs / 0.5).round.asInteger; + sustains = ((sustains + delays + rels) / 0.5).round.asInteger; + //sustains = (sustains / 0.5).round.asInteger; + //[durs, sustains, delays, rels].flop.do({arg item; if(item[0] < item[1], {item.postln})}); + res = [freqs, durs, sustains, refs].flop.collect({arg data, i; + var freq, dur, sus, ref; + # freq, dur, sus, ref = data; + sus.collect({[freq, ref, i]}) ++ (dur - sus).collect({[-1, ref, i]}) }).flatten; if(res.size > maxSize, {maxSize = res.size}); res @@ -110,17 +113,19 @@ lyCentDev = {arg freq, padding = true; if(centDev >= 0, {"+"}, {""}) ++ centDev.asString ++ "\"}" }; -lyFreqRatio = {arg dimDiff, ref, padding = true, lower = 3, attachedToNote = true; - var res, num, den, ratio; +lyDimDiff = {arg dimDiff, ref, padding = true, lower = 3, attachedToNote = true; + var res, num, den, diff; res = "\\markup {" + if(attachedToNote, {""}, {"\\normalsize"}) + "\\lower #" ++ lower + if(padding, {"\\pad-markup #0.2 "}, {" "}); - ratio = if(dimDiff > 0, {/*"+" ++ */dimDiff.abs.asString ++ "↑"}, {/*"-" ++ */dimDiff.abs.asString ++ "↓"}); - ratio = "\" " ++ ratio ++ "\" }"; + diff = dimDiff.abs.asString; + if(dimDiff > 1, {diff = diff ++ "↑"}); + if(dimDiff < 0, {diff = diff ++ "↓"}); + diff = "\" " ++ diff ++ "\" }"; res = if(ref != -1, { - res ++ "\\concat{ \"" ++ ["III", "II", "I"][ref] ++ "\"\\normal-size-super " ++ ratio ++ "}" + res ++ "\\concat{ \"" ++ ["III", "II", "I"][ref] ++ "\"\\normal-size-super " ++ diff ++ "}" }, { - res ++ ratio + res ++ diff } ); if(attachedToNote, {"_" ++ res}, {res}) @@ -132,7 +137,7 @@ lyNote = {arg freq, noteLength, dimDiff, ref, spellingPref = \sharps, frHide = f if(frHide.not || centHide.not, { "" }, {""}) }; @@ -150,7 +155,7 @@ consolidateNotes = {arg lyStr, part; [fullNoteRegex, fullRestRegex].do({arg regex; res.findRegexp(regex ++ "{" ++ (len-1) ++ "}").clump(3).do({arg match; var word, note, markup, lyDur; - [match, len].postln; + //[match, len].postln; word = match[0][1]; note = match[1][1]; markup = match[2][1]; @@ -167,8 +172,7 @@ consolidateNotes = {arg lyStr, part; basePath = thisProcess.nowExecutingPath.dirname +/+ "lilypond"; musicData = formatMusicData.value(rawMusicData); - - musicData.postln; + //musicData.postln; insData = [ ["III", "III", "clarinet", "bass"], @@ -186,7 +190,7 @@ consolidateNotes = {arg lyStr, part; tmpSectionData, pcRoot, partLookup, quality; //create file - lyFile = File((basePath.postln +/+ "includes" +/+ "part_" ++ ["III", "II", "I"][p] ++ ".ly").standardizePath,"w"); + lyFile = File((basePath +/+ "includes" +/+ "part_" ++ ["III", "II", "I"][p] ++ ".ly").standardizePath,"w"); //start lypond directives lyStr = ""; @@ -206,7 +210,6 @@ consolidateNotes = {arg lyStr, part; gSum = gSum + noteLength; curMusAtom = group[0]; freq = curMusAtom[0]; - //freqRatioMult = curMusAtom[1]; ref = curMusAtom[1][0]; dimDiff = curMusAtom[1][1]; # isSame, isRest, isFirst, isLast = [curMusAtom == lastMusAtom, freq == -1, g == 0, gSum == 2]; @@ -233,7 +236,7 @@ consolidateNotes = {arg lyStr, part; }); //wrap music and add staff definitions - lyStr = "{" ++ lyStr ++ "}\n\\bar \"||\"\n}"; + lyStr = "{" ++ lyStr ++ "}\n\\bar \"|.\"\n}"; //consolidate notes and rests lyStr = consolidateNotes.value(lyStr, p); diff --git a/lilypond/includes/part_I.ly b/lilypond/includes/part_I.ly index d1d3aab..681ace7 100644 --- a/lilypond/includes/part_I.ly +++ b/lilypond/includes/part_I.ly @@ -1,7 +1,7 @@ { { gis'1^\markup { \pad-markup #0.2 "+14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" - { gis'4 ~ gis'8[ ais'8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ ais'2 ~ } + { gis'4 r8[ ais'8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ ais'2 ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -9,7 +9,7 @@ \bar "|" { r8[ ais'8^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ ais'2. ~ } \bar "|" - { ais'2 ~ ais'8[ a'8^\markup { \pad-markup #0.2 "+38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ a'4 ~ } + { ais'2 r8[ a'8^\markup { \pad-markup #0.2 "+38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ a'4 ~ } \bar "|" { a'1 ~ } \bar "|" @@ -17,7 +17,7 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2 ~ a'8[ r8] r4 } + { a'2. r4 } \bar "|" { r4 r8[ gis'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ gis'2 ~ } \bar "|" @@ -25,7 +25,7 @@ \bar "|" { gis'1 ~ } \bar "|" - { gis'2 g'2^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } + { gis'4 ~ gis'8[ r8] g'2^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } \bar "|" { g'1 ~ } \bar "|" @@ -35,11 +35,11 @@ \bar "|" { g'1 ~ } \bar "|" - { g'2 a'2^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } + { g'4 ~ g'8[ r8] a'2^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } \bar "|" { a'1 ~ } \bar "|" - { a'2 ~ a'8[ r8] r4 } + { a'2 r2 } \bar "|" { r2. b'4^\markup { \pad-markup #0.2 "-29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }} ~ } \bar "|" @@ -51,7 +51,7 @@ \bar "|" { b'2. ~ b'8[ r8] } \bar "|" - { r2. r8[ b'8^\markup { \pad-markup #0.2 "-29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ b'8^\markup { \pad-markup #0.2 "-29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ } \bar "|" { b'1 ~ } \bar "|" @@ -59,33 +59,33 @@ \bar "|" { b'1 ~ } \bar "|" - { b'4 ~ b'8[ r8] r2 } + { b'2 r2 } \bar "|" { r4 c''2.^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" { c''1 ~ } \bar "|" - { c''2 r2 } + { c''4 r2. } \bar "|" { r2. c''4^\markup { \pad-markup #0.2 "-40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }} ~ } \bar "|" { c''1 ~ } \bar "|" - { c''2 ais'2^\markup { \pad-markup #0.2 "+5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } + { c''4 ~ c''8[ r8] ais'2^\markup { \pad-markup #0.2 "+5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" - { ais'1 ~ } + { ais'2. ~ ais'8[ r8] } \bar "|" - { ais'8[ r8] r2. } + { r1 } \bar "|" { r4 a'2.^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } \bar "|" - { a'1 } + { a'2. ~ a'8[ r8] } \bar "|" { ais'1^\markup { \pad-markup #0.2 "-26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'2 ~ ais'8[ r8] r4 } + { ais'2. r4 } \bar "|" { r2 a'2^\markup { \pad-markup #0.2 "-45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" @@ -95,15 +95,15 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2. ~ a'8[ r8] } + { a'1 } \bar "|" { r2. ais'4^\markup { \pad-markup #0.2 "+20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'4 c''2.^\markup { \pad-markup #0.2 "-30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }} ~ } + { ais'8[ r8] c''2.^\markup { \pad-markup #0.2 "-30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }} ~ } \bar "|" - { c''2 ~ c''8[ b'8^\markup { \pad-markup #0.2 "-49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ b'4 ~ } + { c''2 r8[ b'8^\markup { \pad-markup #0.2 "-49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ b'4 ~ } \bar "|" { b'1 ~ } \bar "|" @@ -113,13 +113,13 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'1 ~ } + { ais'2. ~ ais'8[ r8] } \bar "|" - { ais'8[ r8] r2. } + { r1 } \bar "|" - { r4 ais'2.^\markup { \pad-markup #0.2 "-34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }} ~ } + { r4 ais'2.^\markup { \pad-markup #0.2 "-34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }} ~ } \bar "|" - { ais'2 ais'2^\markup { \pad-markup #0.2 "+20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } + { ais'4 ~ ais'8[ r8] ais'2^\markup { \pad-markup #0.2 "+20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -137,11 +137,11 @@ \bar "|" { a'1 ~ } \bar "|" - { a'4 ~ a'8[ r8] r2 } + { a'2 ~ a'8[ r8] r4 } \bar "|" { r8[ gis'8^\markup { \pad-markup #0.2 "+33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ gis'2. ~ } \bar "|" - { gis'2 ais'2^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } + { gis'4 ~ gis'8[ r8] ais'2^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -149,17 +149,17 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'8[ r8] r2 r8[ c''8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } + { ais'4 r2 r8[ c''8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } \bar "|" { c''1 ~ } \bar "|" - { c''2 ~ c''8[ ais'8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ ais'4 ~ } + { c''2 r8[ ais'8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ ais'4 ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'2. ~ ais'8[ r8] } + { ais'2. r4 } \bar "|" - { r2. r8[ ais'8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ ais'8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -171,21 +171,21 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'8[ r8] r2. } + { ais'4 r2. } \bar "|" { r8[ a'8^\markup { \pad-markup #0.2 "-14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ a'2. ~ } \bar "|" - { a'2 ~ a'8[ gis'8^\markup { \pad-markup #0.2 "-34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ gis'4 ~ } + { a'2 r8[ gis'8^\markup { \pad-markup #0.2 "-34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ gis'4 ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'4 a'2.^\markup { \pad-markup #0.2 "-14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } + { gis'8[ r8] a'2.^\markup { \pad-markup #0.2 "-14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" { a'1 ~ } \bar "|" - { a'1 } + { a'1 ~ } \bar "|" - { r2. gis'4^\markup { \pad-markup #0.2 "+5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } + { a'8[ r8] r2 gis'4^\markup { \pad-markup #0.2 "+5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } \bar "|" { gis'1 ~ } \bar "|" @@ -197,7 +197,7 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'2. r4 } + { ais'1 } \bar "|" { r2 gis'2^\markup { \pad-markup #0.2 "+33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" @@ -205,11 +205,11 @@ \bar "|" { gis'1 ~ } \bar "|" - { gis'2. ais'4^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } + { gis'2 ~ gis'8[ r8] ais'4^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'2 r2 } + { ais'2 ~ ais'8[ r8] r4 } \bar "|" { r2 b'2^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } \bar "|" @@ -219,7 +219,7 @@ \bar "|" { b'1 ~ } \bar "|" - { b'1 } + { b'2. ~ b'8[ r8] } \bar "|" { ais'1^\markup { \pad-markup #0.2 "+42"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }} ~ } \bar "|" @@ -237,7 +237,7 @@ \bar "|" { a'1 } \bar "|" - { r2. r8[ a'8^\markup { \pad-markup #0.2 "-23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ a'8^\markup { \pad-markup #0.2 "-23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ } \bar "|" { a'1 ~ } \bar "|" @@ -251,7 +251,7 @@ \bar "|" { a'1 ~ } \bar "|" - { a'4 r2. } + { a'4 ~ a'8[ r8] r2 } \bar "|" { g'1^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" @@ -259,7 +259,7 @@ \bar "|" { g'1 ~ } \bar "|" - { g'4 ~ g'8[ r8] r2 } + { g'4 r2. } \bar "|" { r2 a'2^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" @@ -267,23 +267,23 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2 ais'2^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } + { a'4 ~ a'8[ r8] ais'2^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" { ais'1 ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'8[ r8] r2 r8[ b'8^\markup { \pad-markup #0.2 "+34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ } + { ais'4 ~ ais'8[ r8] r4 r8[ b'8^\markup { \pad-markup #0.2 "+34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ } \bar "|" { b'1 ~ } \bar "|" { b'1 ~ } \bar "|" - { b'8[ r8] r2 r8[ c''8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } + { b'4 r2 r8[ c''8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } \bar "|" - { c''1 ~ } + { c''1 } \bar "|" - { c''4 r2. } + { r1 } \bar "|" { r2 b'2^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }} ~ } \bar "|" @@ -293,33 +293,33 @@ \bar "|" { b'1 ~ } \bar "|" - { b'1 } + { b'1 ~ } \bar "|" - { r2. b'4^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }} ~ } + { b'8[ r8] r2 b'4^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }} ~ } \bar "|" - { b'1 ~ } + { b'1 } \bar "|" - { b'8[ a'8^\markup { \pad-markup #0.2 "-12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ a'2. ~ } + { r8[ a'8^\markup { \pad-markup #0.2 "-12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ a'2. ~ } \bar "|" - { a'2. b'4^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } + { a'2 ~ a'8[ r8] b'4^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" { b'1 ~ } \bar "|" - { b'2. r4 } + { b'1 } \bar "|" { r2 a'2^\markup { \pad-markup #0.2 "-43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" - { a'1 ~ } + { a'1 } \bar "|" - { a'8[ a'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ a'2. ~ } + { r8[ a'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ a'2. ~ } \bar "|" - { a'2. ~ a'8[ ais'8^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }}] ~ } + { a'2. r8[ ais'8^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }}] ~ } \bar "|" { ais'1 ~ } \bar "|" { ais'1 } \bar "|" - { r2. r8[ ais'8^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ ais'8^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -327,35 +327,35 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'2. r4 } + { ais'2 ~ ais'8[ r8] r4 } \bar "|" { r2. r8[ a'8^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ } \bar "|" { a'1 ~ } \bar "|" - { a'4 ais'2.^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } + { a'8[ r8] ais'2.^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" - { ais'2 ~ ais'8[ r8] r4 } + { ais'4 ~ ais'8[ r8] r2 } \bar "|" { r2. r8[ b'8^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ } \bar "|" { b'1 ~ } \bar "|" - { b'1 } + { b'1 ~ } \bar "|" - { r2. r8[ b'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } + { b'4 r2 r8[ b'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } \bar "|" { b'1 ~ } \bar "|" - { b'4 ~ b'8[ b'8^\markup { \pad-markup #0.2 "-7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ b'2 ~ } + { b'4 r8[ b'8^\markup { \pad-markup #0.2 "-7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ b'2 ~ } \bar "|" - { b'2 ~ b'8[ c''8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ c''4 ~ } + { b'2 r8[ c''8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ c''4 ~ } \bar "|" { c''1 ~ } \bar "|" - { c''2 r2 } + { c''4 ~ c''8[ r8] r2 } \bar "|" - { r2 r8[ c''8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ c''4 ~ } + { r2 r8[ c''8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ c''4 ~ } \bar "|" { c''1 ~ } \bar "|" @@ -363,7 +363,7 @@ \bar "|" { r2 r8[ b'8^\markup { \pad-markup #0.2 "+32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ b'4 ~ } \bar "|" - { b'1 } + { b'2. ~ b'8[ r8] } \bar "|" { ais'1^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" @@ -373,17 +373,17 @@ \bar "|" { r1 } \bar "|" - { ais'1^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }} ~ } + { ais'1^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }} ~ } \bar "|" - { ais'2. a'4^\markup { \pad-markup #0.2 "-17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } + { ais'2 ~ ais'8[ r8] a'4^\markup { \pad-markup #0.2 "-17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" { a'1 ~ } \bar "|" - { a'4 gis'2.^\markup { \pad-markup #0.2 "+3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } + { a'8[ r8] gis'2.^\markup { \pad-markup #0.2 "+3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'2 r2 } + { gis'4 r2. } \bar "|" { r2 r8[ a'8^\markup { \pad-markup #0.2 "-26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ a'4 ~ } \bar "|" @@ -391,7 +391,7 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2 ~ a'8[ ais'8^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ ais'4 ~ } + { a'2 r8[ ais'8^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ ais'4 ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -401,35 +401,35 @@ \bar "|" { gis'1 ~ } \bar "|" - { gis'4 a'2.^\markup { \pad-markup #0.2 "+13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } + { gis'8[ r8] a'2.^\markup { \pad-markup #0.2 "+13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" - { a'2. ~ a'8[ r8] } + { a'2. r4 } \bar "|" { r2. r8[ gis'8^\markup { \pad-markup #0.2 "-43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }}] ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'4 ~ gis'8[ g'8^\markup { \pad-markup #0.2 "-9"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }}] ~ g'2 ~ } + { gis'4 r8[ g'8^\markup { \pad-markup #0.2 "-9"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }}] ~ g'2 ~ } \bar "|" - { g'2 ~ g'8[ gis'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ gis'4 ~ } + { g'2 r8[ gis'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ gis'4 ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'2. r4 } + { gis'2 ~ gis'8[ r8] r4 } \bar "|" { r2. r8[ g'8^\markup { \pad-markup #0.2 "-40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }}] ~ } \bar "|" { g'1 ~ } \bar "|" - { g'2 fis'2^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } + { g'4 ~ g'8[ r8] fis'2^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'2 r2 } + { fis'2. r4 } \bar "|" - { r4 r8[ fis'8^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }}] ~ fis'2 ~ } + { r4 r8[ fis'8^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }}] ~ fis'2 ~ } \bar "|" - { fis'2 ~ fis'8[ r8] r4 } + { fis'4 ~ fis'8[ r8] r2 } \bar "|" { r2. r8[ f'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ } \bar "|" @@ -437,7 +437,7 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2 ~ f'8[ r8] r4 } + { f'2. r4 } \bar "|" { r2 r8[ fis'8^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ fis'4 ~ } \bar "|" @@ -449,39 +449,39 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'2 g'2^\markup { \pad-markup #0.2 "-9"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } + { fis'4 ~ fis'8[ r8] g'2^\markup { \pad-markup #0.2 "-9"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } \bar "|" { g'1 ~ } \bar "|" - { g'1 } + { g'2. ~ g'8[ r8] } \bar "|" { r1 } \bar "|" { gis'1^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" - { gis'4 ~ gis'8[ a'8^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ a'2 ~ } + { gis'4 r8[ a'8^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }}] ~ a'2 ~ } \bar "|" { a'1 ~ } \bar "|" - { a'2 r2 } + { a'4 ~ a'8[ r8] r2 } \bar "|" { r2 gis'2^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" - { gis'2. ~ gis'8[ ais'8^\markup { \pad-markup #0.2 "+7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ } + { gis'2. r8[ ais'8^\markup { \pad-markup #0.2 "+7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ } \bar "|" { ais'1 ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'4 r2. } + { ais'8[ r8] r2. } \bar "|" { r4 r8[ a'8^\markup { \pad-markup #0.2 "-48"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }}] ~ a'2 ~ } \bar "|" - { a'2 ~ a'8[ g'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ g'4 ~ } + { a'2 r8[ g'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ g'4 ~ } \bar "|" { g'1 ~ } \bar "|" - { g'2 r2 } + { g'2. r4 } \bar "|" { r4 gis'2.^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" @@ -491,7 +491,7 @@ \bar "|" { r4 r8[ a'8^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ a'2 ~ } \bar "|" - { a'1 } + { a'2. ~ a'8[ r8] } \bar "|" { a'1^\markup { \pad-markup #0.2 "-44"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }} ~ } \bar "|" @@ -499,13 +499,13 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2 ~ a'8[ r8] r4 } + { a'2 r2 } \bar "|" { r2 r8[ g'8^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ g'4 ~ } \bar "|" { g'1 ~ } \bar "|" - { g'4 a'2.^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } + { g'8[ r8] a'2.^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }} ~ } \bar "|" { a'1 ~ } \bar "|" @@ -541,19 +541,19 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2 r2 } + { a'2 ~ a'8[ r8] r4 } \bar "|" { r4 r8[ ais'8^\markup { \pad-markup #0.2 "+30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ ais'2 ~ } \bar "|" - { ais'1 ~ } + { ais'1 } \bar "|" - { ais'8[ ais'8^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ ais'2. ~ } + { r8[ ais'8^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ ais'2. ~ } \bar "|" { ais'1 ~ } \bar "|" - { ais'2 ~ ais'8[ r8] r4 } + { ais'2. r4 } \bar "|" - { r2 ais'2^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }} ~ } + { r2 ais'2^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }} ~ } \bar "|" { ais'1 ~ } \bar "|" @@ -561,25 +561,25 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'2 r2 } + { ais'4 ~ ais'8[ r8] r2 } \bar "|" { r2 r8[ gis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }}] ~ gis'4 ~ } \bar "|" - { gis'1 } + { gis'2. ~ gis'8[ r8] } \bar "|" { a'1^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" - { a'4 ~ a'8[ gis'8^\markup { \pad-markup #0.2 "+21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }}] ~ gis'2 ~ } + { a'4 r8[ gis'8^\markup { \pad-markup #0.2 "+21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }}] ~ gis'2 ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'4 r2. } + { gis'4 ~ gis'8[ r8] r2 } \bar "|" { g'1^\markup { \pad-markup #0.2 "+9"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } \bar "|" { g'1 ~ } \bar "|" - { g'2. r4 } + { g'2. ~ g'8[ r8] } \bar "|" { r2 r8[ a'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↓" }}] ~ a'4 ~ } \bar "|" @@ -591,13 +591,13 @@ \bar "|" { r2. g'4^\markup { \pad-markup #0.2 "+32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" - { g'1 ~ } + { g'1 } \bar "|" - { g'8[ a'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ a'2. ~ } + { r8[ a'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }}] ~ a'2. ~ } \bar "|" { a'1 ~ } \bar "|" - { a'2 ~ a'8[ r8] r4 } + { a'2. r4 } \bar "|" { r2 g'2^\markup { \pad-markup #0.2 "+32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" @@ -621,25 +621,25 @@ \bar "|" { a'1 ~ } \bar "|" - { a'2. b'4^\markup { \pad-markup #0.2 "-38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } + { a'2 ~ a'8[ r8] b'4^\markup { \pad-markup #0.2 "-38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" { b'1 ~ } \bar "|" - { b'1 } + { b'2. r4 } \bar "|" { r1 } \bar "|" { r4 ais'2.^\markup { \pad-markup #0.2 "-14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↑" }} ~ } \bar "|" - { ais'2. gis'4^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } + { ais'2 ~ ais'8[ r8] gis'4^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" { gis'1 ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'4 r2. } + { gis'8[ r8] r2. } \bar "|" - { r4 gis'2.^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1↑" }} ~ } + { r4 gis'2.^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 1" }} ~ } \bar "|" { gis'1 ~ } \bar "|" @@ -649,7 +649,7 @@ \bar "|" { gis'1 ~ } \bar "|" - { gis'4 ~ gis'8[ r8] r2 } + { gis'2 r2 } \bar "|" { r4 ais'2.^\markup { \pad-markup #0.2 "-4"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }} ~ } \bar "|" @@ -657,8 +657,8 @@ \bar "|" { ais'1 ~ } \bar "|" - { ais'1 } + { ais'1 ~ } \bar "|" - { r1 } -\bar "||" + { ais'4 r2. } +\bar "|." } \ No newline at end of file diff --git a/lilypond/includes/part_II.ly b/lilypond/includes/part_II.ly index bc8a90b..654ea05 100644 --- a/lilypond/includes/part_II.ly +++ b/lilypond/includes/part_II.ly @@ -1,7 +1,7 @@ { { fis'1^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" - { fis'4 ~ fis'8[ fis'8^\markup { \pad-markup #0.2 "-49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ fis'2 ~ } + { fis'4 r8[ fis'8^\markup { \pad-markup #0.2 "-49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ fis'2 ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -11,21 +11,21 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'1 } + { fis'2. ~ fis'8[ r8] } \bar "|" { e'1^\markup { \pad-markup #0.2 "-14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" - { e'1 ~ } + { e'2. ~ e'8[ r8] } \bar "|" - { e'8[ r8] r2. } + { r1 } \bar "|" { r4 r8[ f'8^\markup { \pad-markup #0.2 "+10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ f'2 ~ } \bar "|" - { f'2. ~ f'8[ e'8^\markup { \pad-markup #0.2 "+40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ } + { f'2. r8[ e'8^\markup { \pad-markup #0.2 "+40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ } \bar "|" { e'1 ~ } \bar "|" - { e'2 fis'2^\markup { \pad-markup #0.2 "-36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } + { e'4 ~ e'8[ r8] fis'2^\markup { \pad-markup #0.2 "-36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -35,7 +35,7 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2 fis'2^\markup { \pad-markup #0.2 "-27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } + { f'4 ~ f'8[ r8] fis'2^\markup { \pad-markup #0.2 "-27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -43,19 +43,19 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'8[ f'8^\markup { \pad-markup #0.2 "+20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }}] ~ f'2. ~ } + { r8[ f'8^\markup { \pad-markup #0.2 "+20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }}] ~ f'2. ~ } \bar "|" { f'1 ~ } \bar "|" - { f'2 ~ f'8[ r8] r4 } + { f'4 ~ f'8[ r8] r2 } \bar "|" { r2. r8[ fis'8^\markup { \pad-markup #0.2 "-27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'2 e'2^\markup { \pad-markup #0.2 "+23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } + { fis'4 ~ fis'8[ r8] e'2^\markup { \pad-markup #0.2 "+23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" { e'1 ~ } \bar "|" @@ -71,11 +71,11 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'2 g'2^\markup { \pad-markup #0.2 "-10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } + { fis'4 ~ fis'8[ r8] g'2^\markup { \pad-markup #0.2 "-10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } \bar "|" - { g'1 ~ } + { g'1 } \bar "|" - { g'8[ r8] r2. } + { r1 } \bar "|" { r4 g'2.^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } \bar "|" @@ -83,15 +83,15 @@ \bar "|" { g'1 ~ } \bar "|" - { g'1 ~ } + { g'1 } \bar "|" - { g'4 r2. } + { r1 } \bar "|" { r2 fis'2^\markup { \pad-markup #0.2 "-8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'4 f'2.^\markup { \pad-markup #0.2 "-32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } + { fis'8[ r8] f'2.^\markup { \pad-markup #0.2 "-32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" { f'1 ~ } \bar "|" @@ -103,19 +103,19 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2 ~ f'8[ fis'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ fis'4 ~ } + { f'2 r8[ fis'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ fis'4 ~ } \bar "|" { fis'1 ~ } \bar "|" { fis'2 ~ fis'8[ r8] r4 } \bar "|" - { r2 r8[ fis'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ fis'4 ~ } + { r2 r8[ fis'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ fis'4 ~ } \bar "|" { fis'1 ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'4 r2. } + { fis'8[ r8] r2. } \bar "|" { r4 f'2.^\markup { \pad-markup #0.2 "-32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } \bar "|" @@ -123,33 +123,33 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2. ~ f'8[ r8] } + { f'1 } \bar "|" { r2 r8[ fis'8^\markup { \pad-markup #0.2 "+19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ fis'4 ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'4 ~ fis'8[ f'8^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ f'2 ~ } + { fis'4 r8[ f'8^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ f'2 ~ } \bar "|" - { f'2. ~ f'8[ e'8^\markup { \pad-markup #0.2 "-12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ } + { f'2. r8[ e'8^\markup { \pad-markup #0.2 "-12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ } \bar "|" { e'1 ~ } \bar "|" { e'1 ~ } \bar "|" - { e'8[ r8] r2. } + { e'4 r2. } \bar "|" { r8[ fis'8^\markup { \pad-markup #0.2 "-30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ fis'2. ~ } \bar "|" - { fis'2 e'2^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } + { fis'4 ~ fis'8[ r8] e'2^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } \bar "|" - { e'1 ~ } + { e'1 } \bar "|" - { e'8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ fis'2. ~ } + { r8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ fis'2. ~ } \bar "|" - { fis'2 ~ fis'8[ r8] r4 } + { fis'2 r2 } \bar "|" - { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -159,13 +159,13 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'8[ r8] r2 r8[ e'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }}] ~ } + { fis'4 r2 r8[ e'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }}] ~ } \bar "|" { e'1 ~ } \bar "|" - { e'4 ~ e'8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ fis'2 ~ } + { e'4 r8[ fis'8^\markup { \pad-markup #0.2 "+11"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ fis'2 ~ } \bar "|" - { fis'2. f'4^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } + { fis'2 ~ fis'8[ r8] f'4^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } \bar "|" { f'1 ~ } \bar "|" @@ -175,7 +175,7 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2 ~ f'8[ g'8^\markup { \pad-markup #0.2 "-45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ g'4 ~ } + { f'2 r8[ g'8^\markup { \pad-markup #0.2 "-45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ g'4 ~ } \bar "|" { g'1 ~ } \bar "|" @@ -183,17 +183,17 @@ \bar "|" { g'1 ~ } \bar "|" - { g'2. ~ g'8[ r8] } + { g'1 ~ } \bar "|" - { r2. fis'4^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } + { g'8[ r8] r2 fis'4^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } \bar "|" { fis'1 ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'4 r2. } + { fis'4 ~ fis'8[ r8] r2 } \bar "|" - { r8[ fis'8^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ fis'2. ~ } + { r8[ fis'8^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ fis'2. ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -201,9 +201,9 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'8[ e'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ e'2. ~ } + { r8[ e'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ e'2. ~ } \bar "|" { e'1 ~ } \bar "|" @@ -215,7 +215,7 @@ \bar "|" { e'1 ~ } \bar "|" - { e'4 ~ e'8[ r8] r2 } + { e'2 ~ e'8[ r8] r4 } \bar "|" { r4 f'2.^\markup { \pad-markup #0.2 "+44"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" @@ -223,7 +223,7 @@ \bar "|" { f'1 ~ } \bar "|" - { f'4 ~ f'8[ r8] r2 } + { f'8[ r8] r2. } \bar "|" { r2 e'2^\markup { \pad-markup #0.2 "-7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" @@ -235,17 +235,17 @@ \bar "|" { r8[ f'8^\markup { \pad-markup #0.2 "-41"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }}] ~ f'2. ~ } \bar "|" - { f'1 } + { f'1 ~ } \bar "|" - { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ } + { f'8[ r8] r2 r8[ fis'8^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'2 f'2^\markup { \pad-markup #0.2 "-10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } + { fis'4 ~ fis'8[ r8] f'2^\markup { \pad-markup #0.2 "-10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" { f'1 ~ } \bar "|" - { f'4 e'2.^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } + { f'8[ r8] e'2.^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } \bar "|" { e'1 ~ } \bar "|" @@ -255,7 +255,7 @@ \bar "|" { fis'1^\markup { \pad-markup #0.2 "-43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } \bar "|" - { fis'2 ~ fis'8[ f'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'4 ~ } + { fis'2 r8[ f'8^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'4 ~ } \bar "|" { f'1 ~ } \bar "|" @@ -263,7 +263,7 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2. ~ f'8[ fis'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ } + { f'2. r8[ fis'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -279,29 +279,29 @@ \bar "|" { fis'2. ~ fis'8[ r8] } \bar "|" - { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'4 r2. } + { r1 } \bar "|" { r2 g'2^\markup { \pad-markup #0.2 "+33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" - { g'2. g'4^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } + { g'2 ~ g'8[ r8] g'4^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" - { g'1 } + { g'2. ~ g'8[ r8] } \bar "|" { gis'1^\markup { \pad-markup #0.2 "+22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }} ~ } \bar "|" - { gis'2. ~ gis'8[ r8] } + { gis'1 } \bar "|" { r2. g'4^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" - { g'1 ~ } + { g'1 } \bar "|" - { g'8[ g'8^\markup { \pad-markup #0.2 "+37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ g'2. ~ } + { r8[ g'8^\markup { \pad-markup #0.2 "+37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ g'2. ~ } \bar "|" - { g'2. fis'4^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } + { g'2 ~ g'8[ r8] fis'4^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -309,31 +309,31 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'8[ gis'8^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ gis'2. ~ } + { r8[ gis'8^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ gis'2. ~ } \bar "|" { gis'1 ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'1 } + { gis'1 ~ } \bar "|" - { r2. r8[ fis'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ } + { gis'4 r2 r8[ fis'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" - { fis'2 gis'2^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }} ~ } + { fis'4 ~ fis'8[ r8] gis'2^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }} ~ } \bar "|" { gis'1 ~ } \bar "|" - { gis'1 } + { gis'1 ~ } \bar "|" - { r2. r8[ a'8^\markup { \pad-markup #0.2 "-39"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ } + { gis'8[ r8] r2 r8[ a'8^\markup { \pad-markup #0.2 "-39"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ } \bar "|" { a'1 ~ } \bar "|" - { a'4 g'2.^\markup { \pad-markup #0.2 "+50"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } + { a'8[ r8] g'2.^\markup { \pad-markup #0.2 "+50"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" { g'2. ~ g'8[ r8] } \bar "|" @@ -341,9 +341,9 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'2. r4 } + { fis'2 ~ fis'8[ r8] r4 } \bar "|" - { r2. r8[ fis'8^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ fis'8^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -353,25 +353,25 @@ \bar "|" { fis'1 ~ } \bar "|" - { fis'4 ~ fis'8[ r8] r2 } + { fis'8[ r8] r2. } \bar "|" { r2 r8[ e'8^\markup { \pad-markup #0.2 "+30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ e'4 ~ } \bar "|" { e'1 ~ } \bar "|" - { e'4 ~ e'8[ r8] r2 } + { e'8[ r8] r2. } \bar "|" - { r2 r8[ e'8^\markup { \pad-markup #0.2 "+30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ e'4 ~ } + { r2 r8[ e'8^\markup { \pad-markup #0.2 "+30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ e'4 ~ } \bar "|" { e'1 ~ } \bar "|" { e'1 ~ } \bar "|" - { e'4 dis'2.^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } + { e'8[ r8] dis'2.^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } \bar "|" { dis'1 ~ } \bar "|" - { dis'4 r2. } + { dis'4 ~ dis'8[ r8] r2 } \bar "|" { dis'1^\markup { \pad-markup #0.2 "+32"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" @@ -379,17 +379,17 @@ \bar "|" { dis'1 ~ } \bar "|" - { dis'4 f'2.^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } + { dis'8[ r8] f'2.^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" { f'1 ~ } \bar "|" - { f'2. r4 } + { f'2. ~ f'8[ r8] } \bar "|" - { r2 r8[ f'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ f'4 ~ } + { r2 r8[ f'8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ f'4 ~ } \bar "|" { f'1 ~ } \bar "|" - { f'4 e'2.^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } + { f'8[ r8] e'2.^\markup { \pad-markup #0.2 "-24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }} ~ } \bar "|" { e'1 ~ } \bar "|" @@ -403,29 +403,29 @@ \bar "|" { f'1 ~ } \bar "|" - { f'2. ~ f'8[ r8] } + { f'1 } \bar "|" - { r2. r8[ f'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ f'8^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ } \bar "|" { f'1 ~ } \bar "|" - { f'4 ~ f'8[ fis'8^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ fis'2 ~ } + { f'4 r8[ fis'8^\markup { \pad-markup #0.2 "-21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }}] ~ fis'2 ~ } \bar "|" - { fis'2 ~ fis'8[ e'8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ e'4 ~ } + { fis'2 r8[ e'8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ e'4 ~ } \bar "|" { e'1 ~ } \bar "|" { e'2. ~ e'8[ r8] } \bar "|" - { r2. r8[ e'8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ e'8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ } \bar "|" { e'1 ~ } \bar "|" - { e'2 f'2^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } + { e'4 ~ e'8[ r8] f'2^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }} ~ } \bar "|" { f'1 ~ } \bar "|" - { f'2 r2 } + { f'2 ~ f'8[ r8] r4 } \bar "|" { r4 r8[ dis'8^\markup { \pad-markup #0.2 "+48"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ dis'2 ~ } \bar "|" @@ -437,19 +437,19 @@ \bar "|" { e'1 ~ } \bar "|" - { e'2 r2 } + { e'4 ~ e'8[ r8] r2 } \bar "|" { r2 r8[ dis'8^\markup { \pad-markup #0.2 "-41"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }}] ~ dis'4 ~ } \bar "|" { dis'1 ~ } \bar "|" - { dis'2. r4 } + { dis'2 ~ dis'8[ r8] r4 } \bar "|" { r2. r8[ dis'8^\markup { \pad-markup #0.2 "+48"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ } \bar "|" { dis'1 ~ } \bar "|" - { dis'2 e'2^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } + { dis'4 ~ dis'8[ r8] e'2^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }} ~ } \bar "|" { e'1 ~ } \bar "|" @@ -463,21 +463,21 @@ \bar "|" { e'1 ~ } \bar "|" - { e'2. r4 } + { e'1 } \bar "|" - { r2 e'2^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }} ~ } + { r2 e'2^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }} ~ } \bar "|" - { e'2. ~ e'8[ dis'8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }}] ~ } + { e'2. r8[ dis'8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 7↓" }}] ~ } \bar "|" { dis'1 ~ } \bar "|" - { dis'1 ~ } + { dis'2. ~ dis'8[ r8] } \bar "|" - { dis'8[ r8] r2. } + { r1 } \bar "|" { r4 r8[ e'8^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }}] ~ e'2 ~ } \bar "|" - { e'2 ~ e'8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ f'4 ~ } + { e'2 r8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ f'4 ~ } \bar "|" { f'1 ~ } \bar "|" @@ -491,11 +491,11 @@ \bar "|" { f'1 ~ } \bar "|" - { f'1 } + { f'2. ~ f'8[ r8] } \bar "|" { g'1^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↓" }} ~ } \bar "|" - { g'4 fis'2.^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }} ~ } + { g'8[ r8] fis'2.^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }} ~ } \bar "|" { fis'1 ~ } \bar "|" @@ -507,19 +507,19 @@ \bar "|" { g'1 ~ } \bar "|" - { g'2 ~ g'8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ f'4 ~ } + { g'2 r8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ f'4 ~ } \bar "|" { f'1 ~ } \bar "|" - { f'2 r2 } + { f'4 ~ f'8[ r8] r2 } \bar "|" { r2. dis'4^\markup { \pad-markup #0.2 "+40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" - { dis'1 ~ } + { dis'1 } \bar "|" - { dis'8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'2. ~ } + { r8[ f'8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'2. ~ } \bar "|" - { f'2. e'4^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } + { f'2 ~ f'8[ r8] e'4^\markup { \pad-markup #0.2 "-19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" { e'1 ~ } \bar "|" @@ -529,15 +529,15 @@ \bar "|" { e'1 ~ } \bar "|" - { e'2 ~ e'8[ r8] r4 } + { e'2 r2 } \bar "|" { r2. dis'4^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" - { dis'1 } + { dis'2. ~ dis'8[ r8] } \bar "|" { f'1^\markup { \pad-markup #0.2 "-7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" - { f'2 dis'2^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } + { f'4 ~ f'8[ r8] dis'2^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" { dis'1 ~ } \bar "|" @@ -555,9 +555,9 @@ \bar "|" { r2 e'2^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" - { e'1 ~ } + { e'1 } \bar "|" - { e'8[ dis'8^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ dis'2. ~ } + { r8[ dis'8^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ dis'2. ~ } \bar "|" { dis'1 ~ } \bar "|" @@ -569,11 +569,11 @@ \bar "|" { e'1 ~ } \bar "|" - { e'4 ~ e'8[ f'8^\markup { \pad-markup #0.2 "+6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ f'2 ~ } + { e'4 r8[ f'8^\markup { \pad-markup #0.2 "+6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }}] ~ f'2 ~ } \bar "|" { f'1 ~ } \bar "|" - { f'4 r2. } + { f'2 r2 } \bar "|" { g'1^\markup { \pad-markup #0.2 "-44"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" @@ -583,7 +583,7 @@ \bar "|" { g'1 ~ } \bar "|" - { g'1 } + { g'2. ~ g'8[ r8] } \bar "|" { f'1^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" @@ -591,19 +591,19 @@ \bar "|" { r2. fis'4^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↓" }} ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'8[ f'8^\markup { \pad-markup #0.2 "-30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ f'2. ~ } + { r8[ f'8^\markup { \pad-markup #0.2 "-30"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 11↑" }}] ~ f'2. ~ } \bar "|" - { f'1 ~ } + { f'1 } \bar "|" - { f'4 r2. } + { r1 } \bar "|" { r2 fis'2^\markup { \pad-markup #0.2 "+21"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↑" }} ~ } \bar "|" - { fis'1 ~ } + { fis'1 } \bar "|" - { fis'8[ f'8^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'2. ~ } + { r8[ f'8^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↑" }}] ~ f'2. ~ } \bar "|" { f'1 ~ } \bar "|" @@ -613,13 +613,13 @@ \bar "|" { dis'1 ~ } \bar "|" - { dis'4 ~ dis'8[ r8] r2 } + { dis'2 r2 } \bar "|" - { r4 r8[ dis'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }}] ~ dis'2 ~ } + { r4 r8[ dis'8^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }}] ~ dis'2 ~ } \bar "|" - { dis'1 ~ } + { dis'1 } \bar "|" - { dis'8[ d'8^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ d'2. ~ } + { r8[ d'8^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ d'2. ~ } \bar "|" { d'1 ~ } \bar "|" @@ -627,38 +627,38 @@ \bar "|" { d'1 ~ } \bar "|" - { d'4 ~ d'8[ r8] r2 } + { d'2 r2 } \bar "|" { r4 e'2.^\markup { \pad-markup #0.2 "+4"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 5↑" }} ~ } \bar "|" - { e'2. f'4^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } + { e'2 ~ e'8[ r8] f'4^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 3↓" }} ~ } \bar "|" { f'1 ~ } \bar "|" { f'1 ~ } \bar "|" - { f'4 r2. } + { f'4 ~ f'8[ r8] r2 } \bar "|" { r4 e'2.^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" - { e'2 dis'2^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } + { e'4 ~ e'8[ r8] dis'2^\markup { \pad-markup #0.2 "-20"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" - { dis'2. e'4^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } + { dis'2 ~ dis'8[ r8] e'4^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" { e'1 ~ } \bar "|" - { e'1 } + { e'2. ~ e'8[ r8] } \bar "|" { r1 } \bar "|" - { r4 e'2.^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1↑" }} ~ } + { r4 e'2.^\markup { \pad-markup #0.2 "+45"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 1" }} ~ } \bar "|" - { e'2. ~ e'8[ dis'8^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } + { e'2. r8[ dis'8^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } \bar "|" { dis'1 ~ } \bar "|" - { dis'2 r2 } + { dis'4 ~ dis'8[ r8] r2 } \bar "|" { r1 } -\bar "||" +\bar "|." } \ No newline at end of file diff --git a/lilypond/includes/part_III.ly b/lilypond/includes/part_III.ly index 6ebf246..b0b77cf 100644 --- a/lilypond/includes/part_III.ly +++ b/lilypond/includes/part_III.ly @@ -1,17 +1,17 @@ { - { c1^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }} ~ } + { c1^\markup { \pad-markup #0.2 "+0"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }} ~ } \bar "|" { c1 ~ } \bar "|" { c1 ~ } \bar "|" - { c4 r2. } + { c4 ~ c8[ r8] r2 } \bar "|" { r8[ b,8^\markup { \pad-markup #0.2 "+3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ b,2. ~ } \bar "|" - { b,2 ~ b,8[ cis8^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ cis4 ~ } + { b,2 r8[ cis8^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ cis4 ~ } \bar "|" - { cis1 } + { cis2. ~ cis8[ r8] } \bar "|" { cis1^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" @@ -21,7 +21,7 @@ \bar "|" { cis1 ~ } \bar "|" - { cis2. ~ cis8[ d8^\markup { \pad-markup #0.2 "-23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ } + { cis2. r8[ d8^\markup { \pad-markup #0.2 "-23"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ } \bar "|" { d1 ~ } \bar "|" @@ -29,7 +29,7 @@ \bar "|" { d1 ~ } \bar "|" - { d2. ~ d8[ r8] } + { d1 } \bar "|" { r2. dis4^\markup { \pad-markup #0.2 "+42"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }} ~ } \bar "|" @@ -39,23 +39,23 @@ \bar "|" { dis1 ~ } \bar "|" - { dis2. r4 } + { dis2 ~ dis8[ r8] r4 } \bar "|" { r2. d4^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" - { d1 ~ } + { d1 } \bar "|" - { d8[ e8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ e2. ~ } + { r8[ e8^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ e2. ~ } \bar "|" { e1 ~ } \bar "|" - { e1 } + { e1 ~ } \bar "|" - { r2. r8[ dis8^\markup { \pad-markup #0.2 "-42"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ } + { e8[ r8] r2 r8[ dis8^\markup { \pad-markup #0.2 "-42"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ } \bar "|" { dis1 ~ } \bar "|" - { dis2 e2^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } + { dis4 ~ dis8[ r8] e2^\markup { \pad-markup #0.2 "-31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } \bar "|" { e1 ~ } \bar "|" @@ -79,7 +79,7 @@ \bar "|" { d1 ~ } \bar "|" - { d1 } + { d2. ~ d8[ r8] } \bar "|" { c1^\markup { \pad-markup #0.2 "+41"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }} ~ } \bar "|" @@ -91,23 +91,23 @@ \bar "|" { c1 ~ } \bar "|" - { c4 d2.^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } + { c8[ r8] d2.^\markup { \pad-markup #0.2 "-47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } \bar "|" { d1 ~ } \bar "|" - { d2 r2 } + { d4 r2. } \bar "|" { r2. d4^\markup { \pad-markup #0.2 "+37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } \bar "|" { d1 ~ } \bar "|" - { d4 cis2.^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } + { d8[ r8] cis2.^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" { cis1 ~ } \bar "|" { cis1 ~ } \bar "|" - { cis2 ~ cis8[ r8] r4 } + { cis2. r4 } \bar "|" { r2 r8[ b,8^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ b,4 ~ } \bar "|" @@ -119,41 +119,41 @@ \bar "|" { r4 c2.^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { c2 b,2^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } + { c4 ~ c8[ r8] b,2^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } \bar "|" { b,1 ~ } \bar "|" - { b,2. r4 } + { b,1 } \bar "|" - { r2 r8[ b,8^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ b,4 ~ } + { r2 r8[ b,8^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ b,4 ~ } \bar "|" { b,1 ~ } \bar "|" - { b,4 ~ b,8[ cis8^\markup { \pad-markup #0.2 "-28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ cis2 ~ } + { b,4 r8[ cis8^\markup { \pad-markup #0.2 "-28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ cis2 ~ } \bar "|" - { cis2. ~ cis8[ d8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } + { cis2. r8[ d8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } \bar "|" { d1 ~ } \bar "|" - { d2. ~ d8[ r8] } + { d2 ~ d8[ r8] r4 } \bar "|" { r1 } \bar "|" - { r8[ d8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ d2. ~ } + { r8[ d8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ d2. ~ } \bar "|" { d1 ~ } \bar "|" - { d1 ~ } + { d1 } \bar "|" - { d8[ c8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ c2. ~ } + { r8[ c8^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ c2. ~ } \bar "|" { c1 ~ } \bar "|" - { c8[ r8] r2 r8[ cis8^\markup { \pad-markup #0.2 "+13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ } + { c4 ~ c8[ r8] r4 r8[ cis8^\markup { \pad-markup #0.2 "+13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ } \bar "|" { cis1 ~ } \bar "|" - { cis2 ~ cis8[ d8^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ d4 ~ } + { cis2 r8[ d8^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ d4 ~ } \bar "|" { d1 ~ } \bar "|" @@ -163,13 +163,13 @@ \bar "|" { dis1 ~ } \bar "|" - { dis4 ~ dis8[ dis8^\markup { \pad-markup #0.2 "-4"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ dis2 ~ } + { dis4 r8[ dis8^\markup { \pad-markup #0.2 "-4"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ dis2 ~ } \bar "|" - { dis2. dis4^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } + { dis2 ~ dis8[ r8] dis4^\markup { \pad-markup #0.2 "+49"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" { dis1 ~ } \bar "|" - { dis1 } + { dis2. ~ dis8[ r8] } \bar "|" { r1 } \bar "|" @@ -179,7 +179,7 @@ \bar "|" { dis1 ~ } \bar "|" - { dis4 cis2.^\markup { \pad-markup #0.2 "+3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } + { dis8[ r8] cis2.^\markup { \pad-markup #0.2 "+3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } \bar "|" { cis1 ~ } \bar "|" @@ -191,35 +191,35 @@ \bar "|" { cis1 ~ } \bar "|" - { cis4 ~ cis8[ r8] r2 } + { cis2 r2 } \bar "|" { r8[ cis8^\markup { \pad-markup #0.2 "-50"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ cis2. ~ } \bar "|" { cis1 ~ } \bar "|" - { cis4 ~ cis8[ r8] r2 } + { cis8[ r8] r2. } \bar "|" { r2 d2^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" - { d1 ~ } + { d1 } \bar "|" - { d8[ dis8^\markup { \pad-markup #0.2 "+35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ dis2. ~ } + { r8[ dis8^\markup { \pad-markup #0.2 "+35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ dis2. ~ } \bar "|" - { dis2. d4^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } + { dis2 ~ dis8[ r8] d4^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } \bar "|" { d1 ~ } \bar "|" - { d2 ~ d8[ r8] r4 } + { d2. r4 } \bar "|" { r2 cis2^\markup { \pad-markup #0.2 "-40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" { cis1 ~ } \bar "|" - { cis4 ~ cis8[ r8] r2 } + { cis2 ~ cis8[ r8] r4 } \bar "|" { r4 cis2.^\markup { \pad-markup #0.2 "+26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { cis1 } + { cis2. ~ cis8[ r8] } \bar "|" { c1^\markup { \pad-markup #0.2 "+46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }} ~ } \bar "|" @@ -241,21 +241,21 @@ \bar "|" { cis1 ~ } \bar "|" - { cis2 d2^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } + { cis4 ~ cis8[ r8] d2^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" { d1 ~ } \bar "|" - { d4 dis2.^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } + { d8[ r8] dis2.^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }} ~ } \bar "|" { dis1 ~ } \bar "|" { dis1 ~ } \bar "|" - { dis4 r2. } + { dis2 r2 } \bar "|" - { dis1^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }} ~ } + { dis1^\markup { \pad-markup #0.2 "+25"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }} ~ } \bar "|" - { dis2 ~ dis8[ d8^\markup { \pad-markup #0.2 "+14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ d4 ~ } + { dis2 r8[ d8^\markup { \pad-markup #0.2 "+14"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ d4 ~ } \bar "|" { d1 ~ } \bar "|" @@ -263,23 +263,23 @@ \bar "|" { r2 cis2^\markup { \pad-markup #0.2 "-6"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" - { cis2. ~ cis8[ d8^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } + { cis2. r8[ d8^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ } \bar "|" { d1 ~ } \bar "|" - { d2 cis2^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } + { d4 ~ d8[ r8] cis2^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }} ~ } \bar "|" { cis1 ~ } \bar "|" - { cis2. r4 } + { cis2 ~ cis8[ r8] r4 } \bar "|" { r2. r8[ c8^\markup { \pad-markup #0.2 "-13"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } \bar "|" { c1 ~ } \bar "|" - { c1 } + { c1 ~ } \bar "|" - { r2. r8[ cis8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ } + { c8[ r8] r2 r8[ cis8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ } \bar "|" { cis1 ~ } \bar "|" @@ -287,9 +287,9 @@ \bar "|" { cis1 ~ } \bar "|" - { cis2. d4^\markup { \pad-markup #0.2 "+39"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { cis2 ~ cis8[ r8] d4^\markup { \pad-markup #0.2 "+39"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" - { d1 } + { d2. ~ d8[ r8] } \bar "|" { cis1^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" @@ -305,7 +305,7 @@ \bar "|" { d1 ~ } \bar "|" - { d2 r2 } + { d2 ~ d8[ r8] r4 } \bar "|" { r2 e2^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } \bar "|" @@ -313,7 +313,7 @@ \bar "|" { e1 ~ } \bar "|" - { e2. ~ e8[ dis8^\markup { \pad-markup #0.2 "-17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ } + { e2. r8[ dis8^\markup { \pad-markup #0.2 "-17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ } \bar "|" { dis1 ~ } \bar "|" @@ -323,59 +323,59 @@ \bar "|" { f1 ~ } \bar "|" - { f2 e2^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } + { f4 ~ f8[ r8] e2^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" { e1 ~ } \bar "|" { e2. ~ e8[ r8] } \bar "|" - { r2. r8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ } \bar "|" { e1 ~ } \bar "|" { e1 ~ } \bar "|" - { e2. r4 } + { e2 ~ e8[ r8] r4 } \bar "|" - { r2. r8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ } + { r2. r8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ } \bar "|" { e1 ~ } \bar "|" - { e2. r4 } + { e2 r2 } \bar "|" { r2. r8[ d8^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ } \bar "|" { d1 ~ } \bar "|" - { d4 ~ d8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ e2 ~ } + { d4 r8[ e8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ e2 ~ } \bar "|" - { e2 ~ e8[ d8^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ d4 ~ } + { e2 r8[ d8^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ d4 ~ } \bar "|" { d1 ~ } \bar "|" - { d2. ~ d8[ r8] } + { d1 ~ } \bar "|" - { r2 r8[ dis8^\markup { \pad-markup #0.2 "-26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ dis4 ~ } + { d8[ r8] r4 r8[ dis8^\markup { \pad-markup #0.2 "-26"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ dis4 ~ } \bar "|" { dis1 ~ } \bar "|" - { dis2. r4 } + { dis1 } \bar "|" { r2 r8[ d8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ d4 ~ } \bar "|" - { d1 } + { d2. ~ d8[ r8] } \bar "|" { c1^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" - { c4 d2.^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { c8[ r8] d2.^\markup { \pad-markup #0.2 "-33"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" - { d1 } + { d1 ~ } \bar "|" - { r1 } + { d8[ r8] r2. } \bar "|" { c1^\markup { \pad-markup #0.2 "+12"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { c2. cis4^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } + { c2 ~ c8[ r8] cis4^\markup { \pad-markup #0.2 "+1"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } \bar "|" { cis1 ~ } \bar "|" @@ -383,29 +383,29 @@ \bar "|" { cis1 ~ } \bar "|" - { cis2 r2 } + { cis4 ~ cis8[ r8] r2 } \bar "|" { r2 r8[ b,8^\markup { \pad-markup #0.2 "+36"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ b,4 ~ } \bar "|" { b,1 ~ } \bar "|" - { b,4 cis2.^\markup { \pad-markup #0.2 "-40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { b,8[ r8] cis2.^\markup { \pad-markup #0.2 "-40"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" - { cis2 ~ cis8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ b,4 ~ } + { cis2 r8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ b,4 ~ } \bar "|" { b,1 ~ } \bar "|" - { b,4 ~ b,8[ r8] r2 } + { b,8[ r8] r2. } \bar "|" - { r2 r8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ b,4 ~ } + { r2 r8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ b,4 ~ } \bar "|" { b,1 ~ } \bar "|" - { b,4 ais,2.^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }} ~ } + { b,8[ r8] ais,2.^\markup { \pad-markup #0.2 "+24"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↓" }} ~ } \bar "|" - { ais,1 } + { ais,1 ~ } \bar "|" - { r2. r8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } + { ais,8[ r8] r2 r8[ b,8^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↑" }}] ~ } \bar "|" { b,1 ~ } \bar "|" @@ -415,7 +415,7 @@ \bar "|" { b,1 ~ } \bar "|" - { b,2. ~ b,8[ r8] } + { b,2. r4 } \bar "|" { r2. r8[ b,8^\markup { \pad-markup #0.2 "+31"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }}] ~ } \bar "|" @@ -429,9 +429,9 @@ \bar "|" { r4 r8[ c8^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↓" }}] ~ c2 ~ } \bar "|" - { c1 } + { c1 ~ } \bar "|" - { r2. r8[ c8^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ } + { c8[ r8] r2 r8[ c8^\markup { \pad-markup #0.2 "+28"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ } \bar "|" { c1 ~ } \bar "|" @@ -443,7 +443,7 @@ \bar "|" { c1 ~ } \bar "|" - { c2 ~ c8[ r8] r4 } + { c4 ~ c8[ r8] r2 } \bar "|" { r2. r8[ d8^\markup { \pad-markup #0.2 "-7"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↓" }}] ~ } \bar "|" @@ -459,7 +459,7 @@ \bar "|" { c1^\markup { \pad-markup #0.2 "+38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" - { c4 ~ c8[ b,8^\markup { \pad-markup #0.2 "-27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ b,2 ~ } + { c4 r8[ b,8^\markup { \pad-markup #0.2 "-27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 11↓" }}] ~ b,2 ~ } \bar "|" { b,1 ~ } \bar "|" @@ -473,13 +473,13 @@ \bar "|" { c1 ~ } \bar "|" - { c4 ~ c8[ r8] r2 } + { c4 r2. } \bar "|" - { r4 r8[ c8^\markup { \pad-markup #0.2 "+38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ c2 ~ } + { r4 r8[ c8^\markup { \pad-markup #0.2 "+38"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ c2 ~ } \bar "|" { c1 ~ } \bar "|" - { c1 } + { c2. r4 } \bar "|" { r1 } \bar "|" @@ -495,19 +495,19 @@ \bar "|" { b,1 ~ } \bar "|" - { b,4 c2.^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { b,8[ r8] c2.^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" { c1 ~ } \bar "|" - { c4 ~ c8[ r8] r2 } + { c8[ r8] r2. } \bar "|" - { r2 r8[ c8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }}] ~ c4 ~ } + { r2 r8[ c8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }}] ~ c4 ~ } \bar "|" { c1 ~ } \bar "|" - { c4 b,2.^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } + { c8[ r8] b,2.^\markup { \pad-markup #0.2 "-22"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }} ~ } \bar "|" - { b,2 ~ b,8[ c8^\markup { \pad-markup #0.2 "-46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ c4 ~ } + { b,2 r8[ c8^\markup { \pad-markup #0.2 "-46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ c4 ~ } \bar "|" { c1 ~ } \bar "|" @@ -515,15 +515,15 @@ \bar "|" { c1 ~ } \bar "|" - { c1 ~ } + { c1 } \bar "|" - { c8[ ais,8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ ais,2. ~ } + { r8[ ais,8^\markup { \pad-markup #0.2 "-2"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ ais,2. ~ } \bar "|" - { ais,2. c4^\markup { \pad-markup #0.2 "-46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { ais,2 ~ ais,8[ r8] c4^\markup { \pad-markup #0.2 "-46"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" { c1 ~ } \bar "|" - { c2. ~ c8[ r8] } + { c2. r4 } \bar "|" { r1 } \bar "|" @@ -533,31 +533,31 @@ \bar "|" { r2. cis4^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" - { cis1 } + { cis2. ~ cis8[ r8] } \bar "|" { b,1^\markup { \pad-markup #0.2 "+10"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { b,2 cis2^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } + { b,4 ~ b,8[ r8] cis2^\markup { \pad-markup #0.2 "-35"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }} ~ } \bar "|" - { cis1 ~ } + { cis2. ~ cis8[ r8] } \bar "|" - { cis8[ r8] r2. } + { r1 } \bar "|" { r4 r8[ b,8^\markup { \pad-markup #0.2 "+41"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }}] ~ b,2 ~ } \bar "|" - { b,1 ~ } + { b,1 } \bar "|" - { b,8[ cis8^\markup { \pad-markup #0.2 "-3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ cis2. ~ } + { r8[ cis8^\markup { \pad-markup #0.2 "-3"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ cis2. ~ } \bar "|" { cis1 ~ } \bar "|" - { cis4 r2. } + { cis8[ r8] r2. } \bar "|" { r2 c2^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { c1 ~ } + { c1 } \bar "|" - { c8[ d8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ d2. ~ } + { r8[ d8^\markup { \pad-markup #0.2 "-37"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 5↑" }}] ~ d2. ~ } \bar "|" { d1 ~ } \bar "|" @@ -565,7 +565,7 @@ \bar "|" { d1 ~ } \bar "|" - { d1 } + { d2. ~ d8[ r8] } \bar "|" { c1^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↓" }} ~ } \bar "|" @@ -573,23 +573,23 @@ \bar "|" { c1 ~ } \bar "|" - { c8[ r8] r2. } + { c4 r2. } \bar "|" - { c1^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }} ~ } + { c1^\markup { \pad-markup #0.2 "+8"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }} ~ } \bar "|" { c1 ~ } \bar "|" - { c4 ~ c8[ r8] r2 } + { c8[ r8] r2. } \bar "|" { r2 r8[ ais,8^\markup { \pad-markup #0.2 "+43"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 5↑" }}] ~ ais,4 ~ } \bar "|" - { ais,1 } + { ais,2. ~ ais,8[ r8] } \bar "|" { b,1^\markup { \pad-markup #0.2 "+19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }} ~ } \bar "|" - { b,2 ~ b,8[ r8] r4 } + { b,2 r2 } \bar "|" - { r2. b,4^\markup { \pad-markup #0.2 "+19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1↑" }} ~ } + { r2. b,4^\markup { \pad-markup #0.2 "+19"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "III"\normal-size-super " 1" }} ~ } \bar "|" { b,1 ~ } \bar "|" @@ -601,27 +601,27 @@ \bar "|" { b,1 ~ } \bar "|" - { b,1 ~ } + { b,1 } \bar "|" - { b,8[ cis8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ cis2. ~ } + { r8[ cis8^\markup { \pad-markup #0.2 "-16"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }}] ~ cis2. ~ } \bar "|" { cis1 ~ } \bar "|" - { cis2 r2 } + { cis2. r4 } \bar "|" { r4 r8[ d8^\markup { \pad-markup #0.2 "+34"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↑" }}] ~ d2 ~ } \bar "|" { d1 ~ } \bar "|" - { d2 ~ d8[ r8] r4 } + { d2. r4 } \bar "|" { r4 r8[ cis8^\markup { \pad-markup #0.2 "+15"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }}] ~ cis2 ~ } \bar "|" - { cis1 ~ } + { cis1 } \bar "|" - { cis8[ d8^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ d2. ~ } + { r8[ d8^\markup { \pad-markup #0.2 "-5"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }}] ~ d2. ~ } \bar "|" - { d2. c4^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } + { d2 ~ d8[ r8] c4^\markup { \pad-markup #0.2 "+17"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 7↑" }} ~ } \bar "|" { c1 ~ } \bar "|" @@ -635,15 +635,15 @@ \bar "|" { c1 ~ } \bar "|" - { c1 ~ } + { c1 } \bar "|" - { c8[ r8] r2. } + { r1 } \bar "|" { r4 cis2.^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } \bar "|" - { cis2 d2^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } + { cis4 ~ cis8[ r8] d2^\markup { \pad-markup #0.2 "-18"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 11↑" }} ~ } \bar "|" - { d2. cis4^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } + { d2 ~ d8[ r8] cis4^\markup { \pad-markup #0.2 "+29"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 3↓" }} ~ } \bar "|" { cis1 ~ } \bar "|" @@ -653,12 +653,12 @@ \bar "|" { r4 b,2.^\markup { \pad-markup #0.2 "+47"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "II"\normal-size-super " 3↑" }} ~ } \bar "|" - { b,2. ~ b,8[ c8^\markup { \pad-markup #0.2 "+27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ } + { b,2. r8[ c8^\markup { \pad-markup #0.2 "+27"}_\markup { \lower #3 \pad-markup #0.2 \concat{ "I"\normal-size-super " 7↓" }}] ~ } \bar "|" { c1 ~ } \bar "|" { c2. r4 } \bar "|" { r1 } -\bar "||" +\bar "|." } \ No newline at end of file diff --git a/lilypond/score_template.ly b/lilypond/score_template.ly index 8e0ca60..648ef1e 100644 --- a/lilypond/score_template.ly +++ b/lilypond/score_template.ly @@ -128,6 +128,7 @@ midiInstrument = #"clarinet" } { + \clef alto \include "includes/part_II.ly" } \new Staff = "III" \with {