{ "cells": [ { "cell_type": "raw", "id": "ef1e1989", "metadata": { "tags": [ "remove-cell" ] }, "source": [ "/// script\n", "requires-python = \">=3.12,<3.13\"\n", "dependencies = [\n", " \"qpdk[models,optimization] @ git+https://github.com/gdsfactory/quantum-rf-pdk.git\",\n", " \"gsim @ git+https://github.com/nikosavola/gsim.git@946c3973b6311f0a4a3cf3bd601336ad7a186dfb\",\n", "]\n", "///" ] }, { "cell_type": "markdown", "id": "c766bd7b", "metadata": {}, "source": [ "# Batched Layout Optimisation of a Transmon with Optuna\n", "\n", "This notebook extends {doc}`palace_eigenmode_qubit_resonator` to a geometry\n", "sweep. [Optuna](https://optuna.readthedocs.io/) proposes pad dimensions and\n", "gaps; Palace supplies the linearised qubit frequency and dielectric energy\n", "participation. The study keeps frequency error, quality factor, and pad area\n", "as separate Pareto objectives.\n", "\n", "The dielectric loss model follows {cite:p}`Savola2023`:\n", "\n", "$$\n", "Q_\\text{diel}=\\left(\\sum_i p_i\\tan\\delta_i\\right)^{-1},\n", "\\qquad T_1\\approx\\frac{Q_\\text{diel}}{2\\pi f_\\text{lin}}.\n", "$$\n", "\n", "The electromagnetic mode needs an anharmonic correction to estimate the\n", "0-1 transition. $T_1$ is a derived check; its $1/f$ factor would otherwise\n", "favour low frequencies even when the field loss is unchanged.\n", "\n", "::::{admonition} Required extras\n", ":class: tip\n", "\n", "Install `models` and `optimization`. The optional Ray backend also needs `ray`:\n", "\n", "```bash\n", "uv add \"qpdk[models,optimization]\"\n", "# in this repository:\n", "uv sync --extra models --extra optimization --group palace\n", "# with pip:\n", "pip install \"qpdk[models,optimization]\"\n", "```\n", "\n", "Palace is external to qpdk. Saved trial results let the analysis render\n", "without running the solver.\n", "\n", "The standalone script and Colab setup also install the pinned gsim revision.\n", "See the {ref}`extras reference ` for what each extra installs.\n", "::::\n", "\n", "::::{note}\n", "The {ref}`launcher ` shows how to repeat the study on Slurm.\n", "::::" ] }, { "cell_type": "code", "execution_count": 1, "id": "8fbe1b0e", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:41.692347Z", "iopub.status.busy": "2026-10-28T10:26:41.692260Z", "iopub.status.idle": "2026-10-28T10:26:41.695686Z", "shell.execute_reply": "2026-10-28T10:26:41.695114Z" }, "tags": [ "hide-input", "hide-output" ] }, "outputs": [], "source": [ "import sys\n", "\n", "if \"google.colab\" in sys.modules:\n", " import subprocess\n", "\n", " print(\"Running in Google Colab. Installing QPDK...\")\n", " subprocess.check_call([\n", " sys.executable,\n", " \"-m\",\n", " \"pip\",\n", " \"install\",\n", " \"-q\",\n", " \"qpdk[models,optimization] @ git+https://github.com/gdsfactory/quantum-rf-pdk.git\",\n", " \"gsim @ git+https://github.com/nikosavola/gsim.git@946c3973b6311f0a4a3cf3bd601336ad7a186dfb\",\n", " ])" ] }, { "cell_type": "code", "execution_count": 2, "id": "da1cd053", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:41.697074Z", "iopub.status.busy": "2026-10-28T10:26:41.696990Z", "iopub.status.idle": "2026-10-28T10:26:45.241797Z", "shell.execute_reply": "2026-10-28T10:26:45.241482Z" } }, "outputs": [], "source": [ "import io\n", "import json\n", "import os\n", "import shlex\n", "import sys\n", "from dataclasses import dataclass, replace\n", "from pathlib import Path\n", "from typing import Any, Literal\n", "\n", "import matplotlib\n", "\n", "# The same source file is the cluster driver, where there is no display and a\n", "# blocking figure would hang the batch. Rendering inside a kernel keeps the\n", "# interactive backend so the figures appear inline.\n", "if \"ipykernel\" not in sys.modules:\n", " matplotlib.use(\"Agg\")\n", "\n", "import gdsfactory as gf\n", "import klayout.db as kdb\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import optuna\n", "import pandas as pd\n", "from matplotlib import font_manager\n", "\n", "import qpdk.colormaps # ruff: ignore[unused-import] - registers the style colormap\n", "from qpdk import PDK, logger\n", "from qpdk.cells import double_pad_transmon_with_bbox\n", "from qpdk.config import PATH\n", "from qpdk.logger import PLAIN_FORMAT, configure_logger\n", "from qpdk.simulation import SlurmCluster\n", "from qpdk.simulation.fem import FEM_LAYERS, single_chip_stack, to_fem_regions\n", "from qpdk.simulation.palace_run import (\n", " add_domain_energy_postprocessing,\n", " domain_loss_tangents,\n", " solve,\n", " verify_port_connectivity,\n", ")\n", "from qpdk.simulation.study import RayRunner, SlurmRunner, run_study\n", "\n", "PDK.activate()\n", "\n", "for style in (PATH.repo / \"docs\" / \"qpdk.mplstyle\", \"qpdk\"):\n", " try:\n", " plt.style.use(style)\n", " except OSError:\n", " continue\n", " break\n", "\n", "for font_path in (PATH.repo / \"build\" / \"docs-fonts\").glob(\"*\"):\n", " if font_path.suffix.lower() in {\".otf\", \".ttf\"}:\n", " font_manager.fontManager.addfont(str(font_path))\n", "\n", "installed_fonts = {font.name for font in font_manager.fontManager.ttflist}\n", "plt.rcParams[\"font.sans-serif\"] = [\n", " name\n", " for name in (\"Inter\", \"Outfit\", \"DejaVu Sans\", \"Helvetica\", \"Arial\")\n", " if name in installed_fonts\n", "] + [\"sans-serif\"]\n", "\n", "if \"ipykernel\" in sys.modules:\n", " import matplotlib_inline\n", "\n", " # Raster outputs avoid Matplotlib SVG links that docs link checkers follow.\n", " matplotlib_inline.backend_inline.set_matplotlib_formats(\"png\")" ] }, { "cell_type": "markdown", "id": "581cbb17", "metadata": {}, "source": [ "## The device and its knobs\n", "\n", "The {func}`~qpdk.cells.double_pad_transmon_with_bbox` cell has two pads and\n", "a junction across their gap. We vary:\n", "\n", "- pad width, along the junction axis;\n", "- pad height, perpendicular to it;\n", "- pad gap, which the junction bridges.\n", "\n", "The junction inductance stays fixed, so geometry changes the capacitance\n", "and the linearised frequency $f_\\text{lin}\\approx\n", "1/(2\\pi\\sqrt{L_\\text{J}C_\\Sigma})$." ] }, { "cell_type": "code", "execution_count": 3, "id": "b55c68af", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.242769Z", "iopub.status.busy": "2026-10-28T10:26:45.242661Z", "iopub.status.idle": "2026-10-28T10:26:45.244634Z", "shell.execute_reply": "2026-10-28T10:26:45.244418Z" } }, "outputs": [], "source": [ "PAD_WIDTH_RANGE = (80.0, 420.0) # µm, along the junction gap\n", "PAD_HEIGHT_RANGE = (150.0, 650.0) # µm, perpendicular to it\n", "PAD_GAP_RANGE = (10.0, 160.0) # µm, island-island separation\n", "LAYOUT_GRID_UM = 0.01\n", "\n", "# A fixed inductor, so the geometry moves the linearised frequency through capacitance.\n", "L_JUNCTION = 10e-9 # H\n", "JUNCTION_PARTICIPATION_FLOOR = 0.5\n", "F_TARGET = 4.5e9 # Hz, target linearised mode; the physical transition is lower\n", "# How close to the target counts as on-target when picking a geometry.\n", "TOLERANCE_BAND = 0.02\n", "# Accept small Q differences when choosing a smaller pad footprint.\n", "Q_SLACK = 0.01\n", "\n", "# The study size follows the allocation rather than the other way round, so the\n", "# Slurm launcher at the end of the notebook sets these from the job request.\n", "# One switch for every cell that needs a solver, so a half-set value cannot\n", "# run the demos and then silently skip the study.\n", "RUN_OPTIMIZATION = os.environ.get(\"QPDK_RUN_OPTIMIZATION\") == \"1\"\n", "RUN_DEMO_SOLVE = os.environ.get(\"QPDK_RUN_DEMO_SOLVE\") == \"1\"\n", "if RUN_OPTIMIZATION:\n", " # The driver's stdout is a Slurm .out file someone will `tail -f`, not a\n", " # terminal, so drop the colour escapes and the decoration.\n", " configure_logger(log_format=PLAIN_FORMAT, colorize=False)\n", "MAX_IN_FLIGHT = int(os.environ.get(\"QPDK_MAX_IN_FLIGHT\") or 6) # trials at once\n", "N_TRIALS = int(os.environ.get(\"QPDK_N_TRIALS\") or 150) # total trials" ] }, { "cell_type": "markdown", "id": "59c9c5b6", "metadata": { "lines_to_next_cell": 2 }, "source": [ "## From a layout to a simulation directory\n", "\n", "Each trial converts the etch masks into conductor and dielectric regions\n", "with {func}`~qpdk.simulation.to_fem_regions`, applies\n", "{func}`~qpdk.simulation.single_chip_stack`, and writes a Palace mesh and\n", "config. The junction port is turned to face across the pad gap. The config\n", "requests domain energies so the loss objective can be reconstructed.\n", "\n", "The junction sheet is 2 µm wide and spans the snapped pad gap exactly.\n", "Overhanging sheets remove PEC coverage inside the pads during meshing,\n", "as shown in {doc}`palace_eigenmode_qubit_resonator`. The checks below reject\n", "overlap and require contact with both pad edges." ] }, { "cell_type": "code", "execution_count": 4, "id": "1d35323c", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.245565Z", "iopub.status.busy": "2026-10-28T10:26:45.245515Z", "iopub.status.idle": "2026-10-28T10:26:45.253256Z", "shell.execute_reply": "2026-10-28T10:26:45.252951Z" } }, "outputs": [], "source": [ "@dataclass(slots=True, frozen=True, kw_only=True)\n", "class Layout:\n", " \"\"\"One candidate double-pad transmon geometry.\n", "\n", " Attributes:\n", " pad_width: Pad extent along the junction gap, in µm.\n", " pad_height: Pad extent perpendicular to the gap, in µm.\n", " pad_gap: Island-island separation the junction bridges, in µm.\n", " \"\"\"\n", "\n", " pad_width: float\n", " pad_height: float\n", " pad_gap: float\n", "\n", " @property\n", " def pad_size(self) -> tuple[float, float]:\n", " \"\"\"Pad size in µm, as the cell expects it.\"\"\"\n", " return (self.pad_width, self.pad_height)\n", "\n", " @property\n", " def footprint_mm2(self) -> float:\n", " \"\"\"Metal area of the two pads in mm².\n", "\n", " The qubit's footprint, which is what a chip pays for in real estate and\n", " what stands in for the coupling and crosstalk a larger qubit invites.\n", " Only the pads are counted; the etch around them belongs to the ground\n", " plane and scales with the gap.\n", " \"\"\"\n", " return 2.0 * self.pad_width * self.pad_height / 1e6\n", "\n", "\n", "def transmon_sim_layout(\n", " pad_size: tuple[float, float], pad_gap: float, margin: float = 250.0\n", ") -> gf.Component:\n", " \"\"\"Transmon pads wrapped in the area the solver meshes.\n", "\n", " Args:\n", " pad_size: Pad width and height in µm, snapped to a 10 nm grid.\n", " pad_gap: Island-island gap in µm, snapped to the same grid.\n", " margin: Space around the etched box to the simulation boundary in µm.\n", "\n", " Returns:\n", " Component carrying the layout, its ports, and a ``SIM_AREA`` rectangle\n", " bounding the simulation domain.\n", " \"\"\"\n", " # Resolve the layer at call time so the notebook evaluator can be sent to workers.\n", " from qpdk.tech import LAYER\n", "\n", " grid_factor = round(LAYOUT_GRID_UM * 1000)\n", " pad_size = (\n", " gf.snap.snap_to_grid(pad_size[0], grid_factor=grid_factor),\n", " gf.snap.snap_to_grid(pad_size[1], grid_factor=grid_factor),\n", " )\n", " pad_gap = gf.snap.snap_to_grid(pad_gap, grid_factor=round(LAYOUT_GRID_UM * 1000))\n", "\n", " c = gf.Component()\n", " ref = c << double_pad_transmon_with_bbox(pad_size=pad_size, pad_gap=pad_gap)\n", " junction = ref.ports[\"junction\"]\n", " c.add_port(\n", " \"junction\",\n", " center=junction.center,\n", " width=2.0,\n", " orientation=junction.orientation,\n", " layer=junction.layer,\n", " port_type=junction.port_type,\n", " )\n", " c.add_ports(ref.ports.filter(regex=r\"^(?!junction$)\"))\n", " c.kdb_cell.shapes(gf.get_layer(LAYER.SIM_AREA)).insert(\n", " c.bbox().enlarged(margin, margin)\n", " )\n", " return c\n", "\n", "\n", "def build_simulation(\n", " layout: Layout,\n", " sim_dir: Path,\n", " *,\n", " junction_inductance: float = L_JUNCTION,\n", " num_modes: int = 3,\n", " substrate_thickness: float = 500.0,\n", " vacuum_thickness: float = 500.0,\n", " lateral_margin: float = 250.0,\n", " refined_mesh_size: float = 0.35,\n", " linear_max_its: int = 40,\n", " mesh_preset: Literal[\"coarse\", \"default\", \"fine\"] = \"coarse\",\n", ") -> Path:\n", " \"\"\"Write a self-contained Palace eigenmode directory for ``layout``.\n", "\n", " The result is ``config.json`` plus ``palace.msh``, which is everything a\n", " Palace binary needs, so the directory can be handed to a worker on another\n", " node without any further state.\n", "\n", " Args:\n", " layout: Candidate geometry.\n", " sim_dir: Directory to write into; created if missing.\n", " junction_inductance: Linearised junction inductance in H.\n", " num_modes: Number of eigenmodes to solve for.\n", " substrate_thickness: Silicon thickness in µm.\n", " vacuum_thickness: Air height above the chip in µm.\n", " lateral_margin: Distance from the etch-box edge to the outer boundary in µm.\n", " refined_mesh_size: Near-conductor mesh size in µm.\n", " linear_max_its: Maximum iterations for the Palace linear solve.\n", " mesh_preset: Gmsh mesh preset.\n", "\n", " Returns:\n", " The simulation directory.\n", " \"\"\"\n", " from gsim.palace import EigenmodeSim, resolve_physical_groups\n", "\n", " from qpdk import PDK\n", "\n", " # Worker imports need the PDK active to resolve cell layers.\n", " PDK.activate()\n", "\n", " sim_dir.mkdir(parents=True, exist_ok=True)\n", " regions = to_fem_regions(\n", " transmon_sim_layout(layout.pad_size, layout.pad_gap, lateral_margin)\n", " )\n", " # The cell's junction marker is perpendicular to the pad-to-pad axis.\n", " regions.ports[\"junction\"].orientation = 0.0\n", " port_length = regions.ports[\"right_pad_inner\"].x - regions.ports[\"left_pad_inner\"].x\n", " metal = kdb.Region(\n", " regions.kdb_cell.begin_shapes_rec(\n", " regions.kdb_cell.layout().layer(*FEM_LAYERS[\"SUPERCONDUCTOR\"])\n", " )\n", " ).merged()\n", " junction_sheet = kdb.Region(\n", " kdb.DBox(-port_length / 2, -1.0, port_length / 2, 1.0).to_itype(regions.kcl.dbu)\n", " )\n", " assert (junction_sheet & metal).is_empty(), \"junction sheet overlaps pad metal\"\n", " assert len(metal.interacting(junction_sheet.sized(1))) == 2, (\n", " \"junction sheet must touch both pad edges\"\n", " )\n", "\n", " sim = EigenmodeSim()\n", " sim.set_geometry(regions)\n", " sim.set_stack(\n", " single_chip_stack(\n", " substrate_thickness=substrate_thickness,\n", " vacuum_thickness=vacuum_thickness,\n", " )\n", " )\n", " sim.set_numerical(order=2, solver_type=\"MUMPS\")\n", " # Gsim's default 50 Ohm port would add loss to the linearised junction.\n", " sim.add_port(\n", " \"junction\",\n", " layer=\"SUPERCONDUCTOR\",\n", " length=port_length,\n", " inductance=junction_inductance,\n", " resistance=0.0,\n", " )\n", " sim.set_eigenmode(target=1e9, num_modes=num_modes)\n", " sim.set_output_dir(sim_dir)\n", " sim.mesh(preset=mesh_preset, refined_mesh_size=refined_mesh_size, auto_size=False)\n", " sim.write_config()\n", " config_path = sim_dir / \"config.json\"\n", " config = json.loads(config_path.read_text())\n", " config[\"Solver\"][\"Linear\"].update({\n", " \"MaxIts\": linear_max_its,\n", " \"Tol\": 1e-5,\n", " \"MGMaxLevels\": 2,\n", " \"PCMatReal\": False,\n", " \"PCMatShifted\": False,\n", " \"ComplexCoarseSolve\": True,\n", " \"ColumnOrdering\": \"ParMETIS\",\n", " })\n", " config[\"Solver\"][\"Eigenmode\"][\"Tol\"] = 1e-5\n", " surfaces = (\n", " (\"SA\", \"SUBSTRATE__VACUUM\"),\n", " (\"MS\", \"SUPERCONDUCTOR_pec\"),\n", " (\"MA\", \"SUPERCONDUCTOR_pec\"),\n", " )\n", " config[\"Boundaries\"][\"Postprocessing\"] = {\n", " \"Dielectric\": [\n", " {\n", " \"Index\": index,\n", " \"Attributes\": resolve_physical_groups(sim_dir, [group]),\n", " \"Type\": kind,\n", " \"Thickness\": 3e-9 / config[\"Model\"][\"L0\"],\n", " \"Permittivity\": 10.0,\n", " \"LossTan\": 1e-3,\n", " }\n", " for index, (kind, group) in enumerate(surfaces, start=1)\n", " ]\n", " }\n", " config_path.write_text(json.dumps(config, indent=2))\n", " add_domain_energy_postprocessing(sim_dir)\n", " verify_port_connectivity(sim_dir)\n", " return sim_dir\n", "\n", "\n", "def evaluate_simulation(sim_dir: Path) -> dict[str, Any]:\n", " \"\"\"Extract the transmon mode and its dielectric loss from a Palace solve.\n", "\n", " ``f_linear`` is the LC mode, so a target for the physical 0-1 transition\n", " needs the anharmonic correction from the inferred capacitance.\n", "\n", " Args:\n", " sim_dir: Simulation directory Palace wrote its ``output/`` into.\n", "\n", " Returns:\n", " A row of results: ``f_linear`` in Hz, ``T1`` in seconds, dielectric\n", " ``quality_factor`` from domain participations, the raw\n", " ``eigenmode_quality_factor``, junction participation, and per-domain\n", " electric-energy participations.\n", "\n", " Raises:\n", " FileNotFoundError: If the solve produced no eigenmode table.\n", " ValueError: If no mode carries junction energy.\n", " \"\"\"\n", " from gsim.palace.results import load_text_results\n", "\n", " output = sim_dir / \"output\" / \"palace\"\n", " eig_path = output / \"eig.csv\"\n", " if not eig_path.exists():\n", " msg = f\"Palace produced no eig.csv in {output}; see {sim_dir}/run.log\"\n", " raise FileNotFoundError(msg)\n", "\n", " tables = load_text_results(output).csv_tables\n", "\n", " def table(name: str) -> list[dict[str, str]]:\n", " return [\n", " {key.strip(): value for key, value in row.items()} for row in tables[name]\n", " ]\n", "\n", " eig = table(\"eig.csv\")\n", " junction = table(\"port-EPR.csv\")\n", " domains = table(\"domain-E.csv\")\n", "\n", " if not len(eig) == len(junction) == len(domains):\n", " msg = (\n", " f\"Palace tables disagree on mode count in {output}: \"\n", " f\"eig={len(eig)}, port-EPR={len(junction)}, domain-E={len(domains)}\"\n", " )\n", " raise ValueError(msg)\n", "\n", " participations = np.array([abs(float(row[\"p[1]\"])) for row in junction])\n", " frequencies = np.array([float(row[\"Re{f} (GHz)\"]) for row in eig])\n", "\n", " # A higher harmonic can have more junction energy, so choose the lowest\n", " # participating mode above the floor that excludes packaging modes.\n", " candidates = np.flatnonzero(participations >= JUNCTION_PARTICIPATION_FLOOR)\n", " if candidates.size == 0:\n", " msg = (\n", " \"no mode carries junction energy; the lumped port is probably not \"\n", " \"spanning the pad gap\"\n", " )\n", " raise ValueError(msg)\n", " index = int(candidates[np.argmin(frequencies[candidates])])\n", "\n", " f_linear = float(eig[index][\"Re{f} (GHz)\"]) * 1e9\n", " loss_tangents = domain_loss_tangents(sim_dir)\n", " domain_participations = {\n", " int(key[len(\"p_elec[\") : -1]): float(value)\n", " for key, value in domains[index].items()\n", " if key.startswith(\"p_elec[\")\n", " }\n", " if domain_participations.keys() != loss_tangents.keys():\n", " msg = f\"domain-E.csv is missing a configured dielectric domain in {output}\"\n", " raise ValueError(msg)\n", " inverse_q = sum(\n", " participation * loss_tangents[domain]\n", " for domain, participation in domain_participations.items()\n", " )\n", " quality_factor = 1.0 / inverse_q if inverse_q > 0 else float(\"inf\")\n", "\n", " row: dict[str, Any] = {\n", " \"f_linear\": f_linear,\n", " \"quality_factor\": quality_factor,\n", " \"eigenmode_quality_factor\": float(eig[index][\"Q\"]),\n", " \"T1\": quality_factor / (2.0 * np.pi * f_linear),\n", " \"junction_participation\": float(participations[index]),\n", " \"num_modes\": len(eig),\n", " \"mode_index\": index + 1,\n", " }\n", " for domain, participation in domain_participations.items():\n", " row[f\"participation_domain{domain}\"] = participation\n", " if \"surface-Q.csv\" in tables:\n", " surfaces = table(\"surface-Q.csv\")\n", " if len(surfaces) != len(eig):\n", " msg = f\"surface-Q.csv disagrees on mode count in {output}\"\n", " raise ValueError(msg)\n", " for surface_index, kind in enumerate((\"sa\", \"ms\", \"ma\"), start=1):\n", " row[f\"participation_{kind}\"] = float(\n", " surfaces[index][f\"p_surf[{surface_index}]\"]\n", " )\n", " return row\n", "\n", "\n", "def trial_dir_name(layout: Layout) -> str:\n", " \"\"\"Return the directory name a trial of ``layout`` is written under.\n", "\n", " Full float precision keeps distinct inputs distinct even when a serial\n", " caller passes values off the sampling grid.\n", "\n", " Args:\n", " layout: Candidate geometry.\n", "\n", " Returns:\n", " A directory name unique to these geometry values.\n", " \"\"\"\n", " return f\"w{layout.pad_width:.17g}_h{layout.pad_height:.17g}_g{layout.pad_gap:.17g}\"\n", "\n", "\n", "def evaluate_layout(\n", " params: dict[str, float],\n", " run_root: str | Path,\n", " *,\n", " ranks: int = 2,\n", " sim_dir: str | Path | None = None,\n", " timeout: float = 6000.0,\n", " **build_settings: Any,\n", ") -> dict[str, Any]:\n", " \"\"\"Build, solve and post-process one candidate geometry.\n", "\n", " This is the unit of work a sweep repeats, so it takes and returns plain\n", " data: everything it learns is either in the return value or on disk under\n", " ``run_root``, and a caller that dies loses only its own trial.\n", "\n", " Args:\n", " params: Keyword arguments for :class:`Layout`.\n", " run_root: Parent directory for trial output.\n", " ranks: MPI ranks to give each solve.\n", " sim_dir: Directory for this trial. Defaults to a geometry-named\n", " directory under ``run_root``, which is only safe when trials do not\n", " run concurrently.\n", " timeout: Seconds before a solve is abandoned. Size it under the trial\n", " job's wall clock, or Slurm kills the task first and the trial\n", " reports nothing.\n", " **build_settings: Forwarded to :func:`build_simulation`.\n", "\n", " Returns:\n", " The row from :func:`evaluate_simulation`, plus the geometry parameters.\n", " \"\"\"\n", " layout = Layout(**params)\n", " # Geometry-named output is safe only when callers run serially.\n", " sim_dir = Path(sim_dir) if sim_dir else Path(run_root) / trial_dir_name(layout)\n", " build_settings.setdefault(\"junction_inductance\", L_JUNCTION)\n", " build_simulation(layout, sim_dir, **build_settings)\n", " solve(sim_dir, ranks=ranks, timeout=timeout)\n", " return (\n", " evaluate_simulation(sim_dir) | params | {\"footprint_mm2\": layout.footprint_mm2}\n", " )" ] }, { "cell_type": "code", "execution_count": 5, "id": "d8acee9b", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.253978Z", "iopub.status.busy": "2026-10-28T10:26:45.253937Z", "iopub.status.idle": "2026-10-28T10:26:45.255422Z", "shell.execute_reply": "2026-10-28T10:26:45.255125Z" } }, "outputs": [], "source": [ "demo_layout = Layout(pad_width=250.0, pad_height=400.0, pad_gap=15.0)\n", "demo_dir = Path(\"build/palace_optimization_demo\")\n", "# Meshing needs Gmsh and a large allocation, so the demo runs separately from\n", "# the one-core sweep driver.\n", "if RUN_DEMO_SOLVE:\n", " build_simulation(demo_layout, demo_dir)\n", " logger.info(f\"wrote {demo_dir}\")" ] }, { "cell_type": "markdown", "id": "8c30b92e", "metadata": {}, "source": [ "## Running Palace\n", "\n", "{func}`~qpdk.simulation.palace_run.solve` launches Palace with MPI. Each\n", "trial can use several nodes.\n", "\n", "## Reading a solve back into physics\n", "\n", "The evaluator reads `eig.csv` for frequency, `port-EPR.csv` to identify\n", "the lowest junction-coupled mode, and `domain-E.csv` for dielectric energy.\n", "It calculates the loss objective from those energies and the stack's loss\n", "tangents. The raw eigenfrequency $Q$ remains a solver diagnostic." ] }, { "cell_type": "code", "execution_count": 6, "id": "eec3900b", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.256047Z", "iopub.status.busy": "2026-10-28T10:26:45.256012Z", "iopub.status.idle": "2026-10-28T10:26:45.257509Z", "shell.execute_reply": "2026-10-28T10:26:45.257242Z" } }, "outputs": [], "source": [ "# Run the demo inside an allocation sized like one trial before launching a sweep.\n", "demo_result: dict[str, float] | None = None\n", "if RUN_DEMO_SOLVE:\n", " solve(demo_dir, ranks=int(os.environ.get(\"QPDK_SOLVER_CORES\") or 24))\n", " demo_result = evaluate_simulation(demo_dir)\n", " logger.info(\n", " f\"demo layout: f_lin = {demo_result['f_linear'] / 1e9:.4f} GHz, \"\n", " f\"T1 = {demo_result['T1'] * 1e6:.2f} µs, \"\n", " f\"Q = {demo_result['quality_factor']:.3e}\"\n", " )" ] }, { "cell_type": "markdown", "id": "729a67ec", "metadata": {}, "source": [ "### Loss model\n", "\n", "Vacuum is lossless in this model. Silicon has the PDK loss tangent, so the\n", "reported $Q_\\text{diel}$ is limited by bulk silicon. Nanometre scale\n", "metal-air, metal-substrate, and substrate-air layers add loss in a fabricated\n", "device {cite:p}`Savola2023`. Their participations are examined separately\n", "below; no interface loss tangent is assumed for the Pareto objective." ] }, { "cell_type": "code", "execution_count": 7, "id": "770635cc", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.258207Z", "iopub.status.busy": "2026-10-28T10:26:45.258158Z", "iopub.status.idle": "2026-10-28T10:26:45.259635Z", "shell.execute_reply": "2026-10-28T10:26:45.259335Z" }, "lines_to_next_cell": 2 }, "outputs": [], "source": [ "if demo_result is not None:\n", " tangents = domain_loss_tangents(demo_dir)\n", " budget = sum(\n", " demo_result[f\"participation_domain{index}\"] * tangent\n", " for index, tangent in tangents.items()\n", " )\n", " logger.info(\n", " f\"1/Q from participations {budget:.4e}; \"\n", " f\"raw eigenmode 1/Q {1 / demo_result['eigenmode_quality_factor']:.4e}\"\n", " )" ] }, { "cell_type": "markdown", "id": "c430b610", "metadata": {}, "source": [ "## Checking that the mode is real\n", "\n", "A junction port can be rectangular yet electrically detached from its\n", "conductor. `build_simulation` checks mesh-node contact before submission.\n", "Doubling the junction inductance in a separate solve moves the identified\n", "mode close to the expected $1/\\sqrt{2}$ frequency ratio." ] }, { "cell_type": "markdown", "id": "f30b0b7a", "metadata": { "lines_to_next_cell": 2 }, "source": [ "### Mesh sensitivity\n", "\n", "The screening mesh is not a converged frequency limit. A same-geometry\n", "refinement check is needed before selection; the figure below shows that the\n", "frequency can move enough to change which designs meet the target band.\n", "Bulk-silicon $Q$ changes much less, while interface participation needs its\n", "own refinement check near the metal edges." ] }, { "cell_type": "code", "execution_count": 8, "id": "e3c6d85a", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.260254Z", "iopub.status.busy": "2026-10-28T10:26:45.260216Z", "iopub.status.idle": "2026-10-28T10:26:45.262073Z", "shell.execute_reply": "2026-10-28T10:26:45.261755Z" } }, "outputs": [], "source": [ "def site(name: str, default: str) -> str:\n", " \"\"\"Return a site setting, letting the environment override the default.\"\"\"\n", " return os.environ.get(f\"QPDK_{name.upper()}\") or default\n", "\n", "\n", "DEFAULT_SETUP = \"\"\"\n", "module load python 2>/dev/null || true\n", "export UV_CACHE_DIR=\"$QPDK_SCRATCH/uv-cache\"\n", "export UV_PYTHON_INSTALL_DIR=\"$QPDK_SCRATCH/uv-python\"\n", "export PATH=\"$PWD/.venv/bin:$HOME/.local/bin:$PATH\"\n", "\"\"\"\n", "\n", "PALACE_SIF = site(\"palace_sif\", site(\"sif\", \"/path/to/palace.sif\"))\n", "\n", "cluster = SlurmCluster(\n", " partition=site(\"partition\", \"batch\"),\n", " scratch=site(\"scratch\", \"/scratch/$USER/palace-optimization\"),\n", " setup=site(\"setup\", DEFAULT_SETUP),\n", " solver_cores=int(site(\"solver_cores\", \"8\")),\n", " trial_nodes=int(site(\"trial_nodes\", \"4\")),\n", " mem_per_task=site(\"mem_per_task\", \"32G\"),\n", " time_limit=site(\"time_limit\", \"02:00:00\"),\n", " nodes=int(site(\"nodes\", \"4\")),\n", " cores_per_node=int(site(\"cores_per_node\", \"8\")),\n", " mem_per_node=site(\"mem_per_node\", \"96G\"),\n", " job_name=site(\"job_name\", \"qpdk-opt\"),\n", " log_dir=site(\"log_dir\", \"slurm-logs\"),\n", " account=site(\"account\", \"\") or None,\n", " driver_time_limit=site(\"driver_time_limit\", \"24:00:00\"),\n", ")" ] }, { "cell_type": "markdown", "id": "2b8ccd93", "metadata": {}, "source": [ "One measured eight-rank screening trial used about 63 GiB. The defaults\n", "reserve 96 GiB for each Ray node and 32 GiB per node for a four-node Slurm\n", "trial. Check a representative layout before scaling the study." ] }, { "cell_type": "markdown", "id": "24edb726", "metadata": {}, "source": [ "## Running the study\n", "\n", "Optuna proposes layouts and receives each Palace result as soon as its trial\n", "finishes. The runner chooses where each independent solve runs:\n", "\n", "- {class}`~qpdk.simulation.study.SlurmRunner` submits one job per trial.\n", "- {class}`~qpdk.simulation.study.RayRunner` uses a reserved Ray allocation.\n", "\n", "The runner serialises this notebook's `evaluate_layout` function for each\n", "worker. `max_in_flight` limits concurrent solves." ] }, { "cell_type": "code", "execution_count": 9, "id": "d3bf5651", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.262742Z", "iopub.status.busy": "2026-10-28T10:26:45.262702Z", "iopub.status.idle": "2026-10-28T10:26:45.264938Z", "shell.execute_reply": "2026-10-28T10:26:45.264648Z" } }, "outputs": [], "source": [ "RUN_ROOT = (\n", " Path(os.path.expandvars(site(\"scratch\", \"build\"))) / \"palace_optimization_trials\"\n", ")\n", "\n", "\n", "def suggest_layout(trial: optuna.Trial) -> None:\n", " \"\"\"Ask Optuna for a candidate geometry, recording it on the trial.\n", "\n", " Suggestions land on the layout grid, so a trial's recorded parameters are\n", " exactly the geometry that was simulated.\n", " \"\"\"\n", " for name, (low, high) in (\n", " (\"pad_width\", PAD_WIDTH_RANGE),\n", " (\"pad_height\", PAD_HEIGHT_RANGE),\n", " (\"pad_gap\", PAD_GAP_RANGE),\n", " ):\n", " trial.suggest_float(name, low, high, step=LAYOUT_GRID_UM)\n", "\n", "\n", "def objectives(row: dict[str, Any]) -> list[float]:\n", " \"\"\"Map one solved trial to the three values the study is ranking.\n", "\n", " Args:\n", " row: A result row from ``evaluate_layout``.\n", "\n", " Returns:\n", " Relative frequency error, substrate-limited quality factor, and pad footprint.\n", " \"\"\"\n", " return [\n", " abs(row[\"f_linear\"] - F_TARGET) / F_TARGET,\n", " row[\"quality_factor\"],\n", " row[\"footprint_mm2\"],\n", " ]\n", "\n", "\n", "def make_study() -> optuna.Study:\n", " \"\"\"Return the multi-objective study this sweep optimises.\n", "\n", " Returns:\n", " A study ranking frequency error, quality factor and footprint together.\n", " \"\"\"\n", " return optuna.create_study(\n", " study_name=\"transmon-layout\",\n", " # Frequency error, then substrate-limited Q, then footprint.\n", " directions=[\"minimize\", \"maximize\", \"minimize\"],\n", " # NSGA-II keeps a population of non-dominated trials instead of\n", " # collapsing the objectives into one score.\n", " sampler=optuna.samplers.NSGAIISampler(seed=0),\n", " )\n", "\n", "\n", "# An importable module:function name can still override the notebook evaluator.\n", "EVALUATOR = os.environ.get(\"QPDK_EVALUATOR\") or evaluate_layout\n", "\n", "\n", "def make_runner() -> SlurmRunner | RayRunner:\n", " \"\"\"Return the runner the environment selects.\n", "\n", " Returns:\n", " A Ray runner when ``QPDK_EXECUTOR=ray``, otherwise a Slurm one.\n", "\n", " Raises:\n", " ValueError: If a Ray trial needs more cores than one node provides.\n", " \"\"\"\n", " if os.environ.get(\"QPDK_EXECUTOR\") == \"ray\":\n", " if cluster.solver_cores > cluster.cores_per_node:\n", " raise ValueError(\"Ray trials must fit on one node\")\n", " return RayRunner(\n", " run_root=RUN_ROOT, ranks=cluster.solver_cores, evaluator=EVALUATOR\n", " )\n", " return SlurmRunner(\n", " cluster=cluster,\n", " run_root=RUN_ROOT,\n", " ranks=cluster.solver_cores,\n", " evaluator=EVALUATOR,\n", " timeout=6000.0,\n", " )" ] }, { "cell_type": "markdown", "id": "55ed9688", "metadata": {}, "source": [ "## Results\n", "\n", "The embedded example replays 150 stored candidate geometries with the\n", "exact-gap junction sheet. The live workflow above uses Optuna to generate\n", "new candidates. The analysis below reads the saved table without starting\n", "a solver.\n", "\n", "The recorded bulk screen solves one isolated qubit mode with order-2\n", "elements, a 0.35 µm conductor mesh and a 10 nH junction. Linear-solver and\n", "eigenmode tolerances are both $10^{-5}$. Separate finer-mesh, element-order\n", "and domain checks below test the near-target layouts." ] }, { "cell_type": "code", "execution_count": 10, "id": "1efef4ed", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.265577Z", "iopub.status.busy": "2026-10-28T10:26:45.265540Z", "iopub.status.idle": "2026-10-28T10:26:45.280239Z", "shell.execute_reply": "2026-10-28T10:26:45.279977Z" }, "tags": [ "hide-input" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:45.278\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m178\u001b[0m - \u001b[1m150 successful trials\u001b[0m\n" ] } ], "source": [ "# Palace sweep results, embedded so the analysis runs without the solver:\n", "# one row per solved candidate, with geometry, objectives, and loss diagnostics.\n", "TRIALS_CSV = \"\"\"\\\n", "trial,pad_width,pad_height,pad_gap,f_linear,T1,quality_factor,eigenmode_quality_factor,junction_participation,footprint_mm2,participation_domain1,participation_domain2\n", "0,266.6,507.6,100.42,5604681430.967,1.1433753879957159e-05,402642.52439989755,404907.879799,0.9805118711886,0.27065232,0.9198491165889,0.08015088341112\n", "1,265.26,361.83000000000004,106.89,6396640715.247,1.001771375996961e-05,402624.7282417888,403530.2982186,0.9801575552678,0.1919580516,0.9198897742514,0.08011022574858\n", "2,228.78,595.89,154.55,5635902126.191,1.1370255314719237e-05,402636.8572577744,405535.8036664,0.9730620443918,0.27265542839999996,0.91986206353,0.08013793646999\n", "3,210.37,545.87,89.33,5664882710.805,1.1312819839774154e-05,402662.94138150365,401748.1329338,0.9829068051945,0.2296693438,0.9198024757373,0.08019752426272\n", "4,273.14,612.8,20.65,4513739217.626,1.4198455021742636e-05,402677.55444035673,403220.7482366,0.9922345648208,0.33476038399999997,0.9197690963558,0.08023090364422\n", "5,109.62,160.1,134.9,10682526476.970001,5.998265767959566e-06,402605.358258545,403883.1219075,0.9808466875303,0.035100324,0.9199340316095,0.08006596839054\n", "6,344.58,585.01,156.8,5193629038.979,1.2337944803082816e-05,402618.3991885957,405035.2357956,0.9705197728227,0.4031654915999999,0.9199042346718,0.08009576532816\n", "7,351.72,380.74,127.08,5935962532.233,1.079497794378613e-05,402617.6213301614,394732.8233722,0.9753689415943,0.2678277456,0.9199060119295,0.0800939880705\n", "8,120.21000000000001,469.96,31.5,6060026256.11,1.0576013116866993e-05,402695.10910617415,401500.5616782,0.9927921368614,0.11298778320000001,0.919729000912,0.08027099908801\n", "9,401.19,410.92,72.2,5389700897.084001,1.1889442734197483e-05,402629.90847436775,402802.1986391,0.9823862590999,0.32971398960000003,0.9198779389583,0.08012206104165\n", "10,169.95,537.12,78.42,5880027073.091,1.0898893734214868e-05,402662.8955339605,405339.5730109,0.9851618479968,0.182567088,0.9198025804668,0.08019741953324\n", "11,273.27,159.39,102.65,8239267028.679001,7.776905411911133e-06,402601.383913772,411154.0784684,0.9802148510404,0.08711301059999998,0.9199431128873,0.08005688711269\n", "12,288.11,458.47,151.57,5907090974.215,1.0847669442919643e-05,402615.0178731178,400454.7089616,0.9730562642121,0.26417958340000003,0.9199119603807,0.08008803961928\n", "13,311.82,329.75,75.55,6202855202.940001,1.0330980228810132e-05,402636.40713153844,403156.1678921,0.9836827807643,0.20564529,0.9198630918872,0.08013690811278\n", "14,317.20000000000005,180.11,110.02,7642286532.799,8.384345982775834e-06,402598.7075594517,400426.7856522,0.9781159400401,0.11426178400000003,0.9199492283906,0.08005077160936\n", "15,308.02,255.19,29.34,6378945482.129,1.0046161377872857e-05,402651.1177671632,395520.770792,0.9906021471594,0.15720724760000002,0.9198294851985,0.08017051480148\n", "16,187.24,331.85,95.53,7100448099.877,9.024976914102151e-06,402635.18641811906,400164.4460559,0.983478725985,0.124271188,0.9198658807374,0.08013411926262\n", "17,229.12,644.19,25.3,4629257155.935,1.3844628346241866e-05,402691.5130502433,402951.2335268,0.9918037433728,0.2951936256,0.9197372141393,0.08026278586072\n", "18,151.01999999999998,230.65,107.97,8598766602.445,7.4520247303445515e-06,402615.33903400326,382210.0392653,0.9829933191971,0.06966552599999999,0.9199112265792,0.08008877342083\n", "19,166.12,383.15999999999997,46.660000000000004,6468784950.121,9.907376759434491e-06,402681.1133324579,403890.327289,0.9903800227881,0.1273010784,0.9197609674447,0.08023903255535\n", "20,134.05,205.18,108.45,9223218724.462,6.9478086586165736e-06,402633.7961563118,406863.0380942,0.9834403908991,0.05500875800000001,0.9198690569596,0.08013094304045\n", "21,126.98,248.29000000000002,65.31,8371758194.891999,7.6551833003266e-06,402672.6552307323,402839.8490651,0.9890782351653,0.06305572840000001,0.9197802869384,0.08021971306163\n", "22,359.14,198.55,135.7,7238655711.142,8.85186558641588e-06,402598.9148472358,403264.4834779,0.9735233187723,0.142614494,0.9199487547325,0.08005124526751\n", "23,112.67,638.23,80.3,5916874324.589,1.0831645846055847e-05,402686.1243170056,401742.7043059,0.9851909423483,0.1438187482,0.9197495220342,0.08025047796581\n", "24,412.1,452.42,120.89,5362165111.088,1.1950404970356786e-05,402626.7946853543,410981.7338595,0.9748549690235,0.37288456400000003,0.919885053005,0.08011494699496\n", "25,93.32,291.4,28.03,7707419152.36,8.315425940409148e-06,402692.3192460009,403242.3076123,0.9943828613694,0.05438689599999999,0.9197353728123,0.0802646271877\n", "26,180.69,209.36,57.7,8133771493.09,7.878773351650235e-06,402652.53999159764,410863.017802,0.9889891592606,0.07565851679999999,0.9198262362336,0.08017376376645\n", "27,220.85,182.07,113.87,8459188521.327001,7.575022316630992e-06,402617.3525294913,413602.919381,0.980361592613,0.08042031899999999,0.9199066260892,0.08009337391079\n", "28,272.65,282.69,88.49,6835789818.525,9.37410582447408e-06,402622.85234657564,402123.2561494,0.9826744387405,0.154150857,0.91989406019,0.08010593981\n", "29,111.94,437.97,149.4,7390810300.563999,8.670792785058628e-06,402652.80728896614,406966.6136532,0.9772536469982,0.0980527236,0.9198256256154,0.08017437438463\n", "30,188.31,483.71,29.77,5498856257.194,1.1655394194020415e-05,402697.74880222057,403107.39482,0.9921483388248,0.18217486019999998,0.9197229720603,0.08027702793969\n", "31,323.55,294.70000000000005,37.480000000000004,6093578907.889,1.0516471910201933e-05,402645.0587865966,402208.0645986,0.9891271746725,0.19070037000000004,0.9198433267417,0.0801566732583\n", 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"121,401.19,626.4000000000001,134.9,4839431330.851,1.324123195918011e-05,402626.7205871342,398448.7643412,0.9724198445318,0.502610832,0.9198852222979,0.08011477770212\n", "122,313.75,257.75,134.9,6965834247.227,9.198630638397486e-06,402602.2383203235,401238.7276799,0.9751831755549,0.161738125,0.9199411605747,0.08005883942533\n", "123,120.21000000000001,499.74,54.61,6247341578.478001,1.0258658041361729e-05,402685.2052228244,407873.1617796,0.9894331227412,0.12014749080000002,0.919751621283,0.08024837871701\n", "124,120.21000000000001,501.95,31.5,5886133558.859,1.0888520007134486e-05,402697.4077914497,406199.3497064,0.9926491655939,0.120678819,0.9197237508968,0.08027624910319\n", "125,93.32,469.96,28.03,6251102179.14,1.0252746539727793e-05,402695.41738114075,404988.5450321,0.9935868646512,0.0877133344,0.9197282968329,0.08027170316709\n", "126,402.11,515.4300000000001,48.09,4816570743.073,1.3305136927142404e-05,402658.76768182963,402872.8249248,0.986085514674,0.41451911460000007,0.9198120098133,0.08018799018667\n", "127,229.12,507.6,41.99,5359596284.136,1.1957352180539623e-05,402667.8598221254,406616.0402016,0.989667909079,0.232602624,0.9197912406865,0.08020875931351\n", "128,354.11,160.1,25.03,7104407341.692,9.020180663312879e-06,402645.60109092545,402366.9373492,0.9894411043433,0.113386022,0.9198420878482,0.08015791215182\n", "129,83.98,488.91,64.0,6856682929.133,9.347185612111959e-06,402693.66930689674,398697.7465334,0.9887510315115,0.0821173236,0.9197322893301,0.08026771066993\n", "130,256.19,638.23,134.34,5290496468.004,1.2112740873249794e-05,402641.67460243334,402871.3926304,0.9751507709517,0.32701628740000005,0.9198510579812,0.08014894201876\n", "131,88.72,507.12,28.03,6092022653.215,1.052095758311119e-05,402713.92571715463,405877.6787129,0.9934581705645,0.0899833728,0.9196860270248,0.0803139729752\n", "132,180.69,209.36,41.120000000000005,7929032572.916,8.082312755507719e-06,402657.43468559964,409705.1467905,0.9912695250203,0.07565851679999999,0.9198150548482,0.08018494515178\n", "133,93.32,444.96,28.03,6407053093.5,1.0003557903577922e-05,402710.248057568,403179.2276257,0.9937051367624,0.08304733439999999,0.9196944258479,0.0803055741521\n", "134,86.52,362.34000000000003,66.12,7790928327.341,8.226117133085053e-06,402683.6223313072,404958.7349346,0.989189871764,0.0626993136,0.9197552366946,0.08024476330539\n", "135,367.78000000000003,381.78999999999996,51.64,5515672310.367,1.1618488479935168e-05,402650.23474699556,400709.7508311,0.9861867794259,0.2808294524,0.9198315024033,0.08016849759668\n", "136,279.51,294.70000000000005,18.15,5984097399.3880005,1.0709430124523772e-05,402665.92863588966,401885.2430535,0.9930912124486,0.164743194,0.9197956520063,0.0802043479937\n", "137,266.6,507.6,50.5,5288287377.393,1.2118719918544896e-05,402672.215706165,399188.394848,0.9878339750811,0.27065232,0.9197812908965,0.08021870910347\n", "138,373.71,208.76,29.34,6507036236.242,9.848376013164013e-06,402650.01099458843,402162.3138351,0.9889024433164,0.15603139919999998,0.9198320135532,0.08016798644681\n", "139,93.32,408.69,29.81,6697684945.358999,9.569009562051993e-06,402690.67388467194,399371.2050253,0.9936278046985,0.0762779016,0.9197391307762,0.08026086922376\n", "140,308.02,577.9100000000001,29.34,4664486465.051,1.3739888075901991e-05,402686.34273178346,402704.0430397,0.9904131164482,0.35601567640000004,0.9197490231673,0.08025097683265\n", "141,93.32,243.09,31.5,8410032754.29,7.620651631253712e-06,402688.90543268895,401734.4238857,0.9941224779252,0.045370317599999994,0.9197431699103,0.0802568300897\n", "142,411.68,248.29000000000002,65.31,6282030847.166,1.0200226662105606e-05,402614.81858238037,405981.557848,0.9826616371424,0.20443205440000004,0.9199124157289,0.08008758427114\n", "143,218.44,483.71,117.53,6041570583.403,1.060706244905343e-05,402647.3524703431,405247.7198497,0.9791213017237,0.2113232248,0.9198380868471,0.08016191315291\n", "144,359.14,483.71,69.41,5194481633.709,1.2336594732634688e-05,402640.430238986,402356.2249636,0.9835034474986,0.34743921879999995,0.9198539007882,0.08014609921177\n", "145,367.78000000000003,159.39,94.81,7511372649.281,8.530555499035754e-06,402602.52062440495,400452.691825,0.9784927449298,0.1172409084,0.9199405155138,0.0800594844862\n", "146,210.37,545.87,37.49,5228791712.727,1.225674299468766e-05,402676.5047356616,405249.1300804,0.9904594536798,0.2296693438,0.9197714940272,0.08022850597278\n", "147,218.44,209.36,20.37,7216196853.717,8.881409044740254e-06,402689.32123724895,404035.1089818,0.9935833983385,0.09146519680000001,0.9197422202119,0.08025777978812\n", "148,120.21000000000001,612.8,31.5,5381962031.4539995,1.1908584285626026e-05,402699.0756837685,402414.8374913,0.9921363793075,0.14732937599999998,0.9197199416003,0.08028005839967\n", "149,308.02,222.42000000000002,20.37,6536798520.754,9.803965048845953e-06,402667.6330864374,403860.7139866,0.9919568033399,0.1370196168,0.9197917586062,0.08020824139384\n", "\"\"\"\n", "\n", "\n", "recorded_trials = pd.read_csv(io.StringIO(TRIALS_CSV))\n", "recorded_trials[\"f_linear_ghz\"] = recorded_trials[\"f_linear\"] / 1e9\n", "if RUN_OPTIMIZATION:\n", " study = make_study()\n", " rows = run_study(\n", " study,\n", " make_runner(),\n", " suggest=suggest_layout,\n", " objectives=objectives,\n", " n_trials=N_TRIALS,\n", " max_in_flight=MAX_IN_FLIGHT,\n", " )\n", " trials = pd.DataFrame(rows)\n", " trials.to_csv(os.environ.get(\"QPDK_TRIALS_CSV\", \"trials.csv\"), index=False)\n", "else:\n", " trials = recorded_trials.copy()\n", " study = None\n", "\n", "trials[\"f_linear_ghz\"] = trials[\"f_linear\"] / 1e9\n", "trials[\"T1_us\"] = trials[\"T1\"] * 1e6\n", "logger.info(f\"{len(trials)} successful trials\")" ] }, { "cell_type": "markdown", "id": "26ceaac5", "metadata": {}, "source": [ "### Quality factor across the geometry sweep\n", "\n", "These plots show bulk-silicon $Q$ against each layout parameter. Colour\n", "marks distance from the target frequency. The narrow $Q$ axis makes small\n", "differences visible; the absolute scale appears in the labels." ] }, { "cell_type": "code", "execution_count": 11, "id": "42307cc3", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.281028Z", "iopub.status.busy": "2026-10-28T10:26:45.280990Z", "iopub.status.idle": "2026-10-28T10:26:45.488515Z", "shell.execute_reply": "2026-10-28T10:26:45.488212Z" }, "lines_to_next_cell": 2 }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "findfont: Failed to find font weight bold, now using 400.\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "frames = {\n", " \"pad_width\": \"pad width (µm)\",\n", " \"pad_height\": \"pad height (µm)\",\n", " \"pad_gap\": \"pad gap (µm)\",\n", "}\n", "PARAMETERS = list(frames)\n", "target_ghz = F_TARGET / 1e9\n", "frequency_error_mhz = np.abs(trials[\"f_linear_ghz\"] - target_ghz) * 1e3\n", "\n", "fig, axes = plt.subplots(1, 3, figsize=(12, 3.6), sharey=True, constrained_layout=True)\n", "for ax, name in zip(axes, PARAMETERS, strict=True):\n", " points = ax.scatter(\n", " trials[name],\n", " trials[\"quality_factor\"] / 1e3,\n", " c=frequency_error_mhz,\n", " cmap=\"viridis_r\",\n", " s=25,\n", " )\n", " ax.set_xlabel(frames[name])\n", "axes[0].set_ylabel(\"substrate-limited $Q$ (thousands)\")\n", "fig.colorbar(points, ax=axes, label=\"frequency error (MHz)\")\n", "fig.suptitle(\"Quality factor versus pad geometry\")\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "markdown", "id": "04d16cc5", "metadata": { "lines_to_next_cell": 2 }, "source": [ "### The Pareto frontier\n", "\n", "The highlighted designs are not beaten on all three objectives at once:\n", "frequency error, bulk-silicon $Q$, and pad area. Interface loss could\n", "change this ordering." ] }, { "cell_type": "code", "execution_count": 12, "id": "9486e8bc", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.489476Z", "iopub.status.busy": "2026-10-28T10:26:45.489424Z", "iopub.status.idle": "2026-10-28T10:26:45.613740Z", "shell.execute_reply": "2026-10-28T10:26:45.613379Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:45.492\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m20\u001b[0m - \u001b[1m17 of 150 trials are on the Pareto frontier\u001b[0m\n" ] }, { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "def pareto_mask(values: np.ndarray) -> np.ndarray:\n", " \"\"\"Return a mask of rows not dominated when every column is minimised.\"\"\"\n", " keep = np.ones(len(values), dtype=bool)\n", " for i, candidate in enumerate(values):\n", " dominated = np.all(values <= candidate, axis=1) & np.any(\n", " values < candidate, axis=1\n", " )\n", " if dominated.any():\n", " keep[i] = False\n", " return keep\n", "\n", "\n", "objective_values = np.column_stack([\n", " frequency_error_mhz,\n", " -trials[\"quality_factor\"],\n", " trials[\"footprint_mm2\"],\n", "])\n", "on_front = pareto_mask(objective_values)\n", "front = trials[on_front].sort_values(\"f_linear_ghz\")\n", "logger.info(f\"{len(front)} of {len(trials)} trials are on the Pareto frontier\")\n", "\n", "fig, axes = plt.subplots(1, 2, figsize=(10.8, 4.1))\n", "points = axes[0].scatter(\n", " trials[\"f_linear_ghz\"],\n", " trials[\"quality_factor\"] / 1e3,\n", " c=trials[\"footprint_mm2\"],\n", " cmap=\"viridis\",\n", " s=24,\n", ")\n", "axes[0].scatter(\n", " front[\"f_linear_ghz\"],\n", " front[\"quality_factor\"] / 1e3,\n", " facecolors=\"none\",\n", " edgecolors=\"crimson\",\n", " s=70,\n", " label=\"Pareto frontier\",\n", ")\n", "axes[0].axvspan(\n", " target_ghz * (1 - TOLERANCE_BAND),\n", " target_ghz * (1 + TOLERANCE_BAND),\n", " color=\"crimson\",\n", " alpha=0.1,\n", " label=f\"target ±{TOLERANCE_BAND:.0%}\",\n", ")\n", "axes[0].set_xlabel(\"linearised qubit frequency (GHz)\")\n", "axes[0].set_ylabel(\"substrate-limited $Q$ (thousands)\")\n", "axes[0].legend()\n", "fig.colorbar(points, ax=axes[0], label=\"pad footprint (mm²)\")\n", "\n", "points = axes[1].scatter(\n", " trials[\"footprint_mm2\"],\n", " trials[\"quality_factor\"] / 1e3,\n", " c=frequency_error_mhz,\n", " cmap=\"viridis_r\",\n", " s=24,\n", ")\n", "axes[1].scatter(\n", " front[\"footprint_mm2\"],\n", " front[\"quality_factor\"] / 1e3,\n", " facecolors=\"none\",\n", " edgecolors=\"crimson\",\n", " s=70,\n", ")\n", "axes[1].set_xlabel(\"pad footprint (mm²)\")\n", "axes[1].set_ylabel(\"substrate-limited $Q$ (thousands)\")\n", "fig.colorbar(points, ax=axes[1], label=\"frequency error (MHz)\")\n", "fig.tight_layout()\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "markdown", "id": "e7c0b108", "metadata": {}, "source": [ "### Seeing several dimensions at once\n", "\n", "Each line is a trial. Axes are independently scaled to expose trends;\n", "the colorbar gives the actual $Q$ range." ] }, { "cell_type": "code", "execution_count": 13, "id": "7c887f1c", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.614643Z", "iopub.status.busy": "2026-10-28T10:26:45.614599Z", "iopub.status.idle": "2026-10-28T10:26:45.722588Z", "shell.execute_reply": "2026-10-28T10:26:45.722253Z" } }, "outputs": [ { "data": { "image/png": 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krSs/B4IHe+fOnWy7b3/72+w1eeJ+67d+q/i9732PnZvXQm1tLdvXo48+umj9mTNnSueKIjqE9n7mM59ZdK4okqHc+73Uk/7444+XPnvs2LHSZ4eGhkrrv/a1r70mTzotdL7KEbzo9JnyPhQ8t5/4xCfY+RE8oX/0R3+06PObN29esSf9+eefX3T9CespcoDo6+srrXvppZfYuo6ODvb6D/7gDy55Tt72treVrk065qeffroULSLwWjzp5eeOEDzlNO4Iug6F+9Yf/uEfFh977LHi+Pj4Re1b7jyVe9KF62YpFGly8uRJNuY//OEPl7b/2c9+dlHf0vgT2Lp166L7qbAIER/ve9/72HZ0fOXvC4sQuXM1nvSHH3649P1f/epX2ToaM8L91+/3XzR+l4tOev/738/Wbdu2bdF9UPgs3V/L2yqsf+GFF4o///nPS68pWmG5sXYpT/pv//Zvs/cFL/9yY4yuCSGyhMPhcDhXBxeO43BuYchzRcJJ5FWj3MY9e/bgz/7sz0r5opQjSx4kytclsSfarjxfeSmUW7hUcfxnP/sZ/uiP/qiUW0r5u69F0Ks8V3ypoJTgnSWvKHkAV7ov8giXI5Q5W/p9lIcuQMdHXh7ymAnbCH/Ltyvf/9I8d0IQeBMQPJBLPUtL93k5lopdCf0seKPIs0vRAeQRp7xi6kc6n3RM5DW7EsJxCONGgP5P301jhHjf+97HPG3/+Z//yTxtgreNdA/I63gpD+3VnCvKH1+6zXLnil6Tt3G5c3C5z5Z/36U+uxLKzzOdBxqjy/WhsB0JC1LUiHDOlhsPFP2xEsqPh647+j6hjJjgkaacY/KsP/bYY8wTLUTAkOr3pSAvN+kdkGefcqOF46GICtKkoMiT18LSsU7HTpEkQnuFyBaKkPjXf/1XthCkcfEf//EfzJu7EpZee5Q3/hu/8RssKoP2TxExFIWwUi53XRCCJsLS96+F8v0I91z6K/z/WhThy8f7UlFA4V5L56Rc66F8nJaPtUshVBShKAaKuFkKraf9XE9lew6Hw3kjwe+eHM4tDIUI08MWGQ4UfkjhkuWCTp/97GeZUBA9LFE4PD2UvfrqqyveP4WkUggsGej0ME8h0RQ6WV6nd6VQGwQoJF2oV1y+kGjRSiADg6Cw1HIoVJRCqUm5WdimPDSToAdPQSSNBL/K91e+HSFMTAjbXQ7hQXVpm5YKZ10LJCInCHpRqCudTwrlXWkpN+EckEjYcv1fbjyS+BO9pvDXn//850zQjfqNBOCuJnz8UueKJn8opYDOFbVLOIbyc0BhuxT6e7lzcKnzXN7vwmcFw6hc5ZuMagqzXwlkcAgCciSgtlwf0jkiY1n4rmsZD+XbUt8LRlO5UfTrv/7rJSEvoWoAKWpfro48jR9KM6FrmQQkKQyc+uiFF14olc4qNyLL+0uYpLhSe+ncCdeZ0F4yGElgj1I1yIgj0Tcq2UUTC29961tXJBC4HLRPCuWmCSu6HmhyksLZV4pwXQjh/ksXoaQlCS4u9/5rmbR8PSm/19K1u1ybSYW9fByVj9PysXYpSEiUWCpaSNAEX09Pz4onXTgcDodzMdxI53DWMMJDMz2UU54neZmEXNmVQMaY8OBMn6e8WzKwr+YBWODAgQMlDxh55sn7RQ//lE9MD3wf+tCHVpyTLkwSkFFC+efktSQFaHrwpGgCQVWZ1LyJ//qv/2L5muQppvxzQbGZti/fH+V0kzeOHlDpoV/I2Re2uxx33nkn+0uGDnkoaR9khDz99NO43ueTvGHkRaX+Wk5xvdxoICNXeF/IXyXPK3lTqY2UI01K19RXQs4ueTyp/4RjevDBB0v/p88IquzUn/TALyiOL4fQt2QskGFObaE+pj4lLzDlBZMStFDnmTQDKFedDGdS5KZJgsudA1IyJ0VvgiaSqG3UJjLcCPKqUvuFSADhPFP+OEVTkOG1kigEAaEPqZ2UK0zngHQe6Pqg7yEdAjLmabwTFMVCE2R07ZG3uLyqwpX45Cc/ya5BmsigdgqUGz9kWFL/Ue41TdJdyYtOBuymTZtY1AyNHcrvpsgIwTMqTMAIfSXoCtAEHV1rl6vEQBUf6P4gnDv6THl7KUKDzhXloJOeBPUlXa/lEQjl45e88NS/V8prFq4LMjrpOOi+spyOxJWuC1JKp+uV1tMYpH4i/Y1y1fvVhnBMNOFC92pq+4YNG1BXV1fSUKAJEYrCoYkZGqeUu09jiiZIhHJtdF+k7egc/PEf//EVv5cm7bZu3cqiIZZO3JC2BY13mkTmcDgczmvkKsPjORzOKlZ3Xwrlbgq5hULOI+VGk2rycjnppPJcDqkiC/nbQi6zkP94tTnpxNe//vVSrq7QHuH/n/rUp9g2K8lJp3zNcgVioV203HPPPaUcWsrbFtSPl35feT57OBxmSsTLbUcK5IK6c3lOupBPLTAxMcEU1pfuQ8ivXUlOenlflefE33bbbRd9v/AdlPMtqHyX548KOfJCrm0kEmH5oQ8++OCyx0n58EKeLuXSlusclP//rrvuKuXNUr710nzYpZBytqBIv/RckVI5qZQTPT09pXG5tG3l+ezLqbtTvwjbUx69oGpNf4UxTjz11FOL+k/QGxA0CZbLSV8KKYkLefJL21muBH706NFSrr+wHSlwC8r7K8lJF8ZO+Xd88IMfvOgzv/mbv1l6n/pQUMy/FKQGX34+yvcvqIMnk8lSvwgL9SflUl/q2l+uvbSO7iPEd7/73UXnRsj5puW9733vsorjtA1pIpTnpNN+yvnkJz+5qI20CPeo8px0Gotarba0XhhDsViMXefLnVM61y6Xq7gSriYnna5tAco5F86FALV1JTnp5Yr51FdCNQPSGVg6/oT/03gR+PSnP33RPYWuCeHcXConnThy5Aj7zaB78T/+4z+y+xldq3QvKdfC4HA4HM7Vwz3pHM4tCIXTCvV8LweFwpJXgzwrFBb8wAMPsLBYUpymzwteGKEu+FLlblJcJrVqUvWmfFPK86Q8ZQqJpW3Jg0dQqLLw+cvtk2oBkzo1hbaSp4dCbMlDS0rG5bmxwufo+5eD8u/JY0n59xTiSiHIpMz86U9/mnnUhVBdOu7Tp0+zfqA8Wzpu8txRjnW5YjMdB3lFSWGePkP7o7QBahN5nYU6wNQeoW1Lcy2p5jSlEtCxUX4n5VyTZ5NqM7+WviLI20jrBE/xBz7wAeaNJQ8fnU9SYabzQ/8v3x9BIbr0Pr1H+dmU101tpugDCsnetWsX8zzSOSV1aUoTEPLEyfNJ3mHBw0r9TSHypJROXnAhNF0Ikb1UPW5hrFL9849//OMsYkI4V+RpJc866SQQFJ4tnCtqE50r8vSRd5a80QLL9RX1C40r8tpTjWk6XvJqk1eU6rEL0DpSP9++fTs7R3SuyDtM/UD7E7yK1I/LnQ+Cxiy1k6JBqM3CWPnEJz7BPObCWKH+pagK6kv6DB0LHS8dO+13aV61AI1d4bu//vWvs1xrGlukNE6e9aV1roXrSoDO5ZXuC1SXnPLC9+3bx0KjqS+ob2hsCCry1BcUSUIRDNSfNDZIMf2hhx665Hgmr+3f/M3fMG8ttZnaTn0gXMdUJYLGK3mu6fqnvqNoChrT5dcjjQ26xwjbUGTE5e4LFI1D1yrlttN4J8V3OhZhe2GM0VikSAD6ThpfdH2RR5n+0nVO/UvHSeOBzi3pedB1cSkF86XQdUrfR/sj6HuFNlCoP0HnvXyb8vsKtU+gvF+F411u7NP1QvctumYo+oUiJQiqAkFtp/QUqphA55nSIEhzQNCYIOiztI6Om86zcE1Q1NTSe8pSaExTSgxFwdA9nDzn9JfaSdcsjdWVRkdxOBwOZzEistSXrONwOBwO54qQIUP5xFRajUJfOTcHMp7JACbDjtI6LpePzuG8nlDIPeWp04QpTfTR5Bml03A4HA7n6uBGOofD4XCuGsp9Ja8xeTopd3il4nWc6wflGFN0A+Xtk8eSPOrkfedwbjbk/yEjXdBm4HA4HM7VwUuwcTgcDueqIZEpCol+xzvewQ30mwSJxZGQH6VyUKg/iX9xOKsBmrTjBjqHw+G8drgnncPhcDgcDofD4XA4nFUCF47jcDgcDofD4XA4HA5nlcCNdA6Hw+FwOBwOh8PhcFYJ3EjncDgcDofD4XA4HA5nlcCF4wBWVzUej7O6rhwOh8PhcDgcDueNw+TkJDQaDWZnZ3Er8sgjj2BkZOS67a+pqQlPPPHEddsf5+rhRjrADPRMJvMauo/DuTponMnlct5tnNcVPs44Nwo+1jh8nHHWAtlsltkDtypkoA8P96G5XnbN+xoez16XNnGuDW6kA8yDnk6ncf78eUgkkmvsUg5neaiOcX9/P9rb2/k447xu8HHGuVHwscbh44yzVli3bh1udchA7zpYd8372XBg4rq0h3NtcCN9gWKxeI1dyeFcGappzOG83vBxxrlR8LHG4eOMw1ktFFFA4brsh3Pz4UY6h8PhcDgcDofD4dzCkGmdLxauy35E16VFnGuBq7sLHSHmXcF5/VEqlbybOXyccdYM/J7G4eOMw+Fwrj/ck74AD3fn3Ai4QCGHjzPOWoLf0zh8nHE4q4cCD1VfM3AjfQFupHNuBIXC9cgV4nD4OOOsDvg9jcPHGYezOqAw9euRk87D3VcHPMZ7AZGIZ19wbsAFx9MqOHyccdYQ/J7G4eOMw+Fwrj/ck87h3EBksmuvX8nh8HHGWS3wexqHjzMOZ7VQRP66VKvi6u6rAW6kL8DD3Tk3gnQ6zTuaw8cZZ83A72kcPs44nNUDz0lfO/Bwdw6Hw+FwOBwOh8PhcFYJ3JO+AM9J59wIeGgoh48zzlqC39M4fJxxOKuoTvp1CFXnwe6rg1VtpM/MzODVV1/Fhg0b0NbWdsntstks245Kwezbtw9qtfqGtpPD4XA4HA6Hw+FwbiY83H3tsGrD3c+dO4edO3fiXe96F3784x9fcruJiQmsW7cOjz76KH7jN34DDQ0NOHXq1FV/H89J59wIaEKJw+HjjLNW4Pc0Dh9nHA6H8wYx0ru7u5lH/IEHHmBe9MvxkY98hBnp09PTGB8fx/ve9z5msOdyuRvWXg6Hw+FwOBwOh8O5qeHuxeI1LzzcfXWwKo10t9uNz372s/jyl78MuVx+ye1GR0fx/PPP41Of+hSkUinLK//kJz/JvOsvvPDCVX0nz0nn3AgUCgXvaA4fZ5w1A7+ncfg443BWD4XrsHBWB6syJ/2+++5b0XZHjx5FRUXFIm+70WjE9u3b2Xsr3Q+Hc6PgoaEcPs44awl+T+PwccbhcDhvECP9ajzuTqfzovVkuJPo3OXqupbXdi0UCsjl8q9bOzkcIpCZQrRA47KTdwjndYG0NcbnguhzB9DRwQPWOK8PoVACPeenMDnhQ3XdLf0YwbkVyPZCgjn+28l5fYdZLg+ZVHJL9zJXd19b3NK/rpR3vlyoHa27XE76P/zDP+Bv/uZvFq0z6M0IBAIsbN5gMCAWiyGfz7PXpBYfiUTYdiqViv1NJpPznyvbViKRQKvVIhwOs/eUSiULoxe21ev1SCQSrG20rU6nQygUKm0rFovZ+wS9l0qlmJeC1tNnhW3p+Khd8XicvabvJGV7Wuj7KJogGAyWtqUSOdTGpdsSJpOJ7Zce7im1gBZhW41Gw9oqTGjQtnRsNKlB+6Q2R6PR0rbUB9RmgtpAfUbbLu1D+j+tF7a9mv5e2odL+7u8D8u3XdqHtC19XujDpf1NbSrvw5X299I+pG1pn4GEG550PxKSIAIhL6RixRX7u7wPl/b30j6kbem9S/Uhnd/l+ntpH15Lf19uzF6uv5cbs1fq76sZs8K2VzNmr9Tfq/EeAakcR3tHkMnmEEmmMTkXgEkl4/eIW+QesdyYXU33CL/Xj9ERH8ZHA/B4wjBb1Oz97nMxbNwUY9/F7xGr+x5xKz5HRMNjQKYbcnEE+dxtb+jniNV+j7iVnyMKECGZyd7yRjqR5/PzawZRcZXLmlPo+jvf+U58/OMfv+i9L33pS/jnf/5nDA0NLVp/7733YsuWLSyvfSWe9F27diEWTeDVQydQ22B/HY6C80YmnY9jIn4KdnkresdPorGmFRWa1pvdLM4aIZcvYHjGhwlvEI0OC+psBhw90428Uoc7NjRxvQ3ONeFyBdDTNY3xES8UCimaWyuwbmMNjEY1gsEo/vvfn8KvfPhu1NRaeU9zrivFYgFIH0RBVA339HFU1uyBRN7Ie5lz3TkxMIVH33QPlHIpenp6bskeJhHtbG4Qzzx/7ffi++72QSZtvWX7Yq1wS3vSaUCSorvf74fFYmHraFaPyrd94AMfuOTnaIat3ANPs3VSqQTjI3OorLZAKrv1Z9I4q4N8MQtXogsmeTV0MhtkaTNCWTeshXpIxZcWReRwVoI3HEPPpIc9WOxtr4dOpWD3QL1cBPInuPxhVFuNvDM5V0U8lkJPtwsDfW7EoinUN9pw/8MbUVdvW7SdXq9GTa0er748gEc/wI10znUmPwqIxICkAdHEBJAbRlFWB5GIP6Nxrh8Tc0HEUhko1sizPxd+WzusSnX3yzEyMlISqtm9ezdsNhu+/vWvl95/8sknWbjOQw89dFX7FUtE0GiVmBilvCcO59qhIJWZRB/kYjUs8no8MXQMT7tHEU8rEMxM8y7mvGbS2RzOjrnZ0lhhwa7WWmagC1A4X7PTgqEZPwqFVR0sxVkl5HIFDPa78dPHTuAbX3kZ46Nz2LSlDh/5zTvx4Js2X2SgC3RssCMUjGN4cPaGt5mzdikWk0BuCJBtoBsasgWaBJIB+cmb3TTOGiKRymBw2osN9RVrIupsPidddM0Lf2pYHdxSnvSBgQF0dHTgE5/4BP7u7/6O5Zv827/9Gz74wQ9ibGyM5c988YtfZCXZyHi/GqLJDIy1ekx3e1BZY4ZKzUtlca4NX3oMmUICanE7ftDThcd6T7IHD99JBay6SRyoLWKLsxo6XpaNcxVM+UIYmPbColdjf2cj86Ivhe6NTpMO43Mhtn2d3cT7mLMsc54wE4EbHvJAIhGjudWB/Xd0wGzRrqjH1GolNm+rx5FXh9DYbJ/XR+BwrpVsDyB2QiQ2U4gkpFIZIG0Bcn0oSmq5N51zXRwpXeOzqLToYTVoeI9yVh2r3ki/++670d7ezv5fW1uLj370o3j44YdL77/73e9mCu/f+ta34PP52N9HHnnkqr8nm8njx1290Oel8B7pwvbtTbCpNdDIeEgy5+qJZr2Yjo0jlqzBdHgCJ6b7sb9JCrvIjKl8HHaVDadcw3hpZBI1JgM2OOxYb3dAKZsX+uJwlhJLpdEz4UEik8WGeiccxksbUeQRoKWl0oreKQ+qrQZIuPHEWSCRyKC/14X+PjfCgThq6qy4+771LKz9ao1sGmdbtjWgt9uN7vPT2Li5lvcz55oo5ueAgg9Q3LlonEFcARRHgfwEIOW56ZxrD3NPZbLY1lK9drqyCFyX4DnuSl8VrHoj/TOf+Uzp/6QY+YUvfOGibfbv38+Wa0EhlcDsFcHSZEB4KoQh1xy65EWopDLY1GrY1VpYVGrIJWsjZ4Xz+hHNRHDQdQLJtBVOlQzBaBI2UxAPt+xCaDwBmX4M3lQKd3eY4JBvxflZL14dn8QvB4fRZDFjQ4UDbRYrpHyscViJyCJGZv0Y9fhRazVia3MVZMuMjVQ6i1A0CX8ohpFJP9ragAqTjn120htCg8PM+/MNDKk4j4960dvtwtSEDwazBu0dlWjvrIJa/donoyn9TCoVY8euRpw4OoL2zkrIl4nu4HBWLBZHXnRpG0SiCxGNLM2RDHVpK5A9v+BN5+OM89qIpzIYcvmYgS6VrJ3oHyHc/Xrsh3Pz4Xe4BRRKKXLJPGwyFRLqFKQzWTxwRwcCqSTmEjH0+ecQy2RhUiqZh50Wk1IF8RrIYeFcHwrFIoaCczjsPoFKrR2bnW14dWwSGYkP26vkqFGvRwz92OVowyuzbhx2zeDtzX7c29zMlslQCOdmZvFU/yB+jgG0Wm3Y7KxAndG4JnKlOFdPIJZA98Qsu8/sbq2DQaMsGe7RRAqhSJIZ5uFoEulMDlq1AnqtAoFICr5gDA6rgXnTz4/PoMZqXFMPI5yVEfDHmDr70MAM8vkCmlsceMeju2B3GK5rF67bUI3zZyZx5tQYdu1p4aeH89rIjQAkDCepX/ZtkaQCRcpVZ970Jt7LnNcW5j42wyLMzDo170HOqoUb6QtQbcTKWjPmxgPYtbsBv3j6HEwOPTavr4VDMx9Wmsxm4U3G4U3EMT4TZEaZVTVvsNOilfPQ+DcqrmgEvb45hDIT2FbhQJ1mPV4enUCymEGdzYM2wzZ4UnEkJEW0KFuxzR7Cyy4Rnho/jF9pr4NYJEGt0ciWh9vbMOTz4fysB985dx5KqRTrHGT0V8Ch1d3sQ+XcALK5PAZcXrgDEWZkV5p0CMdSGPJFFozyFCRiEQw6FYw6FWocRuh1KmaEk7r73Kwbw5M+2C162A1aaBRyjM8F0OzkCtxvBDKpHPr73Syk3eeNoqrahH0H2tDYXMG83tcToVIKhcnv2deC537ZjQ2b6q7JO895Y1IsJObF4hS7F01MFwoxKBRl0UPMm34WRQkpvfPHWM7VMTYbQCaXR2v11WlX3SpcD086Z3XA725lbN/SgF8+04WEN4F7bl+HF17pg0KnQHutnf1gqGQy1MqMqNUb2UxcJJPGXDyGmVgU3T4PlBIpM9btGg0z3nlo/NonmEqi2+tBPJtFhTaFRosaVnknjo1PI1XMwW6MQyzLYySiRCo/g+mIB5tFndArHLinFvjh0Gk8N3UI99XeUdoneU3bbDa2ZHI59Mx50e3x4MvHT8KiUaPTbsdGZwWL5OCsPdyBMM6MuFlimUOrgcsVxNCwBxqVAka9Ck6bAZ2NFVCr5JeMsDDr5AikcpgLROGw6NFaacWZUTfqbCY2IclZm0yMe9HX48LYiBdanRJtHZV46M1b2P9fL4RqK0RjswPmk2M4dmQId9697nX7Ts4aJdcDSKrmxeIWKBRSSCe+CCkLfe9g60QSB4o5DZAfB6TNN7HBnFuNaDKNYbcPO9pq16ROC4WpF4o83H2twI30Bcjotlm0aG13orvPhfvu24ANTU709rmQyuawsdG56IKmh2ODQsmWFjOQKxQQSCYwl4hjwO/DyYwbRiE0XqWGWaXmofFrCIqqIM/5TDyKZpMF67UFeNMzMMs24vjEDCChMVKEN3caajSj1WpFtcqAH03PYiDsQaepGe7cUbypYQceHzmMak0dOi0NF32PXCrFlkonW2LpNM7PzqLHM4dD4+Nw6vVMcG6DwwEVFzi8Zcnl8sxL7glEcW7UDU8oikqjAY0VZhi1KhicKmacX51xXURjtRXDEz7YzTpY9Bro1AqMeQJorVqb3oM3KpFIAj3npzHYP4N0Oof6Jhseecc2VFWZb1iuezm37W/DT350gonJGY08lJSzMop5D1AILBKLIzLJJ1npNalkCIWCDxKJY/4NaRuQPb3gTeeCq5yVh7lTtROTljs5OKsfbqQvYV17FaamAug+O4F1m+qQPT2GWCKFY/2T2NpcvWy5I9aRYjHsGi1biFQuy8Li5xIJnAy7kS8WYFWpS6HxOjkv8XYrks3nMRwMYCTkh1Orx911TRCLMxiPnYRR0owTEz5kkUVvcA5GdRAGhQx3W++ATCLFXDgKq1iJ6UQI9XorNFIHNDIR9lTW4unJozAqdKjUXjocWatQYG9dHVt88QTOzc7g2OQ0nh0aQb3ZiE0VTjYZwCM4Vn9dVsohF/LJo/EUIqk0gukUGhwm3Le9DWaD+qp1CGhsxtNZRJNJhFIZdNoNmJwJYtYXYd53Cps/OTSNeoeJTf5wbvGa5n1u9PW64JkNw1FhwI5dTWhuq7jhom1Lx6mzysTU4g+/PICHHtlyQ9vCuTUpFvMLYnHtEIkupEnkMv3I53qgUP0mcvlvIJt+ATLZe9l7IokNxZwWyI0DMq6BwLkyozN+5AtFNFet7bQvHu6+duBPagsIZWf0WiU6OyvRd24a1cE4bHYDJCIxMkoJjvRNYHtLFXTqK4cOKqUy1OiNbBFC48lon43H0OObg0IihX3BYLeq1ew1Z36ms7CwFAv0d/E6sL9AfsF7QwJabFvhM8K2hSX7YgsWb7vw2Ut9jv6V9l8owhOPYzISYueqRqdHIBLDwekQ5pKjkECLsdAAEnkytpJo0JsQj3igVDbjGe8gxmN+9EemkEumcH9+O34Z7MddDbWI4RQ2WjoQSZ/Ck2PH8J7WAzAorlyf2KpR4+6mJtzV2AhXOIyzMx48MziMnw+Q4JyVKcQ3GE1rMpzrVoLGaTSWYsa4sJDnXKdRslxym1WLtCQPm0GBO+taYbmCiA3l0VEJtng6g0Qms/B3/jW9J5dKoJRKMBKKY0M6jcYaK8tNp5B3s1bNvAcjswF0VNtvWB9wrh8zriATgRsdmYNCIUVzawXuvn/DTfVYCznp5ezd34rvf+swPDMhOJzGm9Iuzi1Ebhggb7jkQvm+QiGBdPInkCnuQKHgRVHUjnz2FAq5WYilFWXe9FMoSuu5N51zWUhodWTGj13tdWv6uagIEfIQX5f9cG4+3DJcJmSvpd6OiSk/Bvtc2L67GT3nprBtTxM0SjmO9k9ic1MlbIYrG1LLhcZTaDQ9uPtJNT4ew2DAh1OzGRgUipKXnUq9Xatq/FLjtdwopZwVtv4iA3f5z83XXSxbX1iyX+H9svXl+1yuDeXGd3lbLgX1h1g8X/uZ/j//d369SDy/TljPyqmWtln4u7CN8J6E/i8Vz+9zYZKG3hM+U/75QDqJoYAPEp0YD9a1wqnTs88Rs8lemNMWnJwqQleRR5PWhEq1HnqND93hAiQwwpMOwWaRo0NZixeGhjErnYExYcdz3ROsxJ9ZP4lKjQ1ZZRI/GzuKd7UcgEKysvA9amO10ciWXKEFo/4AC4l/vKuHhUdTXvumCgcqdXquEH8DIIX1UDTBvOTkLY/EU6yUHoWrk1FeV2lmE4E01IdmfBj3BtDosLDQduHBYd4QJwM8WzLEhf8LhjgJwanlMvbXptOWXtN7JBwXnHWj1z2H21rqMe4KwO0No9phRGulDUcHJ9BgN18yKoizuojHUujpdmGgz41YNMVqmd//8EbU1a+OtIVUKnXROjOljnU48eqhQbz93TtvSrs4twbFQnxe0V2xd9FvVCb5M4glJoilG5FOvYh8nozzFqTTz0MlfT/bRiSxopjTAbkxQNZ6E4+Cs5qh58tzYzOod5hLFVI4nFsB/pS2QLZYQDqfg1oigUIhQ3uLE13nJzE+PAd7pZGJ8WzcVg+xSIyjfRNorrSy8g1kbC41NBcZvcXCYg9uyZAFZEUxnGItTJIcAtEEeuc8zHjP5fPzRr1cAb1CCZVUumDgLjGWlxjeNNEgfNdyCIbtIkO0ZLxeMGAvNnAXG73ln6Mwf8H4vcjAXfK50vsLBq7kkoYxLjK8bwaRdJrlnZM43LpKBxqN5kWTJxOxQfRGPRiaVaJeb0G92YDzgRkkJHEcmz0OlagatRo19tW2IJgdg0PhhGROhqMSN+qsOejkBmxQ1WDQexSzcybEEml4M8C3Yi/j0XX7mFDY1UDnotVmZUs6l8OA14dzMzP4xumzMKgU6LTZmYfdqta8Dr31xoOuwWg8PR+6vrAkUxnmJSfV9eoKE/urUS1WufaGYzg75mZjvKHCDNJ46ZqeZYZ4PJNhyu6CIS4sSw3xyzEx5sX0eR/kJitmwlE01VoxOD4Hp03PHlBsei2rud5Zs5DbyVl10L18eHCW/e64poOw2nTYuKkGHZ3VkCtvjZ/t3Xtb8M2vvYLxMS/qG1bHhAJnlYrFSashEl+IuMhlupHP9UOl/RhyuQFIpI0oFOMQS6qRzx5EPueCRFpV5k0/seBN5xUFOBdDHnSCntvfCFwP4TjO6uDW+LW/AURSGfz7q6/AodDBIdNCVBRhNBRhZZAqq03w+2IYT0Sh1amQzRXwixP9rL5ijc3IvLCCVxeLDNlLGb0XvLr0WimTokpuQI3RyPYTz2WZYRhKJzGRDLJ8ZjKsrDoVLCoNVDJpmWEtfN8FY3epgVv+XZwrQ5M1JP5Hoe11eiO2VDgXpSMkc1mcDQygK9CHQrwCNTotVDrgOfcANlsr4UtOQVaU4IHq29Cot2I27YKsIINVbke9KgCR3oCu8DCqi0X41QZsrm9FOh9DIGlBMqbHU4ND+NLLL2FHVSvsRi1sBg0LU76a86eQSpkCPC3RVIqJzXV75nB0cgo2rQbrKxzMaNcvE6rKWR4ynksGOXnKY8n5KBntvFFeaTew/0sXjGhS5ifDOxQMs7/BRBID03OYC8fYeXWa9UxbQDDE7foLhrhM8toU2CfHvfjlz84hEkkh506iT+bFgdZ6jE1L4PKEUOs0s9z0w/3jqLeboVZwwaXVhHcugu6uKQwPzEIiEaO51YH9d3Qwz/RqRXoJfQONVokNm2rw6ssD3EjnLEsxPwsUgovE4qjcWjr5M8gU97CgWwp1l8ruAooZFApuSCRNyKSeg0r7q2x7kcSCYs4A5EYBWTvvac4iwvEUxmb92NNRV3IQrWWK1ykn/dJxrZwbCTfSFyhmi2jWWGGt0LDw5nqdCY12M/NmqPPA7t018M9FsXNbCzPKSfzp1NA0VAo5NjU5X/ND9ZWg0PhAKrkgQhfHVDDKDCtW6k2tgVmpXNP5NTcS6uuxUBCDQR9LOThQ27BI4C+Vz2I44kN/eBqB9ChiUQOkogLqbQaMBIJo1lUgXxRBJpnGW+v3oEFnRyqfxGzKhXbd+oUJGjG2WxsQzSfgis8imy+isnYjMgUXrBon4oowfmffXfj+wCvIKKJIZRQ4M+xi3281aJhxR3+vZrzplErsrqtliy8WR9esB6en3Dg4MooqgwEbKuxosVih5grxi4gnMwhFEgt1yZMs0kGllLOwdYdVh7YGO2QyCZJZMsYz8KUSmIyQQT4fop7LF6CQSZnRHUummXq706THA5vbYNKorvs9Y2rCh188cQY79jYhHPFioNuDRpsSY74g86b3jsyi0m6ETqWAw6jDyKwfG+oWcjs5N41UKoPebhf6+9wIBeKorbPi7vvWs7B2QStlNXO5ycMdu5uYuF1v1zQ6N1Tf0HZxbhWxuI5FHvB08gmIJTbIlbchnX4FEmkTRCIlINJCIm0Aim7kMseQy01AKq2b/5CsDcgcR1HayL3pnEXPdOfHZtDotKxIS4rDWW1wI30BmViMY+fG8Yh+I+5uaMZAyIsh+BGX5yDJSpGMptnDyMx0EFW1FqiVcuzuqMOZERdTft/WUg2V/Pp7pcgAF3LVO5lqfA6+ZBzeRAKnPW6m6EwGpbANhclzrh5XNII+v5flqu9wVrO+FMjkc+gPe3AuOI18MYdUzoVcXI9GbTUONDTiuclhzCbiuKe2CRr5HDwpGeo0m9hnJxNjsMht0Ei1LFeYagpbFVo065zQSuU4FxjB4TkdbrfXIpn3M7E6uSyNh5u24cmxk3i43oqNDc0IxpLwhuMYdvtxbnQGZhIdM2iZ0U5aCSvFqtXgzuZGHGhqgCsURpfHgxeHx/DM0AgazCZWzq3eZHrDCRnSj3k4mip5yukvpZ3otSpWj9xq1cIh1yNXLDIDfDwSRsLnLRniggdcp1SgQq9jHmqNXI5UNoueCQ9kkOC+TW1wGF8fj6hrOoCnfnoa23c3YfO2enR3x5FulMPX6wMUEtzR1gilXIbp2SDqqyxocVpxqHcMjQ7zVY0fzvULZx8f9TLjnCZX9EY1q2neub4aavWtdT7K66QvhZTmt+1oxLEjw2jtqIRUuvonHTg3iNwQQMa3pKa0Kps5h0JuBCrd7yGf96JYCEMq38kEXWmcSaVtyGXdEItrkE09D6n2w+xzVFe9KDLO57bL5mupczjDLh8kYhEaKyxvqM7IF2/+ffb73/8+s5ne/e53X5QmePDgQUxMTGDz5s3YtGn+Wbkcv9+PZ599lk1S33///TAYDCX9k69//evLft+ePXsW7evIkSMYGBhAR0cHdu3addH2dD957rnn4PV6sXfvXjQ3N2M18sZ6Er8MKoUUlUUlDvWOsHJpd3Y0IZxO4kR2Cqe7J+FJRbC1rgZjwx7YnQbIZFImzLW9pQa9kx4c7Z3A1pbq112UQimVolpnYIuQN01edm8yjn6/F1KxpORlp7+0PefSUFpBt9eDeDaLTosNNXpDyTNEnvNTvgmcD7qQL+bRrLdDJw3CG7DCoK+DzazBk+N9CKcy+GDHVlgVahz1P4tazRZ2cwlm/Ijn4mg0XCxo025wwp+JY6e1BQdn+1Cn2QOzIgGNxAZ/egL1uh3YV9mOX06cwTtbKNXBwNIr2qptSKazLGTaG4phcNoLlUJWFhavXlFIF6VA1JiMbLkn34zJYAjnZ2bxZC/l/4nQbLVgvd2Bar2B5bqvNVIUhr5gjAcjSQQicRRQZIrZUoUUEq0EMrEUwVwa3ngSisy8IU6LXqWE06CHRiGDWi6HVHJx/5D2BHmqKfe71mrEtubqZbe7XorfP//xKWzd0YBtO5uQSKYRiqSw/66N+N43XkVyNo5+/Rxa6mw4P+BiAnJkmFea9Rie8WFTQ+Xr0i7OxQT8MabOPjQ4i3wuj+YWB97x6C7YHfP387XIpi216Do7gbOnx7F9Z+PNbg5nFVAsxObD0xW3lX5vC4UIq4kuU94PsdiEdOolSKUtC57xPNuG6qFLZZ3IFFPIZ84hlxuDlLzrBAnHZY6hyDzvt9ZEF+f6Q46Nibkg9nTWrzjMnUK8b/2AeBEK10Hd/Vp64tVXX8Wjjz6KdevWLTLSyTB+y1vegmPHjmH9+vU4fvw4/vAP/xCf/vSnS9u8+OKLbJvGxka2/e/8zu/gqaeews6dO5HJZPCTn/zkou8jg/6zn/0sM9JpEuBXf/VX2XZbtmzB6dOnWRu+8pWvlLYPhUK46667MDc3h7q6OvzGb/wG/vM//5P9XW1wC67s4jQaNaiTKXBydJp5yO5d34J7WlqhiIkx7J3Dc1NDqNYYMTg0g3Wd87O/dPGvr69g9RePD0xiY4MTDpPuhp1ACn2npclkZoJxgWSChcWPhgI445mBTi6fN9o1WliUKh4av0Aym2WicDPxKFPc32OyMGOULnBPMoJT/gn0hNzQyZTYYa1Du6ECyZwbRybdSGZtkKnSmE3koYAc72xuhV2lxVT8PBPuq1JtYEb9ZGIcNeo6SMXSi8oVaWVKVKtNSOaz2GCqxuMTx/DRtq3IF+breMZyXmy2tSCYjjPF9/e03AG1bP6zZJTX2U1soXHqj8SZl5087OQRtglh8XoN5LIrX+JUV52MclqonNew38dC4n90vpspgHfYbSx/3aHVXXPVgZsBGcxUfmUuEMNsIAJvMIZoMg2xRAyJXAyxXAyFUjrvNV9QTNcs/KXXlzLEL0UglkD3xCy71na31r2uE3dznjCe/PEpbNxahx17WuAPxnG+bxpT7hjWr8th9/5WvHKwH2KDDPVWEzRqBSZmgmiqsaKZedNH0ZhMsxB4zutDJpVDf78b/b0u+LxRVFWbsHdfKyufthY8y8uVYCuHJix339aCl17ow/qN1VDyyA1OthuQ1kAkvjA5lU78BGJJJeSKncjnZ1AsJplg3NJxJpHUQiIeQ1FSgWzqGUi1H73gTRdb5su5ySjukPNGhZ6DusZmmFDcSn/b6DOpXJZV3LmVWQ056X/6p38Kh+NiYdrPf/7z6O7uRn9/P2w2G86cOYPdu3fjgQcewO23384izD70oQ/hj//4j/HJT36SfebP//zP8eu//us4f/489Ho9nn766UX7fP755/HMM8+wfRDf/e538bOf/YxtX19fj9HRUWzdupV55IUJg0984hNMS2VoaAgqlQo//elP8a53vQv33nsv+8xqghvpC7C8brkEc94Y9m2qxeFpNzOWHtjYii2tNcgkcqjL6jArSuCp4T4kDAWsd1SWLmjKeVEr5Cz/pTmdZarNNxoyoJjA3EKoNgmg+RIJ5mk/65lhryk0XvCy6+WKN5yYHKUHDAX9bBKjUqvH3XVNUMlkiGSSmEoEcD7ggjsZhlNlwNtqt6JZP69KHE578NTQeXjjBmyq0mC9tQIDPj86LQZUaHXs5jKVOF3yok8nJiEXy1moezm5XK70/xadAy95BnCgYjMmEwE8Nj6It9RooZaY4EuPQyez40DlRoTTR/CzsSN4R/N+FilRDhmPNClEC00wRBJpzIViGPcEcX5sFkatshQWv5IfKzJKNzqdbAknU+j3epno3OnpGRjVSqxz2NFqsbJxtBrHTiqbQyiWZMb4XDAGXygGfyTBzjtVbTAZ1CwCotFoY/0heMfpuK9V24GE5Uho0h2IMHG2ervpde0jEhl74kcnsW5jNXbuacHQ2BymZoJoqbcimwqif8SDPduaMNDrRngohF7THNprbTjbP42aCiMLya+2GDDk9mFr04JSMue6MTHuZers46M+qDVytHU48dCbt0CrW1spSeX3tEvR2l6JMycncOLoKPbfwcW93sgU8zNAMQxIt5bWZdOnUMhPQqX7GPsdy2X7IJW2QiSSXjTO6J4qk21APj+HfLYLuewgpEL5NWkrkD684E3nE49vVCjCkKqgrPQ5nJ4Pjs9MMycL59r40Y9+hL6+PvzFX/wF/vd//3fRe1/96lfx0Y9+lBnoBHm6ybim9WSkU+i50WjERz7ykdJn3vve9zIveSKRgFqtvuj7/vmf/xkPP/ww89oL3/GBD3ygZGyTR/4973kPW09GOnnnv/Wtb+HLX/4yM9AJ8ty3tLSw9X/1V3+1qoYAN9KFjpCI8MDeDvzgl2dw5vQ47ruzA88Oj7C81Ddt6WDKzZFoEtVeoNqsw/i4F55cAjUaA1qNNmasV5h1zMtJgnIkLNdR67ipapKUV1yl07OFiGYWQuMTcQxQ3W8R5btfMNqVt/gM4uWgH/6JSAj9fh+LLthXXQe5lIzpAFz+ENyJIBK5PBwqPd5X0Qan+sIM/3RsDt/tfQm5rAHvWrcBTQYLenxz7L1Oq539dSW7S170ZD4BT9qNDt2GRUbaeGwQruwoOjCfMyeXSNGis2Mo6sGHm+7C53p/hpMBCXZapcjlgVjWB63Migfrd+KHQwfx7ORJPFh/cW6NAFMap/JfGiVaqqxIZXKs3BcZ7SNuH/OqC152Cp2/klFqUCmxq7YGO2uqMReLo29uDuenPTgyMcVy2yl/vclsvqE6CHQeyRCnUmWJdBaxdJpFEvhC80s8nmalCvUaJaxGDRoqLdi1vp4dNxnjr5fI4kwggt6pOejVCuzrrGcTdq8nfm8EP/3hCbR3VmLzjkacPD/BPAG7NtdDqZDCN6dEIgdMuPy46771+O43XmG5z3UWI1Ogn3AH0FJnR1OFFQd7RhBJpKDnwjrXTCSSQM/5aQz2zyCdzqG+yYY3v30rqqpu/KTtjYK0NlbC3v2tePKnp7FlW/2am6jgrIxiMbcgFtdZCkkvFMLIpH4BufJBiMUG5HNkLGXmReIWyOV9yOdjpddiiQVSWROyeQ9TeheMdCrjVpTYFrzp8w/tnDcWVM54yhvC3k4qyXfl529yXh11TbGIQip3vBa4WTnpZACTl5oWk8m06D0ysnt7e3HPPVS14QIUdk4GM0He97Nnzy56v7u7m+1rOQOd3iPP+ssvv1xad+LECXzsYx+76Dt+93d/l/2fvPjRaHTZdpw8eRKrjbUxIq8TDosOd+xuRU/3NA4fGsS+3Q04PDmFn57uwX2dLThyegzWCj2ivhjseQUaVQ54Cgk8Pz2EGq0RLUYrM5D2dNYxQ52WzU2VLHd9NUBK5bRQvW8Kjad8bAqNHwuHcMYzeyE0nlTjVeo1k4tMx9jj9SBfLKLDYkVRkkdvxIVwNgkqUp3IZeFQGtFhdMKp0pdu7FQCrzvowquTZ6AXmfGBbbczYbDZWJSVZ7u9poFFL5AXfTJ+wYs+GR2HTeGAWnpBfO6Evwt9wZ8iJYohk78bKsn8e3VaCybifiQKeby9bi8eG3sFBlkS7cZa5k0nI10hkeGRxj34/uDLODrbg90VK3v4oFB1KhFIC6sSEE0wg7173MMmnyx6NfOy00LbXgrqD4dOy5Z9DfVwhyPMu/7q6CReHhuDU6/DBkcF6oxGaK6DQny5Ic5qh6czSCz8P5ZKIRbPoJAtIM+WPGRiCTPIGxtr4DDrYDaoVxTmfz2giYLeKQ8r89JRY2d53jcir/knPzyBlvYKNK+rxLEzY3A6DGipt7OyXWQ00WREe1MFzvZOY8/WRpavfvrcBHpsOmyrrWLedCrHRue91mbCoNuH7c1cffu1kMsVMNjnZirmntkw7A49tu9qREubkwmnrXVWGi1SU2dBZZURhw8N4L6HLhYL4rwByA0CIhVE0gticenE4xBLaiFTbEOxWECWvOgyUnyff/4oFBJIZo5CLAtRvYDS52SyTuSy48hnTyKX6YVU3lnmTX91wZvOJ4PeSFD6H4W5t1bboF1B5CClPR5xT0IvV2JrReWqjA68WigYoHCdwt1ZdGYksmg9pZ1cKsXpS1/6EtLpNDOSyStdjsfjYftbGgZvt9sxOzu77P7i8Tj+5m/+Br/yK7+y7PvkRadw+f3797PXyWSStXe57yAxOorGoe+iUHez2XzRNmTgrzbW/hPEChFK3TRVWjDni8Kh1WBq1I91NhvOzc4ily9ic5UdXn+MicaJxAXMjQSwbXcTolkrhsI+vDA9jGoy1g1W7GqvxbkRN46S8ntzFVODX02QcUkhy7R0WGzI5PMLqvFxnJubRYpC45WkGj+vHE/e0lvtBkaiej0+D/zJBMwaBUiwvDc2DZNcDblYChlkrKb8OmsVajTG0vHFsmn0h+Ywm4giHJtGpdyAt7bPG+iUs3R2bgYbbBXQyuUlLzpBXvRAxodkPo4mzfzMfqaQw4ueo/ClBrHdtA5HEl04H3oZu+wPsvfFIjETkesJubDP3orRSCteneuBRiqFRWlCLOuHVmaBXq7Bw/U78JPRIzApdGgz1V59lYAFg3xdHeZztEMxuHxhpj5OHuB58TntZXOoaeKm1mRkCxnSU6QQPzuL5waH6WBQbzai025nwoaXEy2kmzWVLkssY4jTX4pKUMmlkECMYjaPXKaATDqHQjaPCpUaRosaJr2K1Sen0io3OmKFRWbMBZlxS/XOb1/XcEMm44KBGH7yg+OobbDCWmNmIe3rWitht17QwUhncwgkslinV6HKYUT/8CzLVx8Z8mC6z8Pqo1uMGoy7/GhrcDCF94Pdo0xox6SdD//irEywj0TgRkfmWCm+1nYn7r5/A4zGi2f81zJK5coNob372/Cj7x6FzxeFtWzMct4oYnHjgGJfaV0mfRyFvJuFuRP5/GQp71wgmTkDqcQJmdyLbH4GEsn8ZKJIpIJcvhGp3BjSpPS+YKRTnvsFb/r6G3yUnJvJwPQcq2JCej1XIpbJ4LBrkjmlNtkrbrnn2xuBz+crKasLUK74X//1X1+0LXmnP/WpT+Fzn/vcsr8J5MwiyEAuRyaTld5bykc+8hH2rEX7XYrb7Wb559/73vdW9B3C+7RIJJKLzvfl2nEz4Ub6AuFkGucnZ7CprhJWkwZigwgSdwhGjRrNKTN6pjzI5nJwitSorDTANTTHwhnnZsNwOI3YZqtG1JDGUNiLF13DqNIa0F5vx+RsCEf65pXfV/MDMIX6UI42LcINTAiNpxxulu+uIgE6DWwqDcvjXq1Q+FKfz4uewAwUchGUSjHyYjEqlCZUqIyYiAUQzafQorehVmsuiaHR5wbCXkzGgsxoN4lTCGSyeKT9ADPQ6WZxatYNh0bHVOCJC170rSiKCvNicap6JhYXycTwS88rEKOA2ywO2BRbMJYrYix+Ehtz+6GSzpfjqlAZMB7zYSLuwz1VGxBIR3HIM4gHqrTwM2/6fPmQSq0Vd9dsxPNT55jR7tS89rIiZNjS0lRpRSZLYfEkPhfD2GyAGeI2o7YUFn8p0TSlTIoWm4Ut0VQaY4EAuj1z+HnvAKRSCZotJjSYzNBJ5Uhn80yULkE1xClUPZMtGeJUqozyo00qFYxyBbLpPFKpHEsvSWez0GmUqDDPG+RUo1ypuLljj0LDuyZmWXQCqbZbdDfGKAuHEizE3eowQGPTIpnKYPfWhkX9EUom8aWnDmFwcBIaqwWb62pw+NQofIEo7rx3HX74vaM4NzSFO9a34Fy/C3WVZvZ5yp8fdHuxq/XqJn/eaMRjKfR0uzDQ50YsmmK1zO9/eCPq6hdrT7yRIO/FSrHZ9WhqceDwwQE88o7tr2u7OKuMbBcgrYNIPP+MUSgEkU39EnLVmyAW61nd9Fy2HzLZ+tIDdCZHaTxRSMXNSKd0SGd7oJCRx3P+N4lqqEtkHcilD7LybTL5QoSGtA1Iv7LgTV+9z12c64cvHIfbH8FtKwhzD6dTOOKaYs9x6xZSFtcOIuSvk7q71WrF8PDworWX8qJ/5jOfQVVVFcsHXw7Bc01559XVF6L26PVSrzbxd3/3d0zV/fDhw0wwbin/8R//wfLOKZ9cgELiqX20z3LotUajgVwuZ99F3n6aVNDpdFdsx82GG+kLyCRivNg/ileGJtFRYUUhUUBDjQWhYAL7NzZC3S/DwZFx+A1aFgbirDHBNRnAyMAsrHY9CzOlUPKttmq0GtMYCvnwknsEVRoDKu16nBycYirw5HW7FSAvMS0NRhMzToXQ+IlwCGc9s9DKZfO12VXzQnWrITSeQrjPet045ZtEXpRHvcHEhN+cKuOCAT6HWC6NZp0N9Tozy8knsoU8RiN+jET8sCk1OOBswmRgGoPeKTzcth9G1bwxPRjwsf3sqrwQqnfBi74eruQUlGIlLAobphIzeHHuKKpUFdhqMCFXDEApdaBS1IBhuHEu+AJ22x4p7afD4MRR3yhq1GbstnfguDeKl2YHcMDZAmsuCI10fma4zVSHQCqGJ8eO49HWA9DJr91ApNDwKquBLaSEHozNh8X3TXpYXjsLi18w2lXyxQYyjQ0yuMmrTiFjm+wOzEZiGPEH8HzvCBL5AWiVcjSZTUxwrsZgRK3CyPLDxUURovEUK4UWCiQxGwtBKpGUjHEyIA065aqpSEChdEMzPkx6g2h0WNBYYb5hbYuEE8yDrtDKobKpUGHTo6HWuuhhpNc/h2+/eBzqlBhtdVb88KVTML9Ni7YmBwZGPNi7rRHrN9Si57wb03UO2MxajE770dlUgQaHGRPdIyy/36K/kKbBmZ+IGx6cRX+PG9PTAVgsOmzcVIOOzmrIlfwn9GrZva8F3/76q5ia8LMQeM7ap5h3AcUoIL0wMZNOPAaxtBEy+Rb2Op8bY3nqYsm8iGWhmEIq0w25rAOJVBcg9qFQUCGTG4dCNq/6Tsa6XLEN+Ww3MqlnIZFuYFGRNBFQlDgWvOkbbtJRc24UJPzWNT7LwtyvFLVKkZXH3FNoMVnQYrZirVG8TjnprBydSLSsgbyUQCCAf/3Xf8U73/lOFvIulGELBoP44he/iHe84x1MLI6M+KNHjzLBOAEqx7Zx48aLxOcozP2nP/0pK9W2lFgsxr6HBOWEKGgstJe2p+948MEHl/0OqptOnnbahtTcy7eheumrDf6EsYBKJsXv3r0H56ZmcXx0ipUp2l5fhSqRCtFAAnftaGUe9u8eOQe3O4wP3rkVSqUMsUgSU+M+1DddmI3TyhTYYqtiOeoUBj+S9UNlkuHkyBQ6Uw7mvbyVoIFPOeq0tC+ExtONjrzs3b45JHNZmJWqUj77jQ6Nj2STOOt14ZR3knnFt9lrsM7khEmhQSCdQHdwBuFMEk16K3Zq61gOM0F5+RPRAAbDXnbOdjvqYFaoMeyfwTFXN+5p2gK7Zn5mzbcQUbC/hrzk4ou86OliCnPpGSYWdz40gBOB89hmWo8NhkbMJV+CRbmTfYZm8tYbD+Bc6MfYaNoP9YLxbZCrUaHUYyAyiw5jJdzxViZqd8QzCb3MjAbdttLx7nGuQygdw09HD+NdLQdYzvr1gsLGyUijhYQPY0lBLT6AYwOTbDJKo5JBLqdUASCVyzGPuFC6jP422SzYWF0BhVSKaDqDYb8fA14vTrhcOON2w6nQQlOUQZYTMS85GeVVdgPWNTuhUa2utBABijLomfSwHO697fU3tGRZLJLCY987hmyxgPqmSmzsqGYq9QLpXA5Pjw3haM8omkV6vPuR7RibGMErQz5866WT+PC9u6HTKjA0Pod9d7RhZHgWp06M4oED69E/5EF9lZk92JChTpMQ3EhfOOdzEXR3TWF4YJaN++ZWB/YeaONh2ktYGlp4JfR6NdZtqGK6L++p23PtFwhnVVMsZoFsLxNyozrnRCZ9GIW8txTmToJyudwgZPKtpWeHVOY8pBI78oUgZBInJCLKtU0hle2BnMq3LexLIqmAVL4H2eTjyGfPQKzYVpabfghFaTP3pq9xBqa8zBlwpTD3uXgMJ2ZdzHtOThzO9YGMZjK8R0ZG2EJQ7jfVI6fc9DvvvJMZ6aSuTiJxVFKNwsspT53qmQuGPXHq1ClW55yM/oceemjZ76N9UEj9crnq9B1f+MIX8Gd/9mfMe04e8+985zusrBuh1WqZAU/bCEZ6V1cXjhw5gn//939fdUNCVCRX2Bscku6n8IeBgQGWq0DG1yv943jqZB97GNfHRHj3m3fAYdVjei6If33iENLhDH7vzXsx0TMDmVKKfXd1Qn6JMNx4NsMMweGADyFfiuUz72yqvanK79cTOj4hNJ5KvhHMy84WNdTXQUxsKYlcmpVKGwp5MBjyQSlSYKe9FhutTkjEEmaUD4bn4EvH0aCzoFFnhXzBOKch705EWN45GfWdJgccqvmwl8lQAC+MHsHe+ka0mudV2Ml7/tLkGFpNVhZZIEB10clI32P9FQzGeqEQqzAe92IyOYM7bbtRq3EilO5GoZiBWbmVCXoNDg6itbUVP3Z9FdVKI3bb31XaXzKXwctzg9hlbWSidf2hQYxET0Mp1eC9jW+FWmosbZsr5PHY8CGoJHK8qWH3otnE1wJ50ElEpTxHfD5PnNZlQc9NNLmRy+aRpnXJLDNYK80G1FgNzNMuk1zIyc7l8vMe8mgS4WgSvkgcgWQSgVwKwUIacqUEVSY91lc4UGcwwqhcnSGJlN/dNz3HjPT2ajsrWXYjJ6AovPo7Xz+EeDaHA/euw/q2Kpb/LEAChk8M9yEZSKE1pcOd+9dBo5WzceZw1uCrP3sVohol3rp+PSYGfdiyrgYeVxA/feIUtj3Yjgr1fJTI+pZK5o2g3PRN9U6mTfBGJJXKoLfbhcF+NwL+OKprLVi/oZqFtV/rNbYWKb+n0W/n1fTz/371EO64q4OVZ+OsXYpkoBdCECnmvVSFfADJ2OehUL0DUvm8lyybHUAhPwuF8sD865wLycw5KBXbkUgdg0Z+J4aGJ1FV50c21w+NYi9UigsCqoVCDPHYf0FUzEGt+4vStVrMnAZEUohkiz11nLUDORHOjbqxb33DRZF+5biiEZzxuLHFUVmqeLQUoYxXT08PbkWo/dHsCD7/9LWXufzYA/3QyZpec1+QB/0///M/mQK7AIm37dq1i6m1k9eaPOXUZqprTtcseeQ3bNjAbDAy1Mv5zd/8TVZOjcTfmpubWSk3KvO2FFKRJyG5VCrFjPBf/vKXLK/+4MGDpVB9+s3as2cPm1hob29nee2PPvooa+9qg3vSFyifq6DBcntnI6RZEXLiIk72TuBz33kB+/e14ra2enzyfffiU//7DP776aN4U2czEsEURoc8aF+/vDoyKV5vsVah1WBDj86DQyOjGAz78HBHOyyaWz+0lI5PY5CzmUkhNJ4M9qlomInQaWSykpedhOrKjbmrIZPPYSYZhjsZxFwyilgqh0JejHucnWgz25iHm0TfBgJueFIR1GnMuMtcxUrRCcwlY+gLeVg0QLvRjmrNBaNrJhzBy+OnsLnahhbThZsc1Zg3KVSLDPRyL3owG0A4E8F00oVcMY+3VN4No1yPbCGGZHYaNvX+C8eQybC/G4134rT/u1iXnYFO5mTrVFI5GrQ29IXd2G1twmTcho2mehz3T+A59yE8Uvvm0n6oXvqbGnbhB4Mv49DMeRyo2rxiQ1wwvpczxJlHfCFH3K7XlrzjtJQbp+w8x5Isl31kJoCTA9OQicXs3IoLRaZ4rVLKWdi63axj5b50GgXbB+WkTwfD6PV6mUL8q5JJOHVatNtsqNEbS4J8NxM6vml/GAPTXhbuv7+z8bIK+K8HVE7uK196EelCHu9+7x7UVV8IDSYBw6PuaRybnUK9VA9bQYuNO+ugN6iY4UTjjCIU3rZvE350+Cye0w9jq93JROR2bWlAa/c0zh8eRd1btmFiwo+GKgs0agWaKixMDO+NZKTTtTwx5kVvjwuTYz7ojWq0dVSic3011OqbPxZXO8I97WpQKuXYuq0eRw8Po7m1gk+ArFGKheiCWNyF38B08oeQSNtLBjqVW8vnhiCT7y69TmbOQynfiHR2iIW2i8UqZDNZqOXbES8GEEu/DIWsAWLxfESRWKyFXPEA0okvI5c9CbliZ5k3/SCKkiaIxLf+sxZnMdlcHj3js2ivsV/WQB8PB1nZ3J3Oatg1a/u3rVgUIV+8Duru17gPMr6pPnk5FouFlTmjmuWTk5NMhO6DH/xg6f5PBvab3zz/nEte+HLIOCdGR0eZJ/y3f/u3sRyUl37o0CF87WtfY8b47//+7+NDH/rQolx6mlQ+f/48vv71rzNxvP/5n//B29/+dqxGuCd9YTDRrAud0HJvwIwvguEpL/ZsqMcvnj2PqXQcIUkWbRU2dFbY8NWfHQUUYtTnlag06HHvQxuh1V3ZIxhJp/B0Xz+r2727sQ6b7E6Wz7sWyS6ExlM+Oxnu8WwWZpUKNtW8arxJqbqsZ5I8xmRwuxMh+NMxaKVKpDNFRJNZ1OpNTJmeROziuQyGwnNwJcKo0ZjYhIiyLAycPNO9IQ8imRRT36/XLs4nnovG8NLoWdTZ8tju3AvJQijdSDCAkVAAd9Q2MHG9pV70nZb34VX/qxiKzqJGXYW7HLshF88/2AdSpyAWKWBUzD+MkPFEs4qUM0Pj7EeT34BTIcFe+/tLfUDH+7JnkOWoKyRyHJ47D7NsCi/MevBw9Z3YYl1cfs2XDOFHQ69ij7MNm2zNzBAnb3jJCF+oJ05/k5ncEkN83gAnQ5wWSvlYiZeYBNMisRRCkQue8ngqjQKKyBaLyBULsBg0LMed8tiNGtUlo0aCiSSmgiFmsAeTSYilIqYc32KxoFqnh1J640XiYqk0U7ynPlxX64D9JhisgWAcX/niC5DKJfi1X79jUXj7RCSIQ9MTbDJsl7kS6dE4GlsqUFVjXnacHT4yiGPeaZgbjLDFFWivdLCJh//3Py/AucmB9Q2VLGVhU1sVO7cvdY1ifZ0DDuPaVt+mUnakzj40OMsiP1paHFi3sQZ2x2I1W86lWTrWrgaayPvmV1/G1u312LS1nnfzGqSYPgyIjRDJ5pXXM6mDyKaPQKX7/ZKBnc32oFAIQaG4jb1OpE+xEHm5rAHx9CnoVfegWJCUxhlECfijX4NC1gKD+kLeKX0mHv1PFAsBaPSfhFg8P6lazJwhMx4iQVSOs2YgD3o2V8D21kuXDx0K+DAcDGBnZTVzEl2OteBJj2RG8e/XwZP+Bw/0Qy9vvGX7Yq3APekLLGecVFh0zEj3huLYv7sV505PoLbTgdPTM/jx2V44KwzsPZc0jeDoDDSvKnHfA1f+IdArlHjXpk04PzGDE5NTcMXCaDJb0Ga0rTljnTyrFVodW4gEC42fz2cfDQVRRLEsNF7DvPKFYgG+dIwZ5mSgqyVyOFUG6MQajIfCTKBvW20NC5GmfPjzATem4kFUqQ24w9kCjfSC90sop+ZJRtGos2C7tWaRsU344wm8Mt6PSmsKmx17SgZ6KJVEn38Oe6tqF32m3It+2H8Cp4OD2Gfdg52WCyF16XwA6bwPdtUdi76LctIFtpgO4LjvO1ifGYdB0VDykLfqHeiPzOJ2RytqNDUIpYPYYwd+6T4Gm8qGSpVtPiydqaUX0KSuwQ/7jmHAHYRWpF8wxMnwJg+4HA6DrvT/lRri5aQyWWaQkzFORjmJvZF6u0mnYmXQGqrM0GsvGOI0MROIzIvPnR1xs9x/q14Du1HD/pbXMDepVWxZX1kBbyyO8UAIAz4vJnwhSGViNFssaDCZ4NTqLjpv1xua4BiZ9WPU40et1ciU2y+lbP96Mjntxze/dghmkwYf/o07oVBISxUXzs650R/wshSSt9S3w909h8pqc8lAX26cbdvSgOCLMUwEk8jr8kiNufDAzg4cuL0DT7/YhbbmCgTnEmziRa9VoslpwaDLxyYn1lpZmkwmx5TZ+3vdLOfcWWXC3n2tzJsrlfJw9tdC+Vi7Gqi/d+5pwpFXh9CxvvoNUVP+jUQxNw0U44B0vrZ5ITeHbPolKFTvKRnoxWIK+dwo5Atl2bJ5D3L5GWgUdyGeOQqlrA1ikRx55EvjTCLWwaB+MwKxb0Ap74BCOj/BQznqCuXbkIj9I7KZw1Aob59viLRl3pteIG/62vaivpHwBKMskm/fuvlnp+Ug7/lUJIy91bVMK+mNwvVRd+esBviv4mWgB9Q6pxljLj/2bmpAZbUJwekw3r59HfMAvtw7irHpANLKAsSKHIqnRqEwKLF7WxMUV3jgoH1vqq+EWaPGuXEXIrIUXk6OwaHSrkljXYCMizoDLUYWUkylMMjLPh0J4+jMBJKFNPLiHAsvbzM6sMfWhFS2gB6vB/likdWzJION8sR7gjOYiAfgUOpxoKKZib8JCOXUpmJBVGuMuLuyZVmvbCCRxOHxEViNQWyyb4JCoikZmidn3WgzW5lgXjmk6F4sFjAUjeJk8DQedt6Hdca2RdtEMv3QyhohESsu8jwJNOnqcS7UgPPBF7HPUQuRaN4IrVKbMBr1os8/A7NUg3NBNczyOWiKGfznuZ9ju2oLNFJVyRCvUldgf1UBPaExvKdlPyp1ltdsXNE5icRTJYOcjPN0JgetWsFC12udJhZGfTkFVZqYcZh0bGHnOJ5iP6Zjs0GcH5uFUatk4dTkZRcE2EgbwKHTsmVrtRMzkSjGAkEMzwUwMOdl11Or1crGTYVGe91V1QOxBLonZtl+d7fWXbZW/OtFPl9Az4AbTz5+ClVOE973K7cxw4UmOUZCfnT7PCwSpU5vwk5HNYbPuaAzqNHY4lhmXxfGmUIpw/bNjcicHkJYJ8K0KIZjfeM4sLMZXd2TeOXgAA7c1o6RKR+2dFSzCYoxTwAzwSgqb5FqFFeClMR7uqcwPuqDWiNHW4cTD75pM7S6tXmfvZGUj7WrpWNdFc6ensCp46PYs6/1uraLc/OgkHXkSCyOyqnN1x9Opx6DRLoOUvkFL18uOwix2A6xmFLlskhlzkIpW4dc0ctKsimkDcvf02QNUCt2IRT/MWz634ZYNH8dS2V1kMq2IpN4AjL5XuZNJ8O8SLXVSeldfuW0MM7qh8rGUrRbZ6192TQ0eu6gVEt6ttxXXbcqUuhuJIXroO7OWR1wI32BS+nnker0yLQP3mAMjU0OHD86DNdUgAkKvXXHerSZLXjh7DCO5V046fNCdHQAWRSxrqUSTuuVH3BrbEaWS3NmxIU6ixF0bb08MwY7GesGKwyK1SmodT0gQ1IiEaEoySErS8Gkk6JSrIGkKEUqk0fPTACH0y6IRWJsqXCytAAKqe4LzWI8FoBVocFt9kYY5Bf6aGk5tdudTdCVGe/lhJMpHJuYgFHvQ7uNtrug0H/eOwu1TIZm0+ISQfSwMRI9jpmUAv5sPx5y3nGRgZ7MUQ3tBDTKi2d4yx80KLS4Vb0Tx33fg6F4EqJ83UKIehbeZAJHMpPYbqyHRWKDNzODLRYtNMocwpjFw013QCW9YGB0wg75VBHPTJ/Ce1rugPoSx7xcTpfgJQ9GEwhHU8wjTgY5GePVdiPzrpLn/LWeY6NWxZaWKiuSdGyh+ZrsI24fFDLpfHk3w3xNdvpuMvIp5J2WXbU1cIUjGPb50euaQ/eMBzqVHC0WK2r1BhZ9cS3eXjr+fpcXM4EIWiqtrF74zfAex+JpnOmewImDQ6z04zveu5sZ6BTNccY7g1gmjUKRSvBZsclWgYEuF+urjg3Vy7Z3qeHkcBrRWu3AWDAAkVWMY1MuOF0GPPTwFvzP/3sBM/4IE1akcUDnvdlpwZDbB6dJd8t60yORBHrOT2NoYAapVA71TTa8+e1bUVW1+mqhvlGNdMpF3LuvBb98qgsbN9dCo+WTJmuC3CBAUV2SeVHAXIY82TEotB8qbVIoJJCjcmrK+WizVLYPIpEaUkkNoqnnoJJvKNVDX26cURh8JjuEcOJpGNWPsG3pXqVQvR3xzF8im34eCtX98xtLm4H0SygWmrk3fQ3QO+lhk/2VlotTk2hS+/Ssm6U27q+uY+mQHM6tCjfSrwB51pg33e2HbZ0W7Z2VOH92EharDiq1HG0NFfAHErhvezu+/PxhHOmdRryriFFfkIXLbmh2LgrvXQ6rQYPdHXU4PTQNQ06JO2saMRYN4tDsODM0ybNuXEPGOqmYu5MhFs6eyGeYJ7zTUAmbUssMcirrRTXJw6k0Goxm6ORyzMSiOON1M097tdaA7Y4a1GgvqJ1fqpzapYim0jg6PgWDLogakxnWhXBzQTGbQvIpD32pgdIbPopzoWnYlZuwy1KBDsN8rp0AedjJi66Tt0IsWnzeg/EkRgIRxEenkMzlWRg5GVqRghMDeAXrdNWoNOoXcsTr0BOZZnn11DeHPDQ90Y0dNiO6QhL8fPoY3l67f5Hg0oGqTQiNHcaTY0fx9uZ9LHR+cduKSCQzCC7kkZNxHk+moVbJYdKr4bQZ0NFYwcqgvV6GGU1I1dqNbKFJCn8kAW8oxmqcUp17ypUmDzt52smAV8qkaLKa2RJJpTAdimDQ68PZqRmckbhhVqvRarWgSqu/KOLhSpBh3js1B71agX2d5Jm5OT/m0zNB9A7NYLTLzTzob3vXToilYuY5J8EbrUw+nzNuq2CTRkN9biTiaWzd1XRVFSJaOioRPpyAIl9E2prFE929+ND+ndi9oxlHXh3E/Q9txvCkF9vW1aLKbGCh/y5/GNXWC9fZaofynMko7+txYXYmBLtDj207G9HS5uTh1KuUhiYHbPZxHD8yjDvvvbgmLufWolgIA7lJQDEfbl7IzSJLQm/q90IsvjAJk8v1QyKphFisRy5Pqu0T0CjvRCY3ApFICbl0vl76pSAPvV71EELJJ5BIn4VGuZWtl0qtkCnvRDr5M8gUd0IsljPRuHlv+hCwUJedc2tCv9v03EBq7kvJFQo4MTPNhIFvq65bJBr8RqEI0XUJd6f9cG4+b7wRfAkuV16n1mFkRnowkoDJrEWF04j+Phe2bCN1URGa620YHPXgU+97EJ/9ytMYmQlCZ9Xh8ZPdODYwgTftWYdax+VrMlLYLxnqZ4Zd6BqZxZbm+Trrw2EfXpkdh1WpQfstbKyTMvtsKswM82AmAatCi0adDXalvlS3nIy24aAfg0EfE/i4t7GZebPHowGEijHUKnQwySqQzRVxdnYW/RIfrCo1iuICvOk4y1neZKlChfryglexdAZHxqdg1CVgM4hQqe4sGaXRTBpdXg92VFRBuaT+73B0Ek/P/gIt2g2o0VSiXtsMyUKIukAiNwURRFBLaxatD8QTOD4+zWo7kiGuUymZMU5GaGdci1fmvg+r0Qu7+sKDSbvBiVfmhlCrsWCTuQkvzY5BJ0thj60eB2fn8PzsGdxbuW3RGH6ofhe+P/gSnps6jXuqtyEihK0vGOb5QhEGnZJ5ylvqbezvlSaRXs8JMDLIaSG5lmgixfLYp71hdI97YFArYTNSLrsWerUSeqUSnRVKdDhsTEdgOhTGoM+PE+MunJC4YNdp0WQ2M4NdX6bkuRQS0uud8rAw/M4aO5w3KaQ7m82jb3gWfn8MnhEfOxdvedd2hAopnJ+aZdcFXQfhVAq7K2tZdYTJcR/mZsPYtrtpUSm2pahUF98nyDPftq4K3ecm0dpgweloGo+f7cI7bluPrt5pdPdOob7GjkA4AbNBjRanlXnTqczeai8XOeMKMhG40ZE51i+t7U7cdd96GI1XN3HDuXqWG2tXy77b2/D4D45j87Z69hvLuYUjErPdgLSBeawp8iyVfAxS2UZIZRfSGQqFKPK5aSiUd7Ow9mTmNBSyDohEUqRyw9Aodq3sniZrhCrXjmSWaqqbWBg821b9VkRTLyOTehJK9dvLctNfRLHQwr3ptyhUErWXwtzrHGwSvxwyzI+5p1jqHOkIvdYqQmuB66HuzlkdcCN9AfoxuWQnSSWocZgw5g4wj2NTi4PN+runA0y0qcKmx5QrAJcnjN979x34x/95GslwAg/sWYfjg5P43I9fxqaGCrzttg0waS/90Eg3nR1tNegam8WRvglsa6nGOnMFmg1lxrpCjTaTDabLeIlXC/liAZ5khHnNfakoC0t3qozYYq6Fokx5Xahh2eubYzfWHc55Fc7JWABHvV42G7rVUgP7Qi1zYcZ0KOjFCe80fMk4jDINmvRmBJMpSCFmXlW6WS+FFLvJg27RFaDThVGl3lYSiqNJgpMzLlZKbmmZjhOBLhzzH0Kj2oKNpq3IUO1z+ZJQ+GIW0cwQDArKw7vw3aFEEifGptHptCHsTqPGbFikhFynqcIZaQv6wkdhUjZDtiBuo5EqUKM2oz88gx3WBtRr12MmcQgyyQweqNqCH0+ehFHejx3W+Ry/ZCrLjPFOSTOeHD6C8dEgOrQNMOrVsBg1aKq1QqdWrlqDi9pGS1Ollf0YU0g8hcaPzQZYeT3mYTdqmbfdqtWwZUNlBTzRGKZCYQz7/TgangIkRVQbDExwjgx2IdyNHiDH54LzYdxmPW5f1wDZawzjv1ZCkQS6+91QKGTwT80f34Pv2IK+iI9FjTQaTCyfLp3L4/aaeqblQMb5+LAHm3c0Qqm6dI7dkbNj+MWLZ/AXv1MDrXrxg63FpmOTjBFfEh21dpwddOOliTHcdd86/OhHx1FTbWHe9J0b6lg+OnnTp3wh1NkvP8l4M6Aa8j3dLiYEF4umWC3z+x7aiPoG281u2huKZDJ5zfugdIzaBisOvzKIhx+Z94hybkHyU0AxOW8Q00Rk+gX2WqZ8eNFmuWwfpNJaiMUapDI9EInkkEubkMx2QSq2QCaxrmicUYi7Sr4F+dTLSKTPQSzWsc8yT7z6zUgnHodMcT8kEg1EYjWKNHmeGwDkFya3ObcOPROz7Pd/6cQ6RV8ecU0yp872iqrrrlnD4dwsuJG+QuoqTHj5zAhTttZplKyOLnluzFYdlEoZWhrtON09heptjXjPXVvwwxfP4NjwJH7tzm1MgOmJIz346289i93ranH/1jYmGLccdHPZ1OjEsNuPo30T2NJUxcLhBWN9JOzH4dkJWBRqtBptMCtXl7FOhtC8MnuQKbNTuHal2oROgxNq6cXeTSoj1e31IJHNsnJqVHZrOhHGizPTkIjEWG9ywqlenHdE5dSo1nk4k8JtlXWsnBrlopNi/FwigZNhN5sgIC+7oBpPivCpbA5Hxydh1kqg1bngVLWXhOIEJVDqf2qHQKaQw4ueI/Ck/GhSA826vQhkfVinv1jFP5Ydg1SsgUpacaGtiRSOj02zsn01Jj3C7ull+22reTsOzo2hNdkFp2ZPaX2L3o6XZgfgTUXRYazFdNyOUDoMoyyAA+aN+PHYEXjdCWjSOmSyeTY2jTo13ta2FwfnzsHZqESr8fJhg6sRmrCiMGtaSHU9EE0wo71v0sMMeLNu3sNOnnYqf0jLlion3JEoxgNBTAZCcIUiEEtEqDeZYJYr4fPHqRAPS0Ox6NQ37foYm/JjbMqHhmoruk6MIp3MYvebOnFkbpqVJNxoq0C3b455zinEncZkKBhHf/c01m2qZbXQL7Xvl44P4ckXupBMpfGtn57Ab713QeG4jOY2J04cHkKLyAi/IwHXbBCaBgWamuw4fWIU23e2wBeMwWrSorXSxqIOqq2GVfHgQ5Opw8Me9He5MD0dgMWiw8ZNNWjrrGS1tzm3LqSy/71vHmZREaS6z7kVxeL6ANlG5hHP51zIZl6BUk11kC9cm1RuLZ+fhVJ1L/KFENK5EWiVd6BQjCOTnYBuSUWUKyGTOlloPOnAxNMnoFMegESshkJ5PzLJXyKd/BHU2l+d35gmD1LkTY9AJF4bophvFNz+MEKxFPatW1yukSoGHXFNsWo/WxzOZZ0zbyRIXatwXcLdOasBbqQvcKUcXFKXrrIZMDYTwMbmSpaTbrPrMdDrYjVeyVtJD7XDEz5s3N6Akf5ZTPuS+N9Xz+ADe7bgL99zD473T+IXJ/pxasSFne21uL2jARUG3bJtIZEtypE9PTyNjloHE5gjj3Kn2YEmg4UJox3xTLC8azLWLTfZWA+m45hJhpnXnAwhp9qI3dYm6MtE3ZbeWPt8XszEoyzPtsloxlwqioOeYZZ/22ZwsJJq5edlaTm1bWXl1MiAqNEb2cIUyjNpZrTPxmPM+KY2eYIx1Bi0UKlnYZJXLxKKc8cimI6GcaC2oXSTj2RieNpzCFKRBLssTviSQWQKCjgUJigli48rX0ghnh2DRbmztC6SJAN9Cs12CyoMWpyYdmEoGIQpEkG10bjox6RW44RO2oLByHmYlW1QSObFrWRiKZr1DnT5p7FOUQVtohZdc89iqhiFNb8LHfJ6nE0N4511+9BorVhUMkyhFuG5ybPQydRwahZ7/W8lyPNPE1W00LUQS6ZZWDzLKZ/0QKuSM+E58rLXmYyoN5tYSgMJzo34/Dg6NMnSDSrMOuyqq0ESWRaJQd7rG0k6nUX34AxS6Sy2ra/BKy/0IxCKo/HOWgzFA9hgq0A6l8PZuRmsszrQYJg3VOKxNLrOTKCpzck84ZcSwHv+yACeOdIHY7UW2XAW3SOzePZwP+7du7hmqkQqRvuGapw7OY67tjTiB6HzCAbjMG+2YvTxOczMBqFVKdj9zGHUznvTvSHUO26e4BqVS+vumsLIkIe9bm2rwN4DbbBa13Yt91uBq62PfikozJ00X149NIB3Prr7uuyTcwMhD7XICJHEiUIhh3TiMcjk2yCVNS3jRaewdAWS6aNQSFsgEesRSx2HXFrDSqxd7ThTytcjlnoZUrEd8fQx6JT72USBQv0upOL/g7zqTZBIqOqJasGbPgjIt1/3LuC8PqQyOfROzmFDfcWi9LxIOo0j7klUanVYb3XcsiKn15s8V3dfM3Aj/SqorzTj1XNjSFRnWAkqqq1LYe8z7iCclSaWm37k9ChqKk3Ye1cHfvH4KRgbdfjmkTN43+5NzDDf2ODEy+dHcXrEhe7JWbRX27GvtZ6VPVpKldUAFTPUXYinMmirts2rl5KxbnKgSW/BaCSAY55JGBVKtBntN9RYj2VTJQE48mRXqAwslN0sv7TiNpU2Gwr6MRoKoFKrx911TQhnkzjsHWP7aNXbUK0xLTJgl5ZTu6uyBaplyqkJ0HdTTUxaaAIgmc3imcFh6JVyBItTmHbl0aAXwa6eY1522tc5zyxTj6c67cRUYgYvzh1FtcqJfZatOBH4DvTyRuSRQ6Wq+qLvjGaHoJDYIJeYSsJ0x0an0GA1sQmel8bGmGffqdFiwOvDgN/P8qdrDIZS7tQ2y2a86BlHY+IMDKK9CMfmS6FRzfHzERci2jRaTA44tC2QKWaw3iFDhWoXXvGocDB0DpVmI7SSC+e/3VyHQDqKn48dx3taD0AnX11RF68VMiBpaXRamHFK5d3IaD81NM2kTgThOZ1UDnVeii22ChiaVJiJxTA852dh8SqFFA0mM6p18wrxr/fsuy8QQ8+gGxaTFhvanHj25+cx4vGidn8V9DoVdpis6A/4WIj7nspalu5BZNI5dJ0eX7YWugBF9zx/dADPnxqE0aFFY5UVDVYFzk6E8cSL59FUbUFj7eIQcKNJwypUuId8eHhdBx473YXtbTWo2GxH9+kJGI0azPmjsFt0aHZa0TUxw6IabmTd+FQqg74eNwb6XAj446y9d9zVicZmKtl08736nOtrpBO7bmvFt752CKPDHjQ2X1xakLM6KRZCQG6qJBaXTT9L5jhkigcXbVfI+1Eo+KBQbkU6N4QiClDI2pDLB5ArzDHF9uUIpc+jIA1Q0b5l35eIjZBJKtkEPQnKJTJnoFHsgEJ5GzKpnyOV+A40uo+VedNfYAJ3IvHF6uCc1Uf3+AxsBg0r6ypAlU+OuqdYemJ7WfQjh7OW4Eb6FUqwlUOGucOsw/hMAJ0NFUygiOrt9nW7YLZomUp2jdOEobE5bNtQi7omGxLTSWzcWIFvHzmL9+7axFST79vRxvJBTw9MwxOO4VuHz6DSpMdtzbVocS6+2VBZqj0ddcwASaQz2NhQWXpQJmO9w2Rnxjp51slYN8iVLGedhOZeL2X22WQYrmQI8VwadqWOCZzRX1Jmv1z/TkRC6Pf7mFo71a7MIo+T/kkk81m06G2o1ZpYiPsly6lVNEJ3lfXjWb3zSReq9HrUWdOI5rSoUG6CP5lhBtGJGRd6fB42E0t5TTQzO5YYw8lgF7abNmCTqR1T8XNM3CZbVKJR03DRcWYLMSSzLtjU+9lrKqNGBrrTqEc4l8aoJ4iNFU44NGp0B/xY19iAuQQpvfuZwU4h/ma5CpmkDJFZG573nkI15DCq65iYWGdjBRqlFvTHZtDqsKMqux/PuX+AiVgfLIp67HNsRDATx08mj+A99QcgK1M03etcj1A6hidGj+DdLYvfWwtQTnmlRc8WGmPBWBIuXxhPn+qHL5JAR42d1VJ1GHXYrqjGXDQOVziM0UAQvW4veiVeGNUK1BqMzGA3K1XXdTaeQvXpfuD2hNDeXAGHVYefPnEKXdNubL27BTvra5l6+/EZFyRiEe6oqYdyYQIqnyvg/OnxS9ZCJ2Z9ETx1uBfHByZRV2XC1tYa7O2sw+jwIGx2B378Uje+/Nhh/NVHH4RGvTgcvL7ZDv/RKGSxIit11zM1h63b6zHe70FfzzQsBg1s5nlv+uisHBPeIJoqLK97OPvEmBe9PS5MjvmgN6pZalHn+mqol7SfszrIZDLXbV90jjdsrsWRV4aYxgCfjLmVxOKamCBbLjeBbOYYlJpfY3XKy8lmeyGRNqNQzCCdHYBGsY/llScz3VBIm0r1zstJ5TxI5T2I5yeQLWyFZGEifClUXz2aehZqxU6Wn57KDEApb4NC9V4ko/+EnGoaUimVrFSiKK1b8KbveN36hXN9mPaFEE2kF6m5U5Qkqbi3mW1oMvGSmktV2QvXQZmdq7uvDtbWE/s1QCW8VkJDpRlHuyfQVGVlHlKrTQ+zNYzBvhn2cNFQY8XhUyPMc3bbnZ34zlcOolNUC2l9Fb5z9Bzes3Mj85qTEB09BPeMzCIYSyBezOEnp/tgUI9hT3Mt1lVd8BZplHJmqJNHnR7GtzZXQym/cOoo5Fsw1smoPe6ZYsY6hcHbVNdurGcLOcwmI3AlgkyZ3aLQoF5rZaXTBGX2y0HGcI/Xg3yxiE32CihkYvSEZhDLpdGks6Jea1kUery0nNouey0sr2HSgUKaj09OQy6VoMUhgyc1gjrNNigkKqhlKtToDejze1EoFtBismAmHsaPRl9FMBfGHY5NsEidSGYymIyfgUJaBa1MD6P84h+EaGYAKlk1y0cnA/3o6BQUCilciQjMKhXuaGyAQiot1XlNprMQpQuw5JVIhFN4eXQEyWIOdWYjNlg7MJj3oaUyjlodPVBc6JfpVACjUS/aDBVo0G3AeOwM6rSTqFC14oHKHfjRxMv4hes43lS9e9HD7X21O/Cj4Zfxi/HjeFPD4vfWGtT/NPG1qamS1TyPxOdD4wenfSx9hLzsDUYTNjgdmI3GMB0MYzIcRk/cgy6RBxatGnUGI6p0ehaJcS1QubvzfS6Qzb9rSwPTrvjmY6+if9qDt71lO7bW1SCQSuLg1Dj7PgrXEzz69ODbe34KEol42Vro9P6ZIRdePDOMqdkANtU70d5YgZ2ddZBJRIjF0rh393rEkhn85IXz+Mpjh/F77z+wSDRQ2PfpY6PYvLUObl8Yk94g7rx/HR771jHYnHqWN++06dFaacWZUTe7d70eYnvBQAzdVNN8cBa5XB5NzXa8/d07maAY543Fth0N6OueZmX01m1YXCWDs1rF4tKsFjmFuWdIrE2+E1Lp4tzhfH4OxWIEEskuJDJHIZc2QioxI5Nzs3x0pWzvRbumyfFwuhd6WTtkhSzzqDukFMp+8W+YWKxihn46OwSNchdiqVdYGL1csQGZVAtSiW9Bq//4hbrpqedZBIBIzO8xq5VkJou+yTlsbqos/e6QsOppjxsbbA7U6vm5Ww4e7r524Eb6ApligXlurxS6R8JcFoMaE7NBtC6EkFIN3mOHh5n6sr3CgIZaKyvJtmdbI7bvacbhl/rwvt+4gxmi3zt+Du/avgENdjPzzG/vrMHUbAhDk17c39aMQCaFZ7uHcLB/FDsba7C1vop5zukGtaO1Bt0T88rv21uqmBJ2OWSst5vsaNRbMBYN4KR3CjqZgtVZt6murqwNCa/NLSizk2iZXqZieebLKbNfCvJKk5c6lEqh1WyFSa3EUGQOwVACjTordurqFhn5ZHi4ExGWd07GykrKqV2y/VQvc3Ka7WdDpRHTyTMXCcXR5AGF3d9e0wCxJI++5FnU2SR4p+EepLJiDAcDeDYyiFg+AYdGgj0OO9tvuYBWOh9AOu+HXXWA/aC8OjyBeD4DpViGDRUOODRaFrLuiqUQjMTRNxqAJzbGxN0MOhX78TmwuQk5FDHqD2AqHEYiY0d3cAIW5Ti08sbSd1G99CO+EdRoTFhv2oTJWA96Q2dhVZBhpsAjNXvwvbGDOOTpwgHnBWE7qpf+5obd+P7gy3hlpgu3V10senerE0ul2bWRzORYSgnlqBNUTaHOYWIRFf7wvPgclTmkKTmrXoN6ownrnQ7MxeJMId4TieFcbAZnxW5U6HSo1huYAS2kQawU8pwPjHhQVWFEc70doUwSX/7BIfhnIvit996JOocZQ0EfBgP+ZR82hvpmkExmsGVn40Vq/IlUBk8f78fwjA/JcBqbapyoq7NiR0ctS485e3Yco6NhtLXF8bY9G+ALxfHSkUE0HrTgTXduWLQvnV6FukYbBvvcuKujGb/o6Ye5Xo3OzTU4fHIYtVUWVFh1sOg1rEwkqeO3VF6svPxayGRyTJm9v9fNcs5JLIzEwyiNSCpduxNJaw25/PpGOFCpQDLUjx8ZQVtHFR8Lt4RY3CaIRBJW8gwQQ6a476Jtc9leSKWtyOanUCymoJR1oFgsIJXthVLWznLIlxLNjkAskiNXyEMutUCEHKKZQegVi3U2BBSyVmSSz6JYSEIt34J45jR04v2sRns88nfIZnogk6+DSKRAkSYRWN107k1frXSPzTIld0pfI6YiIZz3erDVUQmnluuRcNY+3EhfgGpb08W/s/LKM/cNlRYWqt5YaWbl2Vj94XYnBvpnYDRrUF1hwpQ7iOmZEDbtaEB/1zSOHxrE/rs7mYH3w5NdeMf29Wiyk5CJCLVOEyuR1T08A2kO+JU9WzHi9+PYyBQOD09gW10VdjTVsJraZICMuH042j+JTY2VzDO4FDLWyTBv1JsxFiFjfZp5pNuvYKyTkexPx1goO5VOo3D6SpWRhbNTObCVQmHjgwEfJiMhli/UYrZgLE6h3TPMa77FXA35krBrbzKG3pCH5Z+3G+2o0Rhfc9gxeeJPTblZqPH2OidcidMXCcVRG0/Pupn3MlmM4pnpV2FTmPBQ5Z2QL4ToUehtcfZFhNI2aCU29PoCOOfxsnxhQTU+U+iHVtaIbF7CDBwSK6vW62GVKjA27ENvyg2VUs5qk7PyfZUGbNvaAvlCWbByNjor0GazQj8LPDfzDMTZg1hn1aPaYGGTDSTC51QZMBCZxRZzHTaYd+GY93nMJsZQrW2HRqbCI7W78IOxV2BSaLHRfEGwh73XuAs/HHoFRnrPuljM51aFzjEJm416/Ki1mbC92bps3jTl/ZNwHC00zqlGOnnYqbxbNJmGSatCncGANqsFoXQak2Swh2KYi8RxRjqDSp2OGeuko6CUXvq2SV7g/hEP/MEYNrRXwWBUocfvwdMvnAc8WfzBB+9hIdwUqhdMp3BbVS1TpS1ncswLr+fiWujU7gG3F8+dHGRRAZqsBDaLETXVZuzoqIFGJWdh4mT8VlZq0dvrxu7dzfjQ/TvhCUTw7edOo7nOxjzu5ZCR7vdGEQsmsdleiX6vHzv2NWFicA4/P9KFplob6p0WJmZ5angadXYj5JfpgysxNeFHT/cUxkd9UGvkLGXowTdthlZ3bZELnJuDECF0PaGotHNnJ3H65Bh27l4b96o1SbYPEJshklQglxtHNnMSSs1HLgpzz+fdKBaTEIkrkE6/BLViNzPq09kx9vQlX+J1J3KFOOKZUehlnegLfR0RURZNst9DJEuRbTYoJBen3lA+ukLWjlS2G1rl3VBII4inj0OrvB0y2UakEj+AVPZ/5ycEpE1AmnLTgxCJeTWB1cbEXBCxVAabmyvZa3Ko9Pu92OmsZs9enOUhB0Seq7uvGbiRLnSESMTqbdNMHSmEXw4ytki4amouxAx2gjzoc54wBvtnsH5jDVrq7egbnoHTrsf++9bj5z84js5NNdjbUsdyT390ohtv39aJlop5bzw9YO9cX4txdwBnB6ZRW2HCb921E31uLw4PT7Ic5821TvZ5qiNNXvhzo260VtmYp3A5yEtNIe8NS4z1NoMNdvUFYz2USTDxt5lkiE1WkADcLmsDDFcpNEZe5rFQEINBH6wqDXY4q+BKhXDcP45ajRl3O0m1fPGQC2eS6A3Ol1Nr1lvRoDNfU6knMmROT7uZSvauumrMpXshE6tgVTQs3sbjhk2tRlIUwPMzZ7Be34Kdlo2L9uVKdiGHJBqNG7HBuJHlolN0ACv1Fo/hrLsLhcIQsjEZzkz0I5cvYE91NepVRhi0SuidSui1ypIaKT3MRgPuyx4fhcXvr25DEG6kMiMY9J/BgK8BjSYzao0GtOor8LJngKnpN+naMRw5g9OBk6hQN0IqlsOmNOGB6m14avoEDDI16nTO0r6tKiPur9uKp8ZPMUO9VndrCzP5own0TM6y/tzdWgeDZmVGHk3+GLUqtrRW21gEBNVjJ6M94I6z8m81Bh0a9EbE81lMR8JwByJwh6MQS9xsEoZ0BCo0VJP3ghEdiSZxvp8mZWTYvaUBoVwaL06OYvSMG1of8J73H4BMJ8Oh6XGWd36gpv6i64GicSZGvdi8o2FRLfRwMoVX+8YxNO7FpgYnxobnWI31mhozdq6rY1E1g4MzrA2bN9dicDABQIW+Pjc2barFH7/rTvzZF36Gf/7WC/jn//M2GPWqRf1BYe8njwyjZV0lfOE4+76997Xj2cfP4gfHzuEP3nQ7zFo1jBoVRmcDTPDyaohEEuihcPaBGSQSWTQ22fDmt25BVc2tW3WA8/oZ6ZSSs3tfC156rhcbN9fw8nqrEDJukXcBigMoFDLIMDX3PZCSenr5dsXivKK7rA2p7HnIJDWQSmwoFrNIZvuhkW9edkI+nO5haWSu+EHmcc8hiun4s6jU7EUodR429T6IRRdPdpPBn8mNIpMbZx76fCGMRPokFKp3IhH5FDLpE1Ao98x70yX1QHYQUOx6XfuKc3VQtNjgtJeVIKbf2AG/F6OhIPZU1bIypZzLUCRH1XXQ1eE12FYFPKZwgVyxgM12J877PIitQAiHctPJoCbDVKC1vRJBf4yFbtqtOmjUClYTmVSJ61scOPRsD/vB2tVUi3s6m/D4qV70uedKn6cfqoYqC3ZvqEcgnMDx7kmWp/xbd+3Cm7d0YCoQxuefPYKfn+2HSiHH9tYaDLt9rAzV5YTvBGP9nuoWVKh0OO1z4ZmpARyZG8NBzwCO+8aQK+ax2VyLOyva0WmsvGoD3RWN4IWJUUzHIlhvc0ChFOFkYJIJwd1Z0crqnZcbJPFsBqd803hldgwGuYoptlMd+Gs10M+6Zlj5LTLQI7kppPNxVKo7Fz0EjIQCiKfTiIrdOOI/gwPWHRcZ6ORFH4+dhFhsQ62mEclkFjPeMNyuEHxTEcSmYtCnXZAm6nDUNQNoxNi5oRb2eiNkVhm0FhVMBvWiciFXwy7rBgShQIMlhg67DjPRKJ4bHsGIL4hKpQl94Rnmgdhi3otw2oex2FDps026Suy1deCp6ZPwp8KL9ttoqMRtle34xfhJBFIR3IqQonvXxCzz6tZYjdjbvnIDfTlUchlq7UZsb63G3VtaWJk3+oFyz4Xh98ZQKdOiSW9GlUoHSVYEVyCCI5NT+PnwAE7OuOCORljd8xPnJ1BVYcC6Die6Q3M45XEh2heGxJXFO9+1GxllkRnoDo0OeyprLjLQQ4H5Wug0mUdh6EQml0f39Cx+cqSbteXNuzowPeZHNl9Aba0Z2ztrodcoMT7mxZwngs2b61hkD9HW5kQslsLUlJ9NKv7fX7sXiWIO//D1Z5jHvxy1RoHGlgqMD86hqcoCXVQKU5UetW12jJ1y4ec9/SxlgOqmk4Ac1aq/ErlcgeUVP/6D4/jW116BazqAbTsb8eGP3oH7HtrEDXTOZWltdcJoVLMKKpzVKBbXxXK7RWINsumn6UkDMsW9F22bz0+jWMwhXxQhX4hCKV/H1qeyw5CItazO+VKSuVlkC2Hk8nn40mfhUO+HMteOaHYU4cwYq4MeSfct2zbKVycRuXS2nynMaxTbUCgmkS1GIJPvQDr5BAqF+PzG5E0vBlAskHI8Z7WMra7xWSYGa9Gr0e31YDwSwm3VddxA57zh4J70MiXDfKGIOr2RPVzvr66/bFkmm0kLuUwCtzfMROAIuUKKFgp773OzEketDXb24F7tNOK2uzrxva+8jOE+N1o6q7CtoZoJNz1xpo997/rqC15NrVqBXRvqMOby40TPJOqcZrRUW9HmtGHCF8Srg+P47xeOoN1px7Y6JyY9Yab+TmJZ5Z695fLMKUqVRJJJMT0ZKaBSbcAOey2qNK+tFEkgmWB1yBPZLBpNJiSLaXRHXCws+0BFM/Pcl0Ph7CQINxkLsu+8Ujm1q+G824MQeQAbapEuBhHITDGhOEnZbDu1t2tuBmnFDArJNN7svAtW5eJIBKpjPRA4iemwB5p0E85M+FCg8jAa8oyrWHqCWJbGWFSDrmEV7m2twZvWtyFbLMCXSDBP+1nPDDtWCo23L4TGayRSqFQrmwV2KK2oUNZgIjmLzSYX9tVvRSCRxGggwLy6nmIAFpkOrcZ61Gmrccp3HPWaZpabTmyztiKcjeGnU0fxaP0dUJedhy22FmagPzF6lCm+l7+32qFj75uag16twL7OBhb2fT2hSSJKIaGFHiUjifmwePK0xxJpWBQqQFpEqphHNJXBcNKPl7qGISoUsbO1DhFFFv2To7CqNVBP5OAaCeGRd26HX5LGyGyATQRS2PxSWC30sxNobnfCYp0PySdRux6XB0FfAk61Ftvaq/HMwT5W3q+hwcZy0CkawO0KYnLKj61b65k43bg3gEF/DK2iItatq8bZs1RSTQ2n2YA/fe9d+Nuv/RL//fgr+P13H1jUhqpaM3zeCDLRNPP0m/MytO6pwcx3Azh3YhxWs5aF59v0GpZi0FmzfCTGjCuInq5pjI7OMS2NlvYK3HXfetYGztpjpfe018Jt+1vxxOOnsHlbPfR6Pn5WDfkJoJhjRm4uO4Js5jRUmo9eJErKPODZPkgkDUhme6GSb2Uh6YVCEunsMLTKfcuKxUXSvVBLGzAY/g6MijYUilnI5HJopQ3wpo6jRvsAknkPFLlZqKSL03cIMvzTuWGks4NsUkCj2IVo6mUoZNuB7Flk0gehVD0EkUiOoqRhwZu++3XtMs7Kw9xTmSy2NlfhjGeGiatSNaCr1YW5WlL5LHtmWzp5fushui7h7rQfzs3nVh+N1zXcvdc7h7samvBqchK9/jmWr3wpmNe70oKRaR+q7RfypyucRnhmwyysk8oGOax6DI97WX7q1j1NOHJwALWNdiiUMmyurWSe5ifP9jHP7cbaCzPKtL/GaiubDOganoGXclybnaizmtgyG47ilYFxfPvoOdSajTDJlTjWP4ltLdXMMyhAYniehZJpgXQcZoUGjTob9tibIIIYE9Eguv2zGA770Gqwwam52IBYjkQ2gz6fFzPxKJvYMGpkGIp7WCm2/Y4m6GSLPZvl5dSsr7Gc2uXomfHAH49jT0MtIEpjJtF3kVBcJp/Hi1ODmM6NolFrxD2OeyApSuELxlhN8gjVJY/Rw0MaPu0hiKV2rLO1w6Y3sokTQcArmIzhhOs4xr027Kiqwr7mBvaeAmJmgAlGWDQzHxpPS49/GrnCEKShBJqwshzL7eYN+JnbjXr1FLSyBpjVJpjVVYhlbDg2I8ETI13Ya2tGjWELphNPoDvUiy2WLaXP3+HYjJ+kD+Nn00fwjrr9TEBO4M6qLfjJ6Kt4auIo3tq4b9F7q5FEOstC2yOJNDpr7ExM5kagVyvZ0lxpZd5jEp4jgz0TiaMQzWN6LgiZWgqDTYXDM1NI5DNot9oRGo1grs+Ht79tJ0YLESRiWTbxp1dcPCFCtdDPnxpnnmWqh06h5mSch2IpFBN5NNssWNdUgSef70IwmkBDkw07OmtZ2s3cXARDQ7PYtLkOeQlweGQSrkk/Bs+6EQ2dxH27OlBba0F39zR27mzCltZqvP/e7fjWMyfZ/evN+9Yvuue0r6/GiVeHUN1gxehMALd11GF4+yxcR2bh2hDEMbEYnRU2HBucRIPDXLrXxGMp5jUf6JtBJJxAXYMN9z24EbV1ljVdTYADJJPJ160b6Jqoqjbj8KFBPPDwZt7dq4AiKbnnBgDZFmZQZ5I/hly+H5JlPOJ5MuZFYmQKQUgl9pLXPJXth0xaAeky5dSi2WGIxUp4k2eRL6Sgl3UglnUhlylCJJZDLa6CK/Y8anT3I5zuglxsgkR88X1VJVuPWPoQU5Enj71GsR3x1DFIZZuYkS6Tb4dEYgekjfO56Xk/RMvkuXNuHPFUBkMuHxPUPTM3wyIu91XXlsqSvl7GOVXNmUoEUFgDMd50BIXitf/m3vo9sTbgT09lRjoJrlFO9TZHJavpPZeIXbbznFaqzQzM+qOL1rd3VsLnjbKlud6GOX+UKXxv2FrHvO0nXx0sbbuhpgKPbOnAL7oGcXrctayaPIW/281aHOuewOi0j3nZKgw6vHPnBhYKb1ArcX7Gg1eGJ/DY4S4EYglWy/y0fwLPz/RiIu6HXaFjoey7rI2o1pghE0uZ2nyTwcLC4Ks1Rpz3z+CgewQz8cglw+cp5LXXN8dC2/MootakgysTQCKfxV57I7ZbaxcZ6CTiRkrzL7iH4U3FWTm1nfba62qg93u8cEei2FVfA7lUBFei6yKhOOLnY+dwwncO1SILaiItOHnOhZeOD6F/zIN4Mg2zQY1NbVVo3ZCB1gTsr7sPTZUVLK+cjHA6Fqprfmj8VUQSEmy0d5YM9OWg+tdmdREWfRi15iDqdXPwic9jODi1ouOyKy1wqqowkcwjkum/sF+5HHfVtmBHVTWSSGNgLg9R2oxD00cQz114YCbj6OGaXUjns3jOfWrRvum9h+p3ssmW56dPY7VC43DME8ArvWNQymW4fV3DDTPQl0K56tVWIxNsJH0AeU6E7U1VsJs0GJsJQJYUoUFmwmTvHI52j0G62YAfuPtYTvsWe+WyBrpQC91gUjPDmELbSSxSWhRBngaanBZsaa/CL1/uxVwginryoHfWsfKNwWAcfb0ulmbjSkTZ5wwKBWwFOfZurEKlw4CfHezCxIQXkXCSbUu8465NuK2zHv/7ixM4OzK9qD3kiW/pqIR7wg+HRQevK4r337UDGbMY/S+Ps/D7/rCPqe0OurwsD/6Jx07iG195GSNDc1i/sRof+ugdeOiRLayt3EDnXCt7D7QxDQZKI+OsAiiMnInF2ZFN/RwQqSBV3HnRZmTA52hbkQn5gh9K+XxKWb4QQSY3DaWs8xJicWOQwIjZ5CuoVN+FUHYQ6UICaYSgllQiX8xDKbHDk3gVEpGOGerLQfXUZZJKpLI97LVMYodS3oGsyATkY0inXmKefvKmg7zpNPHAublh7mMzTNx1KEpVc3IsxP31MtDJOO8NuVnKZzKfwR5rE1QrrFzE4dwouJFe5kWiXOqhoB9SkRgbrA4mLkYq4Jf7TH2lmYWll0OCTs0tDgz2u5nSdF2VBYMU+imTYveBNgz2uuFxh0rbd1Y58NatnXi2ZxjHRy424MgIbK6xYce6Wsz4IjjWNcFCbwmzRs3y1X/v3t1orTPjiHcM/+fJx/DDrrPQSOTYZ2/BbfYWNOhsUF7iBiRZYqx3BWZx0D0Kd5mxTn/Hw0E8PzHKQrorDVoEC1HE8hnstNVhl60eRrlqcTm1eBgvuocxHg1go9mJfRUNr6ne+eUY8vowGQxjT30N1DIZZpLzQnFmWT3zik/NBNEzPIN/eekp/KT7GDrytWgSN7Gw9c6mCty5qxX7tjZhY2sV6irN0GvlGIoehlHejEp1del7ouk0XhmfwFR4DgrxLCo1G7GjoXpZAz1byGA2NYXeyEm4kqPQSg1oU+vRadiIGnk1zvmfgSd++QkggR2mDRhNZBHJ+JHMUR76hbG30VyDgiyL2xvqsM2xD4V8GF8+8zyG/X4WNUBQuby31O7BRNyHI3PzDysCSqkCb2ncg4mIFyc8FyYBVgukwH64fwJTvhC2t1RjQ13F61Kj+2prn588P4FAKI5d2+ohsklhr9Ljw/u3463rOiGezWCq3wtbtQmj/hDESUBaEOOlyVEcnBzDSDCAVC5bukZ6zk2ytBdNpRYHB0YRz2SZYF3En0RHgwOtdTY8/VIvpmeDqGuwMA+61aBBlETqzk9B79SiJ+BFJJnG/pZ6yGIFlmpjr9Dj3t0dOHCgAz5JFmKpGK+8PICjh4eQTGTwe48eQI3FgH/97kFMeS/ci4iKSiMMJg3y8QziiTSUGQne+sBWDMzOIT0Rx5wvgsOnhvDdbx/G8890w2BU493v34P3fGAPNrGQ+9c3LJGzurhS2dJrxWrVoamtAocPcSPqZsNytwtuQLoOuewgctnzUKresexkXD43SqMD6ZyHGehi0fwkZTLTA7msHhKxZlmxOKWkGuOxn8Agb0E8R3o75F2fQUpCz0YiaGVO5IpZFjYfSo8gUwgjnp1ctr2Um57Nu5HPBxdeN0Mua0Ze7EAuc3qhjeSlaQCKERTzvuvbYZwVQ5VW4pkMfEiySGsSiSPH2Y0wzrdZ6ln1nLVCnoW8X9vCWR3wcPcFaNbOoFTAqdExT/E2ZxXzpJ+Zc2O3s+aS5cCq7AYW8u4LxWAtK4dGYask5DQy5EFTiwOu2RA8vgjqGu1w1phx/NAAHnz7dkgXSixRvjmVZXv8VDfyxSL2NNde9F0GrQq7N9ZjZMqHo13jaKq2wmRVYiYVwUwiBINDio9UbcfAqB9HeqcRdvXi/k1t2FJXuWxZqksZ6/U6EyZiQXQHZjEY8rIQeV8sztplUssRzichLsiw1VIDm/Likm6+VAy9wTl2M2wz2FGrfe3l1C4H1RUf9Qexu64aojzQN9MFb9wFebIFA/FBdjxqtQxns72YLHrxh3sexGbHxaVeypmIn0M0F8YOy/uYmjsZUqOBIPq9XuY9DcWHUJTYsbN+vpxeOfFcBL70DIIZH7RSPapUjTDIzCgWo0inzkAqux1VUjHk6sM47D6HO2u2XlR+ayk2JQmWOTGaCEIjG4BS4mDCOASdF6tCh5GYFxssTciLt+K5qWEMBZox6POz9pIqvEGuxSM1O/H4xGGY5Fq0G+tK+zcotHi4fgd+OnqUKb63GC9MTNwsSCV/yO3FpC+ERocFTf8/e/8BJdl1XmmiX3hvMzLSe2/Kew8PkAIBepGU626Zllpu1mrzep6me7p7vTczPerWUutJM5xpaUjRiUa0MIQtAOW9Se99ZrgM7/1b5ySyqhJlUCBAwjD3WrGyKvLmjRsnbtx79vn3v3e1kEy//zcNbyDG6KQHd6UF7CouB1doszvpdKwZHl67NEt6Ic4nPraNVWWWfWqz7GdfWYkh1GdJc45QPM2g2ofbZCLnTZOP5tDXmQj5Q/TUuKV5nC8UZ3dfI3aLgRdeH2ZqMUBrayV7+5pl+0sqleX8pRlS+jLZQoa+Wjd1DhvxWBrvSoSde5tZWpqXx9xbJ6pHaiZ9q+yt6mDk6iKxSIqaWge/9+R+/vwfXuPP/+E4/+mffUz2t6+js7dWyt4r3BYmZ/0c7WnhRdd1/o+vH+dIVxtlt4aGbVXs621hZ9v7f85s4qNL0gUOHurk6185yfxcgKbmtUSUTbxfZnEdlFGSS/8Yje4BlHfoCRfO7YXCJAU0qFVOtOq1a0S+GKBQCmHV7bztb8QitDCLyxR8ZAshnKadayS8nEetNIBCxUrqNL3O3yBVCKBSaMkWA2iLZsq5MXQqF2rlRt8CpdKATt1GWkSyqY7I54za7eQLyxTTPyKbPY1KXY9Coaesal2rpqtcP7cx3MSdIWJQRxZ9lC0KqnUGdlXX3dMT6t3K2it1Fg5UtmHVfHSI+a3+Wu+N3P39n3NtYrOSfgMiWuvr02coqrNMhP0EUgm2VtaQyOeYia6twt4JYnIu4tJmlm93B+3qrcXricjJc1uTS/ami/vcnkMdRMNJJkc3ytvbqyokUT85Mcupibm7vl5dnQ1no4EX5of45tWLxNJptjrqeai6h52VTXxx307+w2ceodJg5CeXR/irl87I/eXuoQp462u0WivYU9kgzcqemxllJOYlWIqRLufY6qzlcFXbbQRdxKmd9c1xMbBIjdHCw7UdNFkc7zlBT2fyXJ5Z4vXhGbQpuDywyImBq8wFJ6lQddNc4+bA9lZ27ahlxjpKoJzmN/sefluCXiwVGI2+Tp1xBw6dU67qnllYYC4SZm99Pal0lCI+9jQdurHoUSoXCWZ9jMeuMZ0YRqVQ023dQbtlC3ZthXzv+fwganUzSqWFQt5Eh7UXu36Ss8sLsufq7bDL0c98Oiul7MnCxopBt62alXSEWD5Ni2UvbY4iRZ2f/Q31ZPIFjs/McHl5BaPSzMM123jVc52V1MZqQZ25kgfqt/DywjV8qffX5dYfTXByZJZoKsOhnmY6al3vO0EXiwYjkx7GprzUNDnwatOsZlKyx7ynwi2/LwNX5zl1chz3XjfaSj1P9/Xx6JYOvnhoO1/ct43DzU1o8gpmFoLMLQQ5c3Wa54bGOJX34sunaKy0s7AQJJnOs29rkyTor54aY2zGS3Ori739TVQ5LaQzOZ49OcRiIUlLg4sHulolQRcQPhgiScJo1JG7JaGitdJJb60bHxla+msw2wzojVoCy1GOdjQRWInxF//4ujTrWYdwiO/oqWHs+iKDl+f46798mS3OKrR6DSl7mT/60oO09VRxfn5Jmutt4pcXt55rPy+YLXq2bG/g7KmbrWKb+AWjOCdK6aBqJZf+CQqlGbV2jfi+FYXCNMVynlI5i0G77QbJT+eG0Gs6blTV11EqF6Rbu1bpZjn1Km7DAULZUdRKK7lSjDbzxzEUWkmXYiwnT9Fk/jipgg+rpoNobopCMUcke/2ObXo6TSelUpz8m0o0kc9uNTwKqkZpeJcXWe83qukJysXAez92m7grSqUyFyYWCZbSNDjt7H6PCfqtlXPxb0HOd1Y0fSQJ+iY+etispL8JfVnN3HIMncpDWaXkm+MXeai5jWabhZGgD5fBiE135z5qQdLnPCEi8bScXK/DYNDS1lHN6PAKe/e3sbgSZskTprHOSUdfnZz81jZUSGnpOtrcFfzq3q1898KgjB95oGfNZEz0FXvSUZlnLghZpd7CJ7ZtIebP4pmPy2ililsWtJ0WI7/50G4uji+wFI5xfcHDuakFWVUXVXqj7u6SVCHxF7mUC7GofM/bq6uI5jMoykqEirpQLMub4Tr5FkRzLOrHm4rRbHGyy9XwnsmUcvkC0XiGWDIj+/qFuZuIIwvkUuxprJcRXHpDiWDZS63xyI0+9MWUh+Mr58inzRyp3MmOyrev9k3GL5ApZdhuf5C5cJgRf4B6m1X2fg8seUgXJumv24ZBYyVbTLOa9RLK+WQ+uUtXg1NbKUn6rSgWPZRLUdT6Payn9VUaDhDMfZuoMsi5ZTWHG5ru6Sgqqun1opqeTGBUTWJUi5vYWuuCUa2j0VQhI9mE30CXrZ8z/hGixR5219fJhQahBBBSfYfRQJupgWcWL/CFlqOywr6OXmczkWyCZ2bO84XOY5jfYQTfu4UwZRMr6cFYiq76SuorbD8X9cU7RTyZYXB0WcrFTY0GprNhupwu2mzOG8cnJOvHjw9TuaeShpZK6eAu/B4ExAKD+C6Kx/bWWhLpLC9cGOX40AQqhw5HQY3HF2V03EOVy8KurkZihRznr8xybXyZFllBb6K6woo3HOfHJwekieEnD/TjMN38jHzeiIwJ3LZDVBlvn6iKyY9Ifrg8t0wpm6NKZePg0S5aPRGpELgwsMT/XnqFf/mFB8llCgwPLTEx5sXvieCsMNG7q4kHD3dS0e7kh89d4tToNA/0tOMJxnhhZILP7drygfi8NvHRxe69rYwOLTM2siJ9Xzbxi0O5nHnTLG4XxfwYxcIoBtMf3FHmLozlRC+6IOl67W5ZzRbIF5cpl3Oysv1WJHIijs3AQvxlDCo3qWIIk7oOX2aQBvMDOHTt2IpBisocgcwwLkMfjebHmU88h1O3jXDmGgpFJ8n8DGbtxv0LWbxO0y1709VvKtHEMZnM/4R49M/IZF5/cxHdQVkcW2ECVJtqjV8UBhY8DAa8PLSlja1Vt5sP/qxIF3LMJAIspcIf6cr5nbApV//oYJOkvwkhCT2kamI8FqHaaqTG4GA1mUKhSRAuRfn+9DU+3tJDld5622RU9Mk2uO3MLAfZ2b2RDNbVO/D7osxM++locTM0vkKN20bf9kaW5lYZuDwr49luvdkJ9/Yv7t/Gt85dxZeN0lJvJ5hN4tAaaTA5qTZYpfGbRAtUO20MT3ukTFa4QBvf7AkVzssHe1u4PrNCKpPDatFxed7DpdllGfl2qKMZ+y350iLzfSYSYiIURKkqo9KVQF2k31ZDvdEup/4iOm007JcyeFElTxayLCYj70mcmshujiWzxBLpNbf1eJp0No/RoJVS/wq7CaNNSzJS4tGmLlxmE8VygfnEJZy3GMVdD49xKTxIo7aNgtbM3nu0K6wjX8wxGj1Jg2Ef11ZWpTP7nvo6XEYjVxdWSOQCtFapUKvdsmIez0dkpbzF1INZc+f4OmFKk88NodZ0r5nTUESr1aJSWWkw9ZNnGrWimgsrSxysa7xnRryopv9o5RXazRUkctNYdd03ftduqeQN3wT+TIx6027qjCNcWh2kzngUk1bLluoqOl0VzEcixMNZ4nElXxl7g3/e+ygG9c3FmoM1/YQzCX4ye47PtR9F8wuIIhGLPYurUWlCJnqtj/S1SIO2DwIWVkJS6m126Yloc1gUKh5oaNkQBTM6tMRzL16XBH3fllbaHXd3B46lM5wfmcM3E+KPnzpCW1MlJ4dmOT02R05VJpzMcHFygedCcVY8Ebobquhqd0uTuEuzS1wcmqfZaeexAz2yj/1W87mpCR/tnVWo1Eri8RTelSSdnQUMhpuLZcJscl9bA6cL81waW8DhMEnn7D/954/w519+masDS/zx6D/QrLPQ2VXLwcOdNLdWcvX8DGqjhpEpL48f6OXihWme++k1Guoq+NTWPv72xEXOLS5yoPH2Fp1NfPQhrmm/CAivgx27W7hwdpLO7upNU8JfJES1WVlJWWEim/47NLqHZPrJnVDIT1IoxVGpW9BqWm6YyKVzI9K4TVSyN+y6lCCZnyNfKpMozOHU7ZM9yaHsLBZtE/WGg8wm3qCkLVJvOsJ04llmYy+x3fXPceq2EM/PYdG2EcmK/nIFOlUlGtVGc1GtuplcYYZcYQ6dpnXtOU0zOt3DZDMnyWouYDA8DqomKExTLvqlMd4mfr5YCIV5cWSCx7Z2vGcE/VZyLtKGfpnI+TreC7n7Jj4Y2Pwk34RarUSfVfJUdS+pdAlPOoQnmuJgRSdPNmyRDpPPzA3xmm+EkegSoWxig7RKZGcHo2tZyrdCxhr11OJZCUsHeeEUPrOwitlioHd7I16RcTxzU15VKpekM3uACA3tRs6vzDM2H+SBqi72V7ZJkn6DoL8J4Up+YFsLJoOWs9fnWPTdlOcLWbbImxQEaDWc4lO7+vj83i1EU2m+/No5fnBpWEqMl+Mx6dg+HPRRUucR3K3PWc2DNZ00mNYk60KCJCrlx2pbEZz3H2euc9o7R6u5gm3O2ndE0IXEad3YbWhyhTNXZzh+foLBiWWpSLAYdfS219wwdtvSWYvOrGUmGmF3Y50k6GL8143iXLoWCqUCx33nuBYd5XDFPvJZE9urajBo3v64hqMnSWQLBIJ16NQqjrW0SIJ+fdFDNJ2i2jVHqJBjKT2HUWWmz7abZlP3XQm6QLEwLVftRUbszfe9Vk636XdiUWZxmdZMBy97V+7qqC8gstwbDDVMJotyQlMopW78TpwPHZYqxqIeNEozrZYtKJliOLJyYxudWk2ny8UjbW18qnUP0VSBP7/4U8YDgRsmcwKPN+2Rn/NPFy7cONafFxKZrIzymvEG2dpSw/aW2g8EQRfqjWvDi0wuBFBUqQlps/RWuDlY27iRoA8v8Y8/uUDVLjdP7ttyV4IuHNFFpNrxgUmCcxGeemgrXS3VTM2voszDH33sEP/+Uw/x5I4eEqEMw+MecuUyiVKO5ycn+C9vnOT06AwdFc7bCLrA3GwAg0FDVbVd/n9izEMolOTyxVlisY3xWOJ7c6ynFawaXjw3yvSUjxPHRzFky5jySnI6JRVbKqmps8tYNdG/LvrTU5E0hVxRJlY8/YldZDwZXjk7IhU2D3e2SaXOUMD3c/k8NvHBxs/7OnErtu9sli1j166seS5s4ucPEU1GyQuaXrLpH6NUOdDq7yxzL5fT5HLXKaFBr70ZmZctzMqKtlbVcNvfiEx0ldLOYvJFjJpWlEoV2VKSIgU6rU8xm3wDb3oQX/kcTl0nFbouMsUo8/FXqDMfQ63UUSqDWmkhlp0nLGXvG89JcR8WJnLZ/Jjsl1+H0fRZVCoTqfRxCvkZeYwi+33T6f3nD288zvevDLG3pYEd9XXvCTkfjixzwj9BrlSQ8bQ7nJuy9k18uLFJ0m9BfZOTyHKcz3Vtp9FYyUjIw3Pzw9L18VOtW6nTuXBLIzC4Fp7ndf8oo9FlwtmkJBd1lTZmVjY6vQsYTTpa26qkTK+1ySWdmoVLdFtnNVa7iZHr8yyFQwyGl3jVMyrJlkmt48mWrfybQ4+wGshwfOhNF9K7QJDx3tZqtnfVMbMU5NLIApns2s1IEOyexira61xS/i6k1V86uIPfOrSTeC7Df/zpq/zl66dYiK6iNyjoq6jmodpOmszODb1B63Fqr3mmpHT2n3Xv5Vcae1hOxTi+PMVCPHxHoimeE4sXy74Io9Nezl2f4/j5ca4ML8pYKRGt1d5YydE97Rzb08H27npaG1yycr7u5h1IJLm6vMKO+lqqLGsy7WB2jmwxSa2xl2QxzU9WjrOaC/N0zSN4o0UarDZqzJa3/RJEMjFOL59Cke1nZ109O2pr0SiVXFqcZS4xidE5QroUotG8j17rHmoMTWjukMu68T1nKRTGUWs2yoALb/oCKJUm6k07iOdG6ak0y8r90Oq9Sc4eZz/zqQi5sth+Y2+mWEgRWEiGqDXuptqQZyo6QSibvN0c0FnBv9r1ODazipeWr/HK1DRDPh+pnDDoUfGJlv2spuKc9gzx84BQbEyurHJ6dA6bycDh3hbcttsNCN8PhCNJzl2ZxZtJkKooYbMYeLChjQbrGgFex+DwIt/8wVnaDzTw+aM7qTTeObVgKRTlxPiszDe3xRXs29aCu8Yuv59ikerA1ma5yKZVqylE8xAo8OSWHp7e24dKrcbjj+FfjLLkizCRj/D8xDgTwVXS+bXvdiqZZWkhSEfXWhXC542STGbp7HZRW+fgyqVZVpY3emooCyUqi1rOn5vkr//uVfm9/uKXDvAv/tmDUhY/F4lRdGlwV9kkiR8fW0GhVFBO5phZXKW3sVr2ti+e83JxfhGX00Sd3sJEYJWRoP/n9tls4oOJ9WvaL2oxfe+Bdnlei7aMTfx8IcluYc0srpifolSYQGf43F23z+dGyZci6HW7ZTa5QKmcI5OfwKDtu03RJszicsUY3uQ5OU+wa7rIlzIk8l5aLY/iSQ/I+7xT306unGI+eZYmy0PSIM6fHiCam6Pe9AjZUgijupFCuUA4M3zb/VFAZLQLX5hs/ubvlEorev3HUJIkkX6WUikPqmYopygXve/pWG7iJkRR6NmhUVpsDo51rSkb3g05H7oDOb81CviXCWIGXhStqe/ysZmT/sHA+1+2+oAgky9SNqqJLYbJx3P8SluPrFC+Pj+NQaPgcE2nzDoWbu/HGlrotdURzCXwpiNcCc+iUiixmUzMT0XpaKjEoNtYva1vFG7vUVa9MSl3n5zz09JWgaZdx9WRRZYH4hzc1s3uimYcupsTfotNz68f2MG3zl3jmaujMm7tXhDE9tC2Fsbm/Jy+Pkt3s5s69xrBaHI7MOo0XJteIZhMktOU0Dk07DTXsOKLMjkdQhkX8XEKVJaN6zciTm0s4n8z+quGGuNNOVm92c5SIsJEdFU+GvV2zGUtcVGJS2ZkH7ng7kJFYDPr34w608vK//0gmExxaXGZrbXV1FjXSHc8HyCUW6TJtIvVbJSXvKdx65w8WHWAiWBQXmBE9fPtIPrbfzz9E7QaHZ/p+JhcbAnnAlxcHmY1JQzjutEp0zj1j2LS3O5iezcU8qMolS5U95DMGXS9VGZG8GeG2Ve7j1NLi1KNcLeKrFNnp9lUx3giyxaLl1wxila1VskXTvTdthoGwkvUGTupM28lVhhnINTIseqO2yZHJo2eX+88yndnT2Ay56QPgTCZq7aYaXc6ebJlL/84dRqH3kx/xbu7id6KYDzF8IJXLhYc6GrCavxg3Eili//CKqPzPgp2BUarlj2V1VSbbl/kuTw0x/d+cJ4DD3Tx5OGtd2xTENL2oWUf6VyB7upKPOMBKqrsOKutnBuYw2E10tdefeNvR6Y8vHxylKpaG+5aGyVVmc/s7CcZTDK64EdZoZVmelMLq/K7rTdoaHTZUUWKNFfbsVgNsl1katJLe0c1KytzNDW7pKR9aHBJVtYV5TLjYx5pZumusvKlT+zj4vwyVOqoqXNS11DBwkqQwVkvx69O4Tiylf2HOmT1XLhqX784h8FmYFij5qnHd/Dfv/wq0YEQgyYdNS4ryVRO+lgoUdBdsdnTuYmfD3r66rh6ZU62XRw62rU5zD9PFGflj5LCTTb9N2j0j6JUOe+4aamUJJM9h0rdivaWvnNB0NVK4Ynhvs0sLpodIV/MEMhco9n8STKlEPGCH4eug0wxTTAzTY1hK5RVmEstLCbPUWfaTq1xDwvJEyzEX6PP+etU6LdKAzm7vpdg+hKB9Fl06kp0qo33UoOmn0T2JFq1qNivSaC1+gcp5C6SLfpIZV7EbHySsrr9zd70+7/nb+L+MB+NcGFxEVtZx8N97T+zMWzqTVn78puydkHOf1mJ+UYoKL0nzuybHjMfBGyS9DehVavwxOJ48mmi5yf42GPb+FhbF4lsjkuLfoqKEjsqGqm32GR++qG6Jhl/JR695TqC2TXCHlRG+eHQZXZ3NFFtsN/ohZGy9746Tp8dw9Fhkb2nM0o/TVUV9HvqYbWIM2HAYb+9IieqjL9xcCffPHuVH10e5qkdPffsx1OrVfS311AVtjAy7cUfStDTWiUr1iJmyeE28sPREbQGBd31LrbXNtHa7yKXK3B6Yp4fXh7GYdSzv6MJt9PIWDRw1zi1bK4gSXguUcAR18me9uupJZkVL5yvO1yVdLdUSbOrn8VYKpxKc3Fhib5qN3W2tYUBUT33pEepMXQzk/ByNnSNfmsHeyu2yvzx+VhELqTcq8dbSLxF9Xgm4kFvnOFQ9eNEih6CaS/LoQTZtIkn259AqfSRyhsxqm+X6d0NpVKUQmEBnf6h236n19+8iSgUBqoM24kkBkiV2tlfW8/p5QX0arU8z+6EXY4+vr/0Et3mZmK5UVyG/Td+59ZbsWr0TMUDtJt34U0NEcgsM5tw0mq5PVamQmfl4/V7+MniOfmzp7KF2XCYMwuL2PR6drm6eX1pCKvWRKOlineDfKHI2HIATyhGZ61LLhh9UIzGhOLk+ugy8/EwCpea7kqXJJka5e3mhyevTfLMjy/z2KNbeORg322/zxeLTHpXmQ9FaHE5aWt2MnJ9EY1GhcVt5uLQglSNNNfenOhOzPp4/vgQBqcObGpsVj39tVWE/Ql8wQyfPLZVmlCKpIWlSJTpQIhYKsvErJ+l5RANrS4mC1FMGSVOg55CtsDkYIC66ghKtYpkPMNrrwxLmfyBwx08+EgvDudalaul1c33Xr/K60YNR3ta+cQj2/B9J0Esl+WZ8yPS36KrtpJKt5W6OievvjDA5fMz9PXU0txbxeSgl+buKvz2JKV0kS1VNYxGA6iUCjocm1FGvwy49Zr2i4LwS3jh2ets39mEybw5Mf/5mcVNgGYvucwzKFVVaHUH77p9LneJIjms+kM3ru3FUpJcfhaL4egdzeJE29usNH/rR6U2kUhPoUKNVuXClxmh3fIw3swwKkxYNDUyfWck8hN2u/4JweyEjGJbTJyi0XSErDCWK2ex63oIZ6+hTZ2izvzxGyarAiqVA42qVprIGXW75XNKpRGN7iDl7AWyuUto1F1oRd+67E33otgk6u8ZpsJBxlYDmHIauppdWH6GRfp1cr6UDFFtsG2S8018pKEo36sR9pcEfX19ZDIZJiYmCEST/PSn17HWWujtqKXGaeHbo4MI1XW1U0u9xcFqPE+dySpJ6FsRSaR49do4TZ02wsUkOpUGl3atGhfNp5le9lGOlmkXJhkpBft3tOD3Rrl6bhqjUcv+B7rRvqUKv45QMsU3z1yjxm7h07v67ss4R5KjWR/+cAJrpYGlfIxwPoVeo0SRUFCvt7OvoxHtLb3AqVyONyZmeWV2gqKyxIPNbTzR1Y0KhSTk607rwtxNEByTQbdWJbfosZr0mE06vOk4E5FVma3eYa+g0ex4x7Ea0XSGc/OLdFa6aKlYk3OvG8WZVC4mU1Em43Mcde2hzdJIppDn9YVZ+lxVUup+NwSSSa6ueLDoNISUJ0gWF+iwHMOmdRKJaAlGyxxsb8KgVeBPvY5dtw39XUxy7oRs9hRKhQ2NdsuG54vFIsPDw/J8W88WFrL4YOInLOVt9NmPEUrnuehZYn9tA667SKhf9Z2VRnfbbTnsuq3o1TcJtHD+PxuY5rC7g9X0ReYTkySLe6W3gF515/NqMDTDCd8wn2s5jFvvkAsY8+EIM+EQC3EPwXyQ397yEJXGu4/pvbASijG66Mdm0tPbUCXVHB8U+FfjXBidJ6TJUlNtY1d1LU698Y4S/Rcvj3Lip0N84rEdHNrfeds2y+EooysBzHot/XVVmPU6xoaXZdyiudoijR23ddZJtcs6ZhcDfOf5q+QMZZqbXTy8tYM6uxWvN8L4uJcdO5qwWg23HYs3luCV0yMUjUpMFj3BSEK2klRV2ygFM2RXwhhSOjQ6DVt2NMkFwmw2T8Afp6+/jgrXTYXA1LSPEyMz0nhuf1ujdJv/5o8uYrBpyRrg147tlCkK8ninfIyOrJAo5GUF5NWTI7Q6HRz9jW1MhkI062xsaa3lzPICHY6KexrpbeLDjztd035R+MF3L8jvxiNPbLzObuK9QTl3WVbTCijIpZ/FYPkj6YB+JxSLEWLx/xO94QkMuh03nk9mL8muStNbctGFWVwgdZLl5GVSBQ/9jn/BdPwF6Qhv0DSQLkbptHyc2dQZNKI1TL+dK9Ov09e8m4HIP9Dn+CRmtYPh0LfQq+20Wh5DqzISygxTRkU6v0yqMEOz5Wmchl0bXrtUShPPvIxZd0SS9rXnMqTj/5WSopJ8OYHN8tsoSyEoLoD26AdmQfnDjJFVPwuxCC6MslXlQE/TOxrXt5LzNov7Pa+ci+uYgLimfRghjt+fXeT3f/jwu97Xlz/1Km5dw4d2LD4q2OxJfxOxfJbvzl7lQmIeXbuGpVU/p5an+Or5i+SyWRZjUab8cS56F1jMenlteYprq8t4UlECmQSRXIpkISeJdnOFC3PaRLe1VvaOil6Z475RVtJhdjY306yuoFJpJJ8v4gvEcFfbqKy2yar01Nhalued4DQZZUXdG43zvYtD92XYI3q6q2qtBDRpfnhlkKlFL9srq/l021Y+v307Zq2Os6PzMhrqRpxazE/BUpDOzUddzVwaXOZ/+uYL/B/PnJaxUIKgW80GWa0Xxm6HdrZKY7fGGid2qxG1SiUl8A/WtdHjcDMTDfHK0iSzsZDsf70fxDNZSdDbKpw3CPq6UVwZDefDCywmvXyi5iFJ0MXvrng9uI3muxL0QqnEgMfLhcUFquxFioZRuUrfbtkjjeCKSTehGBxoa8Sk05LIz0gzmndC0IvFFcqlmHR0vxPeuiamUOiw6fsxKcKspOeoMpnZUlnNRc8ysexGE8Jbq+lLGT/5sptYbmzDPoVyo9ZgZzzqpc64G70qg04VYiRy9/66Lc5Wtjib+MnCORL5lIzP63BV8Gh7O4+3bkWvMPFfz7/MkM+zwWTu7ZDK5rk4uSgJem+Dm93t9R8Ygl4slhieXOH566NELHn2dTbycFPbHQm6+E788Px1zr00xqcf33UbQRfS9jNT84x6AvTWuSXRFQR9fiaA3xuhaFLL/vP9W5s3EPS55SBf+fF5wqosu3ob+cLB7ZKgr67GpSx9y5aG2wi6gFCIFMJZepwufu3wDva21GMoKKXvRDGRl5FxF6b9uDud7NvXSnubW0a59fTW0dFZLeXvszP+G+dNW6ubbbXV+D0xzs4sUuW2cXRvO+l4HnNZw3fPDLAaW/M2aGp14660YDHopAP87iPtLPjCXP7hGNpMmQvLS2TFBKy2gYnwKrPRjf3wm/jo4f1a5z98rIvJcQ+hYOJ9ef2PMsrFVSgFKKkayKWfQ6t/4q4EXSCdeQWFyoX+zUx0gUIxLLPJDZrbW/Si2WGi2SWi+Qm6bP+UxdQpShRAoSVVCNNiPsZC6iIqhZYey+PE8n5y5QSJYpAm835GI89iUtdQadgq27686cuoFEZ0Kic6lRWDuhq10sFC4jnShY33PiFzFzFw6fxNzxWlUi+r6UriKDEST71IWVklVirWTPM28bOfS+Uy1/0eluIx+u1VhMJJtrTU3DdBF+Rc+DWd8I1TKBVlAWK7s3FT2n7XARetJIp3/dhsSv9gYFPu/iaKxTLTy2HMBi1mo5ZsuYCxXMBSrca/mmDWF2RZp0alV2C2KAnnE1xYnZP9u+JsLr15McoUc0QyKVbn4lQ7bNi1RkmcdEo109EIQ0EvcdKkLmdwu528fnaS3i01FMwFVmb8DI17mNSEcDotUjKqVapRKRRSeitMvTQKJQ9ta+WZK6P87emLfHp3HwaNVhqdiW1vhSB5V30rjIZ9aPUKPnm4j1KwTHQ+Q1SVoarCwva2WiaWArxybQKFCbzZOMaiFmdRT15dkG7u/fuqWU7EGfEEuBL0ssNcS0el+55Z6wLiIlxvtknVwUoqJmPbJqOrdNhcUjZ/Nzm6aDEQBL3Z6aC98mYlThjI+NN+RhNJrBorn6p7FP2bEWKT4SDpQp69tXfOQw+mUlxcmaWgiOB2lVBr9IQTy7Sam9luf4SZ1TBzq+EbBKtYypDMzVJhOHDfX6abkWu9ay6xd8Cdqk1qdTvV2gmmszNUaKtpstnlezm3ssjRhiaZLHAr7ForraYGhmJhdtrFTWwRk+Zm/FWntUpGskULFVQZt1FOTeJLV7CaSeDS39mg7WjVVpmTLoj655rX4teE8qHRbuePdz3M34++zrMzl+gLtdPscMrqqYh3u/M4lJnzh6U5XK3TKl3b1w0APwhIJLOcHJpmLh2ho6WSvfWNWLV3NgL0JxO8OjDOzBsLPPXIdnbva7ujtL25wiFdaoWBo4B3JSIN17BqcRu0ckFLtKGsY2jWw1d+fA6DRcdnDvezt2vt84tGUzKjXCRCOJ13VlKIirhwdN+2o0kazsV9SYgUcTl0LAR8ZIt5ClUKWR0/vLODSCjB0OU5mSZRU2vHbNExNLAond97++qlFL+/v57kuSyFVEEuOOzpr2fJE2Z5NYrJZeQ7Z67zG8d2YTXo6NnSQOTEGAuLqzywq5Nlf4yIJ0lPqp6xgI+/e/ksv//wQfbXNHDOsyh71MU5vYmPJn7RFfR1CGPD5jY3Z05O8OQnN1ZqN/EuzeLywiyuk1z6eZSqBjS6PXfdPl9YJJsfwGr+femivo50fgSdpu1G7/fN51eIZCfxpM5TazxCqiTa6cJkChkUSiV1pq0EcwsoFSo6LA8ykzzHVPwcKoWTlfQwDcZt0tF9MPx9tjg+RTg7STq/ii99hWrjHgLpC1i0zZTKeULZS8xFv0en4/dQ3WL2qtOI9/ayXEQQhnICau0h8tlz6NQdZItLJLKXMKvbUBTGKSurN6vpPwNEUUbMQaPZDAdrG7gysUx7rUsu8r4dUoUs0/G1nvMag02Sc/Nmz/n9Gce9B/XXX3qJ9QcEm3L3NyUisUiC106ck5Pq5UiMleUQxVCOhx/up8pqlv3qz42NYylr8OdSdNc4mc0FJAF/tLELTyrCcipCmbLsU19ejFFjt1JdaSVfKpEvFSgIElcuSln2+MwKi74g8VIem9NAXZ2D5FSSVCxHWQ+1PS5KCiHvLsr80EK5SLFcolAqy+fSuTwjcwFJfjoaHPLmJiAM7MT6ZDCVlv3ZYv5UZ1kjyka1FrVCSSScYdkTkS7vRrOWcC6FJxWHvIJt7ho6qt04TXqMet2GxQHxc8Ef5uqch0gyTX9dDYc7mnG/6bb+dhDkbZ2sizFpt1XQZHZsIOtCeXB6ZoFam4Xe6psVbGEUdyV4mslkhm5bBwedO27I/YPpFGeXFzjS0IxNt1H+VCgWueKbYiIyjduqotPeTKW+luXUApOxF9nmfJR8so5Jf5B9rQ3YDGt/H8kOypu8U3//k79CfoJicQmt7sE73tCFNHRycpKOjo7bJrYiW9aTGiCpaKXLsl3+/VWfh0gmzeH6JummfytiuQTfW/opT1RtQcUSbuOxDb1303G/jPLbW9HAldBXUCt2Ecs7OFbdfte2g3yxwPfmTsgb4VONG3sPM4Us35k8gU1jpsHQJA33hMlcm9OJw3BzEhZNZhha8EpJdn9TNU7z7ZXp9xNzK0FeHplEaVZyrKuNNrvzrpOvidAql8bnWTnj4djBLvYc6LintH0d4WCCN06MobBo6e+qpbW+4sZrZPIFTo/O8uyrg1RVWHnycB/9rWuTxEQiw5Urc7S2uqmvv7M5k8Dw4KJsY7FWmplbCTEyukx9ZwUL/lXGLy2hzxQwdBo57wnRktDwxcM7MNnMsj996+5m2U4jVDyjw8skkxn6tzZgsRgIBOKMjCxjbbSwmk7T63bxw+euoTNqKBmVqHUqfu3oDultsTi3yrWr89hrrcTKedmu0+Zw8MjT2/irV09RqzKyq6oOs9vIdCnG9qrq2xzyN/Hhx72uab8IRCIp/uHvT/HUZ3dLz4RNvHuUC1NQXKZQNpDLvoTB8scolba73tOjiS+jVtViNj594/l8wUsydxWb4ZENC9binroUf5al5GmUKGmxf4mZ2POSoOcoUmvYi0VTLavp6VKCeCFEPBdAp7ITjvg50PAZfCKyraxhMX2Sfa7fEd3wTMaeoULbhcvQjV5lI5lfwqCqJpC5QihznhrjAzRan9pw7Nm8yE2fwax/6MbiQi7zBvncRRSqfnLlIFpNH4byqoyfU6hqN0+vdwAxB7jgWSJbLHKgroGZ5aCcH+zrbrzngsdbybmQtf+iyHlvryiwKD60Em/BZXyZRX7nh4+963397adeokq/KXf/SFTSo9Eo3/nOd7h69ar89ze+8Q2Ghoaw2Ww0NTXxYYBYNVqZXuXgg72yehutr+blV4Y4eW0Ku9tMjc1Ch7sCs1ZLT0HJc5NjlNVFBspLTCVXeKKhn32VrTi0Rvkl96viDM94aWjeSELXcaCylUvnp1HqlcxFw9RbrKx2xfFcCVKhMtGVr6Gv795jl+rP8fXTV1EnFHxqdy9FBYyFApzzzGNTwe6mehrNTgqZosxFj0YyxFMZSVyrbRaWolEWQhFqKq080NRGqVBmNhBiNOrFWTZQiN++OCB6zIvOIjF9lh+sXOFrM+ekGV19hRWLXi8XAUTlXxD69Z/iOfm8UomKtX/H8zkGgksUKdNgslFrtkJZwdjKKi6TkWqdgbGoTy4OiL7tM6uvEsgVOeLaR5+9gwIltCil/FpkjPe63BsIer6UYy42z2XfmHQ+P1jfQ6O5AbVSQzQfYTE1iE1jI5eoZdK/yr7WxhsEPV+Ky562SuPR+z9/yhkKhQk02v33vAFl7yJhF464FZpJYtkAqzkPlbpatrmrZTX9ondZ9qjfSq6tWrOspl+P+dhrN5HIz2LV3pRhN5tdLCSD+LJpag3b8WdGUXCQmfgq7dY7O2+L6vlTjfv59uwbnPANyOr6OvRqHU+17Od7Uyeptzp4qLVN9qyflSZzOpptdqKxDIvBCK1VFbRVV/zMrq0/DwhSemJommt+D1tbazjc0iKd9O+4bbHIVb+HhaVVQhcCHN7feYOgizYM4dqezOaktL3WfjPlQCART/PS8SHUZh1HdrbgdlpuqguCES5PLXL98gItlU4eOtBFX8uae3A6nePatQUaGiruSdAXloJcHl7AVWcnrMizKGIP61SojErK82lsUdi/vZnKLVZMdTHOj8zyyvAkfWY7FS4rZ2Mpdh/pkmZbW7Y1MD+3ypVLc3R21cgqe02NjehqmqYGO0NeP4f2t/HSayM0WVxEsjm+f26QXz20nfqmCgK+qFwk6OitZazKzMpylPkxP1/Yv5MXJscpOVSyyq+MZzi+PMGR/jZaXZs96h813O2a9ouA3W6ku7+OMycm+NwXb5pobuJng8g5pzBJSd1NLvkNtIYn70rQBTK5y5RF/Jnpt27ZR1lW0Q2artsUZeHsAP70NYrlHI3WT7OcPE0mnyRaCFJnOoxe7WI5PUwwO0utcSd1+n4iqmVs6nr8wWeI5Fdw6ZvRKIxECrNcCPw/PFDzb7FqGonlF9CprehVLhQKlTSndur7yJdirCRfxaJtw6G/afapVTdLkp4rzKETRnFvVtMLOVG1V6BFR7awgEpVgTYvqun3L9H+ZYeYlwmCLkbrUF0j8VSWpdUoB3ub7zqGgpxPxf2spCLvS+VcFERShTwmzf2lDn1w8aZc/T3YzyY+AiT9woULPPnkk6RSKUnIR0ZG+NrXvsY3v/lNvvKVr3Dp0iUaG29KcT+wUCgIhJNMj3vp6q/DZjBwdG8nk6MrdNbV4IknCMaSvOSboM1to73RwmIoSW3SRcyXZVDpobrNivPN+LRKhxmtRoUnEKO+6vYKkiAwwszp6sVZ6qx27AkTO1tauBibYnrJy6uDQwSMCVrcVVTpbXc0/RJy8984vIN/OHudr5y5iqVCiz8dp9Fgo1VfTykKSX9WGru1mF3Y6kUEmoG4IstENMA2RSOOgoGgN4lbaaa7s4psS4HLk0tYVXpJZu4mSRf98LlSicVwhNOTs0wth7A6TexoqaXCatqgHBC94KKXKC/J/tr/dWq1lBiHsikmY6tcD66QjpeoMOkpmwrSOEssDmSLOUajI+RKZZpMLbywvCAf6wgkU1I90JC0olpWoFDkKJQjxHNhEhklbkMNtSYXF1fDXAvFJNFdycyTyC3jULVzMT5Ib3UVE0kvmrRKKgfyxWG0Sgs5MmiVa9nhop1ARPLdqa1AIJ8fQamsRKX62RytxaRCq+3GXRpiJTWPXeNCo9Syp7pOOr5f83nYWb1xJX+3s5/vLv6UnG0X+dwEJnUjKuXaTU2MSZe1hrGoh0OVO/Ckr1NnTDAZy1NntN+VoJo1RknUvzd7CofGLPvV1+HQW/h4825+MnMeh85Cf1UdnS4XVxdW+M75QUw6DUe7W2h1Oz9QBN0TivLctVFyqhKf2rOFVtmicmeIvHph3JcJZ1k952fnjmb2H+q8Tdq+u7nuNnWDqIT/4Lkr0sjtiWO9mIxr1fVIKsPgspd4Is38qF+mNRzd30lf65qEUqQqXLs2T2WlhZaW2xdQhAOyNxhjwRPm6vV5nLVmlNUagtk05VyJz+zdyqWXx8kEc1Ra9ex+oJdA3MendvbjCSWIFAuIrkp9uUhkfIlnprwce2oXNU0umlsqsVj0DA8tS6m9iG+7cmUWZaJIT62bkRU/3d01TE766OmuZS4W5ScXR/jk3j56tzbI6vvMtJ8tbTVczy5y8fw0v9p5kHari8lchMe2ddCRgcGJJX704hV2dzSyvbvxjr32m9jEz4J9Bzr4xldOMjXhpb1zMzLrXSE/DMoacpnXUKpb0GhvmsC9FaVSikzmOAbdg9IhfR25wjzlclGS4FuRKayyGH+RXCmFU9dLqhAhnJ4nmPVg03eTLmWJpq6hocxB9+9gU1dzKfR9bNpamk07mC1PMZu8xAHDF4nmlzlQ+Tu87vnfOb/6d7RbHpCZ6aI/PZQdo1LfTyg7gFu/l4J+B9lCkOno37NV/f9Gq16bj4nquV7TRzp3Fa26QS4oKJVq1LojFLJnUGoOoiNDurCKSllGVVwG9Z3b6TZx6+dckMUFkVIj5i/CsmJw1kNHnQuTXvu25PxIVScm9dvL4d9LSf5YMCCTicS86aOA0qbd2EcG71ru3t7eTmdnp6yeDwwM8OCDD5LP5yWJ27t3Lw888AB/+Zd/ed/7E4fz2muvMTMzw9atW+U+3g6RSIQXX3xROrQ/9NBDNDTcf1zWukQkmUnx//ztj1ieDvPUZ/Zgc6yR7bOnJ1A4FFCpJJRN4g2liMTztFsrMOt0cqK8koiSyGQwKKCntooHW7rQazSsBKJMLwc5vK3lrquH05M+VjxhckrYv7NF5nSfOzmORq8ilI7j3Gonkk/h0JqoMdglYdeq1FJKJHLI54IhXpqb5OTsPCaFms919NHuqpTGbiKTXLiur/fCrmaSsj89/ZY4NeHQLqr+iVSWvrZq6dB+ZXoZ0Zq2s6NOHtP95F+LXtbhZZ+Uqh/saKa9uuK+V12fHxuXufN1Tisd9kqaLA6S+SQ/WP6uvHB+qv7zWDSmG4sDhVJB9qFPRoLsrq4hXgwSzHqJ5uJ4Y6Aq2Wl3VaFTqzYsDgQyAVZSU6TyMYqpThoqbPL9rbcVlMoRdArRz91HoaxcUw6UitJz4FaIY1Ir11QBemWKOs0wvsJOlCqT7MHVKlWygi9VBLJlQImyDPpQioe27rmjNFT0AmYzL7OU06FV19FoWqveivaIE4vzNFptt+VPv+G/QLKQYr/TKjQK2PU3q98CZwNTsv1Cr5yT1XQlD0v1wm7XvRfOpmJL/HT5Mk817KfJvDF+bSg4y4nlYT7RvJ/V1SzBWEregBVqBdPhkPw8m+0Omh12uRjzfkGcK6fGZzk7N8+W+hoe6mm/rb//VngSca76V3AUtAy/PE13bx2HH+xhORxjdMUvpe19dVVYbpG2ryMaT/GDZ67gsBv5lce2yTaUXKHIhC/AYihKjcXC+TPTcgJzZF87Ozrr5XdPZJtfvTovI9b6+uo2XCfE93LRF2HJF5HKkVAmyXI0yvYtjbTanXhGV6l224iHk5x+fYxVb5RDe5s4+qk9MqlCXJefHRjnuSuj7OtsIOVJ0FntwhDKMnJxhi3729l+tAez3SQr+UODiyhQ0NrmZnBwkf4tDeTUZa7ML7MwGqBUKNHbVcugx0tXQxWPb+/EsxTm1KlxqlucDKz4UQZz8vu/44EOLi0uobWpOVzXhF1vYNa/yvHrE7gKeukWX99QQWWVdbM69SGXu4+Pj9PV1fW+9aYLnD87ycSYl1/7rUP3lXqyidtRLvohf4U8JvLZE2/K3DcqhW5FPPUs5cI8Fsvv3aiYl8sFYulXMGi3yHvYrZno4+GvksgLAg+VxiNMRH+KNzOHVl1NvWkfDUbh0p/HpHbi0nUwHHmZZDHCLucnyRbSTE5O4bOfxq6totbYhU5lolhMcT38PdyG7WQKATKFedqtj6NWGjCqnWSKq1Tq9+BNnmEp8QwmTTV9Ff9ywzUnkTmJWulEr+27cd/IJP4ClXaHzH5H1Ug+P4hZVYlC//jm9eoeSOVznF1exK7Xs6OqVhZFhue9JNI59nY1bBj3DeTcaKfd4v6FkvP16rloK0zks1gMan7zwY9h0eg+5HL3Jf7JD5541/v66qdfoEpf/6Edi48K3tUMemFhgenpaZ599lmcb6lOabVannrqKU6cOHHf+ysUCnzqU5/i7NmzbNu2jT/90z/lt3/7t/mrv/qru/7N5cuXeeKJJ3C73VitVv75P//nfPWrX+ULX/jCO3ov2VIBXW+MTMbPt4+/yIEHtpAolfHYokQm4jxQ288OZyPqWhWvzs3QbndKKbY+HMMbiRPN5qirdLMSjvJ/e05zqKmNnupqyqVVGb1UXXHnm11zayWrgdhab9+sn+19DbS0V0lnaLvKTG3CxtaGRmbDAa6vLOJLDKPOqShnlHgyKXzlBC12B//p4Ye5OuclWMjzsZaNpm6xXIaRsE/2nosKV6ulYkOFXK/TsKunQZKB6xMr1Lis7GitZXQxIJ3fd3XUv63RR4XFyCd29HCsu4Wzkwv84PIQTqNBZq331lbedeIkKpQX5peos1h5qqEHfzrBeCTAWd8kC9kB2qx6Pln/OXSqtcqb2I9eqSSaLTAfW6XfrSVZnkar0mJTVpFKuXmgqpKuStdtvdfZYoaBSBiHJkk23sXRzmNUWkwbFohW02fQq5+W0rhbcevigPiZLxck6c8LAp87Q56DtCra7qocEG0D8XyGU5E59ua2YDPcbgomVvbVmh7cpUFmcn4qdFWYhHxPrZFy99NL87ICfqsJ105Hr6ymZ0qtKEojmIrNaFQ3z7Vuaw0Xg7McrOzHk7pKlTHMUEQtFRduw80Yrrei3VrPwVyS55cu8vmWozJTfR19zmYmvX7++vSrPN22hyN9a4tLAo0OO/5EgulQiKlgkAa7Tfat381k7ueFYDzBj6+PkMhm+dyurbS6765wEJ/7WEg4kYdoVls5+8IIHd01bDvQytnpBSltF1XlOsedv8O+1TjPvTyA22HmY49tlXnkomddGC1a9Tp2N9TxzIsDJHN5ju5rZ3vHGkEXFfLBwSW5iNbbe5Ogh6IpFrxh/KE4Cr2CogXSigLJQIantvfSXl/F0qKIBypjtxl57bnrcuHFadKw/Ui33I94T+Lngz1tDC35GFr0SdXN+YtT1LrtfOy3H+T8T6/j+/oJOrY10dzXwM5dLdItWxjXiVz00ZFl9u5rk4Z4uWyBoSuLLC6H2NPSwNm5BWmyeairmY42NyPTPjqaKhgp+FlZCdPpT+DUGmQLhTCPO1LfTIvbxccOaLm0vIyyrGFq0sfUpJe6hgpq6xzSwG4THz58EFJcd+xqYXhgieHBJbZs+xAo9z6QZnHDlBRV5DM/QWv45D0JuqiWF/KjmA1PbpC0Z/PTKBWGDQRd7Hsp8apsIROnikLl5krw20TyHuzaDg64f59aYy+R3BLh3DwVujYWk4MEc4vsdn6KeCHIXHyAcDlFr/VhLoa/S6NpO5HcMs2mvbj1XTLGrcl0iJHoLLOxN2i0HEavcsiKfrKwRJVpH7lSlJXkc8zHfkiz7dM3js+g6SeRPYlW3SpN7sQcQ6M7Ri7zKmr9r0A5iErVQzp/SjrVK9QfjhbOXzSECk0Q9GqZUFMl7z+r0SQrwRiHbpG5J2XP+U1y/ouunK9Xz0eDAS75lhBTF4dJj0Wnl20OHwnjuPdA7v7+X9U38a5JuiDV97pJr66uYjLd2aH4Tvjyl7/MlStXpGRekG7xc/fu3Xz84x+XRPxO+MM//EOefvpp/vZv/1b+/6//+q8lURcLBEbjOzCtKimpULXSvsXKc6cv4btyjv5ON3U1NnQhNeHlADVdJrRKI32Vbob8Ph5qbqXBYWdHfQ2vzEzxwuQk2yqrcdn0vLYwzpjHR6XOysis964kXUzoRcXu0oVpvP4Yobok9kozAwOLiLaq0VeHqG6vRKfXUGV2UGNycIklrqeWsNg0PFLXwo6KBtx6G311NXz3wiBfO32VXz+4HaVawVjEjycVky7tO1x10izubhCy/AqbieFpD+eHFmRVXUzEz43OSxf4StvbG8RZDXoe39rJke5mLkwv8uLABCfGZtjX1sD2xlr5ftch1AAXF5ZllXlXQ50k1dVGC97sEhcjo+jRYCxvYyGepNkqHOxV8lwLZVc5vnQVs6GEUduMQdHOVCBJtlDkYFONXBy4ExbTc0RTfsLxPI/WH95A0AUyRS/FcgazZqNM79bFgbd+ZYqFJfJqNTr9QRSKe3+dxELM3NIiL6yM8qttu++4jUrVgFY1QaVGwVJqms43TeSsOh17aupuyMhEVJuARWOmw9zMlcg0RyqaZCRbheGm+sShM1GptzCTCFFj3Ikvc5ku65MMRzxU6E33lHftcnURzgnH97P8avMDGDU64ukswwteHCUX2xoyzJfn2aPcOCl2m83yEc1kJFl/bWaWarNZyszv9tm8lzffC3MLnBifoauyki/tXTM6uxukp4FvmVQ+T7+xkld+eI2mVheVPZWcmpyj6S7SdgFxLs4uBzl1boo6h5mHH+mXxodD8z4SmRx9tW6cej3ffe4yoUSKI/s62NnVIFsBxN8KkzZRSRdZ6OK4l30RKWlPZLIojEqyFWX0OjVtVjuZlTSlGrMk6IIwz0z76Ouv5/TxUZRqJXFPggcOt+OsdsjzbP3aLHwWPr69i6+8folTk/P8xuN7+cnxq5zIzPLQ5/cwdWlBZqeHvYPYKq009TVgtRuZGPPImLqhoSV5fA/0tRGPZZgY8WA26jna2czro7OYdVp6tzayshIhuZrCqNVgaNBw5o1xHvzkNhZCUaorLZz3LHK4rll6T+ysFZE8XvbsrEORLLG4EGRu2k91raiuO2W//CY+PFg/195PaLVq9uxv4+L5Gbp6auX/N/EOUJgW7Jlc7iJKdQeaW6LU3gqRM57KnECrqkOtuemDUipnyBQmMes2JqIEMgME01eIF2NEciEShVlK5Rit5sNsr/gCDl0b+VKGYHaaGsMWAplZVjIjNBt3spyeZCU9iUFpI1wSZnB7ZE/6WPx1eqzHCGSn6bA+xuXgV4nmF9jq+FUGQl/Dm54gUfDTYNxHNDeJQe2mzvwAmaKP5eTzWHXtON9UnYmsdI2qlkx+GKNu7b6s0uxCkT0JpVXKZNGpm8mUGsmmX0Bv/t0NLvabWKtIi7lJk81Bz5tqP1GAGZzz0llfiVGvleRcVM6FyXLt+0TO5fmYTvLy3ATedJyuigparRUkcnk8yYRUP34U8N70pG/ig4B3dUa2tLRIN8Q/+qM/koZxt0IQbCGB/8QnPnHf+xM97L/zO78jCbqA2Lcg2+L5u+HatWt8+tM3V0U/97nPEYvFmJ2dfUfvRVREX5qfosbi5vf2fYyWhUZqPK10Grto76hhanaZgeB1rkQukmSZLDGu+RcolUsYtBo+0d3Db+zawXIuRpVZVA+rWciHGY17OD05x6vXJqQj+luRyeXJloootCo58f7e81c4c3UGtUVLJJSktaUSp0rDA3vaKVXA8dgsBSX88baj/PtdT9Brr2E+ucprvmGGYosc29qIXqfivxw/wXNzwixMwYO17fQ5qu9J0Ndh0GvY1dtAc42Ta2PL5LNFuusruTq1zLz//jOPjVotD/S08cePHWBHUx2nJ+f561fOcmZinlyhcIOgC+xpXCPookp93HeOK+FBDlS6+N3uX2Gfu01eTF9aHOV8YIDB6EVOey9jUdt4qPoByrkqLi+GsOr0HGtpvisJjOTCLEQ8LEXFQsoRqt9i+CVW+2O5cWm+Jk1n7gNilT6fF5FrfW9L0Ndx2FzPdCIoTfHuBEHINeoeHMowhXKeYO5mRqvLaJISskveZXlTXMdOp5A4rZIo2mS1QMj+boXoTfeko5g1PRTLeQwqryTn07HVtz3eh6p3YNEYeWbxLKNLPs6MzWEzGTjc28Lneg7JbV5cuHjHv7Xp9eysreXhtlYMGg3nFxc5PT8vneF/HtW31VSSb164wvmJeZ7q7+XpXf33JOgiFubE4pwci21mN8d/fB1zjRkaTUTTGZlc0FvrviNBLxRLUnVy5fo8dRYTh492M70a4uTkHBadjmNdLdIA8R9/ehVvOM6hPe3s7l0j6AITE17i8bTMLZ9aWuWNy1Ny8SOuyZGpAIvLwJ66eh5pbKNGbSbkjcttBaamfDicZlZ9UTxLIWnq6DSo6T+wMb99Hdvqa9jZWsfU8irXPV6++Pg+TCUVz18com5nLWa3HWt9pZS9D50cxTuySHO9QxKdsZEVZmcDOIwGPnVoC65qK9cmlgiGklI18/L1SWk+KaLpkqEUlQYjUVUJrVHD9PUV+b12KPTSjOeid0kuRtRbbLLSIgwRlRY1O3e3sHNPi1QWXDw3zbXLcwRXfz7nyCY+uujbshYnePXyO7v3/7KjXEpJs7h8KUWpFERn2OiC/lakcwMoygl0+gMb7pWZ3DhqZSVq1c02N2/yGmPhH+JJjxHMLArdHjqVMDbdT4ftAezaFrldIDOOSV1JshBlOT1KrphnJjWEJzNDt/Ug/bZjqNCxmB6hz/oo4ayHdCEpXeBVSi31pl1EcvMyfrLetJ9CyQ9lHZPxV8WshlBmGI3SQpP1aQzqRibCf0s2H7pxnKI3PV9coVhcm+PIarr+wTUTOVUXhcIoBv0jFEsJstlTP4dP4cMLcd89s7xAu6PiBkEXGF9cSz9xOY1cDy9y0jchrciOVnWy1dHwCyfo8XyWZ2dH+L8GzskC2CfbeqkzOZiOhmR06oO1bejvY468iU18aEi6IBTf+ta3ZM+C6E3/sz/7M/n8448/zq5du+TP3/3d372vfeVyOdnTLnrKb4X4vzCfuxtE9Itwkl/H4OAgOp2O+vp3ZvChU6gpBRQY8no6m2vp660l5IszNRiitaKF3tounKFmui29WDV2Guw6zvtGOe0/w1hsmKXUAj2VFg41NHA95GNbXS2/tWMv7koTOUee16dm+d6FQX58fpjLY4tcG1vijYuTnLg4xeRcAFeNlbpKGxadlp6Wah491kt3Zy3VVTZmwqv85xPHOeWZ58GGNv5g60F6nFWYNHpaLW4OVnZyqLILs0rPmcAMHlOAmDLJ6KSPBp1dRq+908+1scbB/q3NxJMZ5pfDtNe45CR/dMH3jibPIsf5QEcjf/TIAY50NXN90cN/e/E0//3kRSlFFgRdSO8ThRQ/WTlOILvKHoebTksvFo0bs7ZMk7WA1eBnOeXloidBIF7Bzso+rqz4paR6b30dW6qr7m5yVy4xFBxlOeyh1mqjv/L2KnaysIACJYZ3YAxTKEyhUOhl9ft+4TYL19JWXlgaJle6cwVKqapFpTRSI4wH0/MUSvkbvxNtAV1OF+dWlkjmc/I5s9pIl6WFK+ExLJo2WU2/9TMSn3+zycV4zC8dc5fTF+m3VzEVD5AsrO3jbhCTlUP2foYXgry0cI0DXU301LvlTU1ImT/Rsg9fKsqplcG77kMQ9L4qN4+0t1FttjDo9cnq+lw4LBdr3i1EO8HFpUW+fuYyhoKa3z6yj+76jX30b8ViPMqppbU+/y6jgx987wIJMzg7nfTUuDnQ1njH3nOBVCbHhcE5/N4IFRodrVtruLCwRCCe5GB7k+xbV5QVfP+nV1kKRDmwu509fY03zs+ZGT/TcwEwqDk3Mi/HIW0pUnYpqa9y8EhzGwdqG6k2WeR3cWJshfrGCowmHeFwkoA/RkO9Q1bRaxorWF0Osu9oNxbHTaWLXn+zGi1e94ktXViNBl4ZmpQ+Gk89vJMWo4PXLo2iajVQUiiIpArsenwbFbUOFocWUCeS2M1aXnlpEM9KWI7H73xiP0qdigujC2RSeQ52NkojubwGmbUeXomhL6vQN5qZGvNgKauY9gbZUVkjjSCv+ITktUyj1U6fyy0r7OFMGovVQE9fHQePdGFzGGU83PkzU1LWXyy8+3NkEz8/3HquvZ8Q16oDhzq4fmWBVOre17VN3IKCkLmbyOfOozN8AqXy7oq5fGGZfH4MrTApVd2UfRdLcXKFBQzaXvn/YGaBc4Gvcy74TXIlvyTYZm2NrFRWaBskqa7QidYckfTiIymi1vJRRqKnCGZXyJdz1Bk6OVz5OaoNrehVJmq0nWSKSVLFKM3mHYzEjmPX1OHPTEqpu1qhk0TdKrLZFcLktYRD14w/PY0/M0YkN41R7abd9ptSyjsS/htKb96Dhcxdp24jnb85lxSmeQqFkXJxBoXCTKm4gN7whDSVy+dXNk8hsQiTiHPes0R/ZZUk6evwRxLMBUKUbfnbyLnxF0zOhTnxGytT/J8DZ/EmE/xq11b6K6oZiQTkPelYbZtUmX74Xd1vdXdXvuvHprv7BwPvWtshesfHxsb4d//u39Hc3Cwr38Kw6Pvf/z7f+9737ttMJhgMStlcVdXGybWoqvt8d646CvzFX/yFfPzbf/tv+V//1/+V3/qt3+J/+V/+Fxn/dq/IGFFtX3+IfmOdWkm3u5IfXxxmNZyga0sDZp1aMDyuXpmTkUPCJElV0FGtr2FHRT9HanZCroYKnYtcKcd8cgarJYhOl+D7kxcZ8S2w21LHruoaQoUQy6Egl2aX+P7VIc7MLWBxGHlwbweHdraytaueo0e7ManVjE16ZaVOXavlW+cvMawKUxFR8y/69rO7amMUl4CoTgkJz2w8Rq2+gi+17eP3D+xFa4T/7xsvcmJ5HF86Ki9I7wQmg1aSCyGDn1lci0bzhxNcmVqWx/dOJ1A7m+v4/Yf20VZTwVI4ysWJRV4emmQqvMIPl17GqDKwz1mHTWNHqTAzEb/OVGJIEpXdFft4tOYYRtb66f924CL+bIKDjY243qalYjQ0xbQ/hMsapdd18Lb+eJHdmshNYtWu9fPeb1RNUUSuabbc998EMjEm4l66rZUYVBpeXh6743Zif2pNL0aFD6PKiCczv+H34mYoIvvOLS+SLa5NMnY6+gjkwkTyBsoUSReWNvxNq6WSRCGLghZpkpcrzUmX95Gw567HK7K4B+Y8DM4G+GzHPnTOPKPJmQ3bmLVGSdQHVuelody9ICrSbRVOSdY7XRXMhSO8MjXNeGCV7M8omfWnEnx/cJALI/M82NjKpw9sxfymq/qdIL4rQwGffAjnWbfCwP/19RME9QUePNYjK+B36z0XCEaSnBuYQyPsAVMFFG4dE8GQjFQ71N4k5eXievKjl68x5wlxaE8rB/qb5KKGGM8L12Z56fQoGW2ZiDJLxlnGWKljW10NjzV10O+q2jBZ8HkjpNN56cIuKs1Chi7+ff7kBDa7EY8nTLXdQNfumy78d4rFEhGSD/S2kkkVeGZgFIVKwYNHetjirJK9vNFqUOpVDFyax9VYycGnd9PQUYONEupMlu984zRLi0GZB/8Hnz5IIpnm3OicbEnZ3lgjo9lqWlxUWA2okkX8sRR1nZUMnRdKBYXsS9xb3UAkm2Ek5JfH1Gxz0O2slDJJoWoQ0OrUtLS6JVkXfh1iceD0yXHp3C3M7TbxwcP7GcH2Vgh3d4fTxMWzU+/3oXwoUC76KBVWyeWHUKl7UGv7775tOUcqew21QoNGs3WD5DudE+kmNSynZzgb+CZXwj8gX4rQZKhDo9CuKeXKKgwqI03mI5g1dRjUFcRzq4xGX8eTXmY5PUWFrkEqm3qsR+iw7EV1i0JNl7Nh1lTgzy7QaNhNsZTDl5mRpnSpYoRmyxFShQCpYgy3YSf+zHUc2kacuno0SgeTsecJpCexaBtptf46ifwMU9Fv3dy/ppNSKU6+cPOeqNU/RD53FpW6k0JhBqWqEZ2mnVT2Jbkw8cuMxVhUqvp2VNXIRdd1RDIpnh0aJGqIS7+j94Oci4VgTyrKSe80P5weZDSwKivl+2saGY+uki4WOFrTwq7KeizaX7zk/ufek47iXT82dWwfDLwn2g673c6f/MmfvKt9iImtPKC3uEGL/6//7m4Qfe8//vGP5bbCWf7t+uAFmf+P//E/3vYedja48CYivHx1nL6aCiwOLalECpvbzuUrU+jVSiZGlujsrSGdTlOtUrOcKRANldCVzGgzeorFAo7oHJOhZTx+P5VmDZ12C9trrMQ0RXbX12Ar2Bj3hXh1coo3xifpq61kd2uDjGyqqzFzanCW63kPcV1O9nP2myqxuS0MXZ6ivadGKgXEe00mk3jTCRYLSQqFPC16OzUGC3aLnXA4zO/27+KZ0SleuTaNt2UVnVZFg82NU2XEIlLGhRTV4ZDu+OKiJsz+xCORSNwYV7FwYjMo6G6ws7SaJhlNEIvFicTi7OtpIZ9N39hW9MIKh/318VxfABHHKvwBREvEkC+AxaDlXz98kFnfKs9PDvCdiRX6nLV0tChZKE1iMdTgi0VxqKtos7TJG3UikuTkyqLMUnegobuqnng5x+srU1QqtDSb7ViMJknARRyggDASnPN7OLF4hQ6HEaNBjyFdSzgbltUfsYAkxjBZnEKjN1HIGAnnw3IfYpFHjKHAreMtYDabSacuk8+byGRV2O3c2PatYyi2FedkNJngvy+8QjqVIrmoxFgu8dLSMLU6M03qNYfr9fFem/RqMRhMmLNxpjM+9HkzDpOLeHxtYtBusRFJJjg+McYedw0VTicNqipOeS7zsKuLSHGMTFwvZfgGg0F+vlVlA9e8c/S5tzMTPkWL7lOci3ipN9rQ59YuyWJbgVlPgElPkOoKB9sbRRycgofU/bwYGECZKdNurpVjKGWBWdjvaOP1xUE0BXBr7fJ5Mf7i3BK4dbwFqi0W7CoVnmiUuUBAKiJsSoXMW3dazLeNt1DaiIcYJ3Fu+YNBBlf9DC8HcGHksbYmXE4xfvlbxpAN53dJqWA4GiKaSLDTVU0wEOVrPziP3azjS49tp7Gm6sY5q9Fo5DGvj7c4f+eWg4zNeql3WWRrSspQpEWjZ1etG8eb71X87fFzM4zO+tnRX0t3g0NW3sdnVxid8rIUjNKypYacPo/LqGe7qwaH3iCvJ7FoVI6ZOH/X+nwVTI57qawyEItHCfhT8lwK+FaZGFmkb1cLowOzPPZ4H7lCFn1ZJ49BfA/FdmK81r+PYgx317u5ODnH+JyXUzVzbKtw0NHpgtESi2NBAtVKXBoNF0+N09lfi6nSQPeRNpr7G/jBd87w//zVTzl0rJuDD/fzyUPdfPf4IMeVEzy+ux23Qce3Tlzk03u28OyPLpHJKIk1aeSxrE75iMbjuK3dbHdU8vrCNPlkmm0NTVQoVFSpNLw6Nc6DLe2Qzd0Yb5tdh07vJBZNE41kef2VAewOA/VNLmprXfKzuvWcFWO4/r1fH0Nxzon3vt6OtX7O3nqNWN/27c5Zi8Uix1OM7f1cI956zr7dNeJO5+zdrsnr2956nb3TOSudqm+5Jovfic9k/Zp86xiK11vfVrw38Zpi27eO4a3jLX4vHmJb8VpvN95vHcP7He+3juG9xrt/ew2vvzROS7sDi1X/tmN463i/dQzvdV97u/G+dQzvNN63nrP3Gm/xGuL93+38FuN06xje73jrtGo05esk0n5K5VXMtl+X43mnc1aMd6E8SDoZQq20otVW3dhWqND8nCGQUqBSGKkxtMqIzmR6lXDhMmWFglQR9AoNFdoeUGiIJcosRV4nWlpETPm0eSt2dS1Lqas06bdjyFYSyUZujLc4/kKuSK22hfHQReYyQ7QZDjIafY0dhs8wlxigz/0Q88WLRBNe9Go7WqWL0cCPadE/TVE1h1PVxUzodbyqRZrsW3GpH2Ip9gKqfDUtrkeIRhMUSrXk81cx6eyk0+JzrEertJGInaVYqiCdOYfdeoBS6Ef4Ui9jNz+MWm34pbtGzMejLGUz9FrtGPLFtW10aq57Z7kyu0KlwcYTzd0o8kWy8RQ6q/q+r8nv5hphsloYXplnPiUSUcqk82AvaqQxnFe0/GU19Bvs2LUGrFr9bWO4/v3bxCY+EhFswtn9X/7Lf3nPbcQJL3LSf//3f1/GtNwN4gsqvrinT5/mwIGbxiOiH/3f//t/z+Ki6GfaiEAgIGX2//k//2e5f4Hjx4/zK7/yK7zwwgscO3bsjq8lLl63rv7v27dPXihFbJEvmeLi/CL2jAaTTkvKF6ejp5ZoPIPHEyGfzrNzf6uM64ol0oz6/MxEwmyxubFbROyZQcaehYppZhNh6QBfUuRosuo5NTCFoiYjq0XbHc3YVDbmPGlGl0NEM1lqKywkFBmGLs3j1Jn5w88+gFOnl1UzcQwTw8ts3dWMvcK8IU6t01ZJo9lxW4V9Hc9cHWXaH+Sp3d3kNTl5sRI9+FUGG9V6GxU6830ZZqwbZU0trspIKGFmt6erAavx/uSOAytegskUB5ob0aqUnAleYTIxT4u6kbHlWWais7TZOniwbTedlRvNyI7PznDN6+FwQxPbqqtvRHuJcRgPB4jmMrRandIERPvmRVbkUz83dYJmhxN0AzSZ91AvY15uolhK40+9QYXhAFrV3dUXt6JUDJLNnkavfwTFLfmwd0O6kOO/T71IPJfCkirjdNXTaqmW5m0TcR+P13ZRbVyL17v1sygWV8nnzhEqd5MoJukwi+rFzc9YSMXPrizKuDdhKpcuZvjO4vM8UnUQPTPo1VVYtO0bPr9T/klqjRZCmedoMO0mV2pkMhbggZoOWcFIZXMML/iIpbL0NripcW6sKo9E5nnNc51PNx2ixrgxYu+Sf4wrvmk+13FUZqq/E8TeNJlbjsWpMpukyVzFXYwfhVT94uIiYX+SHkclu7ob0Onu3nsuEEqnZA+0y2CU58n1mWVePT5Mu6uC3/jC7eqKWyHGeWTaK13Xa6usvH5yFLvbzIP7u3GZNy4IPn98kCtjS+zb3UJPUzWe1RgBsbBVyDK7GqC7o5YtDTU0Wuw3ztO7QcQzRiNJdu5pJZPJc/7sFO0dVRx/9jodPTVcujCDU6vgs7//CNpb3r+YaAhPEOHp8dYJh4iS+/qpqxhMKn77yF5qrdY1g7hrC3LBJFevwZZTw3KWnq0NuGvWKiSZTI7nfngJ3/wqZoOGQw/1Mu6Pcm5yEafLzGeObuP02CypfIE+s4Mz56fQ1JnY0ljFyKlZ2g400tbspq26glAmJc/bXVW1UtIvMBFalTm1h+qb7lrZEJX05cUQnuUweoOW+kYnVdViQWjTJOf9wr3OtfcTz/7oCiq1ko89uf39PpQPLMr5cUr5MTK5q+iMX0Ct7b7rtvmij1TmPFpFCa1uLypVrZS0L6YG8KbO4dA20Gp9TMajzcdfJVVIky0My1YkX2aWCsMW9EoTKCwolHacuib0SgOBzAgqhQWTpoLV7AJmtZVu6wO3qdPWz7Oenh7m0gNSHl+hrWc4+iJ2bQ3VhjZMKgd6lYWB0LepM+0mmQ+wmr5Ii+VRjBo36UJQKuDE66eKKUwqJ6up54jnp9la8T9i1bVIb5pE5rh0etdp1tRJhdwY2fT30Jv/hbwfazQ7URTGSRfDlFXVmHT7f6li2cS1WkSt7qutx2kwkshnpFu78L0x5HUkVgs8vLUT/S/QvDFdyDObWGUhEcak1qIoqlhNptFrVZQUJWxaA90ONxX6e8/Xevv6pDT/wxzB5sks8/nv3r8X2N3w3c8/Q42+7kM7Fh8VvCu5u1hpc7lcXLx4kVdffVWu5InnVlZWZGV7aUnEC6n56U9/KvPOp6buLkETK3aCcIv4tVtx7tw5mZd+J5w/f16uzAk391t72Pfv389zzz1319cSK5pidW79ISbo6xfZWquFCosJV4MVpUpJKJeTWeloFMSyWS4NzvPDZy4zvxKS8lMRR9TdUkVLVyV7+pvobHZT7bLSW1UlL2DCPMuhteONK9lZ18ce5W76bV2MRldZzHgwV4bp7y+icUV5eXaIc+ML1Na70RbVjE140WjVNLZWsji/SnO7mysDM5z1znExsECV0cJDtR3Suf1uBF1ARKN1VLn40cVRbGULx6p62F3RKjO8h6JLvOYbYSiyyGr23mZNYoxa610c2NqMw2QgEknx+rUp2X/0dhjx+vHHk+xvbqCsKPDMyqtMxifos1ZiNaXY1qbid3Z9impNFz84P8PXT1+VCwvCffulqSnOLi3wVGc3e+vrN2Rvu/QmDtU0s7eqQfYevbI0yWjYTyCR4I2ZYVw2DYJnCGlerX4tB/VWxHOTkszeL0EX4yMyU9Wajvsi6Ml8hm/Nvk4kl+SftT3KfksHbqOaTKlAg8mFQ20hUyxLgjz85mcxEF6Q7QkonSiUDipUKfKlHKHcmkx4HUL2L8i5yPgcWvVhVBvosrRyOTSMVddDIj9NsZTd8Pn12GqYiYdw6XewnLpMrdEsDQUnon5mfSFOjcxJI8SjfS23EXSBXnsTO5xt/GTxPLHc2mr2Ona7u2mxVfGT2XNkCu9MAmsVuapvmsyJuLYLi0ucmptnJXbznFzLYJ3n9fEpiv48D7W1cWBry9sS9LlomDMrCzRbHRhLGk6MzHDp5BQ7qqv5tc/fm6CLrPILg/PEkhmMNi0vnximub6Czzy08zaC/tKJES4MzdPUVCF70q/OLOHJJ4gYc8SSKT6xo59P9vfRbr+5kHQ3pJJZlhaCdHTVyP+LqLKKCjOj1xcxGLVkCyXSwpDu0f4NBH0domJyJ4gouS0NVeRSRZ4fGpMOvCJxYcuOJuocdmweyOohVa9iYGCexdk1E0K9XsuxR7fQvbedhu5aTh4fpbQUwllUkU3m+PGZQR7ob0VRhsl0lDq3jeRKkpVMkobWSlbGAsx6Q/L1nHojO9w1XPatyH50gU6nSzoDCwOiRO7OsnaRJS/kzEIKX1vvYGFulTMnx5md9kvH+028P7jbufZ+4uCRTpkY4PdtNLTdxBrKpSSl/CTZwhRq7ZZ7EvRyOU8mdw2t0kIJE8uZgJS0D0RfQEWObdbt7K38bRzaGiajz5IoxNCrSihRs5waRaduIVXIkyopZYW7z/YwzaYtRHKzMs5UrTKQK2Uwqcw0mrbdkfBG80FSqgjpYpJqfSsKVETyXjotR1lMDqBVmAnlFtCrrLgNvYQy05g1NRi0dcwnX8OgdK21kYl++3JMRriVFWW0mm0o0DIa+j/JFSJyniBM5LJ54euy5gUjxkapclPInZcRqcIsFnUHBqWBUilBJj/6S3FaifuwaBMTRamD9Y1o1UquhRbkwr8oLOx3tlOMKNnRUvcLI+iRXJorwUWOeybkOSbmN4WsgoVohKKqKNNG9rgb5BzxXgRdtA1ORAMk8x+c1p2fFWK69F70pG/6tn4ESHpTU5OUx+zYsYPl5WVeeeUV/vEf/5ELFy5I4u73+/lX/+pfSTO31tZW/vIv//Ke+/v85z/P3/3d392ocotKuehtvzXzXES0if51AdG/LirwtxrHCbmQWHEV1ft3Akm+CkXZc2oqqHhjZEZmLceLBYZmvFy/Ns/O7c088nAfxVielio7PW3V1FXZ2dNQz0QoeFtf7Q63kFZnqDIbJWFfLgozjQg9pmYeqtpJLKdlcLXIyfkECpWBf3K4l3/2QAPV7ixhdZS/f+MsXzt3gbA2jy8WZyK5ynBhlbg3Icm5qKCL+LL7wa9s75aGVt88ew1PJIZda6THVscD7h52OlokSRTkUJDEkegSoWziroTdYtKzr7+Zbe215NIFXrowxoxn7TO5E8b9qyxHYxxoaZBE85vz3yaYn2OPs5NWcwc2tZZ2y3Y6XZ08vauPf/HwftwWE187fYX/8Ycv8sbMLF/s30J7xcbK7a0QZP1gdTP7qhpZiUf522vnCSi89Fa040kP0GjadRsZyxdjpAsrWLR3V3i8FcXiEuVyBrX6zk7atyKSTfLt+ROkijmeqj8gY/J0BTVNpmrs+jLdNjd1JjsvL09gVhk55u5hl7NVkubx2ArHvcOMJS2E0sO4tW5W0nMbTOQExLb7ahtYjseZCgfZYe8hnI/iy2TRqVzE8xNvGSeL/OzjBRclFATSwzTpnLwwOM6kN8Dujnr6m6rRqO9OIg9W9dFgquBHC2ekm+6teLh+JyaNjmfnzr9tm8rdTOZ63WsmczUWC8N+H69OT/PGwiwvzEyysBCioWDh0Z1dtDSsTbzuVQG/5vcwFgzQYnKw6Ivgj8QJDQRkb/xTn96DWn3374+onJ8dmCNbLhJT5pke87KztZ6HD/fdVr396euDPH96FL1Vj8mpJ2bMo67S0FBpozKi4Ym+bvpbau+74iJIuYgkE4ZqoWBCPhTlMiuLQbbuaeHy2UnaWiqo76p9x33CwkROuN6vBGKcnl3zOxDvp29bIy67BfNKGYfFRKJexeDkEpMja2ZvLpeF+nonJhE396k94kJAnUlPaMxP3BvjH08O8NiOThLpHIVKLcpsEc9cGEeXg0IyT2g5wpxvTc4pothEP7owjls3QBTOwML5XSyorD93J4gKaV29k70H2qXZXCyakmR9ZGiJWOz2BI1N/PL0pK/DWWGWC1ynT268/m3iTRSGKZaE108ZjcgCvwcy+REyhSILyatcig6zmLxOrbGHw67fpMlgxWnYRbaYYij8HQrlEo3GvYTTQ4wlBsjhwKByUq1vot7QSpf1YQxqM4vJqwSyi3Jx3KCyYNM4sWhcmNTO21+/mOZC6DiL+Wmmk0NMJ0dIFpJE8xGihRAuXQujsdcxqytlJFuT+RC5UlJObi2aJnkfmk2+hEvXT7aUQIGaRH5WquoaTHuw648RLywxFPyyNJLTqGtQKi1kb7l3anQPUchdRKGokI72pVIShdKASV1DtjBL7i0eMB81iOv/Nb9XGq/trKlmNumX5FytVHG0qostjnrmVkLYzXpqK2w/92PxpmOc8c9y1j+LVqnmWHU7FoWB4/PTMj2n2mqWxPxobSuVBvM9Hd8Hgiu8sjwhVZna+0z22cQmPhQkXRDz//pf/6uUm4uK9K0Q+eaf/OQn+U//6T/JlXaRdS7c2++Ff/2v/7X8uWfPHhnrJn4Kl/gvfelLNwi4eO6P//iPb2wnjOIOHTokf4qK+pYtW6SB3T/9p//0Hb2XbK7I6xcmGZnyoCwqaHDa0LsMfPHju/gnv36YoDdGIBBn965WuvtqefmngzJCSaDSaMJlNDIa3Bh9JfKsd1bVMhwM0OpwSGO6lWKCc1PzzMTCUi46GVql3mbln/Yf4qG63RyrP8SXdj/Iv3jqIE0mI5evTvAPAyd5JjrM85cGaK9xUlhKU0i988rR41s62dZQLYn6UmitwiBIg8jSFoT9wapetjua5AratfA8r/tHGY0uE84mbyPsYlLf3lDJY/u7cVvNvHR+nIvjC7dtNxUIMhsM0ltn4FLkBP+4/F2qDS4+X/er9Nl2kSkG0KqMuHQ3ja9EJVf04u9or8XpMJBLFnjxyiRXZpfflvjpUFFOKNhZa8NiMHJ8eZD5eJEKze1EXESuGTWNqO+jIi5QLhco5IfQaPrfNqbNn47ynYUTWDUmuqyNdNtukqkWU510nEeZ5Yutu2g1V/D/G32DmXgQm8ZAl7WWo1U97HO1SzfapYyKsfAlllNxBiPDslXhVgijsf219YyHVgmms/RY2rgSHpJGeOn8Mvm3GNx020QkWxyLqp+ry6cZnl2SmeLmai1O8/2NxWO1u+XN8fmljWRcLIQ82bxPrkiLLPufFesmc3vq64gVs5yZm2dkzItRqWX3tibs1nsfp8grP728gC+ewJDX4AnGaXM68VzyYjPq+cSnd9+ToC94w5wZmCFezlPQgiWloM3pYPee1hsEXShpVgJRvvKDs3z/jUHsjSaad1XibrSyt7mBB2pbSM+laG1w0dh49wWmt2I1ECcaTtHS5pZS9IlxDxVOE2MDS7R2VDMvnOEzGQ48vOVnkhg7zAYOdzYjTsHzUwssv9lzKN5X79Z6nE4TzGXornCTbdAwsOxh6PKcPJb29qobCoOjj/RT21bDzm0tpHxJAqNe/uHZcxzraWI1ncbWZCUyF2FyMcCWPc14J1YZX/DLCEaBNrtTknJhHLdugCgc32tMZllRF5/hvSCuXRUuC9t2NrPnQLtUBFy9OMuVizOygroZ4fbLjQOHO/B5osy9qQbZxBrKRS+l/Ay5whxaw9MolXdvV/OlBrgWeo7B+HmSpSK9jqc55P5Nmkw7KZWEw7mCRFHFSOT7skrt0u1iMPJ1ZtMT0m19m+1j1BhqsWrdOPRtaFVmQtkFxmOnMKhcuPXNVOvbiea9VOrb7ngM1yNn0KkMaNFTp2+l07KNZrOITMuymlkhV9YwmxxnMTXNSmqKdDFOk+UwS6nLVBu2YtQ24E8NEs8v4dB1UBAGeHkv6YJfGtH1OD5NvenjBLKXuRb8G4rlAgZNP9nCtMyEFxDKOZG6Usi9gVqzlUJxgrKqCWVpBZN2B6ncNQpvxrd91CDMVoVBnCcZxWpScCU0d4Oc99vrZHqMJxQjGEvR17QWE/rzgDA+nosHed07yWBoBbfezMO1XTQaHbw4M8lzc2MygvdjzV08WNdOtfHuLXeBdIJzvnne8ExTosyR6lZ22OrI5z8aSSKiAPNuH5v4CJD0daOKu00URR/RukGFNJh6G1mcMNkQ8vbf+73fkwYR/+E//AcpW1/fvzDL+N/+t/9NEvh1fPWrX5XVdhG5Jv7+v/yX/8KpU6fe1jzurRD5qsf2tHNkdzvbuup4sLdd9pEKF8jGBhdHj3QxNrjIpaF5du9rRa/XcOrkONFo6sbkcikW25BfLeA2mqUZ1iXfMnVWC9VVJv7v6xd4cXKKfe5m/qedT7CvqpmLQXGDWbvIG1QGmh31PPbwDhQlPS3GOg43tOPSGRieX+BScZa/euFZTixeZSnpkSvN94tH+jrY3VzHP5y7zvxq+LZJr+iF77PXS8K+xd6wFpsUnuUN/yhj0RUiubX3uw6rSc8je7s41N/MuYF5nj0zcmMSPrnq43pghApXgIuRs4zEFnik6ld4svZJzForwewc2WKSWmPvjQrjajLFG7NzJPN5miodMtLqP/3Kw2xvrOXU5Bx//fLNrPW3IpnNcW5mEbdNh8tR4OP1O6kyrWBRt/PqyjTDIe8NMpAtrpIrhTHf0rP9digUJmUki+ptYtqWUkH+cfEkHeZa6oyVtFuq0avWzn3xHRCqhW5rC4spL+limt/tPoRFo+PVlXFOeKelbF+OrcZAh7WaXe4n6LdAo7GeycQUL3kucyk4w1IqRO7N92PXG9hdXcc1n4cGXTORfJzldASjpoF4dnzD8Vk0egxFHW9MZIinFXQ0J3mks0u6vwtH1PuBuEk/1XCQcC7J677rG36nV+uk4/t01Mtl/8bXvl+IKvho0M/JpTmMWRV7VNU8vbWXyhorb8zPcd3jIX6XCt5qOilX1MOxFIVEkUqzkQPNDVx6ZUwSuSfvQdAF8R6cXOHkwAwZbYm2+gqa1CaU2ZL0g1CrVZKgTi4EeO3SJN85fpXXZ6ap2V7BrzzQx8c6uzhc10yV3szAtQUcTiNtbfeOg3vr6wsn85b2KplTvjC/Kp/zr0RQqxQ0tLi4enaKvp5aqlvcd93P211rD3Y0UWkxocjDCyPjsq1EQHwPu/rqcLoshMZD7K+qx9Rq4XrUz8WzkxTyBRm1trIcJp8vsmdfG10iKrKmAofTjipb5B+fOUezSkOYHEqDioUhH1mbkvpaJwsjXmbfrKYL9FW4ZQ/6Bc/SjTi+LZXVuI0muciSKdybqK/DZNLR1VPLwaNduNxWpiZ8nD01wfzcqjzOTfxyyd0FTGY9W7Y1cObUZjV9HeVykVJ2kGx+Eo12lySfb0WhlGMheZ0zgW9wPfxtzJoGdlh62F7xz6jUr+WaCyl4MjdMKF9mMv4yuZLwdK3Akz5NPDeNDgVbbZ9Aq1GgU9nkQrhd20oyH+Zy6EfoVHY6rPupMbSzmp3FpqlCr7q94jmfnCSQWabd2E+FqpqlzIxcfKsxtNBt20uDqYMaQz2tpi3MJq9IB/kLwRcJ5lIkCkUmY2eo1O8EhZaZ2PMYVW50KgdlVISyIzLZRalQ0eH4PE3mRwimz3Mt8LckSzk0qloy+Zv9uBr9o+RzV1AoNCiVbgqlICj0qMmg13SRzF6gVF4zYPuoQA6OsosAAQAASURBVHgKvLYwzXB0mZImi1Gj20DOBbL5AiPzPnqbqtBp3nuZe6aYZyzq45WVcRaSYTqsbknORXHjkneJ/2PgHNFCms909PNUi8g+t91RsSbuL/PxMK+tTHFlVSzYGHi0rpPtFXUYlBqujCzKFJYPPxQUy+/+sRnB9hEwjhMkXPSRd3d38+1vf3tD7Jkg2yIn/X/4H/4H/uf/+X+WkvjHHnuMP//zP+eDaLYgJHvj4+MbFhxEnrPog93X0EAhX+TcG2OUDWpKGiU2rRafMDAy69m2rRG73cjoaoDVVJIjjc0b9i8mmt+dvM6SWIlUG0gH8xh1Wh7r7aTDWXEjnmswsohLZ8GsMjEVW5XELjQSJRXK8tlP7mZkxsOJ85N09FQxP+dB71aRMxXQ60pU20w02V3YtTZpviKiu+4lrT01MceZqXk+s7ufNve9q3yi6hvMJvCmI/gyMWlUVm2wy4cgkusIRBI8d3qELElau7WspD30VTWynF0lms/xeM1hqvQuuW08H8CTHqXJtAudyrRGygIBFiJReiorMek00ujrSH0zVt2akZSo2F5b8HB+epFUNs/O5lr2tTdg1GpJ5fKcnV6QUVMqy6pc6CiXIiynr7O/4jeJ5jOMR1alpEk4wTt1IoqlDov2zqv3t41BKUU28wo6/RGUSsddt5uOe/jpyiV2OTtoMLmZjvs47O6SxHw2usrI1ASPbduLRq1mKeVjOe1nl6OX4bCHF5ZHeaKuh+VUlHqTg257lRxrgVz2EiiUrBYdBLMhzOoGaQAYy6elEkIYAArjOW8iyciqH70xRrgY4um6B/CnXsep3ynl75lcgdElH75onIgxRp+7TL44zBbnF/GmM4xFfDxY03nfbRTBTJTvzp5gv7ubHRUbJ3xLCT8/mj7Px5p30maru6/9yX2mU1wPeCjkS6jDZQxKNVu66jCb1s4DQc6FydxSNIbbZJIV93WTuelIiDPz82jyShrtdvrrxORPzY+/d1E2az39+b2S/N4JmVyeN65OMxsI09XqZldLHalQmskxDzv3tZItlmSFfWk1Qk5TZDYUYnTay67Wer50bBc249p3QVScr12bly0DW7Y2vCNTofnZAD5vlD3728ik85w/N4Veo8a/HKazt5bJKR8zV2f5td9/CFddxV2vyyIWU1yX71Vpn/Ks8t2Lg4jOhr3dTTzQtjHGbWrcg98TpXdnI6PxAGOTKzQUTRzc30U0lmZq0sfefa1yPEW1/1s/ukhrayUas5pQLIYqmmU6mSK1lGTL4XaObW/j5R9exdVbyWcf2XFjQie++0LiLpRHu6vq5HityyvDmRQH65rk794JxN+LPHnR1x+PZWTrgMiaF2R+E+8d7vdce7+QyxT42ldPcOhIl2yN+GVHOT9GLv0iRfLozX+CUnkz7jFViLKYuo4nPY5GocOtNVOptUk1F+UEWt1NQ19v4g3mk+dJlS2oFSraLA+gV6q5Evj/yIXnOsMebIYeFGWxiKym2rRHJpacW/0HCqUsByt/HbPGSfrN12w170Ot3PjdTOSjnFh9jjp9C4VSEd+Kn77mbSRKYbosa73rk/GL6BQGsuUU49HXaDHvRq8yYNHUkS4kGAz/hGrDLkK5WWK5UdrMB2m3PkIkN4iCnJTDO/Vr2e6ZQoCpyNdYTY9TYXoEq7YBM0vYDY+gUq3d89OJr6AU7vb6j5ER8wF1B4rSIugektX0UjmNWXdoQzzdhxWhTJIfzw4RL6Q5VtdGp7UKw5vE/FZcmVqSnkjb297b71csl2E2EWQpGZFV8xZLBS792kLOdCTIT+fGyRQLPNrYzhZXzV19mURhZi4ekg+tSk2rpYJ6k016+giIRfDLIwuoVSp+/bOPy+c+rGZpgsuspFf45Hc++a739aNf/RG1htqfaSyEV9jnPvc52Q4tzL/fajgueOD8/Dzbt2+X8dlvjcz++te/LouvSqVSKqk/+9nP3rb///bf/ps0ChfF2z/4gz+Qiupb8fzzz/P3f//3spj86KOPyuLurelhgk/8zd/8jTQZF68vlNh3Mxt/P/GuriTipvytb31L9p83NDRIUi4+GCF1Fw7tQnr+b/7Nv5GVbSGN/9M//VM+qLjTWoXIcg6l0qwmk6g1Kjp6a1FmijTVOvAnUrL3srLCJPvVQ6GkJNzCZXIptlaNzJWKcgXwR3ODhEVMRA7ZI/Pbe/bQpLIyFVzlus8rX7tSb6XZVMUZ3xzPLw3SanFytKaVjx3eQjKRZWR0me1dDTzY34Y+q6S2tprUAhx09bO3cgfFlJ1L02HOzs9w1nOFS+ELjMdHWUkvE8/H1uTVt0DIXY90tvD9S0NM+e7eTy4gTEHE8W1xNPJQda+UbqeLOc6vTnHCP8ZkzEs0l0BhiLPnkJK8bYWfnB/HVWxlOr0qut74bMPjNwi6qJ4Lgl5j6JYEPZxOc2J2jkg6w9GWZmqsFq74PFKdsE7Qb81a/4OH9/OxbZ3MBEKysv6TKyO8NjpFldVEtUslzWWqtDUyzmW9F92hM7K/qpHD1c3EcktcWZ1jLqa/70qdkLmr1HX3JOjDkXmeX77Ioco+dld0MBHz0GmtkQRdVKhHol4C2YTso0oWctQZ3BhUOqYSC2yrqJcrwOJ8OVbTIR3hX/dMspxcix4RhjXFwiKVWjsKRRG7VsGByg6OVnXj1lnxpCO87hvFm19FpysTiesIZmIspoSkr41oZpR5f5iTIzNycvNgfzt7a1sIZc0Uyyr86SEaTA65Oj4R22hQdy9U6G18vH43p/wjzMY3Zq7Xm908UN/Hi/NX8b+pErkXhIxfkPNznkWMBTVqb5Fau5W925pvEHQBi07H9poaHmlrlf8WJnOvz8zy49FhaYZmKes40tYsVRhGjZZnf3BJXpCf/uzdCbo3FOObr1xhMRLlif1dPNDTSiFZYHRoCUedjWtTK7wxMMVUIkTWUaaoKLE6GeOR1g5+84G9Nwi6uOEPD631J/b1178jgp7N5qU0t6O7Rv7dxIQHlQIioaSMkjJY9AxdnmHnnpa7EnRxLZleWOX6uJdc/t4tMe01LrqqXVIVcXl26cZ168bvu2qoqXfItIl+i5tDW9tZ0KV4/o3rGHQanBUmRkaE5BW6umv5tc/sY3R0hXK6RFN9NdXbG+hrchMnx/nnBhhd8rJ3X5uspo8v3TzHxGRpb029NOYcDq49L97/dnc1Np2esysLNxQw9wvx9+4qm3TGF+MlFk5Edvb1K3MEV+9tkLmJd4a1uMAPJrR6NTt3t3Dh7BSFwkdDyvqzolxKUMxeIF/yojV+5gZBFy7t10LPcm71myQKIfpsj7Df9RRurRqzrp9iYVbef4TzeSTn40rwRwyEn0WtaqBaX8veii/g0tUzEPwbcqWsdHq36DpRK9QyAtSsFa1eGi4Gf0C+mGKf61clQRfwZ6dxahtuI+jCKHUgeg6D0kSxXKbV1I26qCVbSsvnhLxdiQq3rplsKYtKoaHO0M9M4gIWlUtK2VvMW+izH0SrCHOo8gvYtdUspC4xmbiML5dlNrHEVOIi3tQU+VIWvVp4YjyGTSfUZxdRoSGQT+NNvkypvKbG0egfkcax0pdG00m+5KOMHopzGLU7ZEtcOrdRWfZhQzyf4Xxghq+On5NO6b/dc4BtzoY7EvSVYJRIIkNv4/2rxd4O/nScc/45TvmnUaCQ/eZ7KpskQfen4nx74rp8dNhd/Mm2g2yrrL0jQRck/1pwWXr+hLNpdrrqebC2nSaL4wZBFxie8lAsluloqyT0ZgzchxnizvaeGMe9i2P48pe/zI9+9CPJDW+FSOkSaVqhUIinnnqKN954gwcffFCma63j3/27fydTw4QB+I4dO6Sy+i/+4i827Ef4lAkV9RNPPIHT6ZT7EJ5o6/ja174mib3wQnvkkUckof+1X/u1DfsQiWBisUD8vq6uThaRBWH/SFXS1yEG/Bvf+IY0jBN5iW5h/PTII5Kwr6+uLywsvGMzt1/k6pPIWhQRbG+tBkyuBlmJxzja3CwnftfOT2O2GnA3OHjltREK6TwHD3YyPeWTk3IhkR30+2hxWRmL+FlNZLCp9eysqkejUjIS9PNAQwvXRpex24x4Sgny5SJarUIaVHVaXWTLWRZTQfps9dQaHYyMLXPi1AS/+UXhRK2QkWw79rVydWiexVCUmiYXzW4HdrMBfyLBciRGqpjGalJiMZVQqjMUy0VMajMWtRWLxopZbZb54xemF3ltbIZP7uylq6byHY2bkMIvp/xMJaZZTi3J6r1VUU08rKeUT/PqyDU6q6r57cOPYH2z0in6veYTl7BoKqnQtTKxusp0MESny0V7xdqNW/SoapQqdte8/crs6LKfb5+/TjKb51BHA47qOP2V7STzyzeq6LcaxomJhj99Asr1zCd1+NMJmsx2Omwu9GrNXSPXcrkz6ETkmuKmcuBWXA5OcWZ1lEeqt9Nja5ALF6FcQvaVh7MpzgXm2GqvwTc1j6rehTcTZ5uzDodOz6XwCB3mRrRKPV8eO8VTDVvoddSwkooyFPZg1ejpd9SgK49SLudIKlpYTs/SY90pP8N1CBM3XyaKNxPlqn+JpaSPGpuaT1c9xIT3BQq5RrY0bKXStrYaLRZuTvgmMKlDqJig3/E5MkWVvDkeqWqTsvj7xfXQFGd8o3y25TCV+o0LGSeXB5iIrPCrnUcxa+7cS+5JxBlY9WJUazDGlcQjGXo7anC73j7KTahXvn75qjRl7Kup4oH2FlrFuVSCZ35wiUw6x6d+da90KH8rBKk+P77A6aFZ+ttqeHBLm6zwBgIxXn1lCKVVi9KuoWgEq81Aq91BLpjjhy9co6Wlkk89tA2z8eYEc2RkmXg8w86dzbKF5p1AGJ+Jy3HflgZZBb5+dR6FkIAXy3T113Pm5ASB6RV+448fx1px+7iIPPahiRWyuQLelSUam5rYs6X5nhFl4USar5y8hFapxGjX8Wu7t0szwlsxPxNgYS7Atl0t5LQlXhocI+1L8di2bhaXItTWOmhuXluAO391lmd+epW2VrdMpSgYFawGYvzwuxeoLMMTj2xheSlBwa7ld790VPpPrEO4up9anqPT4aLVvnYtKL/ZDynaXw7WiejGn71aKxzgl5dDMsZNfDZ1DRXU1NilEd0mfvZKujBu7e/v/0BW0gXEAt03vnKS3i0N7N67US3yy4Ri5hTZzPOodAdR6R5jJT3KcmqITEk4pgvl1zbMaqe8RyYzb6BW1aAiQ7aYIEEd/swskfwSZkWKal0teYURt2EHOqWN84H/RiR7Rbqouwzbceq7yBYj0jndruvjWvglyuTotR2mytAjjyee9+NLT9BqOSAl5+sQ96Xx+DXmkxNYNS66LVuxqSu4PngddVOBSn0NkfwqFrWNOkMLUwnxuibZ1z6fvIxDW0eVvhm7tharporLq1+l0bxfOr9fDPwNlbpOuh1fwJMexpceo4Qao6ZZ3n9NKhP5wiiBtLgmmui2/y6+5Hcpq1qoNu7HrHGRTn5Dvi+d8TNSXadWVaIqBWQ1XZD0eOZ19JpudJq11oAPEzmfivtkjFkokaXHXsO+mrsrwYQq79TwLFuaq6lyvLPI1TvOJZMR6csjilvNZqd8iMq3gFBAXg2sMBTwSrL+WFMHVabb2yPE/cKXTsj9iHlXg8lOi7VCthPeCWOzPi6tzFFwlnhtdoYf/f7/S/qkfJgr6cvpFT7xD5951/t65ovfp+5nqKSLFue2tjYZuS18xG419haEW6R8iQq4gMi7F2ps4V32u7/7u6TTaSoqKvjud7/Lk08+Kbf53ve+J6vcwjBcnIsvv/yyJOmTk5OSoAv84R/+IdevX5cFYQERCSpI+Z/92Z/J/1+9epWdO3cyMzNDS0uLfE+iiHzt2rUb6WEi6ltU7z9on/170kAiBupP/uRP7rnNB5Wgr+NuMUytTgdzkbA0V6q32ejorePymUlq6p187NEtfO+75xkYW6a3vZqBwQWsTSaZfz0QWqHRbGd/VZOMF1qfXAbSSa74PbTWOrkyvYSl3sA1r5dqg5Wn2npk/JSAyMsW8vdgLkFvVx0jYx5OnB7nice2Ut/sYmbcy4Hd7ahOTOAymliNJZnxBmlw2TnU0iTjKARZ96zG0QhjNosOg1pU9zPMJ2fk6rNRZaKq2sK+UgU/uDLI09v76K17+xVRcSGMFUIEsh4pSWs1u6RkeyGa5uTsDFm9h7jOz9G9ncSntDxzcpQj21qpd9vwZEbQKA1oy7Wyei5wpLlJRnAJCIdyMVk/1vj2NzjRl+5PJPnU7j5cJiPPjVzlzPkgnloDFvclttfsv+1zTebnZXxLpbGNKpOCaDbNRHSVV5an5OclyLrhFrK+HrmmUnfelaCf9o9wNTzNk7V7abFUySr4bDLAvoo2WTG/sDpPt61KfsYJg4F2Rw3urIVroSUpaxcEfTI+zy5nL0er23lxeZRWSyW1RhuVerOUoJ/wTtFucVCvvYZN38mq0oA3vUid8eY46VQaGk0u+dhqb+S52SGeXTjLsudltrqtdLg96AzbNigkhInc9XAGh1aJPzNIvWm/vDkOhj0cdN//JGObUyxGJPjJwnm+0HIM0y1tEEfqthLOJXhm5jyfbT+C5hYSmCkUGFz1yj7yZqOd8GKCkkbB/p0t6N8mWk1gyOPlp2MT1Flt/JPHd8nzfioUZCqwytJ5D7qSgs998eAdCfpqPMlLl8dlosPTB/tpr60gGE1ydS7AmTPjmGpN2Bo01FfYabY5ZKb37MIq33tpgIbGCj750NYNBH1qyidjCXfteucEPRJOSmK+72AHxUKJiTEPxVwBk1GHTquWPePTI4s8+nDvHQm6xx9ldMZHTaWV7T0VTJsKhNMlxmZ88tp0LxO5/S0NnJ9fIhpJcW5hkWMtGz/3ptZKSfSvX5ply84mPr1zK8fHJvnR1UEONDYzNxfA4TBisxnZt6MF32qM8QkP2WxBtgIpq2zseaCL86+PM+oN0ao3cPryAq83jvCxh26ej2atVlbURYa6+A7WmC3ypryruo6LniVZUT9Y2yhNBX8WaHVqWlrdNDVX4vNGWFoIMTvlo6bOQV2DU0a8beKdQ/jHfJAh7gF7D3Rw8vVRtm5tlNX1XzaUix4K2ZNkyyb8WROe2N9LSXu9qV9WoNW3yN6zhUlZOU6VdPiTr5FXtoFiljIpus3bURRHSaGiQt+LTungevAbRHODmNU1GNROnHph6haRBrQalZOrkRewaOw4tZVU6tdSUcRCQCAzg0vfuoGgCyylZ+S9TalQ02buwaGt5EroAjFNnJ2GXcykx2gytsvtDCozNYZWFpIjMi89VWhnMXWNWkOX9Lyxaqqlidxc/CQ7Xb9Jg/kI84nXqMwM02zei0ZRJFv04dCJOVq1jI/LFqtlf/18appo8at0WI5QKE6xlBzErK2gUnOQfPqraIsPSBPZfH4ApcLI/5+9/wCOND2zc8EnvffIRCYS3gMFlPdVXe0NyW42zQzdkEPOjHQlXZm9kq4idm7cXenuSLF3N1aakEaakcaTnCHZ9Gx2s9mm2pX3KAfvbWYivffY+D4UUEAVqrqb3TPs5uWJyEAVTNr///7vvO95z1FUZlCq2zHp9pPOn5YO8RrVavHywwwxMjeeDLFcSGFXm1AUdexz+6SS8X5KsBvTS7htpvdF0IWnznQ6Km9itK/VUiMVhUJ9KCCI9lA0xEgsLJUwD9W10e/x3jWOJ2bn5zJxppIRmTAgYon31NTfVXBeK9qNp5Z5e2acK4F5amxmMtNldmjrOW+6O3b213hvEEbidXV1fOUrX+G//Jf/sulnorsufMPWILzDPvvZz/KjH/1IknTRURdkeaPsvKWlhXg8LhupBoNBjlaLJLA1gi7wH/7Df5CR32sQhF6Q/zV0dKyOYobDYXl/IiJcSO03xnv/9m//Nn/wB38gm7Wdne+c3vT3hQ/kaiU66aKKISLX7mzMizdSyAg+7LiXoEDIYsSMtJiXFpFQJoueukYXozcX2HWwjUce7OH8pSnOzM2Q1RdZuDSDxWdGo9XwaFM7njuqfdvdXl6dHud8PsVYfpldWT//ePtBBpdDnFmY46C/QW5WhbxcyJlFLNqZ5TH2HWzmheevMTcXoanFzdkTIyQTOdp6fEyNBtj/QBepQpGpYIS3bk7id9loq3XSV1dLKJVmPp5kcC6NWafDb2+m2aKnrMhKKXyNp0JLucjXr7zOo7k2djU0Y1Fb5GzXRoj4r0gxQLgQYIUVanQ+moydaJRawukMM6EAHleFtKLMMfsDsto8q4syORnlh+eSdPi1NDeLunUn18KzcpZYdNDXpErCdE/EZb2bjlmxXJEmcRa9lh0NPvLVHHv7DHyMB3lj5Dxv38gQXSpypDOyPnMvTGJSpXEcup3rFx+bziBzNIU0aiS+zPE7yHqlIhzrC6jVWxvMvbY0wFhqkc80HKbOuPo4I6klfAY7BrWOU4EJ6o12OU8luk5rsh6f0YZVa+ByeE5eiKw6C8PJKQ64OmSR57WlIZ5u6JeKgn5nHfUmO9dji0Syatotl6k3HmA0dRWXTsxc392dzmRL2LMW6vBhNBQ52nCQ2fQbnFk+IbsGXr2dWoMNr8HGdNpCsdLMcm4Yt75HGrMIqb2YBROP+25xrHY78VKG5+fO8pvNx6SMeg0fa9zP98bf5pXZi3yi5aD83mwyzs1IELfBRIfaycx4RGaQtzbeP1pNIJXL8/LIGOORKI92trG3fnWW2YEBn8XMc8+dJRpP0/VwC2OJCK0qp5TGrx47Za7PBzl3Y4Zai4kvP7JH5qC/fWWCQCLJ7MwytmYzh/a1S3IujM0EZhYifOfFi3h9Nj772E4sxtvkZGYmTGApzu49ze+Y277V2jM2EpDkURhSClVONJzC6TBRLpRp217PT354kRqzlt4Dm4/DcrkiyXkklqG/04fbaZHHWblcYkd3MxdvzDG7qKWx7u5oozXsaatneGmZClWuTM3T6nTScMeMWENzDUqVkmuXpmWm+se29XDJYubtgTGa9TYp8RdSdmGs98SD2whHM2hVSi5cmubA7hb2bm9ifDLIwGSIfb/9ALuVKl78ySWMmQK9u9qo8TtXjSv1RnZ76rgcWuSQukH+X6wP+3z1Mq5NjEIcqhOJDL9491sUHHx1DnkTxRExt37u1Bg1boucW7c73pvp6P/VsVGq+GFFd28dA5enOH9+nKPH7p0J/qsI0d1NpH9IJDvAPDsx6xJS0r5mArcR2VKQhfQpCtSjrJ7BommgpLAJzSV1hr0UCpeJVnI4jfswqrwMJn5CpHAJi9qBYkWFXdcvZe55iuQqVaZzA9IcTqtckR30NUIeLy7KuW2bxrfp8cXeYik7Q6ocZ5ttvyThJ8JvMJeZJl6M48jYcRt8LORnqDe0MZsbo9Pcj0ltp7oCdp2PWHGOifR52ix7iRSn8Rq2EczdYDp1kg7rUyznbjCefBmHro1aww5m02+SKI5Qb/JjMTThMzTh1bvw6K8wkTzJQnYYtVKsjmHi5TQzK3nqFBZc2Z9jtf425cqU7ASryxPS8V2tcmHQ9pMpXMCiP4ZKafrQk/MGo5N+awNXg0EZjSkaS/fD3HKcVLbA0b5fTC2QLhVkt3s+G8OpNbHT6cdjuE32xX5sKBZiIZMgX6zg01ulMa5oSG2EGC8Vs+Yz6Zjcr4lY4jqTbUv5+2QqLPdQY4kQ2UIRdVLFk/5tzCwm6HdaeWZ3D39xH9XZRwkflDu7bMjdSn9Zg06nk7etsLi4yB/+4R9K0i3U0xshCLKI1RbkeCMEUX7hhRfkv8VsuJhR34jnn39ekmZB0Ne64kKqLsi66HxbLBY5ky7Svtbw6KOPyp8LybtQeAn5e01NjVR8CYiY7jufhyD14jHEz36lSLqQuYs3aM3p/U6ICLWPMkkX8Fut0qhqKhaTWd3N7bWcPzFCYCFKxalkWZlGGE3HkiW8LjvenBGT3ch0Ir6JpIu5SmEIl6rm5Ez7Q03tZGNFaWy121snjedOzs2wv84vc9UNKi37XW2MpQKMZpbwd9h5+9Qov/mZfbR01DI+vMR+ETOzEGNqLCC7/A5zPalcgalglBODU3jsZtpqXext9FOqVAgkU5KwDweWcZoM1NuddFmb6O7aRrNhip/dHCRXyeN3a6WUWkjj1QqlnCPPVdLSlE5IzGwakRe6uhBEM1lOTE8SUc1g0wp59RNYtauvWzjEzzqivDI0wMsz4+jGXbTVq2TX3me+TQTEc7sYWKTb5Zav/Z0I+vmpOYxaDTsbVrOnhTrAravFr3fQ3hrkYMcxphbM/ODCDVzC3bu9kfqaGBqlVc6e3QmrVr9O1kfjYY7Pj1FvNtOou47NIEi96q5q7EuLl1jIRfiNxiO49auvRcTVCRPAI+4uLizPYNbo6bV714+xSvX2/KaY9zpS28pQPMBMOoJSlcGpDfFMfT9/MXaGfoefJvMquRIz9UKCPpUyMp74CcaCB5vezXx2gnZL/+33UZC2+RCBWIrOuhr2dj3B/znwI25G5njQ/yDL2YsoVE6WCznpKaBTqjGqdcxlNNQbVSznB6k3HWKbwyel9rUGiywUvNuO1Sf8B3hu+k1+vnCBpxtWybiA6J5/suUg3xl9i1dnr2BSOUmXivQ5aokupllMxdm9rQGH/f4bmnKlynAgxJsTUxgNWv7Bob2bLtzyc3l+gHK2xD//h4/LrvxkNCpVGyIm0aDSMLUUIbKcptfnwWU1cur6FBlKlHVVCtkc21vqePhIL9oNWfELwTjfev4iNW4rv/HELplqsIbFxRjT02F2727CuKGz/m4hnNIF2W5ocpHJFBi6uYBWo8Kg16B3mAgEkgSmQnzy2V0YLbcLZ/Fkluujixj1Wg7taka3QTou3gehRNjR7efSzTnZ8Xfe470V8v4HOpv5+eAYJpWW46PjfGHXjrvM2kS3WbjjX78yIzPV9zY1UmMy8ZOzV5mfiWM069i5owm9Vs0nHunjuRcu0dPp4/K1GXb11POxh/v42+fO8K0XLvL//J8+zkIszVg4hfriBJPXZmje1oCnsUZ20HvKbun4LpzyRdFSbLr2ewVRn+fc4hwH6xo2zRX+ohCEXNxyuaKUwV8fmEVv0FLf6KTWa7/vqMD/lSEKXZF0jkQmKw0XPwo4dLSTnz0/wM5dzZgtH+7u/wcB4dIuJO2x9CvoK2+j0B5jj/33pKR9I0TXPFkKEyksEs9fwKb102jooVx4k0hVi0Vjw6PvoFgJEslfwmp4DIu6mZHkS4Rz1zCqNCjQYNB4qdFvI5ofZLkYIl0u02zehV6pQaXUYFKvFrErKyXp6O4z3E51EciUk8xmJ4iUQji1XkrVKlfjl8mWU9QbGslFCwymrmMt2KSZUriwjFPjYiB+lg7zNoL5MeoMbSR0TcxmLpMv5yhUUtg1ftosj3At+h28BjFK9lkuhv8H44mX6HN9CbdhO4HsWcL5q/iMq6ZvVm0nxUqYHtvjzGXfoMX0SZGujkIjTOiCzGQSTGVex1a04tI3oS7fxKlxoC9NotB2odM0U1lJSsd3i/4BOZv/YSXnxzydpIolqVbqdXlosd/bd0cgVygxPBdiZ1udNEd9LwjnV6Xoy/m0bAAc9bTJvdcaUsWCbJYEskk0CjXKsoo+p5veGs+mwmy8kGMiFWEpm5RJKnvdDdTo776+CQn9teiC9PoprlRos7h4uKaTyFSGFaeSiUCUTrebR/ra3vNr+XDPpCs+kPsRxPpOUzdhBC6St7aC6IIfPXpUcr4///M/3/Qz0Q0XEGR5I8T/E4mtU4WuXbsmO+9ixn0NwWCQv/zLv5TF4S9/+ctSsi5M40QSmDCIE/ijP/ojPvGJT0iyLeTzwqxOdM/XiL54LkISfyfu91x+WXhfK0c2m5UzBuKNEYP5TU1N78ko6cOE+z1v8bNtHg8X5hdkh0ls3s0tZn544wreNjc6j5HyfJbPHdtJdDFFKV8mv5RnJJOWC55Tb5ALkyDoDq2Rpxq7CGUyksQrK1WC0RRel5Vet0dujEVHXZD2NbmnMB9zaE1captmZHKJy1emOLC/nYWZCItzUTr76rl4chSPz47NYcJi0LG92UdHXQ3TwSjnxmZlNnSb10WDwy5v+VKZhUSSqUic64tBPBYzzU4vn99p5YWBYXxqL25vmYXcNMlSDJVCh1kj+pRqshVh1JKSM+7JfJGXxwcJKaelG/nDtYdkfvYaNEo1fpORDu8K6UwT1aKKSrbITwYG2NbqpdHmkq7kN0IhTBqNzE6+HySZn55HJzLoG4WRm4JIIUy+mqfD0C0laeIi2+HYSZdLybHuZs6Nz/HzazdwOQbZVvs4zqbqPccbxAVjr6d+tZIbucBbsQItDiWd9uJ65EixWub5ufMkSxk+3/QANq1pnYQPJRdpMbmlRF38X5iViM+wulImlL9ATi0687dJtSAfghC7dCbOLU9wIjTIJ/z72V/TxItzN/ifuo6uX5zE/bRa6/BojjCZHGEo1oVeE8KlXcahc7MYFWqJIA6TgQe2tazP+36suY9XZ4bptDVi0bpQK5fxO7bJ6n84n5Jz7IlSgYWwllD+BkpFAz6DX86mjSRCch7+3UKQ8U81Hubbk29xKniDI7WrlUsBIYHvc3XxreGzPNLYzWFHOyOjIaxmvZS3a98hvmUpnuLS7IKMUemud3OsqWWT4kIQ05dfvEpkOcVnPn9ARjAJ7PD58FusHB+ZYGguwEqySqvbyXI6zVIphcqmpt3tpjyfQ+mwsmt/i+wIryEUSfE3PzqH1WHgc0/ukt4Pa1heTjE2GqB/eyOWDQT63ULEg02Oh+jZVicJ8OD1eXLpAu3bGwgtxenqb+Cbf/YG/hoTHbvW4o9WmJyLML0Qoa2xhqa61S70Rqwd3yJPvru1lqsjC+zf3ozpHpLuNl8NzYtic5QmGctxbn6WB5vvnt8VLuninLsxMEvv9gaaa1189ZGDPPfWJX5w/ip6s5buNh+1bitH9rZxbmCKXdsbmZhcpsFtY9+eVs6cGeO///Q0v/nkDp778Xk+/rHdrKTzTFydlmS9qbee5haPHF0Q3fOj9U1StrhmMCc8KwRZP+Cr/0CIuoCQurd3eqUcfmkpzux0mImxoCxM+P1OKZX/vzLEuhtN54ikMkTSWVkINut1MhZwOBCjLZvHaflwdgzXIJQqdX47p0+N8sRTt2WOv2rY6NIuVsBW5SxG3SGM1n+JcsO1OV9JEy0K09eQJNFmZRmnqQGL/hGW0z8mV63iNe2S/jGiuBxM/xSdpgOXfjtjyZeJFEYxKCsoFcLcrUy96QnSpXmW8rOkKyW6rMdwautYLozQbLhdsI0UZtGrLDKjfKNR3GR6mGghRLKUwKUVHi06mdIiZtTFmtekasVqNsnvCzV0qhiTGdfFaolz0ZPolSpChYj03RHy89HUGXqsxwgXJvAbt1MrjOVSb7DD+UXqTftZyFzClb2C37iPrCYku+lmjR+rtlXuIez6HZSrp6jV72cy9TPazQ9gVcRwWXbRbt7JcqJIuHCORMmKesVAIDONVjGLSZ+XxnhGVSMrJMgULmPS7ful743vJOcP1nbJBKHFdJIrwSWp8mywbiZkW+H69BI+p3Xd2+bd5KwLfx3Ryc5VSrLxsN1Ztx5LK5ApFRmNL8vOuRjxMyn0UsJ+pL4J960ivDgGlrIpplIREsU8DWY7D/naMN8xbx7MJeW46XAiQLJUkMT8cX833TavTGl66/I4kWqeTLxMf52XQ51C/fBrX5KtIEirmCHfiHt10UUHWnSs7zSLuzOqU8ydb4T4/1YxnkKy/pnPfIZnn31WStHXII4DMesuHsdqta4/J9GBXyPp//W//lc5sy74qdFolF11MZ8u5tm1Wq18vDufx/2eyy8T72vnMT09LV+UcN5rbt4cO/ZRwzstoKJj5DAYOLs4i0JbJanMUxVZm/MZjva1EavGsRRUdOxoYWh8ifliiVIgx/fKV2lrdEpnzH2y2re6sAkzsOVshpghx9RCRJJ0gVaHE4NGw+XAoqwerlU1hfz9QX83qf48L1++ia/BTluXj8Frc9TW2Wlqr2Xkxjx7j3Ssb9AFSetpqJUuztPLMQamFuX3Wr1OvHYLbTVOeUsXCqty+ECIXClPvQ9+PPoa+0p+jrbslLNkwkk1W8mSKifl3FYwv0Qyn+fMdICCNs6D9X084Nm7ychMIFXM8crkKVgx8TsHd0kZ7Ewwhk6lZGkiSbq2yAnFOPFsiadahFtqZd0sZKsu6oWpebkx391UJ8mC2BzM5aZpMDTL0p9wdG8y71t/D0Q828O9bfQ1JRla7OD0WITTY2fY19LAnpY6tPeIdjKrK2y3xeh2PsBEssjr8+PUm+3Um6y8GrgkCe7nm49hUt9esBZzMUrVMsXKCvFiTnbJxWyVJOi5S3IWXqWukirN4FBvjn7zGq087t/GKwsD/HD2DM/WH2YkGeREcFxGom2ESd9NJ3N4qgbOR438fP4U3kIv1ZKSvkYv3jtmxA66+7gZH+fVuRt8oqmDomIAk6YZtdIkJe/i1mbx8PzcRfn5ngydpUbfg0Vt4GZ8Ab/RJjv57xbCHO6ZhgP8YOYUDp2ZXnsziUKeK6ElecH+cs8+Xhu/Qmm+xMGOThrq7l+5zxSK3FwISiVLUVXh4a42elzuu87Z1166LiPDhEmc2apfP2bGQmHGlpYpLBcwp9RUjTBejWNW69jnredAXQOh2RhL6TI7b0m21xCJpfn6D89iMOv44sf34rDefh/E/PngzXl6ev04nb8YQZkcD2K16mWHXkSvjQ0vyqioZDxDc7uHoZvzJIJxHv/SQbR6Lbl8SZrDCTXJvv4mWeDYCuJCtAZ/rZ10tsDA0DwHtjdten1rEOfSgY5Gnr8yiMtk4tpUQK5FDba7xx08Xpv8fbH2VKt+an12fuexQzz3+kX+7JVT/MOnj9Dd4GNPfyNzi1GmZsK0tLlJx3Nsd7qZ94UZvDbPhXoXLfUufvziZf7n33sUX2stwZllZgfnmb4xR0N3HRmLRnbUxSy6OO9FwUqQcyF7FxGNgrTfK3rnF4EwkasXxLzeQTSSllJ4YZwnXrPwIbBY33sh5qMIcd7EMllJyCOpLIlcQSqXXBYj7bUunGajVGCI0YpcLCJjMXc21eFzWD/03fQffOcc4b0t1LwLU8qPEoRL+1z2GtHiLDZtnZS0O6oD5AtgMH9VEnTRNY8XQ8SKAWkYZ9MID5NtMic6nT+OQtUj5d+6SpAG69fQqKyrZlzZ49K01Gt6ionUcaKFSUwqNeXKCsVKCq/pEVYUCibSV8iW8/TYH6fe2Mts5jwefSeqWzPvpWqOWHGeJtPu9ectSPho6jqT6TE5TrfHcZRu605uJq4SzAdkpFuPuZ8J5Rh16jrUSjUVyli1TiorRfY4DksjVeGxkigGsGhcmNQi3eUy1+Pn0KqshIs5LGo/8dJVptLnaDE/QbQwznjyVRzaZtyGfrKVIMHsRQxqDxqlGY3SgkXbhVI5I03wpjJnaVspoVW3olQaqLF8Af3KfyKlhkzVgUeVQac0kFekyJS1LBcWpRqA8g1sxTROvTDms6JW/v2SgGQxx1gqSLiQ3kTO10bOri8H2VNbh9f8zueDSIjJ5Evsan9nU19hADebjkpSLdbtFrOLBrNjfd58Ta4uyPlcOo7fLPYhNUzFY/jNVrn/Ff4jYk8ofj6Visr9Q4vFyT735pHIaD7L1di8VCXGillZCDha20aPzbeuCBNqtdcvjzGbTmA26NlV72V3a/2voFpKNIU+iKKDQu6x1ojwO0EkeX3xi19kx47bPjMbUVtbK/flQhIvjOXWsLS0JN3VN6JUKslZdYfDIbvmGyE6488888ym5yVi2kTUm2jUiNn0/+P/+D9kDPj+/fvlz0UUuJDVC/L+r/7Vv5Iz8+J5bISI4Raj23c+l480SRedczEPsCZj+ChDfLjvJNNJKbKcm51nR62PlRUVezqayYzEadBZcXXoGRlclCZEItO5qK1wdWiJyekYPr2ZJ/dsnoMTB//u2jqO5yeZjyUIxzPU3JKjig76IX8D5xcX5CK2RkiE/P3ZXbuIzWf53pvn+NwnDkrH6enxEG1dXoKLMeamwjS1eTY9lpDxdPhqaK11MhdOMLKwLG+ttS78Lqs0q/M71WhNBeaTy6izelryPbx2OUwhGeLj2x1Y9WpMapO8gY9kLsefjR6npEnxSGMvNo2Wy7EL0ozOrLZg0ViIpaqcWbyKx2TgocaDkhCLYofIiB+eC9Jd52N+OU64UOZQZwPhYoqJdBCnzixzv8W8tOjEr2Upiw66eB/2NvvXO2gLuTlZbXfpaphJX5Ezb3X6bZtef6mSpLwS5HDbMY626dez1k+PzWzKWr87cq0Bm9bDbjd02Apci8zzH2++LWVVX2t/eBNBFzmuo6kAVpVRGpgIgi66f2sEXYkap76fxXyRRHEck7YWrWpzJVp06p9p2MuLC2d5YeECe53NHA8I1/U6WV2+fexoUas7sJdn6Vb18fLyHMuqIR5u2Yt7C0mzUDYc8PRyPjTG5UCcHbU1JIsjMjt9DSa1nj2udoYTWRqNIVlMSpZVFFcKfGvqDMdqO/Aa7NLQUGyG3gleo5Mn6nbx84XLBFJ5skVod7hoNNq4ObKEf6WGoCWI2Xm35Gj9Pa1UmViOMBmKUlZXMVg1HPO1yPPjTrz28+sszkf59OcPYLWtEulAIsWFiXk5d7y4lKCkqOBvd9DV6KHF5qBaWWEiGuOn52/AcpHHH9qGTq/ZJCf/+o/OodIo+dIz+3BuIOjpdJ5r12Zp76jF4/nFiEk6lSewGJeZ6GIDcf70mEx8sNtNhBZj1Hit/Oi752hpdNDc28DSclLmsntrrOxu9dy3iyxMVjais9lDJjsv5fE7e7aOhhOjMb21HoYiy1jQ8MbYJJ/b2b9l6kGNx0rfziZuDMzI91FEtX35iQPoX1Ly5z87zW8+vpf9LY089WAvf/Oj82TTBTQmLV6PjZ3LdWSjeV5+8wa/+dRurrw+ztXrM+zob8LXUou32cPyfISZm3MUsgWWvSrOi2KTf1WpJTZuwnVYGMkJ53cxq/hBEnUB8TiuGou8iREEQdYvX5iSUXhibt3tsf7SO2MfJMT6Gsvk1kl5PJvHoFFLUt7sdkhSvtGJfyNq9GrcDT6uzwVIF4p0eD+8Zlkilq+l3SOTEj756T38qkjaN7q076/5gpS0V0pTFLKvodE/TREr0ewYiVIIjVKPU+vDrnHLDrpAOneSdEVJujyPS5mT3XRB0AWEfD1fGsJn/iTT6dNE8hM4NF6SxWtiVB29pk76vFyP/Zh8NUur+SBNpp2E8sPoVGIvcNu4UpjFWTUe2UkXKFVLXImfZSw5hE6llYS71dzL+ehpQoUgVrWVHbY9BPMh4sWkTOPIrKRpMjazXAhKQ9KpzDBtpm1MZm7i0NZSXSlywPUkCrLkKzGaTdspVhMoEQkubVyLv4TXkEehEBGkF7kY+T7bnZ+nRr+LhfRxQrnL1BmFRF0hi9n5Sgif6QDTqRizuUvoRX66/iBKlROdbg+a6gw24ydZziYolMap0Spxm/bL63ShkiNZ8rOcPcFcpkoZPTqVAbPKikltwaS2bukp83dNztdMekejYVn0vHPWeyuI9JDR+WV2tfnva94pzHIFMZ/LxLBpDdJTp1a/qgrdOPopyPlMOo7PaGG/p4HxWIzlYo69vno8RhPZcpGR6LK8H1FQ77F7ZDNjba0XasfrsQUZbRvMJvGb7OypaZT7JTFKuBEigvOn5waZjSfwO210+mrob/L+Sq3h61j5YOTu7yWDTTRshdxcOKY/9NBD6+RbEGbx///xP/6HdHsXkWovvfQSDzzwwPrfitgzEdm9EWKEWjixnz9/fl2ivgYR8S0k7xshHkuQdlEEGBkZWeVXu2/vbwVPFfL2NVWAeDyRmy4k82sNDdFlF130jX/3KxHB9tOf/pQ//uM/lu56wv7/zhgW8WZ9WKNZ3k0EW7SQZSQRJFHMYVDouLkYlpW5z/Zsw6bXMz60SCqRkyZyF89OoLFrSNkrcqHyqcwM3gxwbXGJLx3YRV/X3RWaQCbFzwZHaNc7ONa/ubsqXM7PLszh0OvZ5b2dBTm/FOPF4wMYG1V0t/pJD2Y5cKSTUrHM1fOT7D3aiXFDrvSdEBe6pViSiUCIeDmM2Z7HadVTq6/DpfNKOZmoWF6eXuDbF67KRW1Pkx+/3UqdzUqunOd/DLyGwbjCV3sewalb7bYVq0XZZY/kYlxbnmUpO4fXomKnex82jXOTGV04keHS+DyBaga7Uou1qqOnpRabQ08glyCQi5Mq53BqzdTqbMwHRbaxgv0tDevSpGw5w1DqOr3W7WgVWs6Gv0GTeT/1xtsSa4FI7jxqpQWbbjX6ZQ2DC0HOjM/Kjen2Bh+HOxqxGvRUKmFKxbO3ItdWO5XxQoYfzJ7EpDbSZmommE1JF1KR1SnkViJybTK1TKWq5IC7GZdeSABLLEuCrpGxNCKqXsRR1HfoKK5E8BoPSVndnchXChwPXCJf0rCQyWDUaPgHnUc2/U48nWZ66QdkS100+9uYLYmNlIfKilJepMQs+UYIif5zsy/iUzdTKqrpcU3jMx9Cp3JuKjS8unQVrXKIDksDDaYHpOTsxYUb2LQ6FIqq/L9Hb5UjCjV6y6aq+J0QSpHvT1xgOhvgn/U+hq6gY3BsScaqdbbW8vrCJQKZOJ/rOIZ+Q8FjjWDfXAhJOW1RXUWlXjUPWzNx24jjL1+X3U7RQXc4zaTzRU4OTTE2tyw7fclcHrvLwLGdHbJQIGac1xANpzl9dhRjk4Wspkq9zUqbcA0trfAX3ztNaaXK1z59ELfjdpFEzC9fujRNvd9Bc8t7iy3ciMsXp7BaDVJmfe3KDFcuTPHUMzsYvb7Att1N3Lw+z9mXr/K5rx4lqVJKczjh1O7Zwt393cRiCb+C89dmcDvNkrRvBSFjfvHSEGU1JFJZ+jq8W8re1yAy3MWMemtHLf5Gl1xbfvzCRa5FAuzf18oj3V1EImm+/+Jljh1sJ5LM0eJ18P0fXeD62AI0Gdjm9VANFvg3/+LjdzlvhxejjN+Y4UJkiY5mH4/s7kN7y5hPON6fWpiRx4ToBP1db7jEaILwD1iYi8gug5hbF+Zz79XJ/8MA8TnFs7dJuSDoYoxLkHLh4SFuopj6Tth4rGWKJS5NLmA3Gdje6P3ARhE+aCSTWf72r07yyc/skTF8H3VJ+1Yu7SsrJXLJ/zexUoms9llKK3lsGo8k5wb15vUjUxiWWeBKzR68Oj+KynV0+ickyUwUp4nlTkkPmljZRDB/g0bjLhayx9GKKe1ygCbrV5jP3pCdaJeume2Oz5CvJFjKXafRdEAWBQTylSQzmSu0mg9I5/ZAfomx1BDhwiIenVfOmVs0HpLlBPlKFr+hSdpfiXlu0UQZnRxB6VHQbe0mV83Sa+1nIj0qu+gNxmZ8+nrG04OoFWXp+J4qhbkSfZ46Q6eU3XsM7TKW7WrkOdRKM7XGvdyI/o2U/Nt0/Vi1HRRK85Sr49QZH8Sp75BNCTUrhPOn0Kv8jMT+CpNKQ4/zf0WtFutdgmzqD9GbvoZCWU8k/T0KpQn0ur04TY/K/HaBYnmRbPEKBu0h8isrZMqi256UX4X6cI2wi067MMt7N4Xwd0vORVLMRnIuIAqxM4mY9Paw699ZHSRowvmROcwGLduatk4LiRYyck5c5Jz7jFbp1G7Xbr5vQc4nkhEmk1E8BjPddjexXJ6b4SB1Zqt0lE+VC0wmIwRyKbwGC61WF85bSj6xr74RW2QwviTnzWuNVnptXunfs3G2fSOE6uxHZ69Ln55mj1OOgfbUb+1cL7iAwIcthuvdQjz/+ewST/zt59/3fb3yW89Rb/S9q/dCNGqFP9lGiDi0t99+m//tf/vf+PznP4/b7eYv/uIv+Df/5t9w4sQJ+VyF27uI6r506dK607qYQReRbOLvt29wX1/DmTNnJPEXpnEipk2QefF/IYsXs+jCnE4ou3//939f3sQe6I033pAz6qIrL+LbRPSb6Ob/zu/8juSu4vmLOXpRRPizP/szfmVI+uXLl2VFolwu37MTLYzjLl68yIcZ4mARUgdRgVnb1ApSLuZxI4UMNrWBdK6CSqGg3e7kZnCZgw0NOI0GOeNy7u0RvB1OZnIJblyd5dGH++hy1UqJj8gs/uaJiyzORvnU3n629zfc9fhXAou8dWOS3z6wG6dlc1W1UC5zdmFeZqyL3HAh8REf2dtnx1hajFKz3UQ0kKJZ72b/vg7GBhfIpPJStnsv5CoZwoUlosUQhbyKdFxLOW+gscYpFzFh/LSG2XCcb5+7KrvwjTV2RsMBTiwO0lpj5X/e/RTWOxb4xWSSa4EAJl0JmyWA19gtCWJKXpTS62Z0grAPBpLcnIlw2N9Erc3E6PQyTptRknUxn5wtF1jMxjk5MyEzPA80NNFgdlKjs0ozs+HkDXlxazA2yS76Yu4aB1xf2TRvXqiEieavUGt8COWtC+admAgJCfwsC7EEPb4aDrfM4rB0oNasxjaEcgl+NH+aRqObJ3275f0Ld9KxRJiFdAKX3shsLohGoeWAu0VWdAVBD2UvSpmfW79LknGxoR0eHqarq5Plwnkpq7PrVh/jToTyUW4mJikWjfxs4SafbtrJQ74OORs6vhiWn0ubJ4XfEUdveFTG0YiqvUZRJ+fhRZFAzJJvvDgPxIYYSU3So9tNMDvENreGOvPtiqbAXCbKufA5Oswx2q2PYtLUShOXq7EFKbvPlQvrWez5Sgm3ziIVD2ufyRp5Eq7ti+kUPU43I8kxbi4t0F/uZEdnI163db0o8OPJkyhR8qnWI/J9XZO2J3J5mVAwn0vg0BvY6fFtWb1/6/hNxkcCsoOuN2o5OzLD+bE5FBoFBrOGlfwKu1v9HOoSc2equzrZV85P0tFTJ2etU4WCNJmbDEa5cGoSjULJP/7cUXw1t+f0isUyly5N4XKZ6ex897P6d0JEgI2PBjlwuJ1spsj3vnWGA4faUSsVck1p7vTyJ//xJZq8Jnx7WjAadPR1+jaZw90La8dZd3f3XUXHTK7I+WvTdLfU4vNsPX84OBvk4uwCBrWa5WKGp3f20Gi9t8u/iG67dnmaJpGN3lxDNlvg1VevM52LU9Ni56ntvUyMhLh8Y5YHDrUTiWfRaVQcf+UGgxOLqLusGNPw8R1dPP3M1lXshcUwP700gD2jYG9Xq5TC6ww6uek7vTArN2i7a31/L50Rsf6KuDzRXU+l8nh9dtldN92nMPrLhnjOojsevUXKhdmnOB+cZgM1ZpMk5aYtYgrf67FWKJVlcVcUAfa01qN/B5+JXxbefmOQwFKCz31pcwfnoyZpbzTuuMulPVtOspz8EZHca1jMX5NRaTat+65RNIFYYZJQ+gdY9UeoNR6gVDiJUuVFo+kiUwoQzg9gVKRJV80E8pN0WR5nJv1zSYTjhQmMut2olaKrPiqjVXe6voRWaWQ2cw67tkHe1jCbuYJOaWFFYWIpN88KVUmQBZEtVQpi6IYOSx+R4jK1ei/BfBC71kWimCBSiFEM5rH6rKTKCRpNQuVml4Zyo6lBJtND7HSIgoCa6cwweqWaDvMezkd/RKwwS7fliDw+W8wHyZVj0kSuz/EblKopRuI/pLwiDMo+j1phYTL1MrlyCIv+MIVqRZ47GjKwsoRe6WEp8x3q9DvprFmNHS7knqdaCWIw/0OqlQjZ7IvkKgniij48hm5s2tXrRK44RLE8j8XwIEqFdl3qLwx510i7aHKIEb410i6/qt6dRF6Q89FUkMh9yLl4LULeHsikpVpzq6L3VhDeRmJM8ci2lk3z23JOPJeU8+ZiT9RodkpZ+8YYWwEhWZ9IrJJzp85At8MjTWsHQkskCwV2eLxUFFVJztNlcT8OKWsX6kIR03ozschgbInZTEwSdpHhvt3ul+kf94PYR/zs0pAscDd7nXT5PZKk3wu/CiR9LrvE43/7hfd9X6/+1ndoeJckfSsIszchL9+Yky6Ol3/+z/+57KyL5C9h0iaItYhfExAGb2tO7ncazH3nO9/h4MFVbwvxN4LsC1M7IVEXZF0UCUSkm8DPfvYzfvd3f1dmtov7El/F7//7f//v1+/v1KlTUlIvuulibFvctzCXe7fy/o8ESRfD+8ePH7/v74gP4pFHHuGjQtKz1ZIk56F8CrfWTL5QJV0s0eWqkXFMops9srzMcibL0eYmKUc/PTbBtak5HtnbS2EqR43TIjtLaxCb/2+cuURpMsuBbc0c3N+2aTMppIbfviwuhho+s+e2qdgaRPfy4tICuVJJRrSJmfVwNM3bp0dxmvQ4e0y8fWKQxw5vp93jlc7zLZ1emeW+BnExSJQikpxnK2mZPVqj9WFUr3YIY+kck8GIzFuvc9okKV/btC1EE5Kou5wKhvPT1Ok97HZ1ysg3t9kkO+x2g57B5WUimSxdHitF5Qg+Q7esjG98DulySt4mEiGuhpbod9uIhkvolSZ2NjSztFggmc7T0+rF4zBzeUZUoEv0NXqIllIE8nFZTdUqy1RJc6TmgHSf36qLLg7tcO4UBrUPs/beRYs1iNd5cfIMyexN9LpHOdrZSklT4IXFc/Ram3jIe/dnIwxPfjwzwKXleY55O3jU34lRo7xF0HW49cIZXrm+oRXHmJD9VMgRyJ6h1rgPnWprAiQi2fKVItOJPD9fHOS36vdTTog5ew3bmmox6TQU8q+g1mwDpZeh5GUaTe3olTYG4wFpoNJlq5W55+J4K1fLfHv2RfY6+khl1KRLp9nvO4ZZ69/0nr0RuEahcoNeWz2N5mPyb88vz8gLvjB8WT+uSzlJ1oO5hDQTrNFZWKmoCKSy8uIpiHW1WGVgaI6z+ev43Da+0P7QpiJKtlTgu2Nv4Tc5adQ1MbkcpcFhw2jSMBQN0+l00eHY+qJ68o0hhgcXefhjfcwn05wcnaKgrtDot+PVmammVzjQ00TtFp3nfL7E5bMTsvsrcsBvf78oO+gzkTg7Dzfhd9tpd7rwWS1UK1UuX56W2eW921Yj334RiBz0s6fHaOuopdZr44UfXWKlusIDD/dw/eKUjFN84/WbnHv1Gjse7mbXvvYtzeHuef8bjrOtVEwiF/7q0Dx7+hqxbWF2Jzrurw2MEavmqWTKKGwqPtvfJ9edeyGVzHH14rQkq2KWPhCIc3VglmgxQ8YOD/V3cPXsnJT1d7TXks0VicYzXDw3TjCSJOoET1bN//5PPiFHhraCiGh8bWQER7iCOlLA21pLY48fhU4tO+oug5Ed7r9fCWMymZNkPRRI4HCa5OsXEvlfNmR0Tq6woVOeXY24Mxtw3SLlwmD0/WKrY00QdCF9D6cy7G2tl6alHzaI8/wbf3mChx7rfV/Ftl+WpL3BJOabb1/fK9USsZKQfwcolEIYi9+jxvQ0Vstn73mfwfwI2cJ5nLoWXMZHqFQClIqX0ekfl67owdxlLCqtzBsPl1L02J4lmDtFvhygUBYqvApNlk/J0alCNUGv/WM4dR0s58dkJ73euGf9XEwWQ4ymLqJU1kilXq3Oy2DqMqH8Eja1G61SwT7nQ9JfRvxczKGL0bVEKUUoH5bXrvnlBT7e9hQjmUGMKiMWjZkea58cdxtMXmUiPcSD7qfkPmc2e5MWUy9GpYm3Qn+FU+fHq2/BqWvErW9lIvkGqdIS/fbPM576MdHCFBqVg53Or1BZyTOW+D52bSt+04MUqnnpx7OcO0+hkidWCJIpvIzd8AlcxiOYFFUMxb9Bb/oSRm0fpeJFFKUhiqo2AmUFaqUer75LFi+E2ztUMOkO3XOdyldyt7rsSTKVpPy/UCDKTrvKilFK5G+v24lilrGUaCilaTS5aDXXoLuDnAsIdeSVoHDwz0uCbtS8u6JcJl/k1M0p9nY2rDeR5Jx4JiZl7QIiYrbB5LgrCUbsXaeSUWmaLHyYBDmXTY1EnBvhoJTZW/Qa5jMJubcWxFwYwilQyG75jfiinEW3afV022rplyrBd0eixBjpieEpktEcXqeFHa11NNfe35j4V4WkP/o3X3zf93X8y99+XyRdzHwvLCxsikZbg/j+3NycLO7a7bf3vyIl7F5N3Z07d971u6JA7PF4aGxsvOv3RfNYPHehku7p6dmSfAveJxzkhRxePJcPI9633P1XAeLAzuXzfPfs64QKaWr1VqolCGYykpiLzMiNJhVi4Xl5bAyTUU1mpSClPfnRNB6HFbfPLjerBx/o3OQILHLQR+aDhK5GaW5w8fjDvZvISjid5s9OXeCL+3bQLOS2d0B8TFdDAUKZtCTqVp2eS9dmZGxQV2stOQpcnJiQsnd33sL4jUX2H+tEoanK7FFhyCLM30S2uVMr4iy23nCvxbcJp/C1+DabSc9PJ0/zFycH2ONt5n9//GPyApMpFlmIJ7kZCDKyHKbRbudoawMl1QhWrQe3fmtiLIjtW7NTksTZDCoSxThX56alTL7Za6Oa0xOcL1GoKqitcfFgV+smg7d4Mc3J5bOoFDZUCj1KFqmuzPBw7e9Kd/E15EqLJIvDeIwP3hWhthWERLCQf5VUsZNTYwXOLUyQ1Id5vGU7n+rcu+XfhPJJvj11jt2OVmm0NpuKoFfNS8VFi0U4uirvKUNOFqdJlWbxGQ9L+d+dEJ3mS7FBatQuvn5jgIVknC907OHh1o51x/dyeYZyaURK84UyIpifp9u6S25wRMzJjeiizCsXc2FCenY1NsxgcoLf8D/JmaWLKJjniP/TKDdcXMXF/pWFt+i2pWm3HsWi8cvCyFuBMQ57Wu+SsAks51KcXJxiJh2l1mygw+6GtILofI6Wuhr89Va+O/02dWJW3b/5vRwOLfFXl99mW00Dz/Tukhfs+VSSPV6/nE3bCifeHOT8xSmadviYSMWJkqez0c3hpibSy3lJwnd2+bFsiEpbf1/LFS6fm8RmN9K17XaBolgqS5O4QDTFVz99kDqPjblEQnbXK8IgKZjDazKze2fz+zKbEWZxsWiGPftbpTHcydeH+PxXjjB6c0HOequNGv7z//k8bU1OvvSPn7inOdx7lbtvxMxilOn5CAd3bo5uW/95KMb5iTmUGiXhZJquVg8P3Uf2LpBJ5xm4MIXX76Ct08vg4ALJRJZUNsuMIk17i5eh0/P0d9SJGADSmTz5bJFz58ZkVN7VSIjDPj//+//yzD3TF8R4kJhD326uITURYXkuTG2zh9oOD5eTYTwmk3Qp/vtGoVBicT7GwnxUyt8FWfd67dKI7u8D4vqQyhfWu+TCiV18T8ySi5sg5VaD7gMvYNzvWJsIRhgPRtje6MNn/+UXLu7E+bMTDA8u8OWvHb3n8fZhlrQLZMpxosUlGaFmUFlwaL3oc3/FCnn0ln+75evKlCMs5YbQUcSsTGMzivltLcXCG6hUjVSVXgK589g09QTTr7JcLtBr/w2y5XmC2XOoVspMZQfpsn0ZhaLMcn6IRtMuGs0PUKimmc9cosEkis+rDYBoIcyl6GuYNC46LTvRKDScjhwnmF9kj/0IKEp4DY2yIJ0oxajRepjPzZKvVFjKLUnJ+YPuB3n9xuuknRmO1RzlVPQkXp0Hl84lZe8Cl2JnCOTnecj9MaYzN4kU5jhQ83GGEm8xmT5Pp+Ww9GdptRyWJPBy+OvUmw5g1/kZjH6L8go49Z102p4iVhhjNvUKrdZnsGhXCYAwqVvOvo1Z3clM6rvECjepM/8zlGoHlfzLVMqzJDXPYlAqsVbPYlYZUOifJltJkCoHcWjrcWn9ZAqnUavcGLV3F/23Qrlakh32bGW1054tp6V5His6Qvki2TK0mkXMnGdLci6fe7UqjTZFV1pI3O+M17wXxBpybnhW7gF7GmtlU2oqHZbJLxaNnlaLC6/hbn8O8Xhihn88EZZd9R6HB7fBTL5ckk7yoaw47nRkK0VJwIWk3aMzMZYOcyO2IEm9iCbustay3emX6sR3C1EkvLkUZHRxmWQ4J0fKDnQ1UF/zzvfxa5L+wZH0X+ODwa9J+q0TM5pN8/y5t9ApdMwnk9QYTNJdcuP86triI+LUzizMkM6V+WLfdul8LSTml06Psedwh9yECwOqzp7bXUchU359epJ6nZnzb01gseh5+skdMst4Da9dH2UyE+Or+/ZI07GtMBoJMx6Lsq/Oj35Fxalz4yiLVfbsbeHG9Rmy7hIWj5GV2QxlTQpHo5CX23Hr6rCo7e96k5YrlqTEaWo5wlh+gqV8kj01PcwupOnyunl6V498TTdDIZaSKRptdtkNvLF8Qy7s/Z5+6h022WG/s5p7cn4Gu07Pds/tzbT4m7GFMBOhIG2NJsYiS9ycWMSm19HX7qXeVSPN6MTMViC/ICvtXZZe4oUUbwa/jkrZhkHVIOelhfzapTURzp3Aou3AqKl/V6+5VLxOdSWBTneUm/EZXpq7hCVbQyK8Qo3MWm+ix+/ZdCx8Y+KUjGD7VOMuVigzkzzLXLpCsujGZ7LRaa9Zn5W6c0MrXnMod0G6rLvuMLtbe08GA4u8OT9Al7WF09lpOqwefEYbe2oa5EVS/E4h/5qU5qtUTYymrsr5f7HpkY+5UmU8ucxEMiylaG0WJz+cf5ndjm20mBo5Mf9DXIZWdtdurnaeDt1kOT/ADoePJvNDstggvBlCuTRHa1vXjyPx+NPJOEOREF6TRc6U5YWXwugkM8kITq+BRodLOsjrFUp+PHeG3a429tV0b5K2W61KTi9fp97UiNvgYJ/Pj2mLSr8wr/nZzwc4PTCJq9tJxlSls87Nw21tuLQGro2KjHE12zvrtox0Exfwa5emJcnu3307MrJcrvI3Pz4nJX1f/fQBmutuz6qKUZ43L45Jd3lvo4MWl4NWhwP9LxDVkcsWOX9mnN37WmTk2rf++oQsrLlcJmYnlmno9vI33zxBfiHKP/v9Z3HVvvvNyXsh6QI3x5ZIZQrs277qnL4R4nM9eXOKUCEr5/OXyxme6u+SRcv7IZspMHBxShqrtXTUcuHCJDUuC1FhWJmJorDrWLwW5pMP9jMdiJHOFEgkMoSX4sQqJa5MzvOVR/fwlU8fvudjTCViDEdDMkNdVagyMzhPcDqExWtlwQGtPg997ttKpr9PCIMi0VWfn4uSzxWlKkAQdv0GQ8IPCulbpFx2y9NZuR6tEfIai+nvhJS/12MtmEhzdWaRVo+T9g+ZoZw457/xl2+zZ28zO3Y3f2Qk7aILHiuuds3FWJVdW7tKzlUmyvm3KGS/gd7yB6g0t/cfAsLZfbkwQbIYwK1rQlkZRK/tR6uup1KepyTMUrUPEMxdlFFksfwVZrM36Hd8DY1Sy3D8OxhVNsZTb1NvegiPYQ+zmRO4dD6aLY+iU1qZzVzArBHkuUVGqQmyHS0soldCh+UAS/klxtNDslBwyPWoNIuLCXm7rpGp7ARt5k5GU8PSIX42u4Bb5+ax2kdQrCjkcZbwpoiWo2yzdnM1fhWn1k6vrQ+v3ifX6dOR18lWMhx0PchA/C2sahvbbAd5afGPpGpQzKfbNV7qjNsI5gaZTL3FnpqvEsheYDl3k+JKlXbL49ToO5lJv0a2NE+X/UtSFSeQL4eIFQZwaHczGPl/saKwsc31v6x2/5N/iEL/SfLKerKF6yiKJ0jTQ1LhZ2WlQqEaRa2AOn0DBmaw6nai17z34y5WSHMzMU0wv4xTp8amUaJSKjCKWDu16LQLibxlvREj9mkiIUN044RJ3P1M3+7E5FKE+XCCbR21zGSiq7nkYk7cUrM+J775GFuRBH40HkarVMnOude4WqCbS8Y5tThDmQpmvZZGs51mk4NYKcu12CJjyZD0uBF7nO2OOpot790vQkQLi5hWMdYVWUqCWsnDO9vvSrz5VSfpD3/zS+/7vt74yrd+TdJ/FUi6kDQIrb8Y5he56VtJFIR734f9wE7nc/zpKz9Hp9HQV+O5y+1SvE2z6biUwgvZb4/dzY3FZZodDlqcqxvXscFFMqkc7b1+Lp2dYP/RDpm/uwYh8RmOhDnk8fOzl6/L2V1B1B233KjFwvL1Mxfpa/PJDOh7YS6Z4GowwM5aL8lgVpoZmdRqGpucXJ8cQtmRZykbQTVj4NG+w/hqfzFzK+Gm+tPZtxiczOJT1rGrrh6nxcArN8dw20y4XRaseh07fb5VCX5+inhxCbOil2Ayx1IiJfPM1wznzDotN8MhqQY41tC8pbHQfDjOzy+PYrPqeWZPL0vhGNemZjFbwVWnJF1JECosSbM4l85NvDBJuDAiZ9HTlQJLuZg0niuWxQYnQ7P5UWlw9k5GLNVqmkL+dXT6B7kcC3EmPMzj3l1028QFtyjd4C9PL2LUaTjQ1sDORh+vB0YYSS7yex3H0ChXpMRdLaJZ9DtkF0DMrItjptZgpsvuloYzIruxo0MQ6tULZamalbJ38TcGdc0mRcONGSFdLGNzr1DRFiiW9JwJTfO4r5uFfIJtdp+c3VrbYAmZopDljaev023ZJV1k1yDmxa7HFuVXjTrLYn6RLzR8XH5e5xaP025/gg7n7aJJupTnJ3Ov0mXJ0Wk7iFXbKAn/W0vjtFlrZMRJqljg6vISuXJZyow9RrN0RL8xvIjRqGVbZx1VVVWqDYQkPlbMUKgUuRqZYJepC1XeIKXtnV63fF7fH73ETGqJf7HrMWpNzk3nXiSRYWIhwutnhpicDeHd5aa9oZYHW1todjoIx9JcG1vE77HT2XR3PNsaRGxYJl1g9/7W9S6n2Kx/56cXGJ0L85VP7aOjcbOp2vDwooxb2727mVS5KDvrwXQGv9UiTeas+nff6b42MINOp6Grp44Xf3yJUrHCJz69mzOvD6Gy6ghE01w9PsjHn9jGwad28YsSpzuPs60gChaXbsyi16llIsWdiCQznBqapqRdoZAssmJV8qm+3i2LJ3cWIkRH3VFjlq7vV67MsH17A4vTYYbDy0yUUxCt8LmHdnPi8gS1DgsXr03SVe/m5RtjzC/E+Be/9RAfO7LZAHIjBiMhme8riLroCuWzBWaH5pkaXWBOmWf7rnb2d96/8/93jVgsw/xMhEg4RY3bIsm63fGLZ4mLdSi8NlOezkpDpFX5+mq33G40/L3HCb2bY00YN16cXMDxITSUu3l9jnOnx/ny7zyAdoMXy4dN0i7WwLWueaocwaiy4tD6ZITa7XGqOIXE76PWP4HW+OlN91+opFnM3ZSKLZ+hl3JpUCrHTPqD64VepbqFcDGEVmWjVEkzFPsO/c7fxaFv52b0GzIMaDF7FpO6lg77V1jIXsSoVOExbqdG30u0IJRhAVy6Xhby86TLaWp1tSznR0BhlaamaoWCuewo22x7aDC2yBGtemMbM5lpGo2txEtRJlKTzOYWaDA08GjtI6uRa7eOs5a2Fo4vvy5JsUNrYT43L81cj7kfkt8TXecT4Vfl/H2nZRuXo6+wy/EI+UqEC+Ef0mreh1FtoMVyAIPKxtXocxhUDtosD3I99g1UGKUpXb/jc2iUOoZjf4tN10yD+dH19zJeuE65mkGjMDIS/c+YdAfpsH+RleJpKuUxjJZ/ukrKs8+jJgn63yBbLZMTkvn8LEu5SVjJYFfFMGgPYhJjhyoTBpVRfpVd8i0gZe3JIJFiZpOsXX5+1VWJvOi0Zyop6U8jXOO1ChMj4bT0ATpc1/aezr1kNs/PB4ax+XRUNSs0mhySON/pnL52fAoF3Eh8GSUKuhxu6oyrHfZsqcjx2XFGExHqLGZ21tTJ5zGaDDCSWKa8UqHD4pbmbyLT/BdVtYhC5eW5Rex6PTOTYfmef2x/97vOc/9VIemz2QAPfeP9k/Q3f/tbNBq9H9n34lcF75ukHzt2TM4XfPWrX5XOfcJITpjFfe9735NZd8Jd73Of+xwf9gM7kkhx5toVmh13z36K6uFwPCSrhCIGQsjbxe8EUimuLgV4pK1VVifXTOQ6eusIL6dQKBX09N3u4oq3+sTcDLUmM61WBy8fv0EokuKxh3tovNW5uzA8y41kkGOdbbTZ7z0/s5zJcGFpgSazjbmxIIXqMnp3gVIaGuxNeBv8vD0+RDlU5rPHDqJ9j12/2cwSx4NnKCTM9Ns72Vtfz1IsxWQgwvBymMvzC+xtrucfHt0rN2ep0rKU0DWZhApgdSMqOjvBVJrFRJJQKkOVFWlE9UxX9z0jPwYXg4wtRdBUFbR5XXTWu6X53o2JJTLZIuraqIzCEl11IZMfTPyUGn03DaZ+LLfcUfVKDdOpV8hWmwgXVXIWXriRywgxrXlLAlcsnJVO7ufiWgZiEzzt30+zeXM3rlguy82myGoXTqZZS4p/uOsIbTYnoexqR7xGv32TxF3Iw4TkS0SN1GgNKIJR9vbv2LShTZfmiRfG8ZkOw4qaiaUIU6EoTW6HzLgX16yB+AhmlZETgXnceiuHPC1ciYh/m+mz+6iW3pJSRbWmndnsGJVqmRbzZjd7gflMnOvRBW6kr/Bo7V52O7uZSZzgZjjNds9h6i23zcQuR0YYT11kv8tLo1mY3agJ5lJcjszRqHcylYjLzmq3U5gSKaR8enI2THuTm0b/3edRoVLiZmiJF8euMZJd5JPtO9hb20K+tMJkLEavy8N8Zo7xeIDPdx5Dp9CysJxgeC7EYirJ7FKY4FSUbfubebi/k87aGmliM7UQYWIuTG+blzr31mZoAlPjQQILcfYcbFsfRRHdl+++eJkbk0t8+ZP7paHaRkxOhlhairNnT8umbqhIXpiMRKUc3mU00uZy4r5lWnIvCLI2eH2eA0c65HN56/ggX/jKEcZHl6TrffeORm6cmSS3FOG3/29PYbK9d0In1piFQIy337zI5z/36Dsma4hz69zVaRp8DplZfieujC9IA0CReRtJCMm6mwebWt6xQyvGDQRRFxGRJpuBhfkYe/e1MDsRYngmwMnogizqPNzTwZkrUzTU2rl6bYb9u1r41ssXpY/H733qME8d3jwWtPF1Xg4tys/hiL9pffyjmC8yfH2aN87foMXv4YFDfTh+ATXCBwmRBiDGkkQx1WDUyrx1EQX2ToRaqJnWZsrFV1Gws5v0qzPlFkHK9b90wivI0+DgoIy3ud+xJp77pakF2c3b2+KXGesfBojz/9vfOC09ZA4d2drE85cpaS9VC+td8xUqsgssYsZ0W8R25ZP/iZVqGJ3136+fM+I8iRXnCBcmcWobZYe7XA2RK1zArH9U5n2vjUzFq0Jpp0KhMDEY+zrt5mP4LU8xlviRJJelSoBqNU6L7bfIVDOoq3H0mhoazA/Kjv5Y4gQo3OSqJbx6rzQ8G01dIlaK0Gc7hFGl50z0dZqNHfRadzObHaUiO8wVSVAdWhcnl08ynZmhw9LJI56H1wnrxuOssFLgZ0s/p97op1zNEy6EqTPUsd+1agKYKiW4ED0hu/5mtYal3DgPuD/DyfA3KVWy1Bt7sGrdcq+SKYe5Gvn2LRO5ONOp11AralCrDXTbPkGmFGQi8X3abJ/Gqm2S9y9iVZdzIumlkWT+FHOZc7gNj9Fgfphi5o/QGZ5Fre2nUlmknP0BGt0DKLU71z8naSqbmyCUO49uJY1B/yhFUYSpZChVi1K1YLxF2I1qI8WKgrlMUvp7NJlctNxj5nwjxP1E8lHOLo2iUZeos+rk/cpO+62Ou3CR32odF+Ocs6koL18fkcX2I+3NUoUnOuN3Qhxfi9kkI7Flub8Tbu0i9UbcrzD1PBeY5fTSjPSo6a/xEC9lGU2FyJZLtJpdMolG+Oasrd+/KISXzUhwma5aNwM354llc3z6WL8sXr4X/Jqk38avSfqHA+/rSinIubDSv3DhgsyuE059opsuOusig+7IkSNbdtc/jFCvKIiMRPHusMiNlEAkn2EoHpLzuJ02N03mVeO4NXgtFpmzPB6J0uNxo9aoaOv2yVi2vt3NMle3sdmNybwqlRILV7+7llPzszRabTz1WB8nT49x/M0hdu9qpq+rTpLSuatxroeWqDEYsem27tLVGI3015o5tXSFtDqDvejEGHCzo62FqdEg3Y0mnu7ZzQ9iZ3n++iWe6t+JWfPuOn7CBfxi9DrGfD2ddj8HmhrkIipmY6tGBfVuK3UWCydGpvgfr5/jKw9sY6k4JI3i1gi6gNhAig66uKUKeX48PIRDY+D81Dwuk1F22L1Wy/oCPbQUYimR5rG+dpnReGlsnmyhxPZWH3t7GxmYHePyeJQDjQ14m2upVKPUGerpsz1GppomXoozn5ujVJ5Fr1zBY3TQZLJQqioJFZJci82ufm4GG169HYfWJD+TSiVEuRziVNzLeGaRzzYcwWe8u0Ai5uIPdzbR4LPw11fPsxJT8dMzQ/S1ROita8Jr3EzQBcQ8Vr/LR4ethqFokHPJZbpLBWwbNllmTT3ZcojpyGXmAx5JPIUbuXWD4VKPtZXL0UGOeJr4wcxNKQc75m2TRP1kcIJdjlb05UFU6mbq9M0MJS+RLMWwajbLk+tNdjwGC4WFBC8snMGsdNBk3k6u/AYDwUn0qs71AkqfvU06sy9lo9i1c9h1LWgVambjSZaUGT7d2ied18U87tXRJfKFEvu2N2HdwoxMSNsHF0PEswW+uu0ok8VpLoQFIS0TzGXoc9VSURXZWdNBIJHgT08ex0sdGUoYbFoq+SLJqRRPPbKDh/d0YtHrZBHo2ugi8VSWfcIEzXzvKBmRoS4MvkQHfaNXxI9evsr18UW++My+uwj63FyE+fmo7KDfKVcWYzDbfV663DVMx2JcXliUqpF2l5M6kdd5x+ZHdK3HRgK0tNdSLJQ59dYI+w63M7sY5cy5cR59cjuqFVgcD/D0MzveE0EXRm/C8HE5kZHxjBeODxFcDGM2XuGTz27tpbAGnVYtc9MvXp/BbNTidm6WBYrudvBGCp1eLUeAJhZXvSda71NAFBDvl3ivhfRdSMD1Bg2jowH6+urRC3XR9RVeW5zhrG0Gu8MozYlsbjNTE0GeeKCXn79xnR+8NSCN2T79yM5N+fUC4rzd5amTWemXggvs965mv2v1Wrbv68Tf7eelU5d59efnaaurpam3nhr/LyduS6ipRMxeS6tHFnymJ5cZHw3gb3Di9zvXj0dBZG+T8gzZYlmarolOuehAi075RmflDwvuleyyEYKUH2hvkIZyp0Zn2NPi/1AYygkye+hoB6+9fIMdu5okKfllSNq32R5bl7RL079ShFhxiXQ5hklll6ZnVo1ry8hOgXL+HJXSdfTWf7dO0MtVoSwbpFTN02DchUFtk93zfHEAvWabJOgrK1VKxSFSVTVVRRWNws5I4kfUG1rxWx5jKXuB2ex1LGoX5Uocp2EvhRUwKaGIWnbQhXfKQOx10pUibeYOfGoboUKIhdw8xZUkR2oel6Zpby2/iFvno8e6i2wlRaIUxSxizFZK1BuaOBl+i6HkCH3WbTzmEQUE5ZbHmSCuD7of4NXQcdpMLdIJfjozhUvrps3SjkVjo8e6g4nMMLmKSiasXE+cZpf9aV4L/InsNkOVpDaIVVNLraGPidTrbLd/AaP6uvgAyJZjLGSv0GjaL+NTZ9Mv02P/HZkrL4rVDt0OIrlzOA0PSkl8JH8RrdpGjeYAxfzrKNUijriOsrqLqmgAaLrX41yFm73P2C3j4BbSP6VQfIM6y2cxa7qlQZ6Q64uueyAf4czyqIxSq9UbabG40amzxIX/QPX+Xfd8eYVrwTQtlg7p0SGc9MUse7qSJFWOE8iv7oWMKvN69JtSoWc2nZAO6rFIDp/eyid29N5THh/IphiOhWQBV4z1CVWfuO6linmG4sucWZohWyxSazaSXcnxenBUmtg+VNtBj0NE/b7/Ql25UuXawhKxbJ4DLQ2cuDzJcirD5x/eif0++4FfdXwgOem/xke/ky6c9YRrngis9/v9Mi9dZNetOb7/23/7b6VTnwi5/zBDVM/Cywn+4r//CIvFgL/LTVRfIJzP0GZ1SXnvvSp98VyOUzOzspu+5n58+ew4NrtJViRFd33bjsa7ItcqKysyUk1sYC9emmJ8JkRzq4dd2xoYnAoQW8mjMqs4Vt+y6bFlhbQoYjYC8v9mVQ3DgTxzown6PR6Rf4XRoEWjVtHdXy9dl184fQFzp4k93lbqjPeeKRUXiLeWL8icxZpSG1aVjYPNDZJsC2M4IfMVpERIfMWGWLjB/9kb56gownxydy97m3Zuim9bgzjEzizMSRKzx1snXeqF4dxCIinJmyDqoqMnjI+OtDdhupXPK4y8Lk+sxvlsb/UylrtOraqBhbki2XyevONttnkPUW+8Pc9drmSZy7yKVt1DrrpCqpS6FWlixqyyUFlRkSxV5IVPvAavzkqN8grnYhWWigY+03gYl+7e80uig/52YJwyBR7ytDMWOs3wfIpw3Mf2hjoO3cpa3wqiG/DTi6cx+jw86G9b9x0QHfrBuQXm0yfpqNlNp1dc0O9eZAO5MFOZBRJ5FeOpCP+46wHZwR5LLsu58z7zFD5zh4zPWS4ssVxYlLL3raT+YsPz19M/QYuIsamnxRyVctrpRC1H6puw6lYLS4PxCS5HznLA5SZb2sZcMkWD1cZ8PsohTzPVzAo3RxdxOcx0t9WiVm++oAsiPRGKMrEckR4Fws9A5DGLY+BPBn8uXeH/ae9T5KpFhgMBbswFWI5mmCuHqPc4+GLvEa5emuHqhRk+++we9m9flTDnRKd2ZF7Ode/o9Euyeb8O9o0rs+zY04zdeZv8Pn/8GmevTvObH9/Nru7NvgXBQELK3HfuasJ2axzlfhCvc9VkLibHAlodThrttvUNzsx0mKDoyO9v5ZUXrpJM52je5mP02hw7+pvo29HAX/7JcRSpLL/1L55Cb7y/87YYhwjF04QTGZnMIJIYhH/DhdeGcFiNrJjyXD4f4rGHt/HwY/eWja+/3nCSm+MB9vU33mW2Nzq/zEwkRlZRJhsrgF3JMz09d/l1bAURWSeMNMVoQTpXoL3dS53fwXIgwetvDnI2tEDvvkaWxxJsb/IyMDhHR62LRKnAuWtT1DTZ6XHW8OyjO3BsyKpfv/9KhZML07KAcKdhXKKQ58T0FPZ4FRbTksA3b6vH3SAkwr+8TYwc3winmZoKMR+IozVrUFm1VNUKOUe+llPuMBve0/zoLwNiTRNySHENfSfVxofZUO773zkrYxUffvydz5W/K0m76JoLOXtcds2Rc+bipr2VM34vVIS8OfF/R607gta0KnNNlUIEcsNYNG7c+o71+LVc8SrVagqT/ujqcypNEM+fJq9oQq/yMZp8GY/WTIP5GJkqXAj/NTW6DkqlaxRXVNQYH5dkOFEcwqBqYkXlZTo9hIIMXZYjxEpxGbcqiPNKNS5JpNfQzcnwz6US8WjNk6gUKkZTAzL/PF3OSeO38dQYzy++QL9tB5/wfewugr7VcTaeGud89CLNpnrUCjXT2Skedotih1ueYyIzXXTVReRsvCQMVQ8QyQ+xmBuh2bgds8ZOq+WQ7Iyvmsjtw6bzMxT7Fi5dP9HSHK2WR7Bp6hiKfVPO6TdZnlh/TsLVXsyoG9CykH2DbHWFOsNDWCpvoDV+DI12F9VqkmL6r9DqDqLUHbjrs6tWKwTSPyFRjmHVH6RW306qVGY8FZLjYU2mGppNLqoKIZfPkC1n5EibuK113U1rUnn1KnHPl+Ds4pyMzRS+SltBvD/5alZK5EO5MJPpBZbzcVw6O16Nh6WFIkc6e6jZoKxbw3IuzWAsJE3gOuxi9M0h94ji+yIDfSC8wGQ8glK1gkGnlsR8m6OOXrtXRqp9kJ4cIipUjDvtrPfx2sVR5pbjfOHRXTjeYwf9V62TfvTrX37f93Xyq3/za7n7hwDvq5TV0tKC0WiU+XX/+l//a/r7+2VwvQiKF3l1grwLi/uPAkSnZiEYY3FpjnJwjP3tLTy6swez/v6bZbvBIOOZhpeX2VW3atTS2evn8plx+vY2c/3yrCTKFuvtql5PjZvj05OEs1nZEd+7p0WaXE3NhTmVL9JU7yIRzKEyK2VMhXBBF4upiE+LFcOYNTb8hlZpECY2m76WCj9PDTOwuESvvQaLWiUJgb/JJR/3YGsnEwtBhgwLRItpemx+adCxEelylpcDJyTZaGUHVaWSA80NZEslriwuIfa0x1qasdwibwItHie/82Qt3zuT4uRgkmRynEa3XX5/Y+buWCwiZd/CDExAFDPa3S55S+bznJmc5cZCkPZal5QQ++02mUEv3pP9nY1cn17i5eHztNfbqHN48fWucHbiNDcnqjTiotJcXZd9pkpj2LVNOPSd648vIkzExkFU0MU8n5DLufUGqmhIFK7xZniAYLmFZ+r75QbiXhBz0xeWZzFolHj1TorVITo8DRxs3C7lVqdGpvnj42fprfNwpKNZSlI3QsypddkcpHUGzgZnOOxtJhRLMzQfkvOah9seIlMdobLSgvpW1X0jvIYaIsUERlWF8RS8HRjjkbouOm0eaeJyLZIgXTxDe00jNVqvLOQsFxao1d/Oql2D2AQddPVzOTaI12DhZjyNQzOBz+KRF/hjDU3o1Rq6bS2cDV3nhZkA3VYTDzbsldmqhriKlwYH8WYt9AjitYWkWJhG3VwMSlJ+qK1JynMFlrMZLgUWeKh2FzcSI3x/8DTurJflfBajyczBHbUcVjfy4tRF/vNrP8M6o+WLnz3I7p7VTlM0keXq6AJel4Wu5tr7yobFuTd4dY7uPv8mgv7y24OcGZjiM0/tvIugR6NphoYX6e9veFcEXUAcf8KfosluJ5BOMxGJMhpe7Tr7TWamJ0Ns39XE2NAi4xNBGrd5KWWL0qBuW389N67NE5oN89nPibx33ZYdg2gqy3I8TSiRoVQu47Ka8DmtUmmiqKzw4+fO4bSZ+PhndjM9PYWz1svbP78pu5iHH7x/vEhtjZW0mCUfmufAjuZNpnutPhcL4YRU9SgsEI1luLg4/65k72LOd+e+FpmjLp7jyMiidNV3e2187KkdxL+XZfbiEq4eJ1dmF/H7HQRCSdy1NrbXeZlKpQjY83z3pUs8eaSX5qbN/hoideOgr4G356cxqjW0O253y8XzPdrUzGnNLF0d7egiRcavTDN1fZbGnnpqm91/r67eQvEgOuUyqzydJaUpYfKbqaRKFJYy1HnsNNc55fz6L7OI8F6h23BNeDcQiSGiEHt1dolMvvChMJQ78kAXP/7+BXbta8Vu/8U2+O9G0q5VGvAbe9cl7aKTnSguSzl7phLHrHbgM3RgUb/7yMVi9usoFEY0xs/JgrSIQBPjZ947IlDLlYhUmZn1q5G4KytlKdfOrZgwaLyMJV/Bp2/BpdWRreq4KAi6tg3dSopkJYVFf1TK8YOZ00SKRVSqIhZ1EpOyhEZVz2xuTpLzVnO7jDGbyUzRajzA5dgp2R1+2P2MJO3iuiSMX8WMeou5nUghwk8Wn6fd0rklQb/XcdZuaSdSjDGVmaTRWI/f4OdC7BxHah7AprHRbOpgKDmAW1NHsrzMZPo6vZbdLOSGSJTCrCgqxIvzOHVNNFmOrprIGb5Kjb6fVGkeq8rDfPoCBttjNFs+xkj8W9h1Hdi0q9chi6aDQnmZilKPR9/OQm6K5cIl1NpGFPk3UKl3oFRaUWn3Uy6eRqMVSrvN3V2RquI1fwx97jgLuUnOhcdgxUGvvZMdjga06wbCGhk159TePldK1ZLsuAvCLgj8Ui5OIBNncDlJh9OFwaAimK+uSufVxvVCzRqSRWGCnCdWVNJk2s4Rt4WVlTynx4exOFeYL98gmNCu57UXymqmEmnS5aJUBjZbnIgjVMyi34wtMRwPMJOMkyzl2V7j40BtE9vtdZhvGed+kAgkUgzML9HktNPpqeGVSyNMB2P81qO7f2GC/mv8Gr+SM+n/7t/9O/7gD/6AK1euyCqOIO6iqy7cXv/qr/6K//bf/hv/6B/9Iz7MEM87lcvyX159nsxclui1GKVUkZa2Wh5+su8dzX5Ejvcbk5MyN912y0RqzUTObDdKoyrRxduIsWiEhVSSBxub5cVYxkbcnGdhKY5SryJdKtHd4WG4NI3XsoJZq5DRaSJCTRiC3AlBrr/1+iVp8FFb0FNXY5V5zLv2t65260+O4qq3ErZl5RzYDnvTuvx9KbfMa8HTuLVO3NUWkrkih5obmE0kGAtHpIS3o6bmLgmvMIpLlAJ4NNv51pkbkvjvavBJ2W2t3UxrrYuyssqZhVkeaGjeUrovyO14KMKBlnrKYp42kZSGcxrVqlS+3m5FoSrx1swZFAkfe1qbcVn1MhfdrdpDbNEu3Uv723wYjSXCudO4jcdQK++9UBerRUnYw/kgp5eeI16poc+1nZWqhkx5BYvaTIOpVs6wWzWrF1UxX3UqOIlZoyFeitFlSWFS23HJGfTb78t8NMGpsRkmQhE6PC6Odjbjc6zmM6ayJ5iaHqG747c5FZhlKhijQW2nv8m77j4azl+nUi1Qa9xaplyqlrkYvYkCPccXpvkHnYfWc0PFcxxa/jHZipFt7odRKYtMpgfptu6WpjpbddOfm3uJbbZ22s0tXA2fJlEKQmUnOoVGFlVGYmGuRSaJVSd5ur6WNuvDFAoKBgbnuZZb4FhXO71u3z2k7TnZOW9wrs6oCYzHIgxHl2kxOCikilyZW+BMZoQml4vf7NkvZ9wz+RLXFwIMDc9w+upNHn60m6Y2r1QErCQUJENF9rQ30uC9v9P4vbLQj58e5tXTwzz7+A4O7dhs0JhIZBkYmKW7yyczzN8PotmcVJ9cGZjBZTSws93PT567gNVj4WNPbWfqxqL0r7C7zPzZf3kFu2qFz/3TJ9DcikQTTvbiXFpOpIkks1Kl4rabpWmjyKtdK0yJcYOfPHcOpUrFs7+5D6Vq1Qm5p7eXl08McvP0FI88so39h+8/cysuBddGFiiVKuze1rip+LEYSTA4G6JqgHy8QIQ8D3S1bCLF94OIvbt+eYbFxRgOj5UDB9qkCiKTzvHf/ux1lEY1WReoqyoq6RI+pR6b18LY5XlKDXq8HhuKeJkD3Y309TXIv70zQ/3U4qw0MNzoqyA/h1yWs0tzbHPV0mCxEpxelo7w4vgXZN3X6nnXXeD3ArEuxTM5wreM3hK5AiadRs5JirQI8XVtNlu852IkQ0S4gYL6Rie+OoeMc/sw490mCdzPUE6Y3/U3/PIN5V58/rKM5vr4J38xw8b34tJerOSIFgPESwEUKKUJnJg1F2Zl7wWlwiWKmT9Bb/5fKSp9Ut6uEbnchh75dWOBOJ1/Ha26BZ2mXX4vlT9NPHcevf5jjKeO4zfuwqaMk1upZSh1EpNKjU/fwWTyR1Txsc/zz5hJX2Qqc4NawzbqjX3MZC6Rq+RptxyQDuuaW47is5krGFRWoqUMo6lrPOh+GqvGLo3dBpMX5Ry6R1eHWW3jL6f/EofGwe+2/O49DV4nk3NcHrvK3s6d1BpqMKhXX5s4h18Jviavyd3mDmLlCCqFlt2OPZjVZlKluHSTd2icXIm9iUPnx6ZWMZE6T6OxH7PGTKf1IVkwuRb9LnqVlVbzg1yL/TUufQ+pYgi92kOL5QjB7HnC+Wtsc/zuutt7qZoinD2FSZrthZjLDaFVuqlVTmI1fgqNbh8rK0WK6T9FrelFdatAshGxQoaRxARLmQEaLV2YNRVJzmv1nRjV795PI5hJc2Fpng6XjRqjRhL3zC0CLwi92APolHrSpSrBXB5WNHRYvTSbXevFAKGaCiXSHO5pZkUhJPIplnIhhuNzRAsx6dTeYvHJuL+FdIHL4SBLuRSJYl6u3dscPj7Z2ovnXWaZv1eIa9RIMMx0JMaOeh8ei4nXr4wxMhPicw/vxPMuXdzvhY7OLlmg/ih30meyAY789Vfe932d+to3afq1cdyvRgTb3/7t3/KFL3xBXqQHBgbkTHoqlZKGcf/yX/7LD31XQBzYwWSS0dFhnAYTxXyZi+fHOXNilHKhzAOP9nDwge77duwGQyHi+TyHG1el7Wsmcs0dHibGQvTvasKxoZMnpF9vTE/S5nDSbHfcjty6ucBSJExgJSCdVnf1NRPOqXmiYReWLfKpNyISS/PiuUEqRqirGDFWFFLyLrpS8UhaRk/tPdLBfCXKTCbMNls98VKEs9GrbLd1oS+4CaXS9Nd5GVpelsR/V51PqgXuxJ1GcWL26FtnBlCrVHxmdy8LkSSTIfE4Cfa3NLC34W736OlwjNFgmAOtDdg2SMTFeyOehyDswWSaaGWRNqcHr8bH2PwyNvcyVcOEdHQXx9bUYpTJ+TA1tbM0e/3Y9b3v+JmnSjl+OvMcBmWFp5q+RLFakNK4ZCnJUn6ZVKlAriyq5VbqjbUE0wVceguFahK9apomUyMuff89j21xoTs9NsNwYFnKvA+0qXGb55ieWcJo72Ai6GFZmZHmZwe8jev3I6R3S5lTWLUt6/msdyJWTHJTXtRF1FuR3+u8HVdVqUSYjb/EcHYbPfZGFMowK6zQbNq6kzqUmOBi7AZfbPwESsUKI7GfMZNxcSNYZaUKDzS0sNPt5eXF1zCqsjQqm1icssjOucNn5HJ0jod8HTLx4G5pe816vr0Y/bgcWGQqGEWXV8i5saoe2v01eGw63l4eYL+rC3XeLD9zbarC8NkZOo95GdXM8XTTAeYWU0yGlrH5dZjNWhm3JwwBXTrzXZs7QXqunL87C/3khQleeOs6H3+4j2N7Vjera8hkCly+NE1zSw0NDR/M/HI8luHchQnUXj0vvnAFrULFP/ydB1mJlUglcuw62MbZ02O8+eOLfP6rR7HUOyUpF+Q8VyhJMu62m6RD7UZ1yhrEfPtPvnterOQ8+5v70eo0m4hTvlThhTeusXQtwAMP9kjTvPtBdOzFfLrVbKC3fXNE4tmhWZQaBYFcmmK8SMWu5ONdXeujEe8EUSwUa9Dw0CI79jXT21u/rlz4z3/6GjV2E1mXknA+i62gxK014XGYmRgPoWgxUV9rJxPI0OF2sXd3y7p3yKZNamBe5gAL+ftGhHMZzi3Os91dS4PVLl+PyFifvjkvzeYEWfe3e1HdMa7xXiCO/1gmtz5XHs/mMWrV60ZvgpTr38EwTT6vYJK52QjpdB6vzy6N5oym90bePgokfaOhnMCeX7KhXCya5jvfPM1nPrefWp/9A5e0y655KSxnzUXmtZjzdmp9stj7i+yRhJQ6F/+3aDT9JDUPyWJAja4Vh7bhrvvLF29SroYx6Y7Jn+XKIcKpv0SrPcpk5jo+w3Y8WidLueuESkVUKzGazIeZSHyXeClFh/13iZUSRPOD1OjqMWu7iBTm0SjSbLc/iV59+3xLl8Is5YbRqb1cjp2WUWu1+tU1eD47wWx2EpvGI9VeP1z4IeWVIr/X8g8wbriPO1NmfjD3MsVIHpPbTKFakiZ0Nq0Fl9aOWW1kIHYJrVLJNlsP0VIUg9LMNts22UFeys0RLYZQUGEsdROHpo5U+aZUNTg0HupN26TqYKOJXL4SZj5zAq9hP9HiDE5dO159P8OJv0GvctFq/cTt11ucIl2aQE9OJM+zkD2DVaHCqcpjs/0/pDKgXLxJNfc8ass/Q6m0rJPzsVSQeDErZe1+fZ5yZRCz7qiUv4cL01g1Hty6tnUjwXthPpVgILjEbm8ddSIK5w5kSjlGkgtMpgMy296p02BSi+g25bqrfDmv4uZEjAe3dWA3mUiK2fJYSI59tlidtFqchAtRXl+8wc3EFPlqGodWi01lx6ZyccjXSbut7j0Xmt4txFjg5bkl8qUSextX14q3rk0wOh3i2aN9+N3vzyD05mSAxx48JI2JP9IkPRPg0F//9vu+rzNf+wZNpl+7u/+y8euc9FsHdiie4s9/8jOe3Xt7Ji2fL3Ly9SFOvjmM02ni6d/YR2v71vm7Yjby9YkJdtfV4TGvzk4GFmJMjixR63eQSOSkkdJGBNIpBoIBHmluRaNUSkOP5fwiwzOTlBNaAmE1teYaPO12KqoVjvpv5zrfCwM3hZNrjsFAgA6DDYdKL6PgxIVi5Pq8fE079rUSzMb53txb0kjksw3HKGUMkhT77RamYnEp3e1212zZ3ShUMrKC7rtDTieI+nfOXpP//tKhnVxaWiAYS2FFh0GrodXrxGtflXLOROIML4UkQReGSPfCYmaRm+EpzNV6opm8zBkdDP+Mnb49PNTxwPr7EU0tcH3uDVTFffS3399ELFpI8eOZ1/FqZ3ms/ito76hWCzf4TPmWEV0mwIXoOMlSllqdDSULHHLvpMv6AKot3E7vRDyT5+ToCOcXjjNBmZVilSfrjBxqfoImdzsnl6bwGMzSXG4N+XKE5fwVvMaDaJRbx4dMpucJ5KKcDizzgLeNA+7mTU71yZKCKwkbFq0GnTpAu3kbFo39nt30XmsbOxzdhLPjXI9cZiRWz2ImxW6Pn2dae1lMz/Hc8Cu0KzQcanmaWteq7O5SeE6OQvjVDunML7wQ+vzC5Op20UWQlpduDDEfTEiiaXcY6Gv00e50Sem8ICan5sf43ugFnvD30VR2cuLVQali6e71c2r+Bq9cGeJYXR9H+tvlxVnM6wXzCQL5hPy8PDqrzGIXfgIiU1eQQdFt7dt1uwBy9soUPzp+lSce6OHRA113dd0vXZrC67XT1rb1HN97hXhdF85OyOzd8fEgmUSOvqPNxJUl5sZCPH5oGy6jiT/+jy9iM6joeXIbGvWGbrnVeN+Z5FJplaBXK1We/dyBdXM1QZyEX0h3d7ckTouRJCfOjhAZDnPoWDe79t073lG+F4WSdHxvbaiRru9riKdznB+Zxeo0EI5niKez+BsdPNT4zrL3jURdFE+uXZvjqWd2Uld3K75yKsg3nzuDTczWt9s5Oz9Hs9pCk8PBSqxA1aIhbqrS1eghupTErdSze2cTNe7NG9LpRIyhWxnq4tjaCDFmIfKCxfiQ33L778ILEUnWc6kc9V111Hf61tUM94NQPwkX4TWjN3Gui2NzNRLNgMtiwvgu7udeEKZ5wuxQ5K47XGZJ1p2udx8n9PeBO4+1X+g+qlVpKBdN537phnLHX7lOPJbls5+/e374F5W0FyrZW7PmQWkatjprLhyt3998bi71p1TLg0Q0v0EFDXWGbehUdx8flWqcdP5tzPqHUCmtlKppAqkfID6t2UIOj6GHBtMeRmN/SxEnrMTl90LZK8xkLmLWHqXGsItyeZxEKYJB243f0EKhMiM79lbN5mLeVPq8lN9fSwzQb9tL662UEdHRvRw7iVphxKdv4vXQm7LT/Yz/aZpN945LfGHxDbnGNSZq6O/po7BSZLkQZbkQI1ZMEC0mWC5EmMtO4NBY8Bt8skNuVpvY79qLVW1lPC3i55TEivME81HUCDXdND5DFwaVnl6byGw3M5F8k2RpQZrIDSe/jV7pRCky0Cs5WcgQKkYxn95ieRqHvuO2x0T+PNVqDINSTbxcJpK7hoMpasyfwWR8XP5OKfMXKJS1pFWPrJPzZrOYOa9Z72RnizcoV4JY9Mcor5QJ5sfIlRO49W3YNL4t19mpeExGUu7z1eO5IzUnVcozmYqwkBXz5iaZby4SYQTEdbNQzZMtZ0mV0pwZnMFqA7NdSSBTJFWEVquLdquHsUSCs8uzzKRj1OhNHHA30mR0sZCIY9JXabTpKa2sGt6tu8ivp+0Y33ejThQ8Rf653aBne713NSnp5jSTM8s8vqeT5vdpCjowOs+Jq1P84e//Hgad5iNP0g/81Vff932d+52v/5qkf9RJ+rVr13jiiSdkNIbTeX+33w/7gZ3L5/kXf/TXtNY6+eSe20ZkAslElhd/eJGb1+bp6vPz1DO7cHvurlYKaetMPM5DLbc3rcJETpjRBUNJevrrcdVsluOcnpuiqkriNJWoUsGl9crb1HiU4YkAWfE9m4mEpUR/vU/GXd0PmWxBkhG3z8zLAyM06swc3tZGQ3ON3NSff3uUhk4XV5Q3SBQz+PSNRJNllAUdDqNYTJG55yJWaiuImTcheVs1pLm7K5cvlfn2mQFCuQy9rR6eaO1AhZL5SEJ2UYUaQSyCYh7/YFsDTtO9ZelConUjcYUWUwd2rUPe98Wlc1wL3CQb6cZntXKst1nK4qP50+hUPpZDNqYWI3K2s9Uv4ss2XxyCuRg/mjtDhyHGUfc2dPrb0ShbYTC2RCCbpNtm5njwh6iUegpVu5yF9erdNJp8uHUuGQm3ceZLnFbTqTBng2OcD59mMpuiVZ2kUC2TyLThUamoMXXR6qwluZLnSF0Tfa7bm51ofphiVWSsH9jyAicusFdiw0TyBa5EwvyTrgew3pr9qlYTFPJvodQ+zEA0QjC/QJ1ZxW7H/i3lhMPJSc5HrnHIfoTRWBiXfoRu53YKVTffHh7AiJr6vJVF7Q08LiWHfb3U6FfPkWg2w7dvXKFWY2NfYwONG6TtYnb87MQMb41OYjBr2d1SR7/fJzuZa2aIiVxe+hGIKvmKMcPpyWGMAwY+9tguGV8YT+UYGJ5nvDCL2lHhi90Pb4qfEe+ziHUROeyhfEK+v7nJPIaylmOHetHdIkmXb8zy3EuXefRoJ48f7Nn0noqu++VLU3L+vLtn1Vfig4CIbzt1ZhSrw0g+mqO+sYaDRzo4cWKIxWKWqKbE6LVFSmMRvvxbx9i+owXLuyQoQj7+0+9fIJ8r8ZkvHERn0GwiTiMjI3R1da0Tp5vTAekoHhgMcvBYFzt2bx6/uROxZJbLN+fY1VOP035743dtaolCqUS0UqCULBFV5DnY3kin893PFQtye+rNYcbGlviNLxySMW0Cb5wZ4Y23h6g1GVlxa7kaDVFTUnNsWztT1xZp2FPPdDrB7g4/i0txTFkF3R2rrukbP8+hSIj5dJIHbmWob0Qok+Z8YJ49tX585s1rcSwYZ/rmHKloGn+Hj4auOmk2t/F5i+M1ksrIwpPomgvlkDR6sxhlYsVWaof3CzHOsDgfY34uKmf8hRRedNjvlPz/fWM+HGdkLoQyn+TY/l3ve2RgPBCWSpwdjT5ZzP1lIJPO882/OsmTH++X426/qKS9ulIhWQpLcp6rpLBqata75h8ESoXLZFP/hbjyKHrjMdltVW7hpyK695n8W6hVPvTabjlKtZQ9gaJ0g4WiAqehj0bTYUYTz7NSzaNS6dErDcRLGSZTP0OlaGCH62skCpME8teoM+6h136MaGGc8koBv3Hz9TNeXGAhM8pMLkC9sZXt9tvFjsHEJZbyi9Tp27gcv0qxmqfT0i5nyO+F0dQUrwbPYFfZyEfTfKn/WQxbzDgL09ursRu8EnwVj85DcaVEaUVEoOaoMzRg11ooViLUaG1oVRApJMiWRuV12671UGfooMm8Vzrir5nIWbRehmPP0WR+lERpjhU0NJj2kygME8xdotfxNTS3Rg8r1RzB7FtoSWHW7GIud45y8QYmEnid/x+0agvhzDDLia+zuPIMDZbWTeT89ue1QqZwRkyrY9KtXvuFMkGQdbVCS62hC/2GQsxoNMxELMqBunqchtt7qXA+zUQqLLvgItGl1SL2KPe+tojzeCGewO41MJuOUqPXUlzJcy48y2AsSJUq7VYbh2obaDV7mI3lSRWq7PE20Gh1btofCom8zGsvJ8lW0vL7q3PtVswqQd6F8u3drxWz0bj0thGqwza3i3yxzJnhaWbmoxzsaborleW94uyNac4NzvLIvg6+8PRj8nu/Jum/Jum/EiQ9HA7j8/lkBNvOnfcnOx92kp4XBmaXB3juzDUaaux8cnfPXQYmM5MhXvjhJaKRtOxGCTOmjZ0NKWGfnKTd5ZIGUgLpZE6ayNU2OEkmcuw92CYXXhGHES4usZhdZCyc5qH6nfhNvk0kamR0iTfOj3Fwd4t0Q58jxad39Mmc9ftheDwgu2EiUuW1wTHq9CY+98RetFoNQ1PT/OTc2/Qc8vOk/wHmY0meH7tJTpnlkK+NYw3t93SylxnMuevya72MG9u6OhrOpPn/vn4Cr87MP37wAMZbbu1ikzsws8jbw1M0u+z0N/qk0dy9uoXTmQnKKyXazatSbZH9LWbRm8wHMK208PqNCZZSKZq8JTy2MG2OJ3CZzKSyBW6Mr5rd9bX51t2qZ9LLvLBwjn6rlf12ESv1OArFvTfVU6kIo8kQh9z1jCbfICOIX+2TlFeqzGdCzGQXCeSXUSqEe7yGGq2Dyoqa0XiEiUSUaCHNijKDkgx7LTU846/n1clhBioRWjRdkNMRzLlIlPMESynZTd9b66fdWUO9xUQwfx6juha7brMsew3Zco7LsWFG4ilpKvOl1n3rPysWLoBCjUazk/FkiLPh02yzd7Dbdbd7sZjn/aPB5/HqavlUi9icpIkXruE2PMjwdJhvXb2Ku8bAjjYLk5kR9jptdNmOMRcpSD8BtCuI5L3H/F3yM15aTjAwvchAYJG4oiBnlx9oasG1YRMh5nXFqMNsJE6r20m7x8Xs1DL//cVXsW/T8S+OPU0sWmB4KkhHoxu/18YPx0/KY+XZlsP3NBe6PjTD6MwSzj4LJVUVt85CfDHHz14a5MH9nXziWN+m41Z2dq/MSPLT378a4/VBQESh/fSFK3R3+sjHc5LQNfR4WY6nWJqLcehgB0a1ir/98zdxtVrpONpOk8MuXeHfqfsqCPqLP7wkCcWnv3gApUZFoVKhUC7LW6ZYZGp8nMf3718nTqJbKeTquXCaiYFFDh/rkiM498NCMC6lhMJIzniLfIoN0okbk/hqbdLksZgoUnUoeLKj855xkVtBrCEv/fQKsWiGz3z+gIwpE6qOb/3kAhOTITpqHdyIhCmLpS5XZa/PhyIPpg47s/E4B7sbmQ3G0SWr1Dos9PbVy89wDSKWLVUsSvXRnetZIJPiYmCBvV4/XtPdZDARTkqyHgvEsdY7MdTZSVXL8jMUvhxr7uuCmL+TsegHCXGsiq66kMIX8iXq6p0yxu3OeMC/a4gxjJszAZkw0Oi28eb5AQ7u7KO3yfu+z59APCUN5YSJqDCY+2XgzMlRJidCfPErW68z95O05ytpOWueKIZkp1x0ze0a0TX/4D6jYjlMPPb7VJQurNZ/hWmDmu1O5EsjlMrzmPUPyxiuQPYildI4gfwYNsMR/Kb9TKcvoqpMoVbVkq7EiJfULOfeQqdQ02D5LCXhL1wdxaaupd32JIVqhsXcNZpMB9AoDZsI2mjiBNPZJUl8D7geWd/PRAshzkbewKWrZzw9i0llQNTPn/A+hV619bqRLxf5s8nvoVfpaDSIUbcJamo9fLzuKFbN1nug8+HznI9d4KBzr+ymV1YUzGUXsKpdhAvLzGbHqaxkUCtsJCuLmBQh6ow9ksTvdX4cu7aWUG6IidSb7Kn5KvPpt8lXojj1PWRKERlT1mDcy0Tqh6gUJtqsn1w/5kUUWyx3GpNKj0n/IKOxb6CvXKKk3EOMJ0mVSrRpTuPTGzFafuuen1l1pSiVDxqVH4N2VYUgij6RwjTR4jx2TR01+haGwhHmU0kO+Rvk2iv2n6JjLjrn+UpJuqqLefO1FJl7YTGe5IUbN3F4TJh0almguR5fIlbIyft4oLaNfTUNlCkylVzmSnABvWaFBrsGpbKKTqmTowprsnnxde0zFet8rpImU0lJ0i7Iu/AlEER9La9dkHfRfb8T4pp1czFEIJlid2MdNWaTTKA5OzJLKJSku97Dji7/+1pz3rg0xvXJJT52uAefx8KeHbtQK5QfaZI+nQmy/y/ffyf9/O9+nWZT7Uf2vfhVwfuWu/+n//Sf+PGPf8yf/umf0t5+N5kQJ9DfhSnPB31gZ9JZJibHSeYL/M2JK9S7bDy7p/eui7SIFLpwepxL5ybkpqlvZyMHjnRgveUCvZhMciMYkpFsa5vDscEFSdaFIVZtq44VR0pKv9aM4CYiaVLFAofq755BPnl+jKHxIJ9+cgcnx6eZzyb5yv492O6ISdr0HEtlTl2YoL/bz/Wbc1xcnKOzyUtPr5VTkUvoJizscnej9Bp4ZXRcGnt1+5wsFMNyxncr9/eNRnHN5r1StrcVxOzx23NT1BotXB1fkCZ0Xz68U25ml+IpBuYW2dNUx0pVwVQwcmuj56DZ49g0j5gupxhJ3aTPuhPdrQV/Jn1Fbg7ELLr4XKTZ3swi0/FXcVi3kS3a5ff9Not03F8Op5lZitLqd1Gy5HklcIUDzg62W+ZRq1vl7V4I5JIyg3yvy0u6fJWhRIJD7sdx6G53FcWpEy4kGU4scG55lNHkAoVKEbtGh0WrpkwVvy6DQ9nIY54ybuuTXL05wYL5LU4lKjxT10CrYSeRrIsLC/Nciszh1JpYUaxg1GppsmmptczQX/MIHtPW1eJFYeqSmOVcKMIzDf30OVY7wdVqmkL+ODq9yJs1M5dZ4q3QadpNO9ld04xWqZIXddE5F2ZuKk2OUGWGLzY9LfNLl5KnmJsvU0z7qWt2cDUewKhXMZG9SLlYpbHqp8bURp+/VkbOvTozTDVZJRLOES7lyGnK+GpsfLy9E4/RfNemQBjLCYfnfn+tPDZEdvTPf3pFZhZPOOeZm0/Sp21nZ3e9VJIIZEsFvjv2Fk0WNw833G3utDAXZXIswO79bZjMOin1Ozc+wXfeukBzq4un9ojZQ7uUxosOhjh+rl2blV937Gj8QDqTYqZbKGDOX5pEr1NTKVWkW7lQsuzc3sjcUIBt2+qpa3Dx4k8uMXJ+nK/98ydQ2PTSEV44w/ssFlqdDhlZKEh3XpDvyurXXLHIm28Mkkjl2HusQ9jKy89R5GeLzZjoHGsUCgZGRji4bRvbfbfHKEQW+enBaawlJVfPTvLAIz309N/t/L8RI5NBIokM+/ub1uP1JpYiBKIpVCYlsZiYvc7h9duk2/ud5pL3fa/KFX7yg4uolAqe/MROOWOeTOX442++jcOiR1NZ4fJcAI/XgsakQh2u8NiRXialUVGBo9taGF1axpxVoKko6N/RiPVWioZ4T84uzsr14MCtDPWNWEwnuRJc2iQRFeeziIFcla9nWVyMEJ4IQTJPc0cd23a34nH/YvPDHzRisQzzMxEZL1jjsUopvPBf+LuEeH9ml+PSXEqkCnTVuyXRunhlgLzWhsmgZ0er733HxiWEtHXql2coJ67x3/jLtzl8pJPe/vp3lLSLrmC8KCKzApK02zRu2TUXct8PGplylGj8/4eRsJx3Vmvuff5WqinS+Tcw6Y6iUtoJ5a5QqEQJpV/GrD9ErekwS7lxLIoUmVKUhUKS4oqGfHkCzUoYvXYnXfZPoqjOkirNUG96EJPGx2zmHHat6E5vfuyl7Kh0cjdoXDxQ89Q68RIE863Qz8iWS8TLBRoMfuKlKLscu2gwbl0oFEqx52ZfYjEbYqezl2Z9HYsTcyRrK8RLSY66d9Fo3Fr+/eP5nxAqBNll76fZ1EZSdnbT9Fp7ZTTpbGaMykqBStXOhchzckZbpbCyggOvoReHVpjAXZafY5/9CSaTz1FvOkyuEpPddK3KglNTz0ji2/hND+M23C58R/OXyRUHcOkPEi7qOB/4b5gUUaymL7LH/TBqkpTTf4za+DWUmsb7fnap/NsYtTvRqv2bRg0DuRGuL4eoVNw82tgv01NE91s0FdRKleyai+75Vnu4jRDXFJFz/sOr19HoFVSNFWLFLGa1jp2Oeo5523AbLevjnNeXg1KJ1Cd9PVbNOUUM3Kq7fHY9Hk78W5wT0lVeZcSgMklvAEHeRXpOsZKXY5aCtGfKq3thYWi35iIvvq6UNVyaW5RGjnsa6+S4pNgrnh+dJZ3M47VZ2NvX+K7XBmG4m6uUyFeK8mumlOfNyxPMBmPs2+3HZNHKgtL/9NCnMal1H3mSvu8vvva+7+vC7/31r0n6R52kX7p0iQMHDkh55b2wZ88emZX+YT+wk9Eko+OjGEwGYpnsfYn6GiG4fH6CUDApuxq9/Q3sOyTIgZ6T0zO4TSaZKS6QKWR468w5Kvoc+aSCYw9sx6W7XV2X8+zTk+yo9d4lwRSb/u+/fAWzUs3Rgx28PD5GPJnlN3Zvx7VBhnonRJxbcDlFT6uHE28P83ZsFFVbia/0H6FV08DfvnCWeUOBB7e1c7ipUcq3c5UiV2Ozd7m/b2UUdy+IjW+2VOSwv5FKdYXvX7hONJPlyb4ORkMRdjf5qbXeJm3C9VjI4MPJDH6XTca3GXUaBpPXcGhd1Bnq7+qib8xFTxcnmQwNEwi10d/sQ6lRStWBqL6atFqsWi1X56YYK03zye797KlRUqnMoNU9cs/NdryY40xoin67C4VihLlMEYO6gx3OJrnIhwspIoUU44kAs6kosXwWvVJHr60Og17NhdioNKbrMxdJii6gawWz3kGqaqIQKbCjaT+vzv0FlzNOfrPeyY6ap1EqrNxcDnJifgqX0kSxVCFPmezKNMWVEBrFDlptLqnSaLM71w3ZBG4kxhmKi+dS5J90H13PIi0Wr8BKGa1utcM+lrwpJXAahVdK7WYScXlh2uXxYdFo+d78z+mwNNOsaOLayAh6+zA7mz+JXmeWSQTnFubI5aKcCF+lr0bP57ueQVE0yYi8qwuLzJTjHGlrAY0Sv9nKHq9fHlcbXd+FbE24XPf63Pgdqxf6uZkwP/vJZQ4c7qBnewOXhmc5vjBAX6eXT7fdNsUTCOcSfH/8JAe9nex033YrjyynuDEwy469zetpDOMzIf78+2fY09fAUw+LDVpSzrCLz0YUQ1LzeXQFNQf2tN+V7/5eIZQBoiB07voMsWSGUlxEKTqpZkvYbCYefLCH+Zkwy8tJevY0shCI880/e53tO/30P9izTsSFnFqkKgRSKcw6HY02Gx6zaZV8K5VcfHuMbKLAM8/uxm5d/b4g8xu7xWI9vjY0RFAUehwOety3R2SWokluTAfwoOHciTGOPdZL97bNEXQbIS4PQvYu1sCdPatdC9HhOHljCl+NlfFYlJV0hYS6wO7merpd9x/HuROpVI4XfnKZGoeZIw91S4M0UeT4q++d4VOP9vPzN24QKxZo9NjQOrTE5hL8o99+mNeuTaDUKjna08LgUgh7RU0+kqezyydz2NfW1VMLMzgNBnbckUCwZrYkZt/bzU6q5RVJzAW5F3GIolNeYzHJ3PJsKifd4EMzyzJjXWStm24Vjn7ZyGWLzM9FWFqMyyKHIOueWtt9TU5/EYgCjzhucsUSfU1eam69fnGsjY2N0dzSyvWZoFRa7Gn3rysvflEIQ7mLUwsy4umXYSh35dI0A5em+crvHiNRnt9S0p4rp1a75qXgqgmZ1odd40b1AXbNN8rWlwsTpLNv4KxewGL+LVT6h+7z+0I2fQKV0olB20c4f4N0KSSdyA1KCw7jJ0hWQrjULsZSLxEuKTApDcSKQXSKEFaNg/2ef0N1JcNc+jgWbRt1xoNEChNkKzHZTd54/RRz98eD32YFHcfcz2DR3E5YGE5e5VL0LKWqge32PiKlMA6Njd2OfVuOX5WrFU6FL3Ny+RJ7nf34DbVSnr64tMSu5m0ECmFipRRNJh9dlmZMasNd6S3fmBK55kYpp++z7mA6O02hWqDb3M1UdphIYZYWU49Uo70S+BM8uhasGisO7XZKKzpChTnCudcprfSiUebQEqDWcASNMiXj3eqNnaysxFjKnafL9iX0t8YYKitFJmI/ZjYToqI8gkMdx1L5Ewy6fZhNT8l4t3L2p1SrQTSm37tvwa9UXiJTvIRZfxS1cvX+xfok4kuD2SC1lgSJspJs2YZbb6fF4qJW/87xjeI6cyE0y4nAJDOhKIV8mZYGhzRiPehppt1Wg1mj2+ydFArg0OvZ4fHKaNb7QRRYROytiN3bSODFjL0g42uEXXTdjbeIu5DFr3XaA2nh3h7HZ65hm0d4i1gp5tVcHl9kpVTFoFLLovFaTKg41uWYW6UoFQSrRLwoY3/XvldeqaBWqDCoNWhW1JwfmCedKPDssT58DjsGlUaO0f0q5KT/mqT/auF9kfRYLMbx48fv+ztiVv2RR+6OnfiwHdiJWIoXv/0SOx5cPUkTmRzfPHmFOoeVT+3dmqiLaLXBa3OymyFcnEV807btjbTu8DEQCnKgySnzOROlKOW4iuSUAp3SSmuHF9+tjeQaBGESsWwPN7XcVR2cmA8zMh7ApFDT0+fn+NwExCscaGuipd615aIsuvxnLk3S0GDjjcnzjF5dormjnZa2erK5IhcGZ9hhcPGZj+3d1EEUC+xYKsBcJkqvzU+d0XFPo7g7MZdMcDMclEZSawu5kLD+9cnLXJtf4p88fJAu39abeFElFWR9MZpEayxgtOfZX7t3/SJ+Zxd99bmWCGbfxKnbRTylk/Oy7XU1tHidsqMviPrrcze4Ep2gVdFATcXIvrYpmuseRq3eujOdLRc5GZyk2WzGpJ6kUDFwJSbmsWpJl/NE8yki2SzhbJpiefX7290NNJodvBW+yUhykV2OZrpNZl6ZfQOX3k6tPk5e2c8KgyyGpzjW8ltUKjGOL/ycsUINX2zw0+N8GoVCxWQywkhsmS6zh2S2wFIySUlxndKKgWy5jkA2Tb5ckg6urXYnHS4XHrORS9FBLoSCNJm9PNu4Xb6WlWqWfP41dPoHUSpt0sH+RuIiszE9NyIxjviaebCudf39HElM8dLYWXoLO9jWVofRPiVn46za/tUc+MlZCooyDd4Il5eWyIcUqKo+Gmud7Gr2s1CIM52M8Xh9F13OmtuO9dUVxpcjMpZu1fXdLav/AgtzEV740SU5BtKxzS/nz20WA40NVr47e4J+exOHazd7REwnA7wwdYFPNO+hxVYns9AHLkxJF3fPrdi02cUo//07J+jrrOMLH9+7ibTkykXODU8wGQ1R22ylxmiRChJhPGdQvXtykc4VpAt7IJZicDpAJJGltcFJJVOUGwhRTCspV6jxWdEaNAwNztPU7sFsMnDx5BjJ+Sif/PwhHHbLLbKtWv2qUktyIkY5puNxWehodTi48eYkkeUkn/7iQelzcS8I4iR8Qhra2zi3sCDTI7pqbs+MC6lyIpPHVlRy6u1hHnq8j877zOKLfO/zV6fxuCx0NK+e/8IQUpC2xnoHI4EwpUSRskPB423t2PX3T6G4E0K+ff7sODVOszwORKHzuy9eYmh8id/73CH+w399CbNZz642P/PxGEqTmi9+4gAvnR+W8/JHupoYmFvCozWQXsrInHFB1sW6JjZqIkO91eagw1Hz/2fvL6BsTc/7TvS3mZmqdjFXnTpVh/l0n+ZuNVjMtiWD4tiZSTIzubPujDOZJLNu1s34zowzNzHJJEuybMlqQbea6TBznVPMsJmZ73rfOgytBtmRdftZa6/iXRu+7/3e//P8QYJN6b5+7RbIpYlXC+xr7aDH7ZIpE/cDuIVsgaXxVYLzYZzNDjqGW7E6/+top+/FSgiuJaVuXaz9/lYHLS1OtLoPB26lt0YowfRqhFaPnf4Wj2Rt3Hmsbdiwfo0cXw7LRpB4r0QywYcp0Qy6tBSUMoPt3S2SsfMPVeVqkb/6wXex96Zw+XU3KO0iVmx9ah6gXC9g0/hwapswqP/+joNSLSuj1RTCTbv2KgZ1O2rTV1Eo798oKlVmKVdnMesfJVWeJ1maI1KcRd8IYDI8Lc0sNSoXi+k3KNWzsskQq6TwatQYlAl67b+CQzfEUuZ1+fMuy8eo02Ald4Y2047bDOrEMXI89iKrhSUOeD6JV39zLUmVEzy/8k2qDR373Q+SrCbk67bFvh3rLUD+egmAdTk5xYnYRXx6F93mNir1uowEzS7FMbTZKTYEAMtjVBtkckmHsZk24+1Si3AhxF8vf4deczcbrENyoj6VmZIDiF5zD5dTJ6nWM2x1PMqJ6PNMpE/j0bfRaexh1Pms9JcRJnLx0hI+/WNcSX2HSsNKugqZqpgU57FpejEo5qWTfJ/9ObQKIyuFFMnSKjblKfqtO3GaHmA5+UeUim+gMXwVm34Qq9pHNfufURqeQ629W3522+tRnqRUXcBiOEC9oZXGl/FiDqdZT6ycwajKYtcJd/genLr2d9V6h/IZXlub5Gx4iXK9iltlphitsXuwg1GvX+5hbm2qiybnWCQkUzM2erzSS+bD1PWpuwDsArjnajkJ5m+duocSVVZieTY0O3FaVRK4r2VCTAbC0itBONAPdLWj05oo1+tSElGsV2TzQjAAxfXboNZK0C0+19/4qEWjVEmpzvMHL1MslfncI5tvSCGv1y8KSN/2Z7/2oe/r7G/8xUeT9J+D+sjd/dqBHY2l+ev/9DcM7+qj6dpGVAD1bx09j89m5lM7Nt4TqAsAMj8dkmBDb9QxN7tGrBSh0V2ircPODv8GGTWiVemliZzYQFWqDXY/0H/bZlBc6A4tLchJev815+xb6euHzs/R6rAQWk3i73dL+rE1q8FjNrNRuBHfYxI4ubrC988foX+jA8dsE0tLcVb9dSKVIr+1Yzv5mTQuj4Wu/puGZdcrUkxzKbmER2fGoFrXmN3LKO56ZctlSXMX09NbNfPRbI5Tc8usJTJST/TL+7a8q1lcppjj9bmTKPIOWmxuepqc2E26e07RU6VxeaF1GXZee7+KnJ1ekRntQ+0+jkaucCm5wOO+bWhqeiZWTjETCGPTb5A5oF0ex20NkXK9xrHQHHpVDaVijlxVx3i6gkNrxqI0EsimiRdyeA02Njj8bPS0YNLoGEsucCg8jl1r5PGmzdg0et5YeAGPwcdmuwABA0ykzzOXTRJMBtjWZudB71eYT7zBocgcsbqBL7Rvptu2Xz4OEXuynE3yYHOXvLAEUhFmUwfJZjsxaz1oNAqytYqk7C5nUhLUeSxaCqo4gXyFXxvYJ11cRVXKl2g08mh1u6UW92jwIkpllh3uXUxmwtJMZrOzhVqlztjEGu+kj7OnZ5D9LVuo1vPMxF5jLdqFVm2jy2nn2OwiJ+emyZjitDk0DPj6sRqcGNCRKBYpKIo84u/Da7iW+57NcXk1JCe9ghrvuMXJP7Ca4IXnz7BleyetfT6uzgbpbnXRdc2pNZCP8fziUR5u3sQG++20yEvRGY6tTfJs604WL0Ylnby9a70BtBZK8offOUxfp4cv/9LOu5peCwtROX3ctr0LhVYhDefEhF1E4lg1BpoMNgna1YqbdHOxYRFa71AqSziVIZzOka9UUKkUpDJFtColQ50+FBUILMXRK1UYDVq0ag07tnQydzWA2aBjZLSD1aUY3/qDN3nyiWG2PzbCTwMqy6kUP3r+NLFQmk99cQ8b2sV6onpPsVi5apVjy0sy6lE0dK6vWScmFrGbDdSiBU4cmebhp0bovcc6cKsh5clLiwx1+2j2rm+uhdO7xaAjVi2STZfIFAq4ms081NH9vmjvoi5eXCK0lpQsGsGG0Bu0/Mc/eo2uNhddPW6+/q3DNNtNPLqln+Njc7TubmZzZxvHLy3Q5Xexq7+d0/Mr+EwmqpGiZPGMjLTRUCtYiMV5Z2ket9qIRaVbn5Rfi0QTx+NSJindkff423G8hwZDqVBieWKN1ZkgNreFjuE2HNdek//aJZ2mo1npCp9K5mXTSkzXzZb3D3BF41Q0YkSTZmNn0w3QLSdX1+UXlTJrM3NsHh29IWtbDCekEdVwRxMt7g//ughDORHnOfoPYCh3K6U9E6+wfF7Hr37i8yi1dWkCl6pE0CtN61pzrfd9GWC931o3xVwlUpzBoW3HVH4TRX0VvelLKDT99/27ej1PtvgmRt1uCvUSkcIYsdIa6noEjdpPUeGngYFGPUm8cBSlykG9AW6NC7ViGaO6k37HrxIvjhPIn6bZtAeHtofl/BlMajcu3e0yscn0Bc4m3mSH83H6LKN3UNb/knApynP+z5KppmXMqd/gp9t8tzQyW81zOTktndtFNnePuZOa9MGJka8UqCVK/OaWT5GoZZhIz0tX9422HrLVgqR5D1o6JXC/XucT5zkYPsiIbYjtrl1Y1FYmMhMoUdKk93I++Q6thk7ajQP8ePX/JFspymn6Htdz+E0bpPfAuehfrpvIadxMJL/PoP0zRIoTVBsWQqVlSZlfyr3JXNZNoS4SRix0mz041SHMTNBm/XUc2laWY79FTelFZ3gMp24IfW2CamUcrflr7+qLIypXOk2xkuPQmotQKUe7XWSVu6TeXEyGi7U0wYJoQFRktrpZc9PLIVsuci62zJHwPLPJmJSe9Vo82DUGQis5tre3sqPz7sg+AcxFpJuI19zia/6p0/MPWuIYyVayRIoJTi8tEc6lafYoUGiqNBpqUpkGq2tF7DY11VKZrhYrwlu1oahgVpmlobBD68ShdWBSv7tXUzpX4PmDY6iVCj710CaM9/Dy+EUA6fO5EFv/9Nc/9H2d+80/p+sjTfp/9foIpF87sGOxNP/n73+HFo2a3U9vRWfQ3gbUvVYzn955b6AuKhAJc27iMg1TDr3GyMyFHNOJMp/YPsKenf2o1UqpSz97bBqFRk1Xr5e2jtvBeKyQ58TqMo92dt+1KE4srFMJfRYTU5MBdO1GMooyjryWYrHKpsGW27qCi7lV3omcorJgYE/bKPFygVdevYTOrefRB4ZIVcpssLhYurDGtr19mO6xiStUS7wZPCiN0h5tOoBFc+8NrOhiHlpewG0wSr3S9RI091PzK2z0+/DbLfz4/LiMXvvynk24LfdeUOdzwtilRru+h8VIUm74MvUltNZFnur8yo2NoACQkfwh3IY9aFQ3N4KCjnlmcokrxXlqliKfat9Hs9Fxw/G81NjHiakoE6thXA4zG9t9NNlMNNQ1DoWmyVZTWDVxPHoPhbKTS/FldHUdGqWaAUcTm9zteK+ZTYULKV5ZOy9B3qi1iw6DX8bQnQ0fp1HPMmw1UK7ryVKnrEhTx8vlhVX0rgW2ezs50PRZxsJ/zduxKgplnc93PEWLeX3zdT66SrJUYF9TlwRkmfISieIsitomQuk84UwOi04nj0sxfVjJZbgQn2EivUqjYeRzHdsYcnvotBspFF5jJtNLqKhhg9NDTjGPR+eXWbUXY6sshmLo4ir6/F4UniInE+f5eNMTTAcTRHNXsOkqJJM9cpquMirRmNQUtcsIxusul5exqIPZdJQdTa34jGYChRS7XJ1ywhpOZ+lv8kijwFs3AqFAkh/93WlGt3TgaLWzGk4y2ueXtOdbayq1xOtrF/h4+25aTbezON5aOMexo1M8N7KTTaPrG8dQNM1/+fYhOeH9tU/uuQugr6zEuTodYHikBZVetU4zr9Yk6MiWStKLIFxIEy/l0Co1mJV69A0N9bJCxhcKrwCvzUSz3YqqDksrcfwuGyO9fpQoOHl8mkqpismkl5P2Lds6qRSrTFxaZueBAWlu9o0/eZtiKMGv/vdPY3gXb4nrG/U3X7rE8mKMfc8NE6mXSBWLtNtt9zWZEyBdbDLEuibOF/H7AqgPuNx0X0vhyBfLHL26ICUiwdkIZ07M8shTo3T33d8pN5rIcmlilW0b2yXbIZMvcnx8kZGeZs6urqHKNsjoKmxsbWKD2/u+dcCnTs2h1ygp5MqMbu2U0XHf+LvjfOmXdnBkclFm2PebLQx0+1iNpmh/rA1tXcXEdJjNvX62drZweGYRDQpKkSJLqzFcbXZaRYycBhbzSRl36buHWdxcMs5kPCplOu/VAK9cqrAyucbK1Bpmu0mCddctkXX/tUsYC4rJupiwW2wGCdYFy+B+dFhxrIlGZb5cYXotwvRaDLfDiNdtvja1qlKsrZ8vYoKpU6lQNGB2cYHdQ8OSsXHdYTqaynFhbo02OX2/yar5oCX8TC79PRrK3culXYCr73z/VSz+Cv0bvdJUTEzNb3XX/vsq4TIeLIxTruelTlpdu0ol/2P0+gdR6p+UrKv7Va54FKXCREPVQiB3VpqNCQBXqsSpqwewXtNCR/I/waZxU0OJQWnFpqmTKs0w7PrvUSrUzKd/glblpMPyKMnyCunKmjSLU9xCUV8rLHE89hOadW3sdj99G339pbUfMZY+x2dbvkKFqow0FY961L75LqOwRDnN1dSsnHi+FTqFVqXDqraRqeZoMXjZauvnB+NvMto2yENNWyV9+XxikqvpGXa7RDSalrVChE6Tn1aDTx5v4nh+ce0FlvJLbHduZYdztwSF45lxaXamUyiYzJ5kj+tpQsUZzsRfolxrYNM4edL/m+hVpttM5BYzb1JrFGk27iBdXiVdVTGfTUM9g165wrDzl6g09DJLPFaOUyz9hJJIhGhsp0kVwaf4MTn1s1h1PrpNOzFUnkeh2Y1Gv+e+72WlXmMqEeDNhVfQayw80vEInRbXXWaY4rmmKmtEinMoMBMqmJhMxbiaCEJDNCWs9NmFFENJk8FCJVlHWVOwc+B2gC6a0VeiYTmQ2Oj20W778GkE5do6FX39tk5HFxT0699LF0oshFJYtHqGWzxYdQbUCgWRZJLplSh+j45wPIq/2YTDKgznjGjl8SO4HTXZTBG6dsF+WI9+WzekM6iEi7zyBvPrx0eu4DDpeW7/RnS3mIzeWh+B9Jv1EUj/+aiPQPr1CLZCkf/pd7+O1aBhsMV5g/YuKl0o8u0j52Xu7WduAerrC2OMaCkg3SvNCifJeSgmGgyOtHJscp4Ll5ZoVRjZtquHjZvamJ0IEFhJSEfmPQ8MoFLfvtiKbHFhlrG1+Xb6qXBrP3xhjj2jneTSRa5cXSXnbdDucWIualhcjTHU0ySnXOcSVzmfuMIO5yjGgosXj1+hr9/H8kqM6lKOT31sG1WrikvhEI6MEkNJwZZrrvN3GsUJWl+10cpqPs2wvYVmw92bUEGJEg2GB9o6b0zQhJnUybllBpu9dLhuLvQvnh+XjuBf2r0Zr+32zU6mkmY6O85G22a0ynVNVKlS5icz36CW68Vr6JAReS1OG6nyRXH44tBvukvP9uPlU4ytrLDdNMRDg/1SH1kqHUGpsKHRjsj3bTEe453xKSLlLDVtg6wwfDOp2eQuUcPIXErNZHaVfrOfzc5OPHorpXqdQqUiwdxYZp6Z/CpNWiebbb3YdSb0KhVzmSWqtQkO+EexqUMUVF3EKrPk6nb6TZuYn13hkmKJ2dyrjNh3sq9pJ9PxH/N2Qo9LV+eT7Z/GZ/DJx3gqvCwv0nt8HfLiGsoLky2d1LUJDXQonZX6+1guL2m6PquJ2dI8ryxPY8OFoaEnVipgVgXosyvZ1/FxedFNVxIs5ibpN21hdiHO2PIadU+D7R0ddJqc/PHYi1QzBrq0LSQzacraU5gMo2zuGJYgT7ifvr54nvPxSazaPFuduxj19jOTjrKSS8hGjKGiY5PPzwa/D/0detJwKMWPvneagWE/Jp+ZYqkqDeJM1xpjd9apyDjn43N8oesANu21jNd6g/On5zgdmcDeZ+Tj3fuIJHL8l785hMNp5FNPbpHNpVtN1yLxDPNLUdrb3ThtxhtGa+s0c6FJU617MxQrJDJ5llMxIqUMNa1ojlnpdXrpsXswKHVMzYcIxTLynGtyrxtEzc2EmJkMYjbp0Jm0mEw6+gaaOX14ivZuD/52FxNX1/j+Xx7kE5/axvDu+0/DRIlj4O3XxliYCUsXd4dz/bknCwVm4nGCmSxNFjO9Tid2wy0uy7UaMzMz0sjzelNLOPgfW16WjZsuh+PGxkVIRPZt6GTiwjLnzszz2NOjdHbfH2AvrsVZWI2xe1OnjLcT1PlCqYrFrmc2FJWxbIL2/nBX922RQO+l4vEcly8t0dxkk4whYcr56vEJ5hejfOLZLfzliyepZEr0qk2otWq6NzSj7DMysRxmcTFBn98tm39CIiLYT31mO5GVFF1dHjq7PJJ1MhYNsb+1E+sdGeqihIGiuO15H0BdVLVSZXU6wNLEGnqjVoJ1z31kSP81SjRAlpZjLCxG5DnhbLZgdRupKBrrwFtMxK+dJ7lCmWAoLc+DvjaP1OaLc+TGTaWW0zvhgyDWenGsnR+/isrtJJDLyp+1W+20Wq1UyjXOzaxiNmgZ7fLfRpP/oIZyZ+ZWpFeAMJT7sLr7+7m0K1DKqbmIUMtGG5x+M8wvf/4p7Hdcr/6+Svi/hIoTmNQuvPp+FPU0hczvo1O3oDJ8EoXq/udnubpIsTyOVrudYP4s4eIS8Uqeci0r88wtulHZYFHVZ1E11sjW9WiUJvz6LgK5n9Bifo5m8wOsZY+QLC/QaX0KtdLIUvYkLcatGNQ3G+KRUpALiaOUa3EebfqSBLXX63D4MMdir/Nk03N49H6CRQEW67Sb2vHobjYCa1Jet8jF5DQWtZnJzLzM7d7l3MRaMUq7qYldzmG0CjVHx8+waEywwdbFVme/PL/G0/Mci15gg7WHHnMrC7m126bqglr93aXvUmmUedz3OJ3mbhntejV9FZPKRLy8QLVeYJfzKQ5Hv0G0FJMRYu2mTTzo/bQEeZfi30WvstJp2selxJ9j1z7ERHqZcl2LS9eg39pBvjIuhwvd1mdRK9fXjlI1zFLq6xi0T5Ku26nl/jMhkehT2y7BfotGS5MmSFHzaez6Vrw6J3at9YbsThjBTaciLCczDNit7HAvYdRtQKfpuvt9r1e5kghwOb7CeGqOSq2ETe2kzeTHrjPKa5ygs3dZnORzFc7Prsp1/1bvCGEKJzyFRPNf+NQYND99ei6uUYJuLiR410H3rQBcgHLRGBFUdNFIETT06xR0cUvlSkwF4vR5XDJi7fqaKdk4qxGGWj3MLkQlu66t2S7z6oXW/Vajuto1rfv6clCXRoXCG0Dso4URXSoJpy4FabX5eGrX8A0t+y8ySN/y9d/40Pd1/mt/9tEk/T1WKpXitddeY25ujkAggNvtZsuWLTz55JOo1WpOnTrFv//3/55vf/vb2Gzvj132EUi/dmBns3lefuEdTlxcwFipcuChjTR3++4C6oKq/YmdAySqEWKloPyZW7eebX7dCE6A8JnJAE6fhTllFltGydyFNQnut+zoJBnJUKnW6e5vorPn9guuAIFvLc7JWI07N7ljswH5UcSKCQOqs5cXidurPNzfi6ai4OLECmuGRWrWPA97d5PKKlhJpSmECyQLRR7d2s/4sQU56Xvmk1uJl4qcXFmmMJdm33CPBBH3M4q7Tn+/0/1dmIqcC63xYFsXZu019kGhKAG6WHQ73XeD+lcuTUkDsS/t3iQnkqLEQi7M4lxaD82Gm26m17XoOxy/TDCVlbr1cjWFyznNoO9j6G+JYhEXqh8vn5Cu3p9u38tKMEMgJvSRKtSqq2QUO4mVC8RLGbkh1Te0xMNlplcihFQxGuowwYwCg9KN1azDYzWx3dmDUaORQFNsQBPVFGdTU9LE64nmTfTabjZTLkXWWEod50BLL2ZFkJKig7XSLMmqgU7zCDaV8wYN+a3gQc5Hfkiz+mGGnSKXdpYjKQXdJhNPtnwCj94mqc7HQosSTO7wtEpH2kD+GC79sIxmu/G8q1UCqSyBlNBvJZmvzbGUL/Fw00Y5FdMpGxSKp1nICO2kg3abcA4PU000aNP3MjIoKJBV3l6cZmklSSadYyG9ynBTH0OtTQz5K+jVgir34I2L6Ew8wh9dfgWDoc6v9HfTb3+AZL7IsfkFLscDlHRlfn14l3SZvbUi4bQE6B29HvQeE2ajjpHe5nsatwmGhujCCxDxysoZgrkUjzZvpV5XMDkZIFso0tzl4uDaGKqaisB4CatRxycfHsWo092m8S7lysyMBxkZbqW1yXG76VGlSiSVJZLMSQND0RDx2Ex4bGZcIrVBgTQLDBVTLCWjrAXS+HRW9g704jPbbhh4HX57nEa9Lj0ngqEUu/b0srYUIxpMsW1fn9zQfP3/fg1tucKX/8VTaHXvvgl65/UxZqdCfOJzO6Us5c6SUWuJBEvJFDa9nl6XE7fRSLpYYHx8nF2bb8+uFl4KJ1dW2Ojz3piQjC+FiGcK7Bps4/yJOS5dWJJAveOadOBedWU6QCZXYsdou5TvHBqbZ6SriauRCJVclWy5hM1rlN4U79eZe3Y2TDSSpsXvYG4qiK/DyctHxiU1v6nbwYvvjNGs0VOLFMgUy2x5cpCaXcFcNEY5XePzuzcx6PdwemFVusYPuFxMXlmT9Pnhja3MZuIspZM82Coy1O9+/UXusJiqC4265R5A/t1KANa1maDUras1KgnWfR2ev1ewLrw31oG2mFCtnys3bje+rkjasLKBbKJkwzlqxZrMWhfTdbvViEahJBDNEIympa9Hd5PrPYHgW6UVDYVCTuAW0ykSxQJ+s4Umo4XltQS1WkPm2wuX5g9TxUpVOr+LhyaYEx/EUO5eLu0+XT+ZakI6tIup8/rUvBmdysiPv38GvUHDE0/f3hD+WZcAF+HiNJlKWOZhWzXra3wh+8dQT6HXP4xCu+P+f18vkC2+hUYzRLgwz0z2CuFyAqPKiVddQK3ZQ5OxA6OyRCDzQzJ1DSqlhRbjMMniUeoNFcPOf06+FmAx8wYu/QhNxq2s5M6iVZnx6gdu/K9kOcZ4+gLR8jxbbftpMa3HpIo6Hj3BsehbbHZsZJvjAaay0zg0ViqNCkOWjVRknFiSaCnFZGaRdCXDqK1fvqdvh0+w2bGB5VyUVqOPB72iYa++cZyVW7Qs5kNstHcxaF2XQC3mApyMXcaptdNvaZfGcYFi9MZUfTE3zyvB16Rr96dbPyfjwsTvCKAuDF+F306/ZYtssl+Iv0y2WqZSL7DB9iQjjh0Ua0kuxr5Ds/EpptLjxIoTjDo+iV61gNcwTLg4iVPbSrBwBJt2UBrsXT/no7k3yVWu0Gb9Heq1eeLp/0So1oJFv19myltrVwnXnCxW+0hXclTr4pqnolZX4dbYqZb0bPa0s8Xrp1aPky0ew6zfi1rlkuf+RCrIWGKN+Wwck0qDR2dF2VBKIJurhXHotGxxDdNna5fSOdHcPzK2QHezkw7v+t6scm16LuRzw24fHbdMz0UTRXi4CCAuP14D4Ld+FCWusbdqwG/Xg2tk4+TWEtfC8WBEZqBvafPfZiY8G4wxH4yzqbOZqbmwNEgevGUvfmcJrx3R2JF692sAXmjda/UagViSyfkIHpuOwR43Dp0Ts8Z2La/dil5l+MUD6dkQm77+mx/6vi5+7U/pMn8UwfbT6j/9p//Ev/t3/056tInSaDRUKuvnhRiUiPSz3/u93+PQoUNcvnwZk+n9mc5+BNKvG8clsxw7cpqFuTDzgbgE6s99fp/UmV+vUDbKd04flMZmjw5upMnYglXtvOcmLJ8rMX55hcVMClOLmUf6erh0foELZxaolqty2tbS4Wbfw0NoNLcvYFOxKIFslgfbO267b0GfFRrMBzZ3o9dpiMWyvHNukqJTwRMbunkjcIzVtQwDmgE0NqPUiwrDKeGSmwvmeWb/MNVSlR999xS79vcztLFVUmHfGJ8mu5zm84/vkJvZ+xnF3en+rkIltZ4jXh+tFtuNZsaJuWWZey3yr+9Xr49Nc3E5wBd3bZKT8VBxTcamDFs33aAoCUf349Fv0GnefUOLLhb32eghgokahXzrjfi2qqLGD5eOyd95tmWXEC0Ryqe5FFhmLXUQ9H7M+jb06FE1NOgVWtLVPNPpNWaTy3hUSVoNLTzc8wgKpZIjgSma1C78FhstditWo4YT8XFms0G2OXvY5epHrby5QZxORpmMXWKnt45ba6fRqLBWLRAvV3Hoe2g39ty2oRXg6a3AC1xJvIWj/gQuzSJ5pYrJQoFBWxcPNz8stfCimXA0sIBLb2ST20+uIvJLx2k27pNT9TtL0P1fnr/Ij5bPoqpa+LWePXS6HLiMa9RrIZbyGzg5u8SlxSWUrgBd9mFJI09E8iwJenspi9GpxerN8UB7Hw/6tkpn4XDhEGZNNwZ1m5xGrmXS+C01Xlm+hF1fZ6tpM5G0kh6PS2r9X10dl5OAA819DNp9MvJNmJ798Huncfgt6LwmvB4Lfq9tPeO7VlsHGtfo5wJglKvrqRHCZE40RU5Fx+XnG6vt5JJFtmztwmLUy2n/v/nWC/jNdv5fv/YJOeG900H83LlF+vp8+P2Oda1nrigpuQKcC4M+m1GPx74OzAXQv/OclgZaq3FmlsLYm/Ro7Uo5ZRe0Q9G4ik6lic6lJRCMxLN0dXtxOk2cOjTJpp3d2Bwmzp+Z55W/Pc7nfmU/PaP3j98RdfjNK0yOByRAFxFbd5Zo4AgfCHGLF/JMx+LMJeJy49ZkMpGNRXl881YGbnF2FxXN5zm1ssKmpiZarNYb+nQR6bih3cepI1NcubTC489toq39djnO9RJ/c2ZsEYNOw8hAC4uhBEvhBENdPo4vLKPJNsgZqww0e2+Tv7yXEvd97twCFoseu9XA1cvLhMtFrs6HsDmNzGaS5OJFRm0O0kspfM12fuufP0Egl+G75y7Lafyv7dtBu8vO2cVVuQHd0trM7GSIbLbIyKY2pvMJ0uUS+1rWN6531ngsIoH8vpaOG43H9/cc6tJcTjjCi2ofapEN3/tJpe55H2JCde18uBV8y4m3/N76z4Splphoiwn3nRNv0YS49etbo9HSqbw07IuE0qhNGtKNKna7kZHOJnlOvde6c027XiJSVJihCgd9sZ5XM1WUFdg90CEbLj8LQ7lkrsC292Eodyelvc0wilHtkFPzTDWGUSXcvZslBfxWSrdoLP7dd07wmS/uxnOPc/FnUUJXvFa4ilqhpdkgHMXXn1O5eJhK8Q302q0o9Y+jUN6fnZIrnZRr9XIhxdXUWdK1DC5dP62aEh5DP03mB6k18iyknideXkOlcuPTDaBRlFnNvc4G5z/HoGliMf2ydOLutj5NrhojXpqn3bxb0olFCQdu4dieLodxaE1sdjxx4/U6ETvFmdgJOkxe9rgeZiG/jE/vZTG3iFvXSq5almBUOLILUEWjwXbXBgnE/2LuB5KG3kBNk8HNE007bwwDrh9nfUMDHE9ckVGnG2yddJrWUxvEBH0ms4ROpZP33ax3sZwPSZlan7mdK+mLnI6dodvcyceahUmrglKtxJX0FeqNvHTOP+D5FGOpl8mUs4RLC9jUbXRaduHStnM68jqJyho7nJ8hX3sJr35IxtHlqxGMaj+J8hIGpZp4aZJW84PYtOvT7nq9ynL6DzBphnGbHqWQ/TpRcbw1fLgMW1FWJzE34iRVTzCTVbNWjGFQN6jVSlwKhdHrazhNSsxqE06tFbsyQ7a8TLA0yEqhjFahYsDqlaanoXyWtXwGrVJJt9UpbzpVilh5EYvGg0fXw/hiTMomdwysx+etZVOcDqygUSvpcTpoUL+Nli4GH+vryzrwXp+E3zRmEzcB0O/l0n+/Ek3xc8tr8vq+raMFs+7mGjuxEmY1lmZ7bwtT82HptfRBstArtSqnpue4MLOEz2VgcNBKoZGVLAkxbZcTd8GZFP4SOqHRd8rotx2bdskJ/Ecg/SOQ/l7qW9/6Fl/96lf5F//iX8iP3d3dEoQLwC4MVX//939fpqBptVr+j//j/+CZZ57h/db7BulinP8//o//43v+/Z6eHv7jf/yP/Nxr0lMZvvX1F+jpa2Lyyior0TidXhuPPLuVRDkiKe2lehF9w8EbZ8M4jVY+s2v0XSl8YsM5NxvkxYsT7B3qYseGDiqVGudOzfHGSxep1xrSsOmBh4fu2oSIaXq/031bV1PUhalV9Fo1g53rm1+xKf3miaOsmgI81NtFs6KHU1Mr2NCyZ6iTiUSUXreLaqoizZ+2jrRz9tQsY+eX+MJX9qPTa6QB1ncPn0OvUPKpBzexkj+3vqjfwyjuuvv7UjZGvqCg3eySxiKissWSBOiC3t7nu/cG/9Z688oM5xbX+PT2IZKaeXrNYnpwkwpyL0f3gqAC5s9gVO0hnC4yE4ixkkwyp1jAZNDRa24lUy1SbJTk5tSny2BpJFgNDTHQ7MPrNDGbDjGfiZAs56krK+xrajBsHyAccBKKZ8BZw+MyMWhtIZDKcGh5kjORefwWK892bWbALVgTN993YTx1KTLPJucCftMwiuoc0YaFSDmJStlKv2VEXsTERmNiYoLBwUG5oRWv5atr32QlP0W7+lHKxVMsll1kFFk2Obez17sVu9YkHaoPB+bpsDgYsHuIFC5KLZbXsPW21zNVKnI+HJAdZIUmy9uBKbZYBvEorWSKeVqMp0kkeqiXPWwZamWptMjLE2c5Owk5KnhcZra2tsimRKQWJq8I8ju9n8Gg0VGoBojmLzGf6qXeULKzuQW9WsUrs6/xd7NrbHNY+PyGZ+RFVYCHTLnIG2vTguEoAa69qufi8QVUZg0Wj5n2Jgc+u0XSZm+deN/qci5uIs/8uoRC5KR//ewrKKMqfv2hx2UWeqFQ4v/+5kEKlHBsq/Fk1xYGnTdN5gqFMmfPzNPkt2O0GyQoF+BcLHpuqwmv3SQ/vhsFTkhNxqYD8uNIv1/qsa+fC7FSlslggIOHruC2W+js9KItqDmwY4irF5bk+zy0qU1Sjv/w/3wZn0nLZ3/nsdsAzZ117J1xrl5e4Zc+uwOX1yqBuAA9mVKJzLXPpWmdQolFp5UTX4tWKyMH08USp85Pc/i1szRtbKO/vYVNLX7Z1BO57UKLl6mWuRwNsb21VQJ14Xgr9OnDHT5punjy4CQTEwGeeGYTLbewa26tUrnKyYsLtAmXc79T/n2bx0amVpYJDZVMhYodHuzswvU+aO8icjIYT3Po6BT2ZguZXJGVyRANvZpyocrAUBOnJ5dpMlvwK7WMnVlg575+nvnUNjKlMn9+7JQ0qfydA7tpdzo4v7wms893drYSCaRYmI/S0+9jSZGVDvq7mtvuaXInG1HZjATyJs0HixMTx31oMSLBumjMXgfr1Ws088I9Jt7X5RmiaSU2i/JcuEYxvxOEi3Pn+nnzQUq81lcWAtJnQF9T0uay0dbhkhP2WxM/3q3uXNPu1WwQhpUCsAsfkEKmwr7+DkZb751x/X5qOhhlPhxnU4dfyhveK6W9yTAknaaFlEuAErumCYfWJ6fm96vXXrpIsVDhlz69nZ9liWMkXl4kVlrApevCqW2/mYpRDVPI/gE6dTcq/V4U6rvN1q5XpbpKJH+C2UKZ+dwVqvUiPsMoG60bcClXMRk/Js3hlrLvEMgdQ6my4db24zUMMZP8U5yGnXRaP0G0MEYwf5p2y6OSrbWYO0GTYVgaxokSU8rJ9CX5WtbrSUbsD9xo5J+InmAsfZkWg4seUy/RcoFKvUGoGEel0NBn6cats2FTm5jLrVCqlxmx9aFTaXkzeIxTiSv4tE24dXYe9W2n3KhRqJWkN47Itc6txNk5vIVYJc3F5AwqlJL63mRYHwZMZRZIlDPYNVZCpTgtBo9kJwSLMTw6G0vZSa5kxnnE9yib7JuvPZ+CnKjHitMyNq7fvJELiReoYWA1P41KsY1q3cAu1zDpyqu0mbZjVtuZSf+YjY6vEC2NY1Y3U6hlqTYKVKpBSa3vtDyO7ppXTr48TSD7d7RYfx01BQqZPyNQ94PCQaFmQVF6hxKdOC2fod3iJlksSuAs4ixFgkuymOZ8coHz8SVJf1ezhltXxGIcxKlxEMpWyVXAo7ew09PFgN2HXWe4EU2WqWTkc1mMhVhd07Gpv4uKosZ0PE44l6PTbqPTbr9lAn7rRFwjGyg/KzaQSGo4u7QqGamjLU039s/isV5ZChFJ59jR28rcclTKzt5PFvqtTQBxjZhbidLb5GLnxo4bTD0xdc9dc5fPVrNSrirkf2KdEHuqf/rQ/yAp8v+4QXqY0T/58JP0S/9ETNK9/2hfi3+IEpPyX//1X+d//p//5/v+zqc+9SlefvllMpmMpL6/3/qZhI++8847lMtltm/fjsVikUBedD0PHDjAyMi7uxf/vFRdARfyMQrjVdr9ThraCpcD45QuBOjpaZOUdofWKzMdm/d18e2j5/nuiYt8bvem+wJ1QRfs7WvmcR28fW4KdaEhJ2279/fLjeLf/vkRXvrhOVZX4hKot7SuX2zEojTs9nI5HJKUwVsnIF1+J6evLtPd4pLAIqgKoG6PU5vWMTujwtxe4Ut7NhMIpfm7k5fY2tVCj9tJxVbj6JlZovEsm7Z2MjMR4NTRKR54dFjSuT+zexPfeu0k3zn3JvsHxIWy+97PSaFkwOonli1xOTNPp8MiKVGiOysAervzvQF0UY8O98rn9henD/H4SCcWu5VipUK+UiVXLnIychq3doSzpTW5oRX565X6GRT4MKhj8m+VtioL5RlEU16ZslFX19jb1kWvy4NZpaBcepOG6mOcNqR5Y+oyxeUyI/5Wtng6iFZitJnDtJt6ceoH8faCLqTipUuX2VXuJqxOcjQ9RsaQ5yubdmLFxmoqzWJkmiarRYLZmqLOxUiAUUcUj6EHZW2RTMNEspKg0nDSaxq4rct868VOfP+A7zO8FfxLAqWT9NtHMOSnOBrXcD5yFqXCwF7vBqwaI7t97RwNLkjddJt5A4HcUbKVFcyaVtnUmUys03R7HS76HW6pu4uWE1xKzvEvNzxBNlXm7IQTpfoymfou/uLwGeaCEYxNOT6/Z4RHezaTLleYikeYTyZYTleZqyT53djzfLJ9j3S9vhqLYFBDl3UzFwNBJoIRAtkGPq2Bk5EE+ukztFj88jEK8NBhcBAspvErLbz86nn0Jj27Bzp5YGMPjg8Qz5RPlOhNtTDVvMJEcYFhTTf/5a+PSPuY/8evPMlKMcibyxexak34zW5iySwHj07REG74CTAX83JSvqW3BYfZ8J42HsKITrjOe50WNg+23EbLF++fS2uhOLHABo2f4a0dnJyYwdVj5oWZc6QjWR7ZMyLB/OkTMxRiGQ587tF7ghkxARc08UNHJrh0dZltB3q5nI+Rmw7I4/w6EBd09i67Q4Lze9G1LajJnAvS1e7GUtcwP75ALBBlS3s7JoeZUrkmAXYxV+KvZs8yZHfRZLGiqjSk/ltMWFoHm0hli/zkR+d46pc2095xN/VdgP3NQ62cubyI2ahlqM0rdY57N3QQyuRQGRTU82WpcRS09zuNjq6XOHbFxi2eLRDL5iTDQVCYWzocxAMZntg/SH20lx/96Cxmv43VhQQdfgeLq0k8TV42bGrj9PEZvF6LNMD87f27+ZPDp/jPh47zWw/uZmu7X6YLHJ9bZldXq4yuuzK2gsNlImQucykSZLP37gx1YZokNo7HVpfY39LxU/WZ647n6waENynnFYrGGo1NHmKhBBeuXCF39pw0l2tqcWPUaeX9roNwtcwhvnUiLqP4/p6o8rF0jrHFoHytP/XoZinnEWaOwmhubjqEv9VJS5sT/T0ckO+sd3uMogEi4iLFTWQsX1gJ8PqVGS4EAuzsaafdavvATZC+JjdmvY4Li2t3GcrdSWn3G4awafykqzHWCtOYVHaa9N1YNcI74KeDgN37+/j2Xx6VBo6ikfGzKEGpFtFqgl7fbtqGXmW5jY1RKn4flcqLSt0Gqntfj9efa5Kp5OusFLLEKsvUG2VGHE+zyX6ARuUYKpUYAmgIFs4QLl4BhRqnph2XfpBQ4W0UCh2t5icp19JEiuexaruwaNoIFsYwql03ALoAODPZ9cerokaToVMCdPFYj8VOMJOdxqVxSfO1C6lFMSSnzdAqs7v3uHdLI04xAR9LzUiH9R5TB6lKnqXULC8FjmNWW0grC/iNzZyITcrcaoNKJ8FiupLnSmmJkeoGvHoHfoNbAnJBlxe/59Ba6DN3cCU9S7FWZJOtj+mseC3qdBiFJj5KXWGgxdDOwcg7tOpbcendGFQGhixDnK/mCBYn8OjaUSma5EQ6WRZSxln2eJ6hRoJ2026WckeliZww31vOHaLNfEBq/5sM2wkWr6IV8WqVOUL587Sa90sDPqO2D4u2l2juVfzWL4KqA4WYJmdmsWj66DP00aKKYDUmiOaNUj446mkCZZ2fLI8xkQpLo7xeSyvPtuygx+xiJvkGbwfiXE7kUCirOIyQVyZ4K7bA4YRWarS1Cp2cwLt0dkwKO2uBLG5PjnRlgWTORpfRy2d7WiWg/4eohViC8UBYRrB2u523DbMuLQZI54vsHmhnJZCQiSkiC/39AnSRSHFqYolwJMNAi4dtG9pv258LryOtVoeDW/6/oPSLSLhq9i5Dw3+MJQYQ9caHv2584Gzu/z+pdDotse5nPvOZd/29T3/601KT/kEA+s+E7v6v/tW/YnJyUgrirdabVLC3336br3zlK7z44ouMjt6M5fh57T4Vi0X+r+//mDMTE/gMFYTXmbpiZnWqyJc+8zieOyJ2cqWy1KibdFo+v+f+QP2GAdTsHJVwEVNRyeDGFklhnb66Kqfq4oRKJnNyY7TnwX68vvX/dWxlCZtOx/AdlNHTV5ewm/UE9IvMZpfo1AywHCxxdTnI5zeMMNDdzLF5QenTUoiWsFn0DPc2sxZKsRpMsntrF2urcV743hk+/eU9Nyh8l2cu8NrFcYZHt7C/o/u+VM9oPseJtWV2+FuYz4fIlUsUE0q6nS6Gmu9vanM9zkro7uUUSWiBiwnenr1EMKhie3cbHqtZTo8y1SWytXm2uZ6Vr7EAJApFiGxlEpVmK/FyTnYMLyVn6DH7+VjzNowKA8vRFMvRJHajHqVukmA1xnTagVmjp8fio5FWolNryJoSOA3L9NuGcOgGbrxPJ6IzmBU6zi4scim2yK72bj7etx29+uZrkS4WWUtmmIhEGI+H2dakYsido8XSLDvpq9UKiaqRHvNm7NqbF4NIbpKJmTH2bvzEbUAtUFjmQux5omU1HVod6oaG18JxlA09g87NPNW6CavWSKyY50Roka3uFuy6MtHiRdSMciWWkkZPm73+2wyxoqUEfzb9Jpq8jZFSK1qzknz1dY7PmIhW7LT5HPgcKtDH6beOYtUbbgAN8RwvRBY5HpmkVjbTqCsYcOrZ5I3QqG6nVlZLGv2Az0m4fJGzkTTFcoGvDn0c27UYK/F6vj57lbMvzGIwGWgZdaP3qRlw+ui1et5XTFc6JbLQ5xjc2ErJUuL5+WPETyvRFDX88199GKtJLyeDb8xd4PTqApuMvQRmknhcFrZt7sTrML8vPay4r3uZw91ZM9Mhjrx1lcc/Nio3Bmazju5eL28fGUPtVYNTQS5f5PD3x9jo9fLpLz4ij305Hb8+GS+JaVGFxZkwgZkYjz48TFebRxr4CGD+fuJvfvCtQ3J62bXRSsJiwaxQs7oSIbAWY9jkpLuvhaZuL2qNmoV4gjMrwpXYi0WtZWIpTCSZlQZsAshfPjUvY9FGd3VLWrkA5vJ2bSIvZAWpbIH55Rh7t3ZJVosAey6nmbPLq2gydQrmBl1eJ6PephsbMmEqKTLK4/JWkBKG65FobrNRgldRE+Nr6+yfrZ3SPO6Vly9icRhJVspEawUZJ+RUasiupSVTYc/+fka2rcc2/cXBM8znEnxp12Y2NTXLpAGhf9zZ1Sbj8YRBnZgyJZx1+t1uBpz31uBfDAcI5rJs9TXTEK7x96Og16rXsnqvsUJuUM5vn37nozmCE2vkU3la+/20Dvh/qjfBz7IE/X9yOSKzzEXmebv39tQFUYl4VlLh49GsvE4J3brNbnxfdPd3K7EZf3tsljwVjHYdHqOJdpuNZpPlfW/KbzWUEx4izZ4yq4XLNyjtzfpBVEq91JqLZ2nXimZ7E9prdPL3U4ffmWBtJcHnf/n+btzvtdLlIKHilNSde/S9d0W5lYsHqZaOotNsRKnbg0J19/FZqhVZLaywkDlKvhIiUYnIZth+z1dkI7dWC1ApX0Cnf5x4aY65zFGq1Xlsul4c+mFJLZ9J/hk9tl/DqR9hJXuQTGWZHtvHKdeLhIvCk2YPaqWWar3KVPYy5VoRBQ00iiJd5u3UxbUq9DaL+RV0CgMuvRanxoVOZWCDZYirmTE8uhY0CgPxcoaJzBwahRaX1iGp6Dqlhp8E3pLyjRFbPw96t+DTO+Q093pzO1HOciY2zcWFcZweNw94h/Hq7Yyl5jCr9VK2ttXRL2nuYmBwKTklGwJDli5WimEWcgE8Orv0CzmbPE+uEpfXy1/u/JVrLuGCwp/llbUfESvFcGgF02KcEeso51Mvss3xDCZtG9lqhmp1EqPKRod5D5cT36Df+ktUG2VK9TRO7QAr+bNoBVOmFsWpH8atX5fpVatx5lJ/SqK6kXRZT7f6RbSmLxAvH6TF+BCN4sukK2ZOxfag1OoIl9OkK0VajXa6rS5ajDYJ1JezCU6GV1jOxPHqQvQ6WmizbMCo1qFTquVjWddmr9/E8yrWSsSDDXTocbotxPNpuu0NtnsG8Zl6Jcvh77NEI1Y0SiPZHNva/bdF8IqfnZ9bk9Pv7b2thGMZZhYjEqCbbpGavtfGo5ig57IlOnwOtgy2vu/15BdBkz6XDTPyx1/70Pd1+be+TvdHk/T7ltCdi6H04cOH2bHj/l4hf/AHf8D3vvc9iYn/wUH6ysoKbW1t8iJ9/eC+tf7ZP/tn8nd+9KMf8fNc4rHnillePPM9lhJJjp+OYkqaJegRzpHhZI4vfOkBDLc4Yd4K1IU284t7Nr8rUI/mcpxeWWXY6GJxKiTzazt6PBx54yqFYpmd+/u5dG5RukOLvOc9D/SjNqs5tLTIgY7O20yMVuIxvnP5Ldx+Db5GLwa1ka1+P4vxOK+fm8RrsbKlv5WNzT6ZsX55ck1OugVV9/LEKh0tThlL9PpLF2WW7me+tOeGUVxyzElMBQq3jl3+Vhy3uEaLEptRoUMX01ox0cuVSjw/fpGyusSDrf3YNWZJxRUT8cI1QC42suJ7IrtY5EnrNRo5ORJgfK00h9/oJRyBU3MrfHb7Rnp9zhtadJ9+QFKKo8UEocJB6rTh1ndRqlU4GZ1gi7OHB30bbzy+cC7D2dACZ1YnyOcXaDJu5MGuETa3rOuaRGPgO+ePoFJO81j/HvzWm3+7lk9wMHxV0sNEd36TrpfEWhmH1ciGbt9tlGhBOT68Oo9Xp6ZSPEci14SWVTQmLRqTgQ7rMC2Gm7Rr4a57MPD/JpGOMOh7jI2OT6K8RdM+njotafyrBR1NqhB23Qivh6ZR1HxYND6e6dhCh1U4KKc5F12VQH0xfYFQPsJG50OSFifAybqmex08ZApFXrxyikPxadxlP8q6CrMhQ6e7Spt7r4zvEu/JYmaWcrmBRemj2WqhzW6j2WpeZznMvEShosJnaKJRVBDLnCNVrqFVD9LvFnQ8Bz5LiXglyJHgMq3aTp7p3iGBZTZd5E//8m3miym++sl9bO5tJVkucDmxJh/rqMOPS//TTTSEKdu5k7O0dXlo73RTrdb59996gfFCgH/93NPYNGZp+hbP5OW5OFmYZ2U1xtPtW9mxped9u0CnswV5zoj3e2RgnSp+ryqVKvzdt4/T1eujp7+J6akAu/f2EViOs7wUpW97m2SFvPDWOS5MzNC9r42GXoVLb6bFZJc3cX6Jc3vq/DKXzyzyzCe30XofivlPq/Onpjl18Cpf/CePMr8wS1d/v3R03+D1yvSFmcUgTVkFtXhBuo+39DWT08HFYJAdLS2Sln49+3y4s4latcbB18eYn4uw/7FhrA7j+hS+XKVUrsjPxW1pLU48VaCzzclCNCkNf0LlnKTRK4p18rYGAw4X6oaIEiyhVq2DcrfZhNNskNPQe5UwpTt9eg6v10p3t5eDx6YIzEcIZfIUjQrSpTJbO5rJhbIkAxn6+3w4XGZGt3dSU8BfHz7HaiXLIyO97G5pYzWeZjoUZXtnq8xHH59YZWYlQswhYuOaceqNd5muifVrPpWQbsubPM0yN/j6lPteFPT3uilMRlIsXlkhGU7h722SVHid4f1tSt9vhZNZ6cZvNujY2NEkz5Wfdt6tLMcIiPx6o1ZOkEWz+tbz6YOAdFFiUy6YF2I99vjMBPNZGf/UZrVJd3jxOr/XElTVhcwYZ9aOU1cU2OjZhMfYKUFsrpbErHZIEzjzffxj3muJCMa/+vPDPPTIEP2Dt6evvNcSU+hQYYp8LU6Tfgiz5m7WWb0apJD7Y3SaTXKKrtBuu+3ngqq/VlhlubBEqRqjXL5KrpFDjYr9vt/Ere9cj9MrvY1K1UERCxOpV6AeR6+sY9KN0GLYyXji/0avambA+ZuSlbWQeZUmg2BN9bGYPYlb3ysd4aXELXtFAnTxv9UKyNVq1Oo2zibOU24U8Bt8WNUicjRHrgounZ9cNSWjtDpMvVTrFdYKITpMTfRa2uV0XID07y6+yvHYJR727WSrY1Caxd1aQh99KjZJl9FHZHqFoKeKVqWRDV5xy1SyskmfqmbZ5hiQ1HnBIhPxbELDLf6XoMxPphfJ14oYVWouJcdYzi8yZOvjU62fIFrMMJ0JESpEiJZP0WnuwKMzUK5lZM78cu4yz/j/B5LVNJHCIoXqRTY5P0e6PEuiNMuw48us5k9i13bSQCmbG6pGQaqem4y7yVYN0p8lVzyGRbNCr+NLGKtvU0NLpN7GdOog0YwJZe0EC+UeKmph8Gem2WCVci9BOReSnbF4lEghR5/dxX5fN21mFdXKScy67WjUd7OBrtdSJM7r41cpWkvUVWUc5jqFeppSLSbN8poNnTQbxHN24NG6bhtIfNgSe+RzS8I0WcG29pbbkl5Ew1CkP4i0gW09raQyBS6IiM/hNrnnej+1Ek1yaS5AvVyn2WVl80DLB2r4/aKA9I1/9OFB+tg//Qik/7R66KGHpFv7D37wg3t6ziSTSXbv3i0p7//hP/wH/sFBupigCy2a+Njff3ec0L/8l/+SixcvfuAOwj/kgR3OJZgYP49D7yGRK/JnPzpKaDHOw8PdZOIZjB4rTz+1RWpu71yE/vrIeUkb/MLeTWjfhdJwYmlZmmT0Wh1cvbRCpVLF5TZz7sQcGza3y8ghMcU4cXSa+Zkwvf1NWIZsKLQqdreuG31EinFeCx5hbi6PX9vF3v5uBjxuecESwPhPTpwmHcnxuY0b6e9vvmm2thRlKZDA6zQTi+fYt71b6uO//acH2f5AB8buIE2GQdRlG2eOTGEfdLJcybKtyY/XZL4BtI+vLElqbo/dKfWv55cEmFFhMqtZK0eliVaP2YdZq5NA/DogF7ROcbuV9hoorBIrR9hgHZVd89PzK7x5dYbR/hJF3QJ+w0NSXy665RaVcKlNy8zW2UyQV4Pn2OUaYKe7n1ylxFhklauJNXnB7TC7GLYHaLd0Esu0MR9OyItEl9fBSj1AvnIZZ7WdeMLN1t4WnBYjiVKWP5l5Q3arH2vayA5nnzzpBAgZnw+RSOfZ0NOEz2mRNNZDqwu0mq20m6ZQKcxo6nGmhFlEskGq4KDP1kOL3UaLzSovTOeif0G2EsaQGiVlOY5Z08So84vSuEjU+sbiNRSNJPPpMjbFLHbDAxyOTOBUbySUEfq9TvpcHq7EQxxZXaDP6sRjDKNXeVDilu+LOA7ElCAYTnF+eoWcMIFxR8nV4TNtu9nd0Y5DexqTYRCtplP+b+GEOpk5j0fZTyJbkzp8MdmNlwsotCWy2kX6FVu4GA7S7TGw2ReiUh1lLlmS1Hhh0KfVBlCqRUOnwFbnbna6W/jGXx6mrIRtT3ZhtOnY7e28cTzOZ2NMpsJyI7LB3iQ3I/cq6eFwchany0zfkJ9Ktcp/+fZhFgJxOnbrCSsSPOXZRYfLJansRp2GCxcXeSNwkZ5eJ5/o2feeDbtkNN9qnNnlKF2tLnl7t039obeusrgQ4ZGPj3Ly/Dwuvw10Cs5fmMfX6ZKutI1SnVf/9jQ7Blt44uO7JIUxXskSKqTI10q4dRZiEymmTwZ49hPbZYPug1QsmuZvvv4GBz6+FW+nk/m5ObYPjRArFDizusbe9jYi+TzT8RhDFgfVtSzBhTA6EXvXbCKkq7G3owOjSiP15cJEzu+yUq2sA/W11SRPPLcJX9PdubmC7nr2yrIE5WqtitVEWsoJji4sko+XqFBDY1Oz0eyRLAurSScbH2ISf2M6r1Xf0MyL2/WGmDB7O3Nmnk2b2lGoFBw5PUMtWeLszCplh4o+n5C1qEkvJ6EGe/f3yQlw/5ZW8vUq3z9+mZSqQqvfxoDLIyf/U6EoLS6r9LDIRHKsLMbJOeo8MNBDs9lyl+maTkzeoyFpNidy1D+oBvxelY5nJFiPBxI0dXklWDd8SGO1O0s0aseXwxKkD7Z5ZXb5+6lqtSaz1sV0XTAhhCzL3+pAq1133Z6enqavr+99gXRR4r4E5T6WzrOtr4UyNekMLxziRQSeAOstFut9pRJ3Utrd2m6WInUSxQh9TR78ZrHW+dDcw2Dzg9aZk7NcvbLKL391//syAlx/vAlJb9epzBKgiwn1vc6lYu4PUSmsaAXNXPcQCsX68SAGBoHCGov5eTkd1Su1GBvjrBVnJZV7v++3ZLa7/N2q2F+ModDsYyz5I2n6pqrPoFH302F5jGjhGMH8IUZc/xMalYnZ1I9RKLT0WJ8mUpym2ijiN2yWIHk8fYlAIUy0lKZYV5KpJPDo2giV1qQje7epFZ1SiUpRptKAPvOgdFpfLswyat8iJ+FTmUVp4CYM4eTzbNQ5ERvje0uvst0xzGbnIMO22yn9Yip+OjaNXWtEh4bJhVn6OrpYKITZ7OiSk+ZTsQkJvpv1wvhLx173MCqlSr4+5xMTMmO9/Zq5XKAQZTa7QrYaJ11OcjZxlVbDAIOWDXRbPLSbXCzmrnI2cZQ2Qy+l2izdpl2cjP8Ii9rH482/QaC4ynTqLcxq2OL4MleS38Br2IRD10uocJEW0x6ipVnSpUViRSGtqFJtDOI1ikaRkkrpRbJ1E4VaG9ry8xxOPSCBv1mR45lmPRZ9EY/ll7Hp+9ArNSxnUxwKzLGcSzLibOKBpi7chlsSbaqr5MsXsOgflE79dx1zpTJ/e+IiGrOavT0ddNnWk03EcRYvp1jMz7CUnyRXFY/TSKUORpUeh1aYKNokVd6jc2JTW9738R7OZDm/HJCywA1N3tuaeyKR5vT0imRRbe1pIZcvc+bKEkPdTTR73rs5o7hmT69GmQvEUFQbeB0WNvW3fOB4xl8UkL7hj/7Jh76vq//0Tz6apP+UmpqakjLvpqYmaRwnPNgcDgfhcFg2r//sz/4Mu93OuXPn5NT9HxykV6tV6Wa3detWSXe/1Vr+yJEj0slO0OH/l//lf+Hn/cBeTSf5wxdf4Iubtt4AB3/5o2OcOT/Pga3dlCM5erd1s3db710LQKFc5ttHL0hw9G5AXdBaD80v8FB3l9SBL85FWJwNk0rkpEnGs5/ejsmsv+Eoe+LwFItLEQrtGj7zwBYqhgzvBE+hKjuwFZowVFR8bNeQfDxiCnF8fknSLEPFNPVAmQ3+Jvr7m24ADZETfXkqIKfnG/v99HV7uXBultffPsLTX96Kw9gpAej8dIjQWgJDv42JeFTSSr0mE8lSgUSpyM7mVrmRnQxE5DRMUJgEAK8LffYt7u+CYn6/Evq2sdQF+sxDaJQGYqW0jLk6vTzPidWj7G8b5fHufbh0VjTKBuH8QZz6LUymsrwTvshD3lG06LkcWWExG8WhMzHsbGGjuwWDMkqlchmd/jEUCo3cDK4l0rw5PUY0P8mBnlE2tW4hGM9I46SGu8Tp7JTUv32t51HsurtNiALRNOPzQek4HdMXcRtNDNtLlKpTmFSt5MqXWK2YKOGh17yZeLbEaiojab2oVknyBo+3fY3wQo62Xidjib8hW6nQYX4Sq6ZHNkFixQRXE4cwKm3MJJeoV9OoVR0s5DN0WwYk3b1UVEqg0+mwr3envQ4qjXHazLswqCxMrYZ57dwUK/Ekw91NtAjn+0aFY8ULbHUP8IWeXTc2cDr9TVfeQGGRTDVJn3mUcD7HoYV5lHWFzFQ9FrpEl8vFl4YfJFJPE8pfpM9qpsd2QP6toG6fC1/icnSRS8kgpbSB9Pka7UY7/+TLD9Db5OGdwDQjjmaajTdlI6IRMJYIEC/lGLL7aDPdHo0m3reLZ+ap0cDT4SSczPD8KxeIJXL86id30t/h41jqEtlqgc93HkCjUkuKdCqVZ3DUz/MLh+m0+ni4dd0k6N1KTIbFuXGnOdyNn0szvJsGbkurMQ69OsbIgz3Ua3UUFdg60kFoLoZBoWb79h65Hvzwe6eYv7jAb/x3H8Pqun2RzlaKHDp9lRMnpxjY18JAT4tsconbvZoW69o5wVC5nkO7HosjmlSvv3IWnU3HqPi/ChWLy8sMdHYz5GgmnimxkEzwYGendHe/EAzI6Xq7xUZ4KcrabJDZSJS0Tc0TmzegN+q5OLfGnqEOOXUVzcSDr47JWLknn9t8l/RH6ADDqSxHLs5RoS6bd8PtTVgsOgKZDOaiiqpdgd9hZcjhuTGBF6/19c9vTuirEhSKY/s6YE8nCsSjGbZs7WBqJSrpttNja1xZDqL0G9i9oYOFqTDZUIbmATfONiuRYJrubp9sqp4ZX8Hs0GH3GNno8WJT6iX9fXNrs0wjEO7/b52ZYK2R53M7N+My383uEJfJM8FVcpWKBOrivf1ZVi6VkwZz4v3wtrtlfJvpfU6T7lXBRIariyHp3j/c0SRNRz9oidcgFs1IsJ5OFiQbzN9iZ3llnqGhofcN0q/XbCAmN9mjXc34HBZ5LVvNpFmQDIYKLWarNFAVvhh3urRbNc3XzNbU5GtpLGoXyZSOQLTK5o6W+xrKfdASLJ5v/vkhNm/rZMu29abjTyvhuB4tzcnILbe+5waQvleVCm9QK59DJ9zcNZ3SLE6c9+FSkLnsDLlaDoPSSIepE3V1grOJH9NQunjQ99vYtNeb8kLP/iZKdS/jmbPUGgqsipA0U20x/xJ6pYmx2O/RYn5Wxmqu5E5LXbXDcIBiTUG4eBmVsod4qUCwuESxlkGj0NFk9OLUaPHqHBIo1+s1djg3EymHsGsszOZm6DAO0GPu4Ur6Eh6dl1JNwUo+yAabeN7r4Ktar0njtxfX3sGiMbDfs41tjkHp93NrXU4uSBp8i8HNeGqJXCCBuVnIq1JSMfuwdxSHxsjbkYvSZHEpH8WqMfCgZ0TS4fPVIheTk/RY2mjSX9fVVzgeucLh8DnxapOuJTjg3cPD3j0Y1XppNHc29iYL+VXcWjM6VQm3to9T8e8zYnuWUccDrOQXOB/7K3osB9AqLSxm38Fv/gSR4jLpcp50xUqweB6jMi09S1x6of8X1yAFK+mLhAvniFVc9BkyGBUa8vUn6bKfwqkpYlOpiVRK5Bsf53g4SKSQlakuDzZ3Y9Xeez9VKI9Tqa1i1j+IUnGz8SPYU8+fHZMJFp/ZPnJf+aJo/kSL8yQrazJ+toaVWDlFopySQD5TzUmTUqvGjFNjkw0YMXV36x035AK3H+8NpsMx5qJxNvp9tDpuv16Idf7U9Dpja1OnXzYRT15aoL3ZKRvj74tGPx8kmsqiEOwNm4nRPv8HBuiiPgLpN+sjkP7eShin/ut//a95/vnn5bF/vUQUmzCV+7f/9t9KEP9B60Nr0oVp3Mc//nG5ud60aRM+n4/Z2VnZOXj00Ud54YUXMNxBmf55K3FipvM5fukP/iPPdm/iYwODN0DC371wmtdPXGWoz4tLoWPT3gHZqbtzwnYdqGtUSr64d/N9gfrFQEDG5mxvWc8CTyfznD0xy4VTs+w+MMSeAzezSEUFVhP86J0LnA7P4Wyu0N/Tz+62YQY9bk5eXpRGcl6XhRMLy3Jiu62thWghx7HlRcxhhZycd3R7KNZqkrqZyBY4fWWRpaU4O3d3kWgsc/XVVZq8bWx7qE9OvQVAWDi3IjXyzla7dDoWsU6RYl5uUM0aLcdnl7EadGxuu92l97r7+3IuzrC9hWbD3Tnp4nfOJy6RKhcwqJxkq0VsWqO8oBWqC1xZu8DsfD/Pjg4x2t5MqjROtZ5hNmfn7cBFvGoPmWJFXpgHHM2MultpupZX3WjUKBXfQK0ZRK2+STefTC4ylTpEl3aYTNol4+yMNiXnc9MsJuL4zHZ+Y8MBHPcA6NcrVyzxvQuXKJVqfHy4B6PxJAbNIPXyGdYqSmI1NwPWrVg0NydV6WKKF+f+L6rFPlYSSQr5PNt6nqGuKLKWO0uZGE3GProt2zFotJI2nixfoMs0xNXkW/I+jLpmxtMqLKpW1Ero1rVAXYVC20AkSHXp80yGprg64yKcztHldq5Ty4slmu0WBps8jGcX+fbcMb7W+wR9Vi/l0luoVJ2oNesO/qKxMpE+R6lsZS3doNNsJ5EuSkqaWl/icPgCI/pRzFoDaCukGofoczzAsGNQvv+CxjmbOc5suMHfvXKOWtZJ+3Y/Gp1KTh6tYmKrrvOF3s3Y73D7DhbSEqwLWt+o049ZrZPU9VOnZqVGzdPlxGk1cuL0HGvBJP/dVx6h+RpQFFEr31sQ8XB6NpS6CYXTbNvWJQ2vooUUfzd9hN3N/Wz29N33fRX/48pMAI/DTGe7i4JwxL2mFxdmbsI1XOS1C3qz0Ikb1RoO/+gyXR0e9uzp4+LZRXbs6qFSqnLpzDw7H+iXUYbCiOtPf/8VHnlogD0f23LX/x27sMjRdyZ57JlNNHfZCRSSLOViUt4hNJkWjV42jsRmZD0SZz17UzjvGtVajMKFV63hysk5VifD/MpvPI5Fr6chmhuXL2HqbGIhH8ehNVLIiWAjNXva20gUCpxaW5GmXRs8Xvn+ZRJZTl2e5cLCCts8PjRWIzWLjn0b17POheb77Vcuy9jH/Y9tAIOKaDYnNeXVmogJMkp3+fmFKD63WU5mHtjYxemlVRlHWclWKDmQtHPBzHk30zWp1y+UyBSLMgs9UyoyMxeWDUST1UAgmJJyjMmjS0SLRVoGPAz7vSxNhFFnqzz36R1yWr88G2FwQwsNg5qXL07IDaDSopQa6BaDhYtLQWlyKaIiRVP25dNXJDD84u6teBx3d72F5ly4LovHusffdpuh58+qCtmCBOsiws3d4pRg3eJ4/0BT0MkFOBe6/6G2dVbEz7KymeI6FX41QUOZ4cBDOz8wSBcVSmS4NB+gu9lFT/PNjXqyWGAxnWQ5FaeuXEKlXUWnruLVd2LSeCUFW2hqhc5cTM2vT6cDiTSXloPSXK7be/8o0A9SInnh2NEpfvXXH5RsgncrEWcaKKxP5ZoNw+hU95f31KqrFHJfR699CKGca2geIFYR099pUpWUBOdd5m6a9H7SxQmORf4TSqWH/d7/FpvuJv2+Wl2gWplmvlQjXQnTrGslkHsFjeYxzJohArm/oFwroNJ8nmojTalyFJOmF6N6A9HSRQnSlAoHamUZrbKCR+eWTfkmXbN0yZ/LF6Sp1H73HuZyU7Qa2rmUPIVd28wWxzZCxSCxUgSN0kainGbE3odZvb7mC+O4S8lZrqSnWcgusde9jX2eLZjUtwPQhVxIZqVvtHVwPjHPkKWF8Mzy+l6tVuCd8GW5Xgj9uri+REsxdjqHOJ2YlE1M4fjuN7gkM2gut8ywrYdaXcl0OkS+VkZBntXiLLlqWn69wTbCiG1ATt5TFeF1c5LlnHgOCTqM25jPXSBRTtJifBSz2sVa/gK5ylk6zJ+lUhNNDR21xigL2at0mjrZYG+nUh+jXk+zkFWwUrAQKSpwavUMmOZoMetIF3yY6y/Q5v7v0WocXI3/KZpKnvOJCstFB1u8T7C/qUeyEt+txPop4vdE48Kk2y3XKREjeWF5DUUePr1zI/r34MdSrAmG1yTVRgmvvk8m/MjjqV6VYD1Sist8e/F5qpqhXKtgUhulrEBO3bV2HGo7s6EM2VKJ7e13xyPmimVOTy/jsprY2O6TkqZTlxexC0lhz3sHMgLYC6p8pVqjVq7jsBgY6f1wAF3UoGg2KpX/6CfpQ3/4Wx/6vsZ/+48/mqS/jyoUCtJILhgMShl4Z2enjF77sPUzyUkPBAJ885vf5Pz58+TzeZqbm3nyySf5xCc+8ffmTvv3YRz3F2+/wnevXuAL/dvZ372ec1mr1vnh909yeGIenUnJcHsLu3b2M3AtAu1OoP6doxflQvGlffcG6oKS/tbcPLvb2nAa15sXYnL06o/Oc/70HF/6jQN0992873K9zE9WD/PjMzNYF8101R3s2tHDth09BJNpri6FqJuVVBt1+rxuSSMSWvCJeIRgJo0m3pC5t71dPqlBFhN80Vk9fnKWTCnI7t0WWtjIS89f4plPbqWlbX2DJKb7F0/NsX1/PyVljT+7eI4+h5Mnu/slLV3c19YO/33f33AxxeXkMk16O4M2vwQY16flq4UQ0VKIrY4RfHoXLp1Z6tNuzUVPxt385OIEj25oxeW4yhtrDc4lV/CqfIw4Ohh1t9Fr99xFwapUJqnXAmh1B248tuXsKudjb7LFtZU280a5UXh56QInVufwNJz4jHbypRI7fd2MdDXfU8skJ2nhVQkiOtRWxmaO4XUaGWmrEautEKz5Zb5ts2FdlnC9zkT+nJnYDKmMCrVSQSoVw2V+iAM9j9FsU7GUPUi4NINe7WLQ9rRsWowlT1Ovz9Fm3M6R1T9nPmclVjTis3Syv3mEXLVIs9rLsalFTq+tUKqWGfXEMdZdDHi2UVDXJUV0Y6vvhkmLePx/NfeWpM/9P0c+gaIRpFK+KE2FxBRKgPFjgass5GboVW8ina/Q43XR43HK1+NHq2/KC/GAbpDVZJql1GWilQUs+p083N6H12zm8tJl/urbZyi15PnNp/YQylllVJZWoWQmEedgYIZSpUaf1UOX3Um/00WXwykfq5CNnF5ZZDwcwljToY7XUZUa0pvB77bx/GsXuDC+wm9/6QHZcb+1cpUCf3TmVQwpPV954GFMppubmoV0kBfnT/NM5za6bDc3sgLwJfJFLs8FWIom8DVZUetV8nUQbtNi6iAAufgo9LHie9dB2YnDk0xNBGSE4eWLS9gdJrp7vJw5Mo2n2UZn7/r5+52/PEx8IcSv/Q/PYLSsmxqJ/ys2hZfGFjlxcprRvZ24W6zye0IHfV1rKc4X8T6LjZBbb6HF6KDT5JbUz1vPudXlCD/4xiE++ZUHaWlb31QJCrLYZIh1TbAQZjMR5rJRQok8I84WdrS0SiB8cnVZPretTf4bx/xkOMzZyUWakg3m50L4e5rYvrOPogqCsTRHX79KKl1g72NDdLa5cZmN2I2GG5sjIQs5O7ZETaOgt8WFy2Hirek5FPkGRUWFkqHOqK9JeiHciCCrVqUu8d1M1wSr48qFZfq6fNINXtDhPTYj/9vv/ZhYrcxnP7aNZCLP1XNLuCwG9j+5kWQyz9xUELvLRN2gYjwcYUOHD5VVRUPZoN/qZjGeotPjYKS1SWYFv3JxnJnVKJ/aMkJry93gTmyATwaW5ePf7W+7LxX7w1YxX2J5YpW1mSB2r42O4VbsntsnUver1WhK0tvdViND7T4pxfr7qmgkzUsvHuWpp/feMDz9oCUM5c5Or+KyGqVmXhxT1ynta/lJChVxjbVSqGiwGVR0WtrpsnRi1tzdCL7TUG5j6/r9/SxKUIW/881j8pwXZoX3q0R5hWhxFru2RaalvJuLvKS5Z/8zKrUfjcJIgn7mhEa6FJUO5N2mXpoNfuk+HS7McjL0/0Gp1LO/6V/JqDSRaS3WkEI1T7X0FkvFMtFKCKt6G43ai1TooNn8NIr6HJniC3TZ/1ts2naWsm8QKYbQanZQqAYxqGr0WfaBokiotIxT4yFdjdNvHmU+d4ZLySXMGicPeR9kJjuBQ+MiVFwmVk7wgOdR2Ti/lDwvWsvS2XyjrU82HEWJ9exiclpOs49ETuM3NPFcywFp6nZrCVr9xeQ8Wx09TKRWZbPSpNQTmltmx8gW2QzKV0tSq95h9Mo17mJyjmgxxai9m1AxRpvJI1+rSDEpHeQXs2F6TG1sdLTTZnTIv7mQuMBcdonZ3AIK9LQaulGLho/GQba2QKFaIFZZxKNV0mt+hInMD3Fph9jkPECz3s+Z6F8RKWcwKXawVniLAdvTdJq9ZCpT5KrdXE5OEi2clK79wsTwQNMBWkzN5EuznFg7Sl2hYLuzIZuw06WHORm6iLr2DlscrbjNGmzG7XgNu95T+kCjUSFTPES67GAyYUPRgEK0LKnkzc73Rx9PVQJEirMY1DYJ1oWU5F4l/AAipYQ0qBVT97VMgsm1hJScbfC78BgcOHV2vDqnBPD54jrFXTQMh1pFKkCD8+PL8nomImHfK1YQQP/M1PpQqlSoSoC+sffDRTrG8wWmwlE+/9jDmHW6f9QgfTYbZvAP/umHvq+J3/kjej4yjvuvXj8TkP6PvcSBLSLkBG3h5YWrvD41xVc27mZrW8sNg6jvfeMIC7kUwXyK4cFunt4zLPOB7yxpTHb0AmK9+MLe9WibO2syEpG0030dNye9glL67a8fpFis8tATw/QMNBEtp/ib2XcIp0sMmPvIVWr4yjomzq2QzZfw9bqYr2RoddvZ09OBWbeu+76+sT0fWcOjM1JbKWMwaNm4sfXGRiWSWeP7bx6k2drL5sEeFsbWCIXSfOLzO29MB6aurJLPFql16OVUUTQT5sIJRj0+6ZL8bpseQWlbKyQ4EZ0mWcniNzhpNthxak2ES4t0mtrx6W83O7k1F13Ear06Oc47Cz+hbsxT0vp5rmUPDzYPyonzvarRKMgpula7F6VqvdkQKoQ5GX6FDY5Req2bmUgtczB8RbqhPta0iWpZwcvTY7hrNvL5Ks0OC/uHu+7a2IqYNUE33+fvkAA3mb1IMGCkyjFK1n481g30mDfcdqG4FHmDl+e+j0VlZFvTAJt9X2Z84QcEGqcolz6L39rFQJOZZOksscoKhaqgtR+Q7rsXEm9TLiVI5V0Uqm9QVguNrRaneoRqXsN4MIixZMZqMTKRimBW1NnVmUKrGGGoqVtm1d/F9qgU+Q9XnmeLo59PdWynVHwHlcpPsdHJ6eAKmVyJbHUel8HB/rZt0lX/eq3mQ7waOsIX2p7GqDZQrVWYjL3KlbCWubgaR9nA1PElXI4Cj392EyvFWR7yPsGJtSBDbg+dNgfpcpHXViZwqy0E01mmYlHS+RJmhUZSkPvcLlqcNibX1oivpXj64S10ulx8/9ULnLq8wG99fh/d14DorRUMJjl1ZYZZxwqPdo4w6uy55TlXOBGY5NjqFPv8I3LqJibjmXyRSCQjTdtGe/x4LCYJyMXU4t2AVziU4gd/c4qnPr4ZjVbN/GyY3Xv6CK7GWZoPM7yni1KjytRcgOe/e5TdD/bQsrFFGo8JN3EBwOMracbPr7B7Zx+DvS1yQi+MlMR0XDj03vq+CYPEcDFNsJgiXspKemiToMQbbGgaKr79h6/RN9zG/kdvRl0KkC7YTEIfdX26KWjxl+KrvL00ww5fO/v93dBQcHpt3bhnp79VgmNRl4NBxoIh7EUlJw9PoC5U6Or00T3USmu7h0tH50hniux/cgMGq+42p3NxW44kmVgIIaD3YK9PshJiqRyGvBKlS4XXZmGLz/++TdcSonF4cYnBDX7GZoPs29LNajDO//q//5imZhv/8jce4/WDV1m6GuSZpzexY08f2UyBcyfn0Jt0pFVVTi2ssq3bT0XVYD6dwKs0EohlZBOmw2aTa99YPEgsnGGnv036ehj0GkkTv06/VygVnAysyA2tAOofxKDovVa5WGZ5co3V6QBmwfQYbsXZdG9QWihXuLIQlOeUzLy/gw0gNsUCDIrplWgy3Pha3hry++vfWwcO17++8fGWv7/5dY1MPIKqYWLbzh6s1g/HmhNUWGEol6uHsHkCZOqrMgbMohayLbXUl2twki7oWMvmUCtVdFht0nDuXikI4np8dm5lXRrU1fKunjHvp+ZnQ7z60mV+5df235Co3WpkFyyOU6plaTJswHTNd+TdqlR4lVrlCkXFJhaKYQJVIwalgV5zn5ycVwXoqpZYyl9lLvUd6o0UPuNXqSud8lorXgejSodZESBfvky0WmHQ9gzl6kkK5Sl6nf8crcLEhei/R6kaQqt5gHBhmkxZRIUdoNXQSbo6QYdpp5TSzOcmadK3ECqt0mfeSKYc5eXgyzQbenjM9yhL+XkpWbOp7ZyIH+QBzxO4dR6upC6zkAvTamxl2NorH5eoZDnL5dSsZMsdj54nXErw2dYn6bXe3tQWFPVTsWl6zM3MZUMs52O4dVZMSh2rgTU+ufEBdNeu/4FCnKnMKrtdg3LwcCQyJqPdyvUaF5JzkpZdqjbkfRYaOUr1Ar2mNuxaIaFTo6BGtCTkeRUW8itSLrbdsYUqVVoNTuqNIPmagrOJN9jj2k+tUWQhe54204PY1D0s54Ks5J/Hphul1aAlVgyTLG/nSnJS+lhsc4/SakzTYAKbph2lUodHt4PTgTWypbO02pSEC1ky+bOEqo8y6Bym1biCqvw9nIYHSNbLGHWbcelvmtver8T5eiW6xHjkOKO+UfIJGyqlgs0963vY91viGBYSjVQlhEvXgUtKSu6/zq0kUoythWhz2XBYFTL+VQD3WFk0STJki2VSsTodTjeDTX5Jl4+uVKgUYMfG9tuiTd+tBMNOTNC9NrOUbQqDueGem5LO91vJQpHJUESC9C6Xg089vD7c+QikfwTSf6FAeiqV4m//9m/lJF18/q1vfUuK5oXrXcctQPTnfZIuTACEE8rfTp7h7Pwav7llL0NN65FiyXiW7/3VUTDAWCZGU4uXX35km4yxuh9QF/XFfXcDdWHw9erUNL0uJ1a9Xv6+MGUT+vOjr12lqcNJvJJhzhrCZrXxsH+ENruduWQCk0bDliY/y7NhXjl2lWS2wNaedr78qZ13TZXFtOzgyjybXU2sTcXQaFSMjLRRpcBi7iz5kJdkTCkNmQTNffzUAhu3tMvNlnyclRovvHmekkvJc6MbObe4ykwqTofbwZ7Wtruyg0WWaayUkdPyVCUnO+hOrZl0pUCqXGTU0UaDHIlyTJrF3bqwXp+i6xXDhDJGplNBGfNSrJ3i8oqPLw88zuOD6zKE+1W5fBYaNbS6nfLrRCnKkdBL9FiG8ZsGeTN4UTYO9roH2OLolq+XiFwTk/wWrYvZYJRj44sSSD2xpZ8O7/p7O5mIsJBO8mBLJzpVnWzhTQyaforFdxhPwHTIxahzB0OdfunwnymlOLN6lCOBH9Nhb/Bo+5dosRy44YRsaTtJvDQL5a8RzdXp9VjQGaal9i9SXESrbGU51USiOsYebxsOlY7DgTcYC6qZjVjwW9rZ3ObHYdShCxmJlPKcyq9h0md4qs/Ejuan0FybXtxZ5+NzfHPuEP9y8DlaDDUi6UMcD/VQKqhw6Qz0NllJK2fpt2zCcAc184XVt6SucL9nu/y6UFkjWRrn/ISX779wTjp2jzzoxmhoEFUk2OFto8OyUcb1bfMJJ3cjx1bnWUkmaW7Y5cairm6QrpeJVwuEClmUxTrKaJWB4WbUViVLl2MsXI3xTz6//57sFUG/vnRpib4NzawS4+Wl8+xyDWFSmSVVXbjIC/bITGqJRCnNp3v3UExXCQbS9LS5f6o53K1VKJX5/t+ewOjSMbK3i9PnZmnqsKM0KLl8aRFvhx2bzYheqeadn4yhSpf5zK8ewGY0SSq/Qa2VlOx3Xh9j/6Mb2DBy+wb1p5Wg3IdLaWk6FytnmDo4Tz1e46u/8RRW3U0JQTSc4s1XjrN1+whNLU4stpvAaT4V5yezV/A7zGx0+Wk3OmVm9VIiRYfZTq5QJlksStPATK1Er93JajBBk1JNYjlOsVRG4zIkw0k+AAEAAElEQVQRWEpRVyrZdKAXt9tyV773ymqCK7NBqRHc0d/GkblFaqUalVyVor3BjuYWybJ4vzU3F5Z+HXq7Xm7sRLTk82+c56+/e4JHdvTx3DPb+OZ3jqLIVfmn/81jOJxmyqUKl84sSKCW0je4GoryzPYB6Vh+NrSKS2cknSpJGcOA1y3f53cW5ggvJWlTWmjpcEl6b7FUlcesOMfVGiUzhYRs5m31+WVs3G0meFrNe5rc/jTgfB0kl4sV6R2wNh1Aa9Di62nC4rFSb6w3ZYKJLAvhODYRdegQdOX1+74VfN96qRfHvEqlkGugaDKIDb14vPJrlUJ+T3ytUl37eO374uc3vlYqyOSKHDlxkS0b+skkimzb0YXxFibL+wUGa4VxlnNjzIfCNCo2hlo7MOh02DQe6dBuVFtvYzUEshlJhxf6W5/RLCUcPpP5jmtLnYtLAVK5Itu7W6UW9mdR3//bk9gdRh594maDLFuJyrxto8qOzzDwnuKtqtVlIsk/YqE6RKw0R0HRKyfvIsu9Itg3tbLUSpfqK+TKJ1E3luiz/yY+4+Z1ycs1p/RGo8pa+q+ZL8Totz2JWtFgIfnnOAzPoVQPMpP6G9KlWfyWr+HR28gUD2LVeugwP8FK4azMQ9ep3DILvVnXRri0Il2/hYb9u8vfwKNv5WNNz5KoxFgtLNFrGuKdyEt0GHsZsW9lJb/K4chJRu2jDFm7b0SohYsJxtOLdJv9TKXneSdymoe9O3nYu+O290lIl94MXZJrtmAFCObdAe8wXWYv6oaS58+9TW93D6POjmvyn7KcuAtPjg6Tj0Qly9X0HGaVldVcktVChHaTOG5MOLTCrC1HrpaXTvRChiem7dV6Tj4X4T5/NT2PWmlis22EYl00rENyUj+bE9T8i3zC/094I/QN8hUHOnUX+1xbCRTPMJ4cYzLtxaGdZ9C2je2uPSgV4zJ+zaB2MZ85SKm6ik7VyuWIcNRwo1alWc5MYNGW6TGkGbA6cDnWHblXk38so/KEB0+yYcGqHcCmu9l4vrPihTwXQgHZENnoURGOnmY50s2BkY23JdJ8kCpUUwSLk3Lt8BlEzN3t+12xrlwNhiW7Tnh8+Kzme0ajHZ6eweFSojPXiFdSzAVDRJIZOtrscuIu9hUils+tc8ip+71M6tZiKcYWgnT5nATCadx2E0Ndvg8E0FOFopyci1g4Ac573E7ZwPtF0KTPZsIM/Awm6ZNikm7x/qN9LX5R6kODdBHS/uyzz0qauwDkV69elflxv/u7v8tf/MVfcObMGdrb2/l5P7Az2TzzczNy8iSopt8cP8ncSoqvbd9Nt3t9KjszvsY7r1zGbFYypSqRbcBvPLmTgdbbs8EFZVbkTAugXqrWeHRzn5xWXc8GF5qpYCYrtaHbWvxSy3l9g3v69QnmcqtEXAn8GS+f3r2H3r71TqEA8m8tzLG3tY25aEJqpM1p+NFPLsgJ8IGHhhgc9t+2wC2lk1yNhXmguYOJK2s0FHVs3SHseh8OdSdHz8zS0+EhGE0zMxEgH8vz3Ke2y+x0YZL14uWrmEI1HN0uCfK3dbZwJRomnMuxrbmZslBVS2CelnRel86ybpais8hp9a3093PxOXK1EI817cGmuUmNTBULvB14k/HkFbT1UXpsPgadzVxOvUCprmOT/nFevjjN3t4O9vff26ynXotTKh1BL8zilEay5QSHgy/h0XVRVTk5FZuhw+ThEd+onEaKChQSTKQDPOAZuNHxL1UqHL6ywMX5Nelw7fGaCVez7G/pkhnk+dJpGtRR1eKES3NEGhvo0I0yv5AjVyyisoZZK8yTbpzGaY7xcPP/itO4Tom8DtI3DPczk/yPgHitvsZYMIJKWcdtWyVYKLKYncFnUtNs3MhaYoZkzECxPE9WW6Kmr4Gml37VRhbWYpQ0VbZ5exnw+zgRXiJZuEqzwcaodw8t1nvT3P50+g35fjzr2cNs+CWUNRe9vr30+9yS0r2anydfy9Jnubn5XH+9IrwUeIfPtz8jNYYiOvDk1I+4dDqLVdlN2yM+lOoGtcoCyZyVC/EJ9jt3Uyw3mEkm6BJMCpORxUaU7U3tbHDfTkGNxTO8fPgyDZ+WuLLMhcllAosJNm7280ubh9nb1EGxXr+hEw/EU1yaWMHRZMFqM8hpqIj5mcut8emu3bRZXHIyLpouAvg8P3OExWCc7cYNbOpvlTq4287bem3dkO26Mds1avp1g7aps6sEV5M88LENZKIFlFUFoxvaZba5stxg2/ZeGd0nNKvPf+Mgn/vSHvq33nQsnplc461Xxtj70CAbN324NXHi6hI//sFRdn5hhLKxIXXqzXo7DpWJS+/MshZYZWTTEKl4Dp1eg9tnw+6zoDSo5KT81NoyDVWFeLGAtqqhUVeSr1XodrlkDJ+Qs4QyWbKlMl6tkUqxzs6+VuqpIrGFGLHFKMvLKQwuC899YTdO59068+MX5hlbDvGZhzdJUHt4dhFTWUVDCyVDg4c7ut63U7q433PnFlBpVERzefZs7sao1/A//ecXCExF+NyTW/C1Ovnu906wZaCVL/7qfvl3Ik7u6oUlMtkicU2dlVyGT+waxmrUcSa0SrlaE8EEUuKwpc0vZQZvL81Ti5Qx5ZQMDDbLZoeY9AqwLo79bKHMucga9WqddrWVcqUmWVfid8Tm9TqwFUD3+ucC4N8JdK9vMt8LcBZZz4mVOOH5kMxXd/d4iSsb8vEPtnrx2Ewor/2/9f9x8+/X7/cm0P5ZlFjTDh45TU1pxaLV0qjU2bajG63uvb+vt7q0K1Bi0njQKa0kkg2ScS07uoZpdry7I32uUmY5nZKAXZRwhheAXawJN8ysgjEWInE2d/jlJO7DlvCceP67p/jCr+zF5jAQKc6QroTw6fuxapvu8mER+woRB7Zu+rj+MVWKk85/g0BFh1Olw6HfiN0gfE3Mkl0jPCnEtSGUnyBYOEuufI5Njs/htzxx1+MJ544wnX6LFvOjGDVdXIr+EZmqEYfhCUxKcS5/h0HHr9Ns2kEof5pw4SJ99s/I1z9dWcOnH2Eqe4UmfSuJcgST2iJ1/j9e+T4aJXyy9ctyej6RGaPHNMDV9EWp6X7E+wyJSopXgm+xwdrPFsfN68ZSLsR8LsCwrYtYKcEPV9ZlU1/t/gTaaxGkoom/motxIj4l36fN9i7WinF2u/vlFD1XLfHiyjlmlhbQuUw0G52yySAan+I+ZrJrdBg9WNVmLicXiVfSPNW8Db1KwUI+wIitRzKZQsUkl1KzUmPdZW6hJhgICiWFegKzWin3K1fTM7i0zTi0LlQ0mMuNM2DeyOHI96k0NPSbthAoHkJR385CvoJVJUDmBbrMw6DIoVUG2OX+bYr1BInSNC2mvVTrJS7E/o7xaJalrIUWS4c0nGvWrzJgd6BURjBVz2K2fA21upN6rUAg8W+pKF3ScC5ZV+HUbcCkuZ15KJpPwth3Phln0Omhx+GUcrK3Lx6jtyVFT9NjKO9DVX8/Jd4TKd0ozUs9vlcvGBI6uZc9t7Qqh04iXu1W5t2NcySZ4cL8mjQSbXWt7/nWwikm5kOMbmimpMpLrbvQuYvJe7IimAesm9RpbdKozq1zko43CESyco2bW47idVokQH+/JfblApyHMzk6nQ4p57vOIBP1iwLS+//Lb3/o+5r6Z3/4EUj/RQDpvb29Mn5NTM8vXbrEww8/LEG62BTv3LlT5sj9/u//Pj/vB3YkluZ////+LXu399Df5SNZzvPNqyeJhyr8xq5dtNptcrE6+tY442PLGFR1wi06rqxEeWh7H/2t7hu54JXauiZYXABOTCygRMFz2zfIbN7rdHQxuT68sEinw0GXc707ma+U+PMLr3Ly9Wm+/NTD7Osd4uqlZTQaNRtGW6UZ1Xg0LKPcOi0O9nW1y+7fxHyYixfmyQayckO+c08v/UM39bdiWiTMjnZ4/Lx95pDcQD6684C83+W1hMw53r2li/HZIK/88Bwd7S6e++R2jgeXpcnS1ZOLghnLp57cRrZekKD8fGiV2USczc1N9NjcuLRWqZe93j2/V11JjTGdieHRNbHB2spiKsaV2Cor2Rhq/Rib7Dt5wP+gjEH74dLLaBULPN36NUwaE4vRBN89dZld3W08OLjuF3BrlYoHUaq8aDRDsvt7NPgShbqDaEUt9fqP+Ebosdy8yImGwuHwBP2WZvzGu9kQy5EEL5wbJ1DKsqutjU1tzXiteUrV8+hVbSTyr7Ba20ireTNevZ/5+CRvTZwlmijR4Z9GY5/jAd/v4jXeTkMWkgoRW1irhxmP/x423S7arJ/l5NIyBxfmcJiT7Gp2MBcLMR2ZIFO0saXDwO7WXWTLZ5nKNRiLTDEX6WS7fZR2v0lqLrc4euTxd3BtEkVjClW1HYvWx7DXi/0O40bRef9XZ/4Kc9nGx/29bPEv47A+jUKhv+H2Op4+R4uhC4f2dnr5i2tvy83QiH5Yxm5NXbmCx7/Msw//Jlq9gcuxNS4FL2Kta5nPh6kVVbiVfcTKedAoeGZwAL1BxVQmzMPNfZKmeGsWuogga+1w8fLRq/zgyCWGtvlJastcTYbkpqTT7KTX7qbTZCe1nJHT9b5OEfmnlWBc1JuBs9Lx/wudD2HU6G6Yw52dWuB8ZYIOn4e9/o03HNLFBk58FCBdnLdiOnV98n39YyqQ5fibU+ze2y/jp86fXWDX7l6qIu/5xCw7HujHYNRJ9+c//r9exqpS8MX/9gnU1yYZ81NBXn/5Ersf6Gd063tzhb5Xidcglcrx7T95g817+9mwuVP6XESKGRmFd+7KLOG5tPhNtvT24ut3E8/kWA4miCSz8jwW60hNp5BT12G/h7yigFqtxKEyk8yV2eFvoc22Doouh0KEshk0wvTIaJSeDfJ8K5SZvbzE68+foapS8vizWxjY3LEe6XathKnPD9++hEKt5NMPjTIRjrIST0GqisKlllrCbU3vjY55c8LcIJcrceb0HOiUmCx6Brp8LIUT/O9/+QaempbH9w9KXbYw9PvEc1vp7BMGRWKiXGN5JiwlC1FtjZyyxp7uNik3mMslCRUzNApgUmrodTgpCzPFfBRnWUslXJaU+ma/2FTfBLx1RYMr6Yhc1zc6vLLJJQ5DMeWt1uryeBD/t1JrSLmQeE3kx0pd/lyAZ0Gl1+u1klZ/eyTdza/vjP4UySpnzs5y5uIcHpOBPTv6ae0VTa+/P+r9ver6mub2tjI2FUBZrmM26ti6rQuVcLl8l7ru0h4tLaBVWTCq3BjVNmwaH05tEwa1hUA8LadnfS1uOn0/3QBOXKNFOsViKkkon8VlMNJhtctoPbE+/KwN5V768XkqFBh9REmjocSm7aHaUMqmnohYFGtM8doNBTeBt6JBtLRGLP8OVmWcfsvHaDWoUesfuW0ymKsmWc5fIVOaJ5o/zoB1B132X72LehwpLnAl9nUUyg5QbiVXPoGyvsCI+7fxGTq4Gvs9NEorQ65/RrGWYDr5PbyGHTj0AyxlT+LVD7NYWMKl9VCuFyUY9+k6eD30BrVGgmebPo1eY+Fq+jIurVvKcC6nTvKg50nKdTgaPY1HZ2G/Z++N92Emu0KomGDU3kO+VuCVtSMs5oP8ds/nsWhMBIoJ1vIJivUK1UZVNjIOeIa5mFzAq7fRZfYxn41wLDLF1dQqtWyRLo+ffL3Mdme3lPzYNEYpBzoaEVR9LxtsLcTKMWxaM/2WNuazawSKcbY7BmS+umi+HYteJlHOY1GbpQSpUMuzXFjGrTXiN3gJFBfZbN/Ocj7OWm5db29QWohUTkC9D+ox3AYNPZa9bLC3YFbVmMm8RY/1lzgT+2v8+i42uz5LMH+ObFVJMGfj0OppdJpxrOoNuAwa9jU9iFunIFs6TEPZQa74Gg6VDaNlPTqrXDzLSvrb6DXtWA2PEK+E8Bq3o1et71USxQLng2uyGSekQ8JbRJTQaou1orclQL2ew6zf/5407e+lRLMhVJwhV42hrrYwE6xLmdhoS9M9JT+rYvK9FGRzlx+ffZ01FU/mODe+wtahVpz2u00UxRovgHr4GnCPFZNMBoKkinn8Dhu5gIo2t4stvW24tQ7sGut7WvNEzvykBOdZOpx2etyue0pRPwLpN+sjkP4LANKXlpbk9Hx8fFwCD+H0fh2kq9Vq/s2/+TccOnRIfv/nucSJWSqV+PNvv8T5qysYzDo2jbRQtzR4YfYyuSg8MtAnN1PCFXz8zCKV5QxNXhONHifnplbZMtzGc1uGsOv1Mhv8ekSPMHL7zrELErh/ed9mDLe4/QUzGS4GgjzS081yOsZ35t5Gp1YyuNpBLlzic1/ZLzenYsIdDqZkTnSgkefthTk+PrSBHqfzhtPlwXOzbOlrYX4ywIWzi1isBnbt66WrxyfBxzvL8zj0OWy6HJl5H7Wqgs2bO+Tm/PjZOVr9Dtr9Ts6dm+eVly7iGnUxuKkVZaVBJJciHYjh7LFitRpx6izygpwr1pmIxtjsa6b1PlPb65UsJ5jPTWOst/BOcIqJ1Ip0X93p7sFpipGtTUsteqZa4PmlY9jUszzc/JjMH71eYoP/nRMXpWHdo8M3v78eKSYi1x6nXMtxOPQSV9M1agorWxxd7PUM3ejaX6+ZTIhIMc1ud+896VJCf/7G/AykGnKD16BKpniR/uYuHMbDhOseDLodOFQOzq6eJlPK0u20U6ie42poDnN1H08Mfx77LVFeYkMrJBWiqSUYG8nCKaYT3yJXe4p8pQdtVcmpqSXmokv0+szsHfBTM5ySG71e8wCaopfTC28ylTWRNyWwmUf55Z5HCRbj8v43O7ql7vutVaGbS2NWbGI+kZET9SGPZz2eL5vhh2PjLBZCJHQBfnfTp/Cqp1EoTGi0ozcea7wsGAELDFm33RaNEypG+fbl1+gpbCA6ncSoVrPn6QbFippstlVmHqdrOdbql+h295JQLPLJjmfRYOLg/DzTkShtFhvxWk42vrY3tZIulDh9dha1WYO92cqZiSVOX17kkR39bB9ok7pxvUrFWCLExegKxXyd0FKaJpeF0e4Wep1uCaoEwBaTb9HsemH5lPx8l3sD82sxgqk0TV4rZrOGU8EJBuzNbPf2r2+ar2nCxcc7jxNRwp38zZcvodGpefSpEc6fW8TjsdDZ5eHc8Rmcbgtd/U03cpRf+94JfuVrD9E2sA5A52eCvPKTi2zZ1c3wpnYJzgTYliCuVpMfKze+vvm9G79z7aNYQxAGhscmhJEvex/auE69Fg1BlZLQaoJTJ6ehVUOMNLqqBk/VSGu3nyaPFa/ZhKpUp5oW+sAs09U0nc1u9g91kVAUmEyFyJUrZHM1tvpaGXC55Wb7UihIIJ2lka4x0tkkPTBEibUpGc/w4t+cJB7L0N5spaXLg7fDg9ltEQ+VVCbPd9++xLb+Fnpb3ZxaWUVZhkq+Qs5Sp98qTIWMt9C915/37Rrou6naQmu+shSjqlEyMuiXUXFvXJrmwoUlhl0uBnt8nB1bplqo8OtfewijUXeDuh1eSbA4F2ZVVUZr1fLMlkFsBj2hQo5LsSCVUg2P1iR9PnK1sjSKGzK7CU3HsVj0DA233KahFJFhR1cX5XEqZB3vlX4pnuN6/Nz69L105+1aRJ0E80rlDcAuWFmLsaR4IdjQ7kWVLROeDUqKe+eGNpp7fB/Kaf391K1rWjpb4sLYMoVUkZYmGyObO+6a2F+ntAuXcGFIZlK5MKid2DU+6dBu13pR3hHFJSRdUodqN0t203tlAQiTxvXpekrqtlstNjlhb9Qa0lDOazUz3Pre7299Gi4aeus3oXVejk/z9svn2Li/F5e7TQLB60D8OhVdfG5Q62TutYjDFG7t09lJVI0U/eoxWu2/ia6xANpdKJQ3GweJcoBAYYZ6Pclq7h26DZ102b+MWrX+O0KjLnxrRCRYMPsKZlWZDttX0SpixPI/osP0MG7z4wSyb7GUfYHNrn+DVm1jPvMS5XqOPtunCOTXncmTlTJGlZjeGwmX1mjSdfJO5DB6ZZ1Ntn7azKPMZqckmPZomzgZP0S3qRuDysN0dhElBXa7d0uTO9EAH08tyGjMTfZe6tQ5EjnHkeh5tjs20WxoJlnOScadaJCLc3sis8IOZ5/UswvGQafJy3h6jaLw0kgsscfVSy2cJu/Sypg1IftxaM3MZIQOvIBa2ZBylV2ufnQqlcxD3+kaxK2zcTW1QK5aYKujX2aor0fATWJQ6fHpPesT9sQkK/k1UAofEMFazNCp30CsIqa7E5RrNnTqKBZNiQc94pr7NqOOj1GqK6QkIJA7ilZpxKrr5lTkr/AbnyNfsXMldp5YzobTYKfJnMCpX2LQuhWFUo3PsJVC+ax8/tlaAoov47L+DmpNnzSCy+e+w0LuEk3GETS6A6TKc7KxMpsoMJeMMyCvezflWsILRJhe7t/YhVieMsXDqJQ2TLq7k0U+TF0JznN6+Qp9TVa2Nm+SBnN31kI4wfRahK3dLdLJXZTwURJO7oNdPvx3xHjeq0RDU5z34nrQ7rNyfHwGna2G0duQAD5dycqhkE1jxiGj4Wwy013Q5vXq9X22cJmfCscIpjO0OWz0edz3BOe/WCA9Qt9//vCT9On/RkzSPf9oX4u/z8pms/zN3/zNe/59kZH++c9//h8epAu7eWFOJCjuIif1TpD+O7/zOywuLvKTn/yEn/cDO5rJ8EcvvSw3TssLMdaWk7jtZpoGzczkoigyWr66e5ukgsYDac6dmCU4H5JxS1mLhlcvTuFptso8yibb7VpLAdT/5thFuZm7E6gfmp9nPhVkpjzFBlcLn+56iHq5zrf/5CB7Hhpkw+i6bjUaTvPqiauUdQr2be1mIZPk4Y7uG47TwqhJbPQ297dQLlY5c2qGyxeWcLos7H2wn5o9z6uLZ3iu+wG8ehdjYysUCmW2bOkgnS1yZWqNvdt6aCgafOuFIxxZm6WpxYa31crO9g6UyQa51RIHHth42wY1nMtyJrAmnbp7nffOuIzmM7y08g7RfA1l3Uiv3UuLxU68lsWrs5Aov06PZQ96VbsE6E26CjucRnymh+7qAq8KoH7yonRjfnKkX+rw1iPXhqkrbPx46fucTRQYsg/xlH+r7MjfWWKDdSQ8yXZXt9Sq3VnpcomjawsMOb1ys352egWzYRqbSU06N0uyskpWtRubWkswG6LX2YXLmiVVvkSmWqbaUNBa/XXm1xK0Nzmk9llssq/T3Tdu3Cg30cvpJEeWv0smP0419TC5goU+vwefw8xiahyvVc3Wlk1cSPwdC7FpCmE/rYK14FGg1DR4IypMlYb5tZ7HmckEZJbpZkcX0UKeN1YPsdXtps20mfFIhHA2S75UYSIcYaTJx5P9ffzl/EHS1Qz/3eABqrdIBa7XdOaSpDz6DevMBXFuCJrai5PHyC7lcZXcbNzbSUVZwGS9QrP5AE12rwRM85kxxlOrrObStJvt7HE/KKO0hD49nM2hQcmZ4ApujQltso7fZmHf1j4Z4fXK21f53GOb2b/tZiNGlJjeBNIpfnziAgVtFa/fSTyfZyWTku+ZmCa0WCzSOb7ZZObt1YvUsrDbPMTmvjYcJqOc3AdyMX4we4xH2zYx4Lg/7Vw8X7FROHV0mqXlKFv39kpK8/JyVILtSDDF0kKEwc3tcnKaL5Z4/q+P47Lp2f3kqASZoWCSc2fm6ezx0t0rwNNNUK1Wqa59vPV71z+/5We3/Hzs3BznDk/wK7/zJCbzzQZQLJzmz77xNqY+G4ODfi6PzVDS6ag3ipgzCvaMDND5/2PvL6Bky847T/QXzEwZkcx0mbEYVKUqlSywJAtsy9iGaXuae15Pt3tmXvfydPfYcpvbIIPAYipJxVWXOe/NvMmcEZEZGcwc8dbeebHqFkm2e+ynb1WurIQbERnnnH32//v+0O7bmkjXG5TLNYIbSU4sLmErK/FbbFidRkrmOovVOBtCq6d1sc3aIinWs+mEbCqqCjDs98iYxpu3DmEuOX15VX4d8FmopPOSju7pcONqc7OeFiyGIE8eHAKNiqn4JsaSCrVJRVHf4Ii/HaNGu0XFvqWBvqmLvq2Nfj1Ve3o6zPT8Bp29HnYPt0t38P/w2e/TiJV5aEcverWKb784zqE9vfzEJ7YmfLfWrXVxXBaZL+fwtdt5avcwBq1GSnyEiaJoCHrVZo73d0l9/nh0g/2eVkLzcUrFCtt2tGO+wzBMxEGdDq3KLOM9vh/Oafj1JSbvAqwXS1XmwzHm10VChJEWm1men4J+L4B+eiNFai2Oot7A39dCW39A6sPvnM7fMr/7W3p9r1/ThEb9wtUV0ptZBntbGNnedhelPVSYlCDOqHZi0wRw6gJyaq5XvTX9XJjiXZ4LyWtgd2/gXWltZb57sSDB+noug02np8VokbRb0bjc0x24ZShXadRuAPHyXdNw8bVYf25Ow7VKBeX6qtR9r13UU06q+MhHjtySTb2+BMV6KT/PTHZKft0v3Nr5PjrtdrTS5FSNQrvr1uvdKC3IKDANVeYz36Hb0Eub+QhVRbcE5rFyWr4mg7JOpb6AiSn67R9Fo/IwnfxzrCoNXfafo96ocCX2G/hNj9NueZxUeZ6V7PP0WJ+mgZJ4aYEKFhldJ8D3UmEGj7aNU/Fz+HQeWvTQbdovp5vh0pqkuV+V7u0lXNo+aQqrVlTwG3y0GTvk+zeRWpCU5e32XoQC+5XIZV6SueRq3he4n4DRKc0vhTRIAPkL8TlGbCKyrM5UOiin4JlKkW6zm9c2Z7Co9SibSqLhDUZ7+omWs0TLOfleP9gyIt3axTE6HZui2VTg0tlYyW9Il/dRWw82jYmNkqDv6zjoHEan1kiH+bHktDQw6za3yWP93fArTGXWiBRKrJcyNKgzbBlgwGpGr07i0fVwIfEdbNp2fDrBmIlzzPOTrBWXaNUHmE59HZv2EcbjF0hWVrGqH2Q+EcdjrPLBvkdoMVqZSn0ZtUKNUe3Bqu3EIuNkX0Cn3cNm5i+xqQ3YrL+2dR7U5knmXiJUnqbX9lFiFQOT8Wn0yp3saem8NT2X10e5ysnrS+wSJqg3pByNRpFs6RX0mkF0mtuyqx+0RLPwWmiDRL7AnnY/DU2UeHkFm6YFj77nlv/C/HqM5UiSvX1tOG7co0qVKuevrdDqs8v90NtVoVSR+y6TQUu318nYTIj2Fjt9dxjHimtKRPxt0eVTMts9Xc3I61Td1FHMqamW1PS7vOwJdNJienvmzD8WkN77O7/0Qz/Wwq/+3o9A+lsMqEdGRu76njAfF9hXlE6nk4NfUXa7XTLOL1y4wN87SBf/VNycRVC7CHIXxnE3Qbrorh86dIjf/M3f5Bd/8Yc3Mfi7PrGT2Rx/9DfPMtLZQqfPITexZ64sMjETpuapkjc0sCks/NThfXLqMn5xidBKjJXpEE9/4hjBTJ4Ly2tkVTUeG+1nT2frG4D6F89eo1Su8hPHdkv9jtBUfnnmLOci83xq534eDNzueI5dXGLs/CIf/7kHpBZ8OhJlKZrAkVfRLNVJe6DD62DEvaWHF497YmyRIzu65cImqlCocOHMHONXl9C6M/TsG0JhsnFfexcqlExNhqRGc2C7j7PXl6hqq2g8Cq4shchM51CXtRzbOcSRnT1YzXpJ67U5TPQO3a2NSpdKnA2tyYnzdu+WkUexWmEiHmIyHma1sIbdoOZ+70FG3IFbGxlxY30u/BLR8iIPuN/P85tj9Jp8bLelsOuGMWhuU/bvrI10ls+dGWPI7+HREQE6IiQb/Xx55WusFuADHY9yyHN33vydJTrzYhq10/FGU0OhQz4RWqbDYpc6L/m9coTJ1Wep1BwEXNc4E2tjZR00DTOHOoex2K6hVKcwaoaZzXyPg55fxq7rlJ3jifl12QkWESFmg1ZuaHuHBjkdXJPvcylTxGK+QnegxIO9/wt2w9YNLF8uc3L5FOFUhsymlYz2Ej0dQXZ692Foqik0rVQaIb66nsJvGOYnex6RGwwxCd5h72I1G+PE+qs83LYPfdPHF6+NMxWLsqfVz2P9AwSsFrLlonR7P+4d5BFPA4VCi+bGRnHr+OSZzV5l0LKLcknJySsL0gRmbnKFcC3ITz71BIOtrTLDPF+bolYvolVtl3rxRCnDTOoKGzk9V1LXOeDYy7BTgDENC6kENp0Ot1m31UhqmLB0W5lYWuf8tWUe2t/Hsb09N6iItzXiYpIcWo5j1ullbFmomMajM7PD2UqzBmvpjNSkLieT5DIlmsUqBWuSh7qGOeob3ZpQ35hKzydD0vVdRNqJiYx47Dun1uJ3BaCNBpPyOR0BGz09XhbmIvT0eKSL9ey1oATebq9NgocrF5a49toUH/3p+/G1udgMp3jl+xPs2NvFoSP9Emj/MOAoHsvwxT9+kUffv5/+4Tb5+gqVChuxNP/jL19GadcyurOT66Jhl0izu7ubzVwBlbbGZjhGwOlkV3+PdEeWIFillIaOE/FNelRWarkKuXQRo0VH0Vlnsh7DZTDzeNsgTr2Jidgmi5sJ/Fozx0a6Jdi7CZwzyTwvPzeBWqvi+MMjVDJFQvPrpGNZvO1uriVTNFQqPvjgDmZicWKZPI10DbVHI9er/f4tMPduSkzfz5yZZzWa4r2PbsdmNvDixDxf/94YLVojj+8fkPr1S1Nr/PqvPMbQ0N1rciqR5/TJGa5nEtIx/vEdg2jVYtLWkGkOV0JhHEojjwz2slnKsZhOcry1k43VFGurcYaGA/habjcBhbO9mKgLivVOzw/uOHyvEg2I8aUN2QwSbAb7HQ2am/diqYmv1NhYibI0sUYmlcPR5sLW6qQuGgk3JvSitsD63fT6LYr97f9/J0D49SBdVKFY4dzlJSJrSQZ2aVB619kozaFSGjGr3PgMvdIEzqpxv2Fq/rYgYSksvQD29LXKZuC7LTFdX0zFmEvFJWU4WyhIoD3U6kKhakqplTBhu3MaLqbgchquEukLGrK1TZknbdF4ZURVqVjnr/7sBI88vk2uB6+fvi/nF5jMXJcyokGLSAHpo1H+nvTu0Bl+HGV9DHQPolCIrO0awcIk1UYZvULJePKLuHQjqBRGCs0ByZ5waYVO14ZOKRJUrtOszeLUOvCan5E09kYjRIf5CUy6bcwk/pBiPcoO17+lQYXZ1BcxazoImI6wnDtDuWlApdDTYexjITeBQWXjUnKCLlMnrXodGqUBiybAVHacXtMAK/k1kpUQaqUNvUrEa1lJVaNss+2S4Ohaeh6jSo/f4JW+J1eSMyxmg2RrWX514MO0m26/P9VGjfPxWZl17tXZeDZ8Gb1SR7fFy6DFz4uR66zm4pKNIJpgm5EIJpddUtW7zC46TA5G7e20Gm8wCwTrJTYtAb9Xb+d8fEoCfzEtT5Zz8rWpFGq6TOLcM6BRKlnIraJs6FnM5tgsxiiyTovBwrBlhJXSHOW6Er1SsATDWDQuaGaJVhZwaIeoNSbZZd+Lz7CXq4l5spUIKhJ0GB/hdORbrOeMPNR+gN0e4Rliw6UfpFRLM5H6S1oMe6g1CviNB2jWRaRjkrrCTjLz3/FbfwWtbpscQFB+kZXCEuHcdeLlT9FqLeA36/AZ99+6dsS1f2F2TZpXbuu62wuhVk+QK53CpD8kGzg/aAlvkksrIbk+7mkP3Eq/qTSKMiWgWM/g0feyHlESTmTZ39+G1ai/dd0KZpzYQwqjz7erpGDO3IhqCzitkh5/c9jxdpWvVLi2HmImvoHeUMdoEjbJeTLVvLyu7Rrhs2CTH3LqrnPcxZ4bGBqSg68fgfQfgfR3U6+++iq/8iu/wm/8xm/wxBNPYDAYiEQi/PEf/zFf//rX5aDa53v3Hgp/K5r0q1evykx0cbMWlLfTp0/z0EMPyc/CUE5QAv6+qHc/LN395LlLLIYTcrPT0+qizWMnXyhz8tI8L6xOUqo36fK18EsPHUYt4otOzJCJZYiup/ixn3lAbo5j+TzTmQS9HhdP7RSbvtsLgFisvnjmqtTH7BkIcDJ6FYU+R79uiFajj92B26BU0Dw/9yev0T8UwDnkZCme4kh3uzSZC60muDa1xoapwof278Sq39qsTCysi0Y/o713aq9rTG2cYe5CmfWFGsWAip07O9je5SNWynB1cYVUtsBQWyubywXMrSZK1Sa5mTQulRaz00xDq2Sw24vDZODS6Tl2H+6TdPo7S5janV5bkQ7vdUWZlWwMq9bAgN2DSpdgj3M3JvXd0xLh6H4q+ufEygHOxSMcdY/yoM9FqbaB23DkLTe5m+kcnzt7gT7PImZ/N6diYyhx8KmeZ2h9i46p8Bo4H1+QwFRsuu4sSVsNL+PUi0321nvYbNbJlV6Cppux1S9yKqImYOvn4Z77UTXh7PK3SWUNjPiOEFN/gW77LoYdP3brMcXltRSKsxiK0+qxcm5pitlciXKxLg2qDvR20OmqsJT6Y1C1MGD/WZRKtQRg52aWefbaKZq6BvcN7UFhmaLRPIdH24G2oUGnGyJTWeGL4Rh95hE+0f0w11LL0gBnu62Tseg0L6+epZZrp9Xu5qmhIencPR2NSkO17T4vE5kg3wie5pcHjuNRXkOnF2YzJvm6U/kSU7FJ1uJR1ucNeOwmyus5asUa5gfraLQ6tllGZDxfppKlWDuLilEsWq804Co1xaRfyXI+Jif9D/gfosPsIFctcyq0TCaSJZRMsG20nUy6xAvnpulu99DitQtJNR6jBZ/ZjMdgQo2ahdkIzUaT3j6fdAAW/g+LmTibhYyczLh1ZkkRFoZ60XwBlUlFtJZhIb8unXyHHQHa7TY6bHY5NZ1MLLGYjfB0zwFsehOaW1NrldQK51JFrl5YlokPIq9d0KvFdHz7jnbmJkU8YZmdB7YmFLlsid/9ze+wfdDLk584Tmg1zve+cZnR3Z0cPNr/QwE2cS5kSyW+8CcvobPp2X7fkMyKFRunUrHMq69cR2/Q8IGn9nN1YR1zQ4XNUENpc8gkhmAsTU+LjXNXZySV9OFDO+i60YAStRBPsJBIcH93F4oGxDbSctK8EUsxroyRM9R4tH+AXd4OJiObjC2ts9cfkJOSOysezfLa8xPSfVwAddHIyGcKhOcjLMyGOLcWYUdfK48+vpMzayEMdRWNSp2cWWSn+yQd+d1WLlfiW8+OSQf2+w72SzbRZ75zgo2ZBHuH2tjW5uPznz9FU6/iN/73D0kQemflcyVefvk6Y7EoB/f18NBo3y195XI6yQvCTLSq4H0jwwSLGRLFIkdbO8mITPaJkNSpC2PPm9N9cU6eCq3iNZnY4bl7w/yDlJQ7icnURoLuFhe9ftc7pmcnIymWr6+Riedo7WuhY7gVtVYj5VGiqXsntf71dHsxvRfPc9Op/g3TeJ2GVLVEOJ8hGdlgz9AwXpNZbnAFpX0lM8HphVdI5jdo87XT7R2kRb8FznWquw0b302JdWk2FJPU3l09Ady2NzKhxDT35iT8tlHb3dNwEVdWrUEiX2JuM0WpWOOB3h72BrZYHfcqcS/dLIkM7Dg+/RAWze1r6MypORbnInzsU0dk00qA87XCMtcz41TqZQasI/SbB2R2d626QKnwlxiMP4OyPg/qLhTqbir1IiuFCWiqJM17LPk36FT9uDV6AuZ9+Axd2DVbzvVbzIRrqJol1PUp2m2fYqM0QbRwVuZ9u0xPkyrPMpP8PUac/xyrrptw/hTx0jRDjo8SKy2yUVqXU3wRsSYM0kRTdCqzSL+5nyFrp5QkdJr2MZOdxq3zSsr4RilIqpKi3TDEgLWTqewEfeYBFGg4H59GgQqNQit9YLQqCBfWmc0u84BvL8c8e+46jleSi9InIKB38c3QBTnxfqhlu0xbuRxf4nthweQySLZbj8nNxaVpHB4X2x1tXEgsyua3x2DmPf6dt8xgN4pJZrJBGcsmNEHnE1MMWTrx6O2SIXEuPil1zKUqvBKZYTIl4v6S+PRe9jh78BtFH6QgwVuvqY/nNp9nyDxCVch+kufZLJmIlqew6wzoFXoqjSV6De/FqjWjoEq8dIVGo51CSUm/cwWX5SA2tQMVYVqkptzGZlE0H16kzXScWrOA37CXfOkl9JpdxPNfQdGI0uL8j/LvyeanmI+NEamO0Wn1MOj5dTaLF1EpdLj1O+W5sLKZZHE9wbFtXbeYlXdWubZCsXIdi/5+VMo3Xi9vV5FMjitrYTqcdoZ8nnuuP5nKJqcXxsjk4eHhfbhu7MHkcZ4KynVsz8hbx/aKuulBMdDmwW7UywZrd8BFd+u9WZo3q1CpMh+NE0ylabVb6fO45F75zjUhWUltad3LqRsmdVnZKDKrTZgxkYop+Dcf/ilsBuM/aJA+Lybpn/lbmKT/L79H34/o7m9bYijt9/v5gz/4Az70oQ+94ediSB2NRvnKV77C/7QItlQqxV/8xV9w7tw5ydUPBAI8/fTTPPnkk/xDqJsgfWZmRt5gI8kc88Go3JD3trpoddtYT6b4i4tnmbwexWu288/ef5/Ua4ss8chSBLVex8Mf2MuVmRAms47LkXU5nfvAntG76O+xXIHfev41gsUgx/a4+UD3A+gVJl5eXORYVyc2/W0K5eLcBl/+2nkGHunloZFeGdd2swQo+OaZa9QVTT54ZJekNQq9/Jlryxzf3SM3VuLQhorjEvDbtP0sx6K8cmmSs5Eg2zxeHt+3nU6Xm9hyjkQ8T6RZZCYW4+BgF9s8Hq6eXZSmTz1DftY2U7jsJvQNSMXz7D1yW8sdyae5Gg0ylQwTyqal++qP9e+ky+ZiNjuFVqmly/TGCBGRi345cZa1fIBhe6ekxllV02xzPiLpYG9XV0Lf5o+vTaIxKNgd6OPR1gdpNb21C/DNyLV+y90baHHDP7OxilapYr+v7dbfVqpMkCyscCk8Riifxanfj7UyQk9HiqLiNC79buyqo7y88heEUuvscnyKvoBXxpHdWUKb+5lTf8xmOsGR7vfx+MgQTvPtG2aueIGl7Ncx6/ZhbD7C9y/NSJbDo3sGsDg2mVhfJZa3YTDFsJuuoBcO800nrZZtBIspvhBcZbtthJ/ofpjLyXmKxQbpWJPx3CVMRg2/sP2DEpjfTB+Yi8dZSiZpt9l4KXFVZA/w0x0tFIolNjMDctIpaKmFcomlwlW6HAME5wtEEll2Huqmoa0xnp3gCf9RPEarjB2rNJco1QSQ3k6uWiFTzrGcm0KDj0upCbR1FyalmU6Ti3yyKA0P2zrcJHM5wtMZtvUE2HvjRi5SEYQTa7pUljrsWq6KWaVh/44uaaglgNRNGniuXmY2s0k+V0aTUtLtc7Ot1y8zr+V5Elvgq0sX6NB2kCrU5WS+1Wylx+6UFM6mosqH+++X9MubVa3WuXBqToKZQLsTn9/OtbFVDh7uo1apSS363qP9tzKSn/3WFaZOzfDp//UJSpU63/36ZQa3tXHk/sF3DNDFOSjyZPMix71UJic+yuLrKgtjy9JV/alPHMdhMWLR6yRw/+p3zqMsNfn0TzzAiZkV0vE8h0c7WV5dYmBwgMn1TdxmE6lskf19bYxPLzO+vCr9JvZ39mLWbL3+y+GwBJiHOzpuGfCJ6DIB1l+dW+BaOkyLw8SuQDtVpZqZUIynRodkHM6dFYtkeO2FCfRmPccfHL7VzBNT71fPTHLh3BytWh3duzrY1DdwKA3orVqSyrJ0e79X1vXb1dJylO+9NMEHn9mL12Xl3Nwq378wQ3oxzSfef4BivMif/NkrHLp/gJ/76Qff8O/F3/nd569xWfiDHB3ivuGeW8csVSry7PysZJC8f2iEUDkr19NDgQ7KxSrj11YlI0HQ3wVwFVWoVjgZWiVgsrDN84N1z29OlMSGVRyPHd0tWG5Mpt5tZeJZCdaTGylaenwSrBtMb/1YoqF8L328uB7CuSyLmST5Shm32ki9lqVrsFPmIZebQSqKRUzaOk6ti+yag+iCiqceOEzgbTba77QEAF7cjHF1OUxbiwWHUy/12TdN2sQ0XEzHxPRbTGHvNQ2/85oUzAnBmji5tIzNrGdnICCz193G2+tzoZZioziJRmmUzCXhbn1nVSo1OU0/cLgXW1+T6+lrFOp5BizDDFqGJTiXr71RoZT7DCrNLrTqTmisg/Y4m6UNpjOXqDV1lGoN4uXn6DTtZMTcgVljx6C7k+GUZTU/JnPUq7Vx/LpB6qp25tJfoUXnxWU4jFrZztX4f8CqHaDP/imK1Riz6b+h1fQgerWbqcxJ1EofI1YRI7bCRnGDpfwGw9Zhdtq3s5K/iFXjI1Etyvg3s9rOYm6B9WKQXiEfcuyQ9H0B7Kt1A+fjMxLsDNvaZbyZUaXmXGKc2cyKfM8/2fU06jsmlnPZMOuFhNQTX0gs4NPbeDKwW2rG1/Jx/nDuJSxqA32WFnY62lnOxXDHazi7WpnOitfp51x8gVAxKc0939u6m4DBLo/rRHpZTt73OHplHvtsNihp7mKj+3x4ku+Gx8hXmnSZPRzwdNFrsbFcWKPdIPLot45dtpaTHgl6lZ6F3CT3eY6hVxVk+sCl+BqvRU9TqOqx61I4dUr6dc9IwK1XZqg1Z7jf/7Nkai+gU3kpNt0oKGBXK2kzHZYSvtn0N6R/jkMr1jw7ZpWWSm0JrXoP66l/g9P0McLFUeaTm+yyTeG0DLCQ/kM85qfxGB8iUjiHQe1F1+zm1OSyZJbc1H7fqwqVcWr1KBb9cRTvIBbwVkMsEmMpnpTmcAH7vX2HBAAX12JGZI131CmygUPbikvXxcxijFSmwIHtwv/orYd1C+txFtfj7OwJSE8nAdD72t10+t986CLuWXMCnCfT+G0WqTk338Nl/s0qLUyQQytcD62jNdX4Dx/5Bexayz94kN7z27/8Qz/W4j/93R+B9HdQGxsbEqSPjY2xc+fON/xcGKf/4R/+ofRu+58G0v+h15056Ten/uJtWY9nWAjF5dd9rW7UJnhpZYpTp4IU4hWe2bsNj06DstZk9soSHSPt7Drcx8XpNXpa3TL67FowwqMjvezubGUuFuPK5gobzQViwSZ+ZRufOr5f5rZObm7KKeeRO+LqluNJ/vrzpxht9fL+H9vK/r6zBNX182eu4Clq2L+tG79wnZ4JYtRr6WpzMJ+dklRznVLQPEUO9lY0Wmwzz7fOXse63mTbSDsHD/dzfXWdr4yN42wY+KknD9LitnL96iqxaBatXsPOvZ1MzK1L8FJPFGnpdpIwFplMhImXc3SaXYy62+izebi2GSFTLjPkNbFZWZNUOI1S84Yp+pdXfoe1goX3tD7KNnsnm4WrTGcWUalG2OXokhqye1WhVuaV9dOs5s5gUXm4OKuh3z7ALx459JZOn/eKXLt5rM9HgpIad7il49YkrVTd5HLoS8zGs3gMMQLeJ9nuOMbk5jdZSVyl1/4UI60HiRSuM5b4LLsdv0A6bWMlmpTUs94Wp4z6ERuHbyx8i+vxy4zoVIx07GTA8fRdr01m3Ka+yYXQedaCg3RbDvDw3n4M+q0bTqI8QzC1ypWwoBeLbM8gyuYsVUU72+zDzOR0fCk0znbrEH0Mcio2hVar46nOUZYKF2k23TzSfuCWm7o0/SqVpERjLBziUnGSbq2FPeYk2foOGkoj0XiOfLaCMOCOJJYprDjZtb8bvV4jzXfGEnMIL7OAoUVmeKuUTVzWaRSNbnRKv3S8rjSjmDQaytSIVZN0m7axshFFvwm7dndzYm2VM6/NsW+0nV955n4JvO/cQItjc3F8WWpx7QErao1K3oyFhl2kJYjfFeB2ZjHC2FoIhQtG2vwM23xSN32zzmxe51pyhY9230ex0mA2HmcxmWAlk2StGMZnNPL+noMMuj1YdXomxlZJJfNyY7f/cB9Xr6zQ4rfT2eWWsg8Rx9V3I0EhFsvyR//lWY4d6WVwby/f+fol+kcCHHtg+J4AXQAgCb5LZbJiIn4DjItpgKCPCwBuFh86LRa9llw8x3f++iQ/9pP303pDkze7GeXZF8bQpOt86JkDXI8nmJxdpy/gRqFSsLEeorenW9IEp9ajMk1CGLAdGhRa+iQnr0yj8KvYO9RDj9mLAgUnV1ZwGAzsaHnjBHh6Y5PX5uZplEvkSiVJA23WVfzCg4fwOO724BDA/sRLUxiteo4/MIzZsgUIxQT3xSvz5KNZXE0lC4kYCq0Gq9GMb5tbJlMcDLy77Pib9d3nx8nkS3zk/fvl+fCHz5+jHCsSD+f4F//kUb77lYs8+/w4v/xrj3Fw391eBzcj2r75vStcDK3z9P07ODTUeRfDRphICj3mUwMDxGslmSaw19cqmw8z0+vSOG90ezsOh+lWJNjJ4ArtVhsjrrsjOt+uxOufC8WkY31vwE1Pi/NvhTqfS+UlWI8F4/i6vHSOtGG8w9jyrUpchwKczyZiVBp1+h0u6ZqeShf4+ivfxjtYomKMUK5rUCNyrdtRNe04dTZWZ6PEllJ85On9tLS8dRP1rafhZakRF9Nwed2XFKyuZWh12Rlp994FxN9MG/5WlcoXeW1umbqqgdawFYnabrFi1KUoNEJ49H3YNa1veixevnSeU2tnGdjtZtA2xLBlFK3q7ntYufA16vUwGsMnKRafI9IYZLUYJ1VZo80oIsdszKf/ihbDEMO245QqU1gMD98CVuV6npX8GGa1g1JtEYcii8nwGDOZr2AWlGqtC4v+IVaz32CzcIZdnt+QDYX5zNflWtZjeYrx1AuUGgp22o+Tq6WZykwQLMbZad/JNtso6cq6dNw3qjuIlNdpN3Qznp4gUUng0zs55DrOQnaNS8nrNJsmOWHf5+yX93BBKa4361yIX2epEGa9uMFH2p+QTMGbJcD5qZjIkjfIdUelROahiyZppJjmt6a/L+/9ux2d7Hf1MJZcZaetjY35FSmr2KxkuZZco8/iYy6zQbScpiH2aOYW+qw+XFoT5+IztBndtBrcfDt4gbFEmEihLCMfh2xuPAYND/l34NBurV0bxRgLuTV2OgYp14tMZ4R3Qp0O4wAT6TmmM7PYlB3EyoLO34NRvUC6VmMx2wTlFBqlG7d2lEYF9nnT9Fq68BtHmM98mx7r+1krRijUVhkwb8ep76PaKDKR+CwO3RAKGrj1IzRq4+jUfcTzpwmmXyHb/OfsFdpzdRjqQZK1GsHsV+ly/DMMGi8b+bMsrNjwWNoY7Xxr1o40pyufRoEak+7A264nQp55ZW1d3pP2dbbKe9KbrVWXF7YiLAXFXTBHxTkqstWDm5sU4k6Ob98tG+tvVjJrfVXkpufYO9BGvdbg8nSQ/g6PvH/dq0T8mzChXUumabFaGPC6MN+h0X/HEqKVjS05YmcLTrPxH4Um/Ucg/e+3RNNeUNk/+clP8t/+23+762cimvz++++XButf/vKX//5ButCg/8t/+S/5iZ/4CT74wQ9ifRuH739IIP3OBSQcS0vXTAEgdC4l0UaG8fEYiXAeb0OPrt5ke6eH0MImwwf76RjwMTYTZHt/QJp4ffXKdVRaJW1+NXldmJ3OfvbatvPVCxOSUvzxY7slhfClhQX2BAJ4zWbWUmkm1iMSOJ341jhPfWgf/rY3dhRFDNrE2jr2KGgcKjQ+DReXV2hpU9FQxBiy7iJg9Mmokjvj0YQR0uJ6jNpUnvWNJGF3DY/ZjLesp73DyX2HBqRB0rkTM6i0arwtdrr6PLwwMcW5hXmS+STbtvWwo6Wd7Z42TDeirkSJU0o8/pmNqzzcOUKf7Y3mXN8JfYurySt8qP1nGLC1Sn1WtPAaTsNhlnJ5goUEo/ZW2ZW/s64mFzm5OYVXtUy/TUu8MoSeNq5MreOxmPnw/m33BOpvFbk2Fl0nWSpwNNB1y5V/MT7FxeC30ah19NsTKPQjdJjvY73wXUl7dKieYHKphNuqIab/M/yGHQw7PnALhAVjKZY2kxJ05dUhLqWe571dH6C+kaPpH6PFuId285Fb55hoyJyanKJee42Ozix72z+N7Q5ne1Gp8gKbhQWubNRJpfMErCVMmtNkmy106/p5NaLnVHKSgMpPt74fjalKi86OAy3n42PolG34VU6imTzxXIFkoSgnDk1lk41qirIlwTGnDZ/OTDTukfrX9nYb03NBMiwz0NeN39IpJ/Iif7hGhbOpy3yg7UECJhdGtZZSLUS2Mo/XeB8KhUresJfzF+gw7ubZ4HN0qocJXy1RaVVg05n49rfHMQQM7DoU4D3tw9i1d4OG5aUowVCSvXu7ZHMgni8QTmVZz2TlFN2m1RLfzOMw6tk2EBDeREwk16VuccTeQrvp9rH+XlDQFdN8pPuBW1NzMUWb2Azz+dmTNBoaTEo7hjzo4k2piTsw3L0V3RROsf9gL9GNFAvT6xw4PigbBqK+8vkzBK+v8cwnj/Pyi5P0DLZw/MERec4JWrqcipcFGN/6f2GCJWiJAoBLMH7js9gIvd55VgDbv/795+gfbefYw9vlMbkUDHLx3DyWgpJ9u3uIKCo8f26GoYCHA9u6aPdYmZ6aQmPzsZHM0uazs5JMSVdrQQE8NNBBMScc9eeIq/O4+62MOtqxqIycWF5myOuh0/5GMLWezcrYH6dWx3oyzgszCyhy8KmR3XS0u2QW+833ZCOY4NSr05htRo49MHSLcbAcSTC7uomqCr2dbk7PLFJey0i3d3WfmaOj/QwG3j1NXJhgfvYLpzl6sI/tI21MrK7zvaszVNdK2K1Gfv5jx/j//u9fIRTL8r//xgcI3AMsipvt175/hYvLIT708G72DtxuGEjdZyjI8/PzHG7voK5u0mYWkVZbADwUTDA3u0FPr5eOzi3tpDChE9T3bpudwTvkBW9ViWyB8eV1aWgm9KU/iO767aqQLbIyGSSyvIm7zUXXaDvme8Qh3fy7g9kMc8kYtUZTgnORPy4amZVGgdORL7C4OY2y6cKtGuRQ7yFcBq+cFoq/P1YoSHPR167Msx5O8vjxUfpaPLgMBjRqxV2Z4Ten4eJrce3cnIZvRSFuAfCteESd/Jn0PilXuTgXlMkrgv7++qi6d1vi2ry0FJLXvMetYSIxQbJUYdA+SJ/Dj9doegPAiZTWuZYaI1lJEDpfZ3/bfo4dGn7jY5cniWf/mqTyGWrVealBL6taUFFk0LoHJQ3ORX9XNgJ2uj5GvvQKBu0eNOobsYf1Aiv5K9g0Xsr1dYykpYnZWilIsRYjoPNIJ+96Q821+P9Bt/XjeE2HSJSmWM29zIDtx1kvLbFcmOOA80kJ2s/HTxIqJTjgOMCwbUhOzZdy5zCp/YRKEbqMfVxNXSddLaBVVvDrh4mXS0RKQawaC0a1kb3OgVtgV9R0ZompzBLrxU0GLZ083HL41s/ChQTfDl+kRe+UMazLhU32OHpw6swybu2zC2LCr5DU80PuHqbS62gUKi7FVinEkvzCgSekJ0mkmGEsuUKrwc5yQZybdVoNDrK1MlqFWsp6Tm7OkRamivUqRm2DxwI7eNS/TR6/sATlIfY4BjGpt9amlfw64eImux3DrBYWiZWj6JVmVE0fL0VOolTUOOLuJ1/LspwVDvaXcBt8cp+VqkyxWerEqnWiU9Vo18XY73kGNYJJ0KTX+jTXM5fJV5fZ53wKvdpKqrzIQvY7tBqPU2kkcWu7mIqOES500Wf8I1yW+/FaPyold5RfoqkeZT37FZK1BAOOf8rSZorxtUs8vusYFt3bM3YazTLZ4mto1W0YtG88P29WuliS+nOrQcfONv89KfQ3GXmX5oPy/4X06c7fW49mGFuaoLWrhMPkwqfvR3sPmYswvrxyA+Tv7W+jWKxyZTrIYJdX3rfuBc7nY3FWEyl8VjMDHvebNhDerMT+bG49xmo0SY/PRW/LbQnRPwqQnonS/du/8kM/1tI//e/0WX/k7v5O6k//9E/5mZ/5GR5++GEZOy7Y5MI0/a//+q8l1f3UqVOywfj3DtJDoZB8YS+++KJ0cxcadAHYBc1duNv9QzqxhTOfyHt9M/28AFLBaEpqi0ONOHqrmmCohFmhQb1R5fpUiG6zHrfTysi+XlytVibmN3D6zcwkYpxdnaKkyPKTe49wpHX01mLxlXPjJPNFCdSjxTwrqZR0Sr+2HmF/e6ukqj7/7THy2RJP//gBSa28c6IcLWfklEetaqBIVVAXVTKb2eZOc7hvL1bNvac4onv4WmgZr8HEifEFJq8GGWhYCbQ6WE/nePzR7fR1eyXlfnIlxHxuk6q3KbOgvUoriatpupwuHn9y1z27ssHCKlPxMJWSQ+pXW8y3b+IvrV/hXPwbPOZ/jL2uLaCaLF2Reja7fisGTICp8dQaLXo7Q7YAiXKW5zfGpKb8sEOLVXmFcOUQWlUbBzydEvz81ekr2E0Gfnz/DtlQeX3kmshTPfy6yLXpRJTVbIrjrV0ygiteiHA5fIF0MciAS4fDIBx+ixj1x0mVTmLWttNpfgqlUis3iN+f/wPq6g3e2/3v0Gv1bzhnLq5M8eXZLxLQ9/FU/3vIxjdxtKpZyn0Hn064qge4vhaRTtsOrch8bpCrXyIjdC7G96DEeFcEV7EaJVER5j1KFM0CIpDJZb5CvK7CXOtmruJmTbHGbms3uyw7mS6toappqZc2mc5tUCl56TA6pHTBadFLeqfoaYjJ1ddXrlCvZOjKNehz72bvyADjZ1fYXE3x5PtHyWhXGbbuQae6DaS/vy42VSoe9m1txMRyEi2exKhuxazd0muHC9dRKjQynu2bF8f4yPATNPRKfvOzz9PWbufDT+zjVHiFdruFx9pu08NDoQQLC5vs2dN1l5O2PH/rDa4uhrk8H0RjVNPuc0gtmpiyWw161gtpCdbNGh3bHQH5WWzkvrJyAo1Czfs7trSjNytWTPHluVMMGttZuZImpauxkk9jazHT2ChzaFsPO9sDrFwO0TPop6XVces1/sn/8z127u9gJZTBGbDRt7eNgnDjrlal0c7WZFwrO/3is/j6pvHO29Vz37xIbCPJR3/2YTnBPLO6yuLVMH6lUdL5cxYlr40v8uBoL48fHpJmX8IfZGFhQSZvRNMFri9tYDHrSJSK8pwVtMV9fW3Uq3XJGBByFUW3ErfVildtZ3w9KmnvTuMbp6zJYpHz4SABixW7QcPvnDpFvVzjIVsHpqJamuh5/DbcXiuRcIozr81gdZo4ct+gBOrimjh1fQmjVkM6WcTfYZcxWdVwgWKuwFI6ynF/Bz0DbbjbnO8q9/vaZJBzFxb52AcPyMi1P3/lIhatlksnF3nPA6Ns623hP/zbL+EK2Pinv/YenA7zPdfFrz5/hcsLQT7yyF52Ddytu19IxPnyxIRsYphNOrZ7fHRat86FdLrAxLU1rDYjwyMBSe8UjKLToRV6HU76HW9ufCQ2vLPBKOF4hoFWDx3eLeru32UV8yVWp0JsLEZwiCbsaDtW19Y6LZpBIjVhLhGXYE6Ac8EKuCmFaDRqnIj+FZlqAnd2B9u6D7KwlJYeLruG2zAZdRIc3aSg56tFXjg9zcxyhI49HorKmmyyCdDrNZrxm6zSnPAmKNcr3/k0XLx3VxfXKZYrEiwIJtkPU2KtPbcyRrQ0z67WbbgM3QSzOVYzKTn5FU0K8VFopCQ4j1Wi9Jj62GbbzupCmldemORTnz6OXq+VU2bhxB4tRmmU/lrGXLoN23CwSEzRIan5HcZt1Jtlzm7+Lka1nf2eX5DRXIJabdTtl69JZJcLgG5Ve2k0kyiaZWyKOHlFK2v5k3SbDqGijMVwHxOx/yr/7aj716k1ikyl/hqndgSdup2LyefY43gcm8bNa9HnWStucsx9HwOWfvk8YoKeqUTI1TUyM/1aeo61QhSDUolV42TQMkSDPEv5NewaL7scfVI3frM2SjHOxcYp1koUmwU+2v5eDGq9XHtF2scrmxOM2to57B7gYmKBNqOLgMHJeCrImei8bAbssLdz0NPHRiHFuegSK/mEjJxMZNJ0uHw8EhhmxOaX59blxAo2rUGC/3S1hF5h4HJ8hY1SWp6rvWYnP9d/P2q1gsn0Evtdw/IcE7WYC8v40psZ6qLmsqvSyd6n9XIqep5kJceIdZht9h6ej7xIqqjAqqkyYt9OnVkqzQprGQWruXFU2grVxgDpapF4JYRTrcKtG0WvHKfXepBeyy4ipTGUihIHXe+X1P6V7Aukq2F0ij4mozl0lNnT0o5dEyOS+yYu6z/HrOugWVuC+ioN1SDLqd8jU2knEj7Gth49Te0iPsN+tKq3H5LVGxkZzWbU7karfqMx71oixUQ4Qr/XTa/nzRk85WqNi/NBeR/b3RO4Kyc9mSlw6foau4Zacdh1REtLpKvruLQdOHVCTnXDOPhGg034w+zs9ZPJlqSL+1C3l1bhS3Pn89VqLEQTLCeSeC0mBrzuu+Sf77Si6Zzcb4lm+GhHi2Sx3ln/GIzjBEjv+lsA6cs/Aunvqr7//e/LSfrFixfJZrN4vV4J2v/dv/t30t39B62/Fbp7IpHga1/7Gl/60pckYDebzVJALwC7GPW/m43W/9sm6ffaxK1sJPn+8oSkDm/GK2zv9GOONLgwtkR8YZ2OwTYOHB1grVlkNRzDO1ymrimhS7WxuJ6T9Pe9XW23pjdfPj9BPJvnY0d38eLCAvlSlceH+vFZtjaRyUSOb3zhHAfvG8DdZyNeyRArC6OuCnatCWVdzXIyy3t7h4iGk7x09gRVDHzqxx5He2Oyda8SsVW/d+EslXKNXz10mNR6lnOn5pld2KCsanLkA72s1VLS9Knd6qZV7eR99+9Bo1GTTBf46hfP0j3YwrEjA3c5AZfqRa5nrjJs2U6qWOdKZJ1Rt1dubL6/foWZzGVGrAoe8X9anhuVepp48QxeozA2uX3DF3/fxfgC19OrMqplm72DQ04ficLnSVRHyDcGOOLrvkXhFrThvzo9JoHQRw/uvAXURVddTNFfH7m2nEkyldiUE3SNosq19UuspEL0uQK0W+KUmg2qlSlyij6ahGgxHMNnuj0VEAYwl2J/jqnwfpS1gOwEixvOzUoUk3x2+i+waY081vIhViIpJmfn6e7qpMgSq7kL5BM7UJUsdHodDHb6JC2sUrtGvHwVVEYGHD+OVqO7FcslzM0K9TBz2bNkSkZW1zdZiRYxmINUdSlUzV42qj42qiF8aivmqp94M43bYKbLmiBesdJp72PE6buh1byZ66thKhTh9y4+x45W2O40sDrRRXk9z4c+ehiny8xaYZ5qo0KP+Xb0hDBh+WroeT7Y9ph0TBVVrsVIlK9sHU+FcObNM5c8T+q6ixntNbp8A7zyzQjdbS4OPNhJsJhG39RxaTPIUz1DDDp8bG5mZPrAzl2d2O13d+CFNvb63Dr5YllOz4VrbDSbJ5zOSJMbcQwCNiseq5FwKc1KLkGv1S27wuValS8uv0Kn2cND/ttGRqIWkiE+++wr3N8ziqakY/vOdq7MrbJWyFGzK7m+GKRebDA80IpXb8al0/PSt8ZJhBPYLWbaejwceXBIutpuTca1dxlHvtuamw7y/Ncu8JGfexilWcPp1RXSsylcah3BYBJTh43ZzQTHBjp4cP/ArQ3V6x23xWZobD4sEwMKzRr5YoVBv5vdPa2yqbIws0EoFEfXoyNrKKOpaykXFDzQ3Y1eo7mng+65UFBSvvvtTn731BmEJ+Ruvw930Ug9VqVUqOD0WmTc28zUOg6PhcMCqJt0cqMkQFWr1UI8ladhU6JqKiglKmjcKhKRNL5EU1LQAz0+mfv9dhrqm+Dqq89elkaajz40ynI0yTcuTdJntHHm/CK/8pP3MzcR4gtfPMvufd187KNHsNoM95zufOXFK4wvhvnxB3axc/huJpAwB/381aso1Ap8NjP3t3dLoHlTmzw5EZTa7e07OuTfmy6XZDzbgNNNr/2NbCjxfkwsRzDpNZJ2+cOCzHdblVKF1ekQobkNzE4Tmi47m6qqNCEVDeNWy21wfrMuxr/OWmGKA46fYGE2TEd/N6VGlYWVGMFICn+XCaNF84Zp+NiZFdZXMzzz9F4MZr2MRosWC9JpXa9S4zGacBuNuA0mSTd/pyWzttc2CScy7O5txfk6T5B3WsL0LlKaoVhLU8j62Ig32d0VwGM1y+eI5HNcTywzmRV+MBmGbAMc8x7ErLkRe9Vs8BdffBWDT0XHdqeM+nJorTibJ7Aq85jMP0+t/CKrlTpaTTttxhGq9SIXYr8vY9AOuP8JjUaMYuUqZsPDKBU66fQuALpZ7UKrFM35TdzSiV7FXP4CfuNh9EQw644QL82wlPkcO93/HwwaH2u5l0hXVuk0P825xLN0mobpMe/mlc3nWMit8JD3MfosPbf+9sXcWbI1LelKk6X8OtFyjH327Zg0Zfa7jlGql3h2/SVa9G0cdG1Dd4f5qmhInIheplKvslnZ5KhrL8O2XjaKKSZFHGcxJjXmh92DjCWXZCOo1eBiIhUiVysxmQ7SbfYyZBVN+YI0dtMp1HgNFj7QvptT45cJWZo0aMqGjshwFokKAtyHC2kpu3PqTGy3dbDP3SHvlUL2JfZIj7RsJ1ZOkK+X2G2/beQpM9TrJfbI7ykJ5lK8tjku2RzDVh81RVw6wisbAdYLGdZKk+xz+fEazLTou3l27c9RNAbxmCpk6vM0aUWjaiVajLGav4JLNyCbSPVmGLVSAHslxZpgAHi43/cgdrWGa/EvEi0Ycet97PS0om4uY9I+SCb7f1NQtNBi/SlpFEf5ZdCMUCrP861rr+G2DfLQ8Idlfnq2skqL8RBq5duvk5WaoLFfkvp0kaMuz9tGk+vrERmXKQxtPRbTW7JNLsytSYC7sytwlxlc/kYWel+nh/Y7qOqleoaN4iz1ZhWffoBa2Sgz0EXc7EiHj3g6z9WZMMM9PgIe2120+4VYQuriPeYtcC7Sld5tiabCVHBTrrWDrV7a3bZb54CU8qSynJpb5lc+9D75t/8IpP8IpP+/pf7WNekCsH/rW9/iu9/9Ls8++yz79++XwP0fC0i/WflyiW/OXyUTrzIXTHNkoIOWtIpEIsXJ09PEmgqGd7eg6M5SL6n4ueOPYzeYmQxFeHZ8hp473N9vAvXleAKXyywpjh/cPrplilUtEatkOPHqJCubEQ4/PEzAKqIjLDi15lvTBjHd0irFNCxGIVfh7PMlOS194P4RaWR3r7q8FuKLU+OS0vTBwVFUCgVT8XVeHp/g5KtzqKvw6NHtHB0cIB7KSNq7AGt9A1t01PBqnJdenqRt0MuebR1Yb8QCzWQnMagMdBi38rXFRuxscJWV6hoadZUu8xqj9uMEjFtgL1Y8h1Zpw6oTjqy3ayG7zosb12R3vcPo45DbT7P2GoVKk1D1EMd8vRJk3lmFcoW/OjMmM5I/eminfH/Hk6vyxn5n5Fo4l+FKNMwBXyux3ALXN6fxmJzsatmPSjFOphKnUJ4kUatg0Djpsj6DRdt1699X6yVORH6TFsMoQ7YPMLUaISI0Vf1t2Ex6CtUCn5/5EsV6jI8NfBqXwSHB07XxccwtrSxsJkkXL1OprHKk6yP0tt9+bSLbOp1/gY3yrJx+tJp+TE5BY8Uc8VKBeDHPdGyFiegCAZsGn6lANJ4nV1Xhc8Qwa52ESq0UVTm2Ofy8p/U4S8VNOgxmmo155tM+hhzt9Nm2JntiCZhfi7G2kWTDkGapOc9oLsTMJR89h3awr7eDLod9Kykgc4kOUz82EUdzo57fOCVveI/4bmdRx4vnUSvN2HQjcur94smX0ev1ONuM/NZLL7NTu4df/vB9skmzUcxwNR6SEWpis/6x9p3MT24wOtqGx3O33jmayHJ9bgOX3chwb8sbzGgEUNvM5iRg38zmpcu82agh3shJx/ZtzgBK6vzN8gkOuAfY6x64fb7NbnBhfoap+jqH7MMEfC7Gx9foHGkhnS8yObGGtctKUVknXikQi2XYPB/GbzBzaM8gH336IJobZnU/bOVzRf76D55j37ERPCMeLodC5GYyKOsKUvEcg6OtzCWTcir+3iOjd22U7hWLJTZhc6Go1Pbn61WpNdzf0yanCaI2wklmr4dxtpvJOMtMx6N41Q6e7Bt+A0C7qdO+GA7JDWinycZXrkzQ3mrFbtfIVId2pZ1KvCL16cGVGJH1NP4uNw8/sUO6vl+cDWLQqakWapIFk9HWcCn1NOsNMqYagw431pJCxrjFw0mcLXYCvS24Ao63nDAvh+KcODXLvu0dMi/+C6euSsZBbC4hIxF/6RP38ce/8yIhAeZ2dvLkk7vuCdQFyP7aK1eZXo3w/oOj7N7RdffxKVfkRF00mERiwDP9IzJ/+1aiw+ImwbUEgyKmzWeTBnSnw6uSHt9tc9xqBkytbRJJZhlq99LueWd67b+LEoBpIRbl7PV5UuEUfXYn+3b247mH2dtM+gRXUy/SZnyEfM1INLjBUE8/Jo1BNvwyiQorK0lGuv10t97NHhDvzUsvTbK8Fufpp3bhdW9N/wRbKHEDsEcLeclAECyIm4BdxNrdlCK9VQnXd7EWj3T6aHO/u/dTuLavF6dkDJlPL3xLtISTGcbXNhhoceOww7X0GBvFMC36dux0sVkQdOoKFr0KMZQrNYskE3nGXw3yEx84Lie/zeo05eKXMJj+CYWqaPqNYTfcT4uhj2o9z4X4/6DZrLLf/QtoVXqyxRfRi/x0dduWU35+DKPahkVlJ1a+Tou+n0blMivlFBqVjYC+i0ZT3Kd2cDn67/AajtJpez/56ro0k2szPcpsbk66re91vJdXoy8ylZniPS3vpdt8E6DXmUiNMZ1ZJlNVyve61szxTOAxIpVFAoYuTCo7z66/LLXkD/uO3sV0EPrtc/FxNopxaQAr1qNHfceYSofl/VujVMj9zH5nP6FigqXcBnaNjWgpQ6vRwXdDwrwUWo0u2UhfyG5K5liLwcajrcPY1Qa5pjVaHUykwqzmk0RLWQq1qtwDNJo13FoTFoOGR1q2scOx1VjLVot8O3QRrVJHQO8gU0/LiLZ2o/dWU+ViYpZIIY8Wk/Qx6TTbSdWi1OrC3DYqTfWGbB3c17KPRCXKi5GX6TY6KZacpKtL+C1KLNoOQvlLNKhh1uxArbQwkTpPtrrKLvuTJMtXqePGoRskX00zmR6jVLdRr5kwq7P0WcN4DXvQKOu0ivuk1oFeUSGR/yYq/TO4jYehvgL1ZRbjPcwGXyTQGSFgfQSPYR/x0nUq9RQ+40GUire/BxUr01Rqq1gM91OuKrm0GpaxtHs7WiXL6U2vkVKF83NreKwmRju24nbvbJ4LgN7ittDf+UYGp0yMqYaZjkyxGlSwt2uEPr+fzUSWa3NhafYqvJBugvPFWJKlRFIyugZ9Huw/ADgXJaSH06GobNyNtPmkNObmmiMM584vBZkMb8r70W//k5+Wviz/0EF652/96g/9WCu/9js/oru/yxLmcSIPXZip/9Iv/ZLUpBuNRkymd5+q8HcC0gXYFNFrIjNdgPT5+Xk+/elPS2e7fyju7u8mLi5TKXJqc456Usn3Ls7T57SLNjf6YpUmFS6urGCzWtk7MEJnm4tDO7rldDeRL/CVSxN3ub/Hcjk+8+IZCbT7u5xYTGpMZqU0MxNgXF/WcOHZebYNt7H3yBY17fXTrW/On2PYC9tdh9iMFTlxehqf0UTfkJ/W9rsnOLORKF+fmeKx/n6p/17IRKR5mbg5DzkCtKrsPP/t68SWE3KT6XGZ2ba7g0gky+59XZLSKerq+UUS2SINo5qhHh8GR13qubZZd99ycxW0xy8unWQuEWOP04bXusFh9yckQCvVoqTKY3iND0hK9M0b60uRa6zkoxxw9XHAOUC4uMZ44nvYFSkyzeMc9u3B+jp6+d2GelcluHhy3wBX0yvSLE5Mc0TFinnObazRahSL9Iy80ez27yZg7aRcXSBVOk+yHCZTmpb5ov32D6NV300luxr/HKnKEke9/wL1jWnC0kZCgqCRTi9nE68Ryk/yYOB9bPduNSMS2TzfPnMery+AutiUmeGWtnEa6hQD1g+TqzXkBjVeyrNZ2CCSG6fMKuV6Bwplr9R8axUq0vkKVpUOn6XOdOEU6rKeLq0JRTPPcsaO2xbG5zESLAeIlav0Wx3c7znC9UwQj7aCigwLGR87XAH8eou8QRZKVXYNtqLVq/hX3/4S+uoinz64Dav9YWlqKGqbz4dCnWGzFGLIuvsWbe3mNP0DrY/i1G1tjKv1DLHiadyG48yMx8kVMtC6zne/WaThD/LIkQPcH9h36/0UjusXY6t8e/o66qiSXzp6lNaA4y4Gy+zSptS6iW673/v2cV0CQIrJeiiVIZbLU6RKXlGS5nBuo4ZvrZznPs8OXCon4Y0UU1dXsbRaOT0zhbZDyUA+QH93Cz3dXpYn13E7zAxva7+11v2X//QNppaCtB7pwNBnBSUy3q3H5qTf5ZKRVD9off1zJ+RzDDw+xLXgOpmJJAaNFp/NhMdhZraYoVZt8LGHdr+hUSFAunASHR4efsN6Jsx5RAataIiITcoj2/vp828BsWymyMSVFWn0Zuwx8J2V6/iNNt7bvU3G+t0L2F3dWJe6Yzs6zq6usVe6DOtYzsVx680MWH1QaDJ2boELZ+bRm3QcOjaAO2BjcjMmDdqm5jbIUkVlVKLMNHF4TITrWR7o6JZxWOVihfBChPDChrxWA70++aG9x8RZnCcvn5mhkCxxcH8PFVWTr56f4L6BTr797DjDvT6O7+nlt37zO3j73PQGXNz3wDD2G4Zvd5YA9V89cY21cJzHtvWzd2/3XawwMZ353swcl2MhWuwWPjmy61aCgnyvb7BB/H47vf0tpMpFzq6vMeryoW+ouL4SwWrSM9rpu4uB8/dZkhmWSTGXjMtkCzHt9+oM8v1emw6hM2ilwZyn3S3f+2DuOi9vfg6zehfdlj30Gf0szy2+4VwTlNerUyF8bou8L9y5mRdNu5devE5oM8Xjj+2457UsmkBinRbnlvicq1Sx6/W4DUbpuu7SG+6i2N5Zwon/ykKYNreNwTbP28oGhA47Wl4gU1mXuec27d004LX0Bt9bPkFVk2S7e4Cdjl1oFAZilTTRUkq6keeF9rmipNXkYsju4/KL85IV9dgTAxSzn0GjO0qOAOvZ7+C3PI5TPyg1/Zdjf06tkWGP6+cxapwUypckYBf3HTF1XMmNoVOZ8Og6CBfOS4MxTX2OzfIaiWqGIfsHKZbPYjE8yGL6q+Sq8+xw/XuE/cxc6m9knGah4SF7Qwt9KXmFK+nLPOl7hi5zp2TkrRdThAubxCvzGFRmLBo76WqcB31CK50lX8sQMAxwMnpZ5mG/N/DQLbf6myWi28ZT8wT0Hqazc+y27yZeKUmduFmjZSkX4YBrQMqqTmxOyZg2wTDrNXn5s8UThApJdju7eNA3xHgqxGRqnR6zmwf8g3j0FpLFPN+8eoaMRc1cNiIp7uJ+qFdpaDM6aVJnMbcpdrQ4tDre37FfOsbfjGW7nl7Br/cwmxXsgDhPBPZhU5tYzCYk0ypWiTNk83HYMyiB/2Ryg9Ob07SbrbgMFcQSu822A5vGztXkBN9de40uo4sn2h/lSurL9JmPsZCbIVtbwqXtRqVsxa5x8mrkL6k1zbQaB9GwSI/lCWKVOtcTU6yko3TZ2um1thEtnadQT6FTdqJQ1NBRxKkbpU35TYpKBzbj43j1gzQKL3Fx0cxwpxmFaoZQZY1e60cxaVrZLF6WcgyPYbdkBbxViW1/vnyBWL7AzEYAv83KaMD7ptfUTaO1C3NBWl1Whtq8b1hHLk6sYtBrpBfTm11zYo80E9wgECihN+do5r2srsCOgVZ8Tou87pcEOI8nsBsNcnJ+L9nVOynRUJhY3ZCfRUPBZ7fc0rUL49XzK0GWYylqotHsdcomwL/68AekHO0fPEj/f/4WQPqv/wikv9OKxWJ85CMf4aWXXpJSb4En19fXZeqZwL8CF/9Py0m/Ccz/5m/+RubAhcNhDh06xMc//nH5oj2ed2aY8z/7xC4UiszPz73rTHdxg5tIBmlkNfzViTFcNS0BS5VMbI37jh4mPt0kXiwRLRQZ7mvhg4/tRqNRUas1eH5qnrG1MDu6PERLeRw2NePhIPFMhV6Pjw+MbsNntKG6seCOXVxiZiLIw0/sxO27GzRmq1FOhi6hU3TxUOeQXIRPXl3CZdSTCmdkFNLgtlY5VVqJp/jS9atojU00mgb5aplKQ8kxfy/3td/WTly5via18AuTYaLhlIwcOnCsH6vNxP5DvbJbLmit50/O0t7vlUZpBesq+7t24DNsnZD5WpmvrZ6WpnWP+3bzxbnP0W4a5T3dR2RnPVo8gVEjYma65LkkslNPx2YIGBw83LJTUtVKtQTR0mVKlTjnoikcpoM80DL8pu7vNxfiz50ZY6W0yQf3bmeHawtcCerpCyvXqVfCqMgz6hthwLVlNtdoCDO1bxPKL1KqXMVuepI++8ffINfYLE5xJfHn7Hf9nHRqvbPEVOwvL79I1TjNvtZ9PNIunHkVpAolXp2ZJ7QhJohW9DYtBruWdDVHrHyCbFmFWrENq8aIQ2/AoTNgVG1iVIdoKEJ0mZ8iHLczsx7FqtFtmc0VUhgtcez2NXY4/Ng1RkKZNdYzbjZzcRTGODmVRXbw/QY9xzxHmM6EcGiimFRuxjeV6FIq/GYrOwa2TJfOnJjhlWvTpHfmeagjx33+p9Cq/SwnkzKez2kwoDNt0GJskdOkm/VC5LS8UT/uP3bre6nyOGsrG+QjnfSOtPDfPvctrEYjP/Xj23k1OsYjgcdw62+fx7l8iS+9coHXqkGeHB3hw/1bcRbZfInx2bBscAl6+7ulAwt6XiJflEyV+c0Ek7ENSXs3GKCkyfFYy06yc3lp+pVLlvC32Hg1Ok4qVeTXn3iKVDQvr7uD9w9KqYeoMyem+bPPPMfxh0b56M8+IKf0a5kMs4koS6mkdMK26XR02uz0Od30OZxvmr/8+rp6cYFTL13D/2gv4VQOlkv0tbkY6G5hfSVOwtAkFE/zyUf2YryHsZgA6YIVNDAwcM/1TGRiX54NcmE5KNLt+MChbXTcmOJKuvbVNcqlKh2jXr4TnMRgVHDQ10O32XNrLbqzZuIxqdUm1yBczMkJ/aDbxUIuxlo+IaOR+q1eQnMxzp+aQ6lR0eK1sp7LoTHrOLK9m6m1KGlNhYDdRj5RwtpqkNnEh1vb76IlxkIJCdaTkTTugJPW/hYcrzMYEoyQ8ckQJhGneKCH5ybmZROoU2fhudemeN+jO4guJXjtxBSjh3pw6/RyPXO43thUEWDz62fGScZzHO1sY8+B3lvnwM1G0Mn5ZV4OL2G36Pn0tr3Y9bc3lYVCWerUVWoV27e3Eyvn+frYJC61keODXQRc7z4b/m+jRING5MDPJxOSVj7odNNi2kqiuPM8Wl+ISN26Sq1E21Pnovor2HVD3O/9Mbx6+1uea8VSlSuTa9IUdcdQ612mbiIl5OWXJ4kmc9x3fIj2Oxpy96pSrUq0sDVlF2aswvDSqTds0eMNW2vmna9dbMyFX4VI2djR8+bmV+V6jnBReGao8OtH7jK3ylazTKTHCBZXcai85BKiEafG49ZSpSYzy4Ubu0tnk1R+8ZqCmYzUrm/GM0y9tMxP/3gEj6NJWv0IqcJJ2o0DmA1HqDZKXIn/JaV6lD3On8SsbaVaj1AsX8Csf5imQsNq/ipqhY6AYZD14kUMKid2jYN0/nsslyL02X8cZWMdpcIggeD15H9j2P4r2A3DxIrXWMudQKveT6q2xoBZRKbFOZ88wzH3I+iUTglexX1ZmLPWmmuEiyEqTRu1Zpk99u24dS5mslfw6nqZyYQo1OMccu/Gqb2bHSGc0U9Gr+A3eKRhHE09I7ZeRmxtcqp+MTnPbnuPNGj7RvAi1UaD7bZ2mk0F3wpeYaOU4j2tO3ncP8qp6DwnN+cZtLRwvKVfTtLztQp/MHWCSjrL/q6tZvu52LLMSA8YrPL+vM/VKVmH3wqOMZ1ex6M38eOdh+i2uOXfKEC6kL1tt3Xy7eAVLiVW8Gpd7HF1sNPZhlal5HR0kmpNTbUmmi02Oiw2ZnMLqJUNSvU0FrWZfvN2zodDLJemUGuD3Oc9Tq2RJVKap9f8ABfi30KpKNNnuY9UrYpDred09C/QqvZRrEewq4xYmveRr5dBM0eiVsOisbHT3k+ieIJoRUW+psGgLOPU2nBr1KjrL7NWHaLEKIlgiG5HBo/vUSyK8xQbDfL1DQbtP4VaZZTRbFqVHZd+y/forWp+c5OrwZNsaw0w6Dv0tnGQwiSuu8UpjdbuLLEuX50JUanW2Tfacc8sdPE7kyt3sw2XImucnrrGUJ/INR8lkm6wGEtIOvugAOemH0yyIvZGS5sJ5tdjtLvt9Afc8vqPZLJcWgszFYmSKhSgriDgELI4k/Sz6XDYefTwIbmO/Aik/wikv5t65plnGB8flwZyTqdTRrEJkK7RaDh+/LjUpv/O7/wOf+8gXUzKheZcAHPRSRcadPHR07NFofqHUgKkb8TSfPGrz9FyD4rcW71FovN3MrZIpJKhT+3jpdVrKEs52lIeXBUdo4eHiKwlUJg0XJoJyo3Kvl3tuAIGMs0SE7F1Lq1GpAPwk91D2NVGzi6GmExEOdrbyU5Py63nF27rF0/MSROo7Yd65M1J/KRGkQTXMTU6mYhX6LbY8eiMcgO0kRBUSg+h5TjpTIG0rcK1UpiStsJ2i58ecwtdJif5eo3rGZHJ2SI71KKKpQrT8xECXhvhtTibywnSyRyirTy0rY3te7co2gLAJyIZLCOwEtvAVuygt91NVVXjVOYaRqWBQ5ZhsqpZks1Z8slD0il42FFHoQmire0nVc9zuTRHoVllp66b9huGd3VFmpJyEqpW0pXrKBsPUlFDtJ6lU+PGpdrqjt7rEG1W0zy7OI2nbuPh/l6qVDiRGBPwkSFLC216kV9rkKY0ohSac6RVp1GoI+iqB9CWP/CG41+nzLr+zzHWu3FWH9v6+R3POZNdYKF0lWZNwYDqKL0ej6QWn98Icb0ZIlvK0dfiZ8jjI2C24dQbsWshVfs+LcYe+qyP3dpsNhp1NlIvMB1ZZDYRpJ67j1F/HwazhmA5Q7/LLXOYZ7KXiRbHadEZsCq1hApZdA0L8zE984VpMJax63uw6LQcdB1kPhdEVVliM+gnp9XyY9tELIyRC2fmuHJxmac/sI8TlSWixSsc9VjZ6f6QfE3CvEUA9cVUGI0+wv2t92HWbE0gk5U0Xwk+x/sDj+DWb224V5fDLGx8j8GeR/nzr01Kc8Mn329g0HGYC7GXyddsPBLYuimKHOZLF5fx+qysm3J8cfYqj7QOsMPQwtJqnK5WJz03pnn3KnGMitXaXbFm8nO5TL3RlBQ+oRE36XTo1ErWsmmuxsIsZsLUwnkeb9/F9t42wmtJtu/s4My5WZadIdodTmzLVjr7vATatzYnsc00v/Evv4jTquPf/ObHpEHU60tkZQsANJ+IsZJOkS6XCZgtdNsdDDg9tFu3Npevr3gswx9+5tvUhoT5moPWgpYOv5O+AT9Xzs5TsWq4Ho7w8Yf34rbfe1J/L7r7vd6vmbUo37o0Kdewn35oPwGn9dbPFuciUs7i7XVxrRDBalNh0KgYtrXiuaOxcrOCmTQXQyGy8RJqo4ptrS1s9/lkk242E5FuzJ0mF41glZmrIZw+K72DPl4dW8CBBlUT1jJZNG1G6dgrfCZS+oo0XBN59q+vYq5EeH6D9aVN1FqVpML7e3xSbiDN6a4soqg0pEFQa4+Lr12Y4OhgF5PXQqyGEnzqAwf5/P84gcqioXc4gKmhYMeeLlyvk1eIEmvot89fp5qvsMPtZu+BPvSG28dcNKfOL6/x/dU5aVgnJur+O4wyRaTQzHSY+bUoTYsaq8NIWl1mf6CNVsvfbyKKaCoIcL6QSkiasATnd7zWe1W5VuHM5AUupT+PpeLl8bZP09bnl+fW251rtVpdNtgkU0cYyt3xvglH/hOvTpMulmV6Q0/HO2/o5yqVuybtgtXhNBjxGLY07VatTkpfxhbDkvEgDOUMd8RAiXM8WVkjVl7Eqe2Qmc43p48CnE9mxlnNL6FXWeQUu9pUyuOcSFZQVbXc3zuA3fjmIELIdp57+W9wWF+i5H8Gj0HBDosSo+kJ6gLUJD5Pvhpmh+Ojcm0W0/Nc6SV0mkHUqnZW89dk46DduI1o6Tq1Zgm/YS/F4vPM5y/hMByhxbCNfPkcZt2DTCT+KwZVC4POn5P525OJz1JXttNAj0trJFRsciJ2ml7jTtz6gDRkFeBcUMuL9RQvb36HfNUi1+5Wg49B6yCLuUmy1TKpKtKh3CaMTcVN/o4SOvSXIucRo3uxxs3nQnyq63G6zT45NRdRaF0mLx6dna+uXZCpG6PWdkqNGplqgcuJRe7zDvFgyzBX4mucjs7j01t5ODAsafCi/nrhAulyEUuyjKO9hQ6zi4DRyrVkkIDBJtfRpWyM7Y5WOWF/PjwhM9Q9OivbbO3y91v0Vl7auE61rsCiMUnDQ6FrR6HGrNKjbKqlHj1VS/JQYIQey80hQ5ErySmq9RwNKqRyerrMPWz3ePj+xrMUaus8HfgYl5Nfp8O0i2ytwGz6NG6dj37rQ6wVQ9TrS6wXpsmVdzOfO0uraZgn2wTrTGjgx9iomAgWE5hVarSKMD6dkDkUpWN/qdmLk5fQagJk8h4yqX72dM2TbraTrhVp1CYJV6rolQ06Le/HLGJP6xN49D3YX5cOc+cacC24QapYYle7HZXiPAbNMDrN3ZKemxXL5GXM2mCrR3rnvL5mliLEknkO7Oi8Z7qCNHZcCFOs1NgnfHt0GsLRNFOLEUZ6fQTLq0xsLOIxudjfug2f5QeX/YgYxYmVDbkn29bRIj2ZJjYiXAtvEMnm5LpQKlVleka318mAz027wyZTT/4xubt3/Lf/5Yd+rNX/9TM/oru/gxKm44LO/vWvf533vve98n64fft2CdJbWlr4L//lv0iXd5GG9oPUDyWgFDfoj33sYxKY79lztwnTD/MHizy5xcVFduzYwdNPP/22dDXB+xemdcFgkH379vH444+/6+fVqJWcvL7EA3sG6PS9dVf/5usRJjIzmTi9Vi9+tZ7rhRkGO01Egy68ajOGbIWZ68u09LRQSOd4+D09nFpY5MXwBI6YicGAH7/Wwy/s6GNqI8qltSiPD/fzzL4R1BMzvLq0IrU4fqtF0phwQGlXB4vT65QzZdq6RUxWjc36LK3KLuyqLnSGLPPpBIMOj6TnZkol4hTItJe5urZGNJzD7rHzMyPH6HLc3RFVm9VsFHMcdDtvTcxEtrLYaB051Me4cY1csoDRpOPy+UVKmZI0s9u5u5Mr52fI5CM8ufMooWCBxViUoDVIl8fHgy7h2F5nvLjEiPYwrpYBJpMRNmsnGbDtY7a4yUw+yKCnlf22AbRKDeItrjQSpGqruNlBMHuWVsdeOiyD8nXFKzmmcyEqWj19Jt9dEz7xb0WEz2Yqwc/7D3F2KsTL4TGq5jR+m5knut6LXX/3hrBcm2a59BKqeoOA5gAe/adR3EHpu3nMZwtfxl4zsdP00Vs095vPuZBeJNdYpddlZqf1UTYjVZLVEtfzURb1UUYcPvY2e/H3dRIu5eS0vNfqwmcwU6h9kOn0l1nJnEVXH2UzlWM1miKYUeO1VRhp6cBhXUSr3M58KsuB1jbarVs3s37zTgq1IpnaCg1lEbdGRawKx7ordKaf4JuLL5HRTNHv7ed0/AyBygBj0Qa7W2O02o9wfnMNU6jJ5IVVnvrAPvytDp6sGPjd6Q1mM/N4DJO0mkfljU1kaHfZ7bwWzvOdhdMc9O2TTtfCNK7b1Mal5ASP+48TjWRYnk/SNbqTr538BmrlIL/y8QeJNyZJVUNsc+zg++Ezkirq1zkYG1vF4TTS1+ejp+klks/y3OwM45owP7VnP+0ux63NtWh63IwzE9pg+blUkZtfk05zK2PcbTFJE0GTTvsGGl+318XRni5evjbFl+ZP8Vz1OtfPxNkz1M6Za4v4/U4O9PXwR+e+S6Dp4FDb0C1K+J/9/svUKzV++peevCdAFyWm5ju8LfJDlIihmhPZ7OmE9I8QUoxOm4Meu4Mhl9DbGdiIZ/jvv/stUsY6z+zsx5JsYnLqGNreztjZeWoGJWPBDT54bPubAvR3WuJ8Hurw4rQa+IuXL/O73z3NLz9xmIBzy1Cnd6BFsm8Eg6DFbiCnbkqGwbXUqpTfCHOnm/IRUW1WG3q1hpdrC8RjeRZ0cfk3jnq97HZ2kK4UmclskHQUMA+aiM6l5cTl4K4eQskMO/xezJNBXr42T8adxak10D/UwmR9U5qyCZO6O0uYjvXu6qJ7RwfRtTih+Q2WxlfxtrsJ9Plkk3BuZVNObAX1vb/FzdjaOkd3dZFMFfjOyxM885H9/Ol/f5H2Hg8mu0lS/Yd3tONtuXu63eK08OiuAb4/NstCPkvz9Bw79/fI90eUOLcOdXdIPet3l2f43ORVnujpl/pz8V6KyWFR+D5pQJ2q0NcRQOfScX5j6zy4E9D/XZXYKC8JcJ5MyPdyjy/wjuQY68UE06llQuaXGXIOsaf2Idam1glOhWkfaqWl+62BtZBiCHA+u7zJ+avL7Bxuw3lDKmUwaDlydIBTJ2cYnwhSrTUY6N56z96uxN8gPrpsDrkmCBNUMWUXCSkisUP4q0gtu8dEPJHnzNQKu/tacZgN1Bpl1ouTcprdbtyNQb11vHPVHNfSV5nLzkjDNrvGj0fnuzUtF5NzvDC7EeP8fJA93a1yjblX2bR1HtyzxHfOt+OzGTBpEpyLBLAYNqgoXqJGmFH7+yVAF1WqTqJUmCRAXytMSNO+NuMo2WqIYj1Bq/EQjcYG68ULqFVttJmOkyudRK/uYz3/KpV6km3OX5ePFcqfINMQwNpGpZbgZDTJdHaRvY5dHPMclOylm/dL8d6djb/GerEqXdV1KhW95l4y1SQr+TWRHUKv2U+0HKTTeHdsl9ChX0pcZ72UxqK0s1II8fHOh+ixtEit97XUEk6tBY1Cw58uvEaslGGPs5eAUQBD+MulU4za2jji6edSfFVOwEW05wP+oVsA/VRkQerPu40OtKoGD7cMYLghKTng7uJ0dJFBq09Ow68mg7IR+Jh/G7Vmg/HUCopmXVLXv5a+Jmn3Rg083jaEStHJ+fgUBixMJiLSpV34lewz+VkphKUBnV1rls7122z9nNi8wmJqA7/JxqDLKt3gH/Y9ypeDf8XJ+Itss+6XAPyg82NsFBdJVEQM6AKdxkGmUiU2c9NQ3+C4bzcb5TnOJq7Qa+rCrXXTr23SYRommF+nVLMzkVnBoXPj06gYMeapNR8lkvgek+slWv1CrNaKT7NJv/09VMoN+ht6ZjLCif40+foBUhUbM5nXsGgj0k3dqjFgVRswa/RSN35xNSTZM8f7OqVnT7W+j3zpLCqlFbXq7oZoJJVlbCksAW/rPVg/K+GElKC9GUCXkYZzQbl3ODQszPxUUuZyfWEDp8/MeHQTk87Ke/qPUVeHyYis+EoPNs2bU+bfbH2bC8dYi6Xwu6yodSpeWFhgMZ7AqFbjMZmoa42yMbGjzceezlZpzPx3naDxP6NEg+JvQ8Tc/FvwJxPri8v1Rl8TwZoVDug225szyYrFojw+wsvozUo8hvi5mFjfq97J8+RyObRarfz4QUo8fq1Ww+/fisp8fVWrVf5fZRz3w5Qwb3vooYfY2Njg8OHDvPDCCzz44IN8/vOff9OLKZlMSjqB6OKLab6wwf+xH/sxSTt4t5r0v/rS92WsxJE9vezsvjtW4s4Sk6fxjYh0+d3e4gN1kecjZ0hX4H7vHqpZJV84dZFhi4V6MUfFqyUdK2MuaDl+bJjIeoFyaYsm6TWZeN/BUfq6vJL+fnVtXbq/7+4I8LuvniWYSPOv33M/jhvUHzF9ePX5CZSNJsceHSWhmJUXQptxh3yPJM19bQWNSkG+VuD86gLpXJHt7R00iiq0Gg2aZJ02rYWRHe1Sf3qzxL8VUVgWrY6dnhvZrJUapy8usGukjWYDnvvOGF6vlZY2J2dPzEhabIvfjrW/SjpY5vEHj5JW5fnrqdfQpfU81b9funiv5scIFyc46Nqij2crC5wKn+X7a2oGPA7e37kPv+H2DaJUixMtXcGmHWIyvohFGWTY8xGUd5jVCPd3kZXaoMEuR9dd9PeFbIRIKUOf3sS54AW+PhnCqnTyG4+/X7pv31mZ8jzTif9MqWGiVddBh+3H0WhuU7lvVrQ4zeXEn7HP9bO49Hf7AqznN/ju0ksYtXl6rAc40LKTtWSS/+P5l8kqCjww3MXH+/eytrgsqaF1cYPLJVnKJKhWa1iaemqlEKHCaZyqgyiVfnLVCqOtXrpcRfLlCa4m5yjVNRxv/dlbJlU3K1vNcD19BZNiDZ2iKOgVlBUBuswGSvW9/On4N4gUlvHrrNQbZh7pP85adZIhawtT41pOTyzwi4/fR1/P7YxqsXE6EX6REQcc9Qnd220ar3B5Px05RT7nkKZGQq+uVtf4SvD7PGg8QnAiRfegjy+9eAWd9SofeeSDuK3dFGopgoVr9JgPMZ48wVpORUu0XbqIb9+xRW2OJnKcnlpkurpJQ6PCqFEzZPViVOikQ7lYsQTwvpkvfjPWTHTD70W1e7Mq5MtcPDNP67CLPxp/nkqxyWPd+1lajNHe48ZlNDA7uUjCn+Kpwf0ElG6+8aXznDs1y32Hu/ngz25JGd5tiRvHUjrFXDwmp5pLsQT1UoPEUpxGNM+//KVnKK4W5FRY+EAsTK2zFIwxkUnywK4+9vS3vc3fVeLkq5dob++4pVcXr1O+1BufRdPv5teCIfHlCxOEk1k+eXSXpAhy43eKhTJzU2HClTzOLjt7An6WyzGi1QydBrf8EHRS+ZgKBflqhWdn58jlynT4bXQ7XAy6XFtNRgUkqwVmsxEWljaorVXpd7fQdGppFzRKv5PJhXVJT+8wmYmH0hh9egxOA48PD2J3vjWozKcLEqxvLG+iN+qIVGr0DgWIrmcIdLt5dX6J7V1+FNkapy8t0t/tpRYvcf3aGgefHMVh0pPb3DLl8/nfOM2ZWo7w2vQSXoMeV0nF6Osm72L9HAuu8+ziLC6rQTZovCozS+E4PoeF4XYvhVyZifE1bHYj9g4rY7F19re04fsh/AveqsS9ajGVkB9izRCac0ERf7sSaRrTmTUZc5WtnKLWzPJYyy+iV2+5nMfDCZavB8lnCpjbdezat/NtpWLBjRQzixEGe3y03ZFTn0zmuXB2gbpGQXu7i5F+/7u6jl9fYqoujPpuUuOF6aaId8pmSoy0mXA64jLf2qPvl87dkWKUy6krLObmpS9Kv2mEfksvbr39Vob26yuUSEtDuaGAly7PG5v68cyfECwGCc8fpRmN8sQTHaTqOzgX+xvCuWWsqmPs9OyVjVa1Ik2hfBqT7gHCpWWpRW837aDayLFRuESLQcRe2tnM/Bnh8hpDzl9BRYliZRydei9XE/8n7eb3EzA/SLq8wmuRv6DU7JPXZbaWIVEtcti5m4Puo/J7d9blxAVOxU5xv/cRyo0i22zb0Cq0vLz5PNWmjiOu/QSLi9i1YsJ+9z3xbEz4E4zRb+6m2sxIhs1N89DJ9KoE5dlqnWtJAfbrPNO2lyF7QN63f3/2BelZ85HOQ0ynN6S7+2w6wvvadzJg27oHreWSfHbhHC6tmaVMFE2xxlNDe9nuapWRmqIS5TznY0uyEWhSa+U9SzBERH76n8+fZia9zoc7D7HL1Sop5pfii6QqOQbMHVKKg6LK+zr2YZG6+Sgr+bgcKIjvH/Nsl8dfnEvPr06SZIVOq4E2Q4AR69Z+a6O4zjfDf8Ux92NkqlM4te2SlfFq5EvSRNGveZCpZIKGagmTdoYh25PkKtfJ1Kwkak4MSg0+fZYh6z55nKKlVQxEiVYUJCpV6vUg/eZjZDZexGPpR2XXUm0K48ALZJrC5K0FO9O4jPtYzn0Nv+lB3IbdJORe4iIq5RDFupZMrchGOstGrEC3y8k2v096AggAr1NpKFeXKFWnsegfQHkjYUcYrk2ubcq9sO8eTeHNeJbxubCkuNsshntq2C/NBvHYtxzcxTW9vB7n1NQKBpsWr93CoM8tXdtvVq4aI1KaQ63Q4DMMSibL25Wg0F9aDFKsV9EaNaxns1SqtS0PC6NROrcnswVGW30c6++Se4Y3q38Mk/S5TIz2//LDT9LX/vln6Le6f6D3QrCr+/v76e7ulpPlO+sP/uAP+Lf/9t9K7CZ+/j/+x/+QuO9mRSIR6WUmfM0UCoXEc3/8x3+Mw3F7nRVx2Z/85Cdl3JkA6b/wC7/Af/2v//Wue9Dv/d7vyfgz0Szo6uqSz3vnAFfkmH/iE5/g5MmTEqCL5xSUdBEn/m5LYE/x3n/uc5+T8q+bk3TRHBCD40ceeYTf/u3f5u8dpAsnO6E/FxNst/vNM2Dfaf3n//yf5cEQj2uxWFhbW5M0OgG4P/jBD97z34iDI/Lav/GNb8gDJE6oXbt2SUf5++67712BdHHgr46vMR6M0NXrZX9vmwQDd1Ykl2NsfV1q4Hb6W5jPL3E2PsYO6xBefQuvRKawaHQE4xnGJkM84OwgUNGx9/5dnL4wz9pqnP4dAS6FNzg40IGuqODy9VUsRh2H9/ZS0zX59tVp6f7+yHAPv/XqabQ1FT/3wAFcN2JlZqfCcuNsa6ng366gy7wPlUJDsVphIh7i4sYKY5ENjrZ1sNPdzuxkHAxK3F6T3Pgf9rezshhlbTkmJ2Ztna67aLqvBpckSA+Yt6iYS2sxItEsB3d3EYtm+coXznL0viEKhQoWi565lVWuXp8nYPZj6dAS7U+z29nHdmMP12ZCGPQq8q4X6LMekY7uyXKSVzb+ivWSl05hhlLWsbullTbr1vMJmlesNIZDO8xUSkRCvcqo5zE06tY3HDvRsZ/NbEjzu1F7G36DXWrPXlwfQ1NOkcxvUlW6CVh7iYRzMpP+Jw7txn4j0mmzcJ7VzF9Sb+qxqnvoNG/DaDj+hucR05cTG7+JxzDINseP3/WzVDnFNxdfxKIpoFd7ebTjUa5uhPnTSxfx2k24jBo6mm6O9HUSCa3S1z9AulCWJl4bqZykAufVVWm64tCHiOdnaDU8xIHOUQk+s5UyV9a/h0ZRxGiI4DHuJGB64A2vMVRcI1oKo25eR9fMky8bsBr8+E0d5Mod/PZr3yJSXWW4VYPN5mO3aw9nFk5QuWZh+OBu9E49R1q67nJR/vO50+g4T79jN3tcx+/a5EXLYaKldTTVDuYTSbn5DxbnWbsW46ldx/jm6Umy2RI/+7EeFLp1vIb7JKVURNMYVXYMKiN/deU72CpDHB8eJSuuweVN6dDscppIKopUFTUqDbAY1fQ73ezztct81B9mEy/Pm0aTy+cWsDlMBNocnDg9yRXHIpmVKg8M7mB3dycXLiyQrJQp26vMJdfwr1gorVeoZ/P84r94L847Imbebck4p2SOhVCMeKHIeDTItbMzdO/rohIr4zGZObC/D69CR+h6lLlKlpHeAA/v7n/bx710dl6uyaPbRCyb8pZcQ3wW/yu/lv/d/lpEpX3r2iwLsThPjQzQ63Pd+v1atcbSYpTpaJTOXi8jbg+ZRpGVWkw2yNoVbqyK287mIhbppdAytWYTt8VIQGemTSfA3Y3XIDbX9RxXw2sk0nk8CisGk4kdrT40SqU0+wnV8nTpbTQqddaVeQzZJl6lQR4v8WEUiRX3aDiI80IwvDKRDCvzYTbWk3T0tFDXaFC0GIjm8uxu9cuoMEG5FF4MYyfmcbVYcXY7Cdi2mgPtXW5cXovcJEh3+xtNiOnQJhObUTotFrTxKh29Xjx++12vYzoe4/ngIvq6oK8qebCvhx7nDVd6BVQrdebnNiQd29FpZaGcYpfLj8dgvN1MufFYdzVXbjJ67vj+zebHra/lZzG9r7GYSbGcSeG4Ac6F4dqdv3OvEi7fi3mxnsZoN7pJly+xWrjGw75fwKZ749R87soiV85e5f2ffi/a190r71WJtDCUCxLw2Rjouj0139xIM35tTYx/cTrNUsOuuhGh+cOWoKlHi1kuBq9xfmkNl9VHp8dDTVkkXluh2NzEqbexw7qLIZsABu9soiLuJZeWQjKGTwCAm2vSZu5FQtlv0eH4RSxNP68994e0DbyXqm+aZHmOTtNxkWIuPSzipSythnF85iEaYqrZLNFp2ilHYaHCWWzaTvmRK02wkP4T/JZP4jHsIiMd4AdYTH+baiNDq+VXWC/GGUt8jlJTwy77ccKlaySqKoasvexzCDf2u+n+05kFXt78LvucwmhMR4+pR4LxM7FzxMoRHvO9h0w9SbQcYdS649baL86tM7EpXo5cZo9zkH6Lj3OJMT7c9h6MagOz6TCvbE6Sroj4OSM2rZBZ9dFh9kiG258vvspqLsFHOg+zVkhKid/J6CzHvf0c8GwxCwq1Cn88e0quJWu5FE+3j5Ja3yRqUqBXa9nu8MtYTWFOuV5Mcy0RlJP1fLXK8+Ep6f1wwNXBheS8pKD/i5Gn5HFdSMf4yspFyboatLWgVJdkLNwuR698XrF3EGD9YnyepqLOIccI8/EUg04PGl2Z1zZP02KwsN22HZ9+a5BxKXGay8kzPOR5hNXiWQ65PsZE8jzno6ewqH083vpRaso8F2NfQqdU0m3eRrG2gF33ANPZKLHyBi5thfs9T5GoJggKOYNGXKNm8pUNptfTpMtmRnzLtNrEe5zHq+2lVJlkvb6DcH6MQq2EReug3jjLdufHceg6ZSxbujKP13CAhc2CXNu7fXYMBpUE7ZlqkUKtLGMSBVjXsoJBWcJvvp9ovMj8Rpw9PcII9I1NvXS2yMXrq9Ikzut6I5AWTMCri2F6/C56/S55DZ6dWeXs/CojXT72dG1Nst/MyDFeXiFRWZNsFre+RzbTXl/CDPbU7LI0mjMYtTIVSQw8bAYDWrVKNgnEHrXNYeNwX8cbhjP3qh+B9L8dkP6zP/uzfPazn2VwcPAukP7cc8/xvve9T4JZMYD9/d//ff7Tf/pPTE5O0t6+1QR89NFH5X3hj/7oj+QUWjyWMF0Tvmc3mdMjIyMy5vtf/at/xdzcHB/4wAf41V/9Vf63/+1/k78j8KAA3eJ5BEgWAP3/+r/+L/k8ArCLQcnevXulNFsAc9EYEBhTMMPF773beu2113jPe94jB3ACEwuzOOHu/vzzz8v9yJkzZ2Ru+t87SBedEMG5F50IEbX2w5YA5MJw7t/8m39z63s/9VM/RTqdljns95q8i+bA9773PY4du21Y9YUvfEGeHLt3737XEWxix3P58rI0NdK59GzvaJExR4JOI1yuw5ksoz6vBJTf3zjNdGaFfksPepVR3gQ0CrWkZz3gHeLM5CovXprhSW+Adp+L4UP9nDk7x3NT81hsRklzfvLosDR/unh1mauTQRw2I6OjAS6sr8sJl1gkT8wto6ko+MR9u/FYzDLX/IUXzhHLrvLg8fsoGtRci62xnI1Ko7URZwCaajRKNV0WO9+5MCXNe+x+k3RMNtyghqSSeSavrWEy6xne1oZWt7UQhnIZrkXXeaC9R3alhRuvmDz1dXmkE+/URJAzp2Y5cKSfaCSFfjhHi7qNV07P8MrUFXa09PLp9z+Gw2mWMUOvzbxArDbNY10/w2w1xFjiFVr0Bh7yfxiLxiCpwBfXw1uZvNamBOhO3QjLOQXp4hV2OsyYDG/dcNkspRlPreHRWViIz7KUWOOAtwOFpoNKU81RfydqhYKvXrrOeirLxw6NkGu+Sqo0hoIKTUUfnToddssH5Ybl9XUt8QUSpXmO+f7lXTT3Yq3EtxafR68uSp39Mf8TvLq6zPOzCxztaMfvNTBs99PIK5ha2SAZ3cDu3spCFh1mr82Mw2KgXKtzammZmfgmessMbnOeI74PU2+YuLIZptMqHGInaGAhWDhDu/kJHPq79YHiUp7KTqBRKCiVT6Br5EjX/FgaBtaC7VgdLqYV86xEF1E0Ukhx/6oJ/x4tT/c/w1K2KG+mh3wdt1gk8VKOv577Ot2WPNvcIrKn7W5dc1Y0UzzY1S1MhDd45cR1osYgjkKAcqLJL3/iPpx2E5uF16Dpp15rIZoTOu1p0iEXsfoV8jYbuww7ScYKsim2e7ANr92MIE28ujGPW2MlnM1KoC6g5V53x5s6+7/TEnFriWiWPYd6uTa2gsViIFnL8rXl8+wb6aWR0cByhacf30ciU+AzX/gea8kE2pyGw6MdvP8DR3Gbt0DVuynxngmN82I4TqVWx+exsFJMceGrlzm8YwCX0y71l4o2A/PxOBevLZKuVunwuvjgwe0MuT1YX8eiuLOW5iJshBPoLCV27tzxrowwxWv7/MkxriyEeGrPEEdGum9RGOWxngnz/IUpju7vZ89Qp/zeaiHOXGYDt97CoNUvp0eiiuUKf3n2ChqjCofZxDaflz7n3bQ3cfN68dw4F4Mr0rjy6HAfD44MyPflC69dQW/Q4FIZCLRamc0lGNU5KcSKJDYzUofu8tqkgaZYv26CfwFubjUeBKvo9CzKfInw3AZ1rZKiW093n59Wk4XJ+XUisRzbuzyc+P4kRx4boapW0ONxsLKwSWuHE6+Y+N58TDEPbDS5thhmJpFgyO2UfgaeFjt+kZ7R3Goarqdy0ul+qZxmf5ufulpBl8FKm856u1HSaBAKp4jFshh8BiKaEiMmFzaV7u5myh3NlTtfx11f3/G3i8n5ejVPpFbAotQS0JqxvgnofD34TylyrCsS6NDQjoe8bpZ14zl6iu/BUt9iudwE+TeZFtBg5uJVdu/fwcjhLSnS21W+WGFsKijXwO0D/ltsj7WVOAvzEdRmLTq9RrK3hMnqD1si83w1Py7TM8oVB2dnVyhoEqhNBRmz5lF10WHqwGuyykajMKQTpqbv6LErVS4uBiUo2N0ZIFa5TjT7WTosT+MwPUizfJbJySQnF2YYPlqmy7yfNvN9t2KyEvkx1rPLTOcMNCkxbN9Pl9Ulab8qhRavYYdsEM/H/09U6i767J+mXFukUlshUTMwk/xz1OqPolR6oDlLtHyV+zw/zYXU90hVBXW9h132gxjVtwGRAMpT6UWupS/g0arw6Adw6pz49QGuJKYJl2a4z/sAZrWZ8fRV+s2DWDVbdNFQIcG15LI0VOu3tHKfezdfCz/HLscwAX2Aq/EVXo5ex621c793iBoVuQ/Z6djSO383dIWXNqZ5um2PdFEXDu4vbkzTYXLy3jYhi9uqLyxelLGcwlD3k337OebtkZv9toFeLieCbBZzGNUaSUvvMDlYLSS4FFulz+Jj0Oal1qwRLCRlusRfLZ2kWKtxzDWCSaOnx+pgobBGm94r89jPxK8zauuWRnctwohOoZRg/cvLZ7kcW+PRwA6Ot/RJuvjV5BSXk1fk337AdUhGu4nr7zvhz5MVf4/JTL6sIJPvI8tZDPo0u+0P0Wvdy2zmKpcTXyJg2IlVXcCkdtFhfpSZ7CoX4qcwqvQ84HuYZrPIYvZ56R1QLCoZn57kge0HKdbPsl7xUVcqcek89OoamPVDoPKSzH2PRGOQ5fw1kuUZyazwG/0o6mHmowso6qPs73jjFFmkBwnDPQnaK3kihUuspYokM152tgcIWOxyj2bTGCRTUbw3BRHDdm2FnnaX9Et5fa1EksyGomzrapEMopVEijMzK8SSOd6zZ5AB/zvznijX80RKs9JjwWvox6rxkS6VCGe2YhEXN+I4zUY8NrNs5ohrUKxNIna1VKjKBulou0/S9N/pffofBUhPi0n6P/2hH2vtn/82/bZ3D9IFEBaD0p//+Z/nlVdeuQukCwAuJuxiyn2zBIgW3xdgXbikC7NxMagV5muizp49K/GdAOdi4i2A/e/+7u/e9bhikCskz2L6LkoAcDFp/7Vf+7Vbv/Pkk09KIP4zP/MzknEtmgWCtX1zQi9w48/93M8RjUbfkmL/ZiWaBWKaL4zURQSbwMYCuP+zf/bP3pJu/3cK0kU34jOf+YzsVojPfX1vNKoQWoF38gLFJFvkyb366qt3Ae4/+ZM/4T/+x/8oqQmvL5FHd/ToUXnwxMERIFscnAceeOOU8d3kpAsd46WLizR0SrKaOmaDlnyzhl6jot1lJl5J8VLkAuVGhfu9e+k2+WVu+c2YotV8XE53hdbqCy9fYnJlg4eMTnYeHWa2nCOxlsat0pFS1FlZT/DQgQGpDxXa77NXlhmfCcmYpbpDxUo2g9NhwIiGRKrAx4/vwmpU8L2LzzEzUyNtrOPpdjLk9LPT047fvEUjFAD/69OTKCoKtgd8fGPsunQ57/fczXgQf+vsZFi6Fw9ta8Xt3Zpmj22uk6uWORoQkSAK1jfTzC9HObK3R27UXn3+Otl8hZoxh0JXp3NHJyejEwyV2pn6TgiVViW1tPsPdzNe+iLZdAdnwgkcDhUPtFbZ5nwKjfJ2B1Ysvq+tXcegCXEosI9oWcd8Zpn9thWsxodRKt/+HJpPzPKl2ZOsl0r84nZBRXZIg7D7WrukXvbmOfu1S+eIVF7gYI8Tq7ZEtmGhRa3Gb3kMhfqNVOJocYZL8T9hn/tncOtvb0TrjTrfXX6ZejMntp44dbs5H4oTimd4un8IlbWOS2dm1L4V6RNNZbl8dYLD+3ZhNRluTXSFo+n8Zlw2g4Za3BTqRc5tfpWJeAoaO3isY4jtbj+1eoJc6RQVHGwUz9Fn/wRG9d2xDqV6ieuZa7TqHEQLz5JLxpmLtrM/4GGw8z2EixlORCcJLq2ytDyNJaDn6OAQDaWWo56HmErEZGNmn6ft1o3ttfVZVtPfxG8bZp/rPmza28ctV02zmJ9kwLSb65dDcuP1p9dPk4gX+OlHH6TNZZO68XwlglI9h0l9GKvezMzKGM2CnvsP9vNK+FVysTYe6ByR5nB3TskXMjHZ9BIGgZuFHC1WE6v5BKMOP53mN24Q3kmlEnmuXlpm3+Fe8rkyszPrbN/VwZVLyziGdbyWmMATsqFxmLE4jMROx9CpNUwVlllYivDzH3+KvGKLVuu3WQjYrDhNd7tLvxk4XwjH5QS1x++UBmviOoucD6JO1RjZ1bvlAr6nU74Hl87Mc24+SMEBfX1e2TwT9F3hZt1td0rH+F6n6xagSCVyXL24zK4D3SyvzL+lcdyblWjSfOXsBNdXN9jb2crxbT2yiXSzZpcjPPvqNY7v7GPPTmG2pZARizOZdSKltNwkd5q2KPAiCutrV67LJAOhSdzb2krPHZQ1+XzC3Ov8POeWV5irpHnPsWEOtnfTLMOfvnyR7a0+dE0V9jYT6WqZ422d8poRDZboRorYRgadUSPBtNdvx3SHfEeUyOCdXNhgz2Abrzx7heW1DbmuHTs0Qk2lYTOVp1iuoivU2AileOjHdlOq1WV018TYCp09Xjq67l4zxfF77doC8/EEx/o6SC+lsDlNtPV5mFzdlGuvoNWvZFN8Z3aGR3v7SNdL2HUGdnn9dzFVNiMZpqdCKO1q0pY6hwIdMhP83ZZwPxdGhUI+IbTY/Q6nfL63BPY3/j9XLTKXD0uTrF5jAI/WRqQ8x4XMlxg1Pkanfs8d/0Y82+3HSAppyiuXZELErvtG8XW+sw24aN5emw5JOdXukXbJIhI1P7tBZCONxqqT5+KebR2ywfyDVK5aYD47yUphEaXCgUPjptzMkCxFSKbLeOjkkYH9kt4onOPFtRUr5CndcI6/GfcmWHOSTfEmJc6HKyvCHX2aTudFuk1ebNafo1lfp1m5xlShwMsnz9Pv287DBz6AWrl1jtYbKXKl18g126SsQE8/oVyBcH4Ks67AsOM+AmYHwcyXSZcvMuD8/1BHyXzquySrLcRKX8StG2bE+QmUZDmx+UeM2h5lLrcojTx7LdsZsI7g1N6e4FQbVSbSC3J6W2msENAPo1Ob6TL2MJ5eIF/bpNPko9c8wnxuBiVKesz9ZKslJtNB8rUSqWqMJg3e4z/M+fg1lnOb9JmHiJWyTGVW6bW08J7ADmLlDOulJIdcAzJTfTyxKuPWxFTdLu6LtgAnNucke+Nj3Qdu5a6f3VziL+fPy/fkU72HeCDQf5dBoUKpZDa9KWPaxOR8o5CVTWWfwYjLYOKhlkHpD7FeSPPi+jTpcoWL8Tm2OQL805FH5fNESkmmMmscdg0TLsa4nFzEpnbIxpNoGCjqKsmIUepzVJp1yfoSTvNifTsbP0+wsMpB126GrFuN8nQ5xjdCXyBZMGHVbPCg/2Po1AUuJV8RyZwc8/44Vo2b09GvyGjWgH4bOtU6PdbHcOr6iBQ3eWnjO1SxMmwdwqltsJZ9jfWgB6+tSY9nDb/xAerl71LQ/CRLuRNkaiZsyjIB68O41QmajVV0uoeYSX6BZCVLsXaUsUgImz7JqMfJiP0oVu1bS10mV1eJZl+kK7ALlZjGV7cm7uL4C9aUaOCtraZoszvY2dWORaO/ddzkkGBtk/V4hl19rVKuNxeNE0/mUVebPLyrH/sNNui7qbXsKpOxaZIFBYqai2K2QbXawGrSUaEh5ZN2g452u41apSEZimLfMRDw3FMn//8PIL3t//7hQXrwX/xgIP2pp56SOnQhQ/6t3/qtW2BaXMPCYO2b3/wmjz22ZbosSuC7Z599VoJxoe0WLMCODpESsLWvEbJnYciWz+flWi3AtcB5//7f/3s5aRffu3Pvtbm5KSfv4nFaW1slthSxaHfWv/7X/5rLly/Lyf6d2nSBVV+PQf9n1w9lHCf+yF//9S2zEqEhv1eJN1PoBt6u4vG4BFCvpwSIrorortyrxEEQXRBBdVhdXZU0BqFBEDoDQZV4sxIHTXzcLPG8dx5k0b3fubOT8+fnyeiKnI5EZG75UKuTmWycmew83WYX7/Xfj1Hzxo5Lh8klF7XLiWU+8eA+PvOVV3g1k2D2lQscOr6dZ+7fwbVLKzg1KrwOM+fHVwhF0/S3ezh2oI99Ozs4d3mZidkwNrOa+UwMq8NAv8PO//3CCzhaEzTQoFbaGFHZOGweoKf7btMCYaxVzFcxGrVEyjlGW3wUkmV43R5K/K2jO9vZCKeYGg9K0ySRq77N7eO14BKzyZikerV4rNIVeSWUoKfDzejODi5dnCFaTZFI1pnRxfjw9uP0Wvy04SYRyxBPFvn9P/0S2Z4Yti4n+zp60CXWUKT9qF6nL9Wqcwy6Y8zHA5wMZqlrkhxyZDFpe94WoKeKca6EL5Aopuh1tbPb6OFyMomqUeCprpFbAF1UtjpPX9cZGsEWzs2U2N5bwW8y4zV03hOgiynGRPJLtJn23AXQRZ0In6NQz+PQVVlIWLkUDmFpaPnU9j3UjRWqDQXDN/R1opwWI91+F6YbZmPxXIGJcET+/4HuttuRIwojZuUhAobnMevCrOW9xMsFem0uXNp+lPUgDsE0SH+NAcdPor6hIROlV+npNHazkluiEt9PPP8cff41qiY3xfJlWg2HccZMnJ4pc3TPA2TVk7y2MEGf28sF5UX2OfcyEY8ynthgh2vrnDrm6+MvMj0Ui4tM/f/Y+w8oSbPrzg/8hffep/c+s7K8a2/QDddwBAF6EmMpUmO0mjnSaldHs2Ok2aMZkiuNRrOc4XJACxAAYboBNNqX91Xpvc/IiAzvvdnzXlZWV3U3mgAJUcMRb3ecrIyIjPjM+9737r1/k2njhHNMLmbEGMuVIJFR8Ec3v08j4WIllkQRVdN5UsdGKUo53eBowE+bo51CTYFWVSe1r8VR8+AayxAM1jCXjNR8eTwB0/tg7N0WFzv5JAadEnvdQDJf5rirnanknvSTH3e2SCXwHzVEUWp+Zoe+Qb9U6J66u0Vvv4/11QitrQ76AwGC0RjXlcv8ze4X+P7L04TzWc6cH6D2Bw0GjnuI6iJ8vOs0qWKZvXSG29vBAwGw+wm7434B5uHkfDUYk11Y4cvd6raxloozE4ngyChYX0sxflpYWCllgi5+bqyEubW0g9Kt4288fVR2DERkyiVWEnFWE3G+tbxApVGnzWylw2yjsJrhyHAH2UqFaK4qi34/bpIuFrufOTWKSqlgMRyVndnjva10+Z1yjhzo8lFXT/D2lQXqxSqTx3vQaTVMODpIlHPMp4OSeiK6Ui6rmacHerm1tUvVWOfKzjbi9HbZ303Uxb5OnhRQUwWKhW3u3dylqqoTsNh4fKyTizObHAn4UOab1NR1VpNxSXvw+G3yIZL8eCRDJJTi9uUV9EatTNa9LXYpcOl1WtjYjRPPFHjixUmU11fYy6VY3t3HU1WRy5cpalTYOzxUNmJsz4XwDHgIJbNMnuiWRY9GrUFX37v3JWEFeH6sm9KdKtc2dnlmuIfp25tcWtzk3Ml+Tgy0y/eI673arPPG6hof6x+kSE3OqYKDfqgpIdwMTGadtGlTZqpcrm7yeFe3TAx/lChWq6ym4tJBQAjsPd7e9T69ih8WIjnazO+zXY7SanFx2jwoF9ypcpjp9HcYdp7niPPDEUxOt5m9oI98tM70pUUec5kxmP/sbReL52Oj7Syu73N9apPJ4VbsVqO8FoUNoKDJGK16bk5tcWysHeNDqvA/LASKIV3NEyunCJei7Jc2sag1DFiOSE/yvdKOHGdHnBO0t3axspPk5lKQY31ChNMmHyKEroJQjRecdiG2J6DRh3Zv4iEUoh9eLzQoY3fvU03uocrHqRq/RLNZg+ocm6UYyVqEkc4JVq/aaEyqQS/mhQaF8h3SNQNlRYUu8yQapR6HoY7TpKBaPcZiPMmN0AwO7ds4jR9jJh0hXFjCqtZgUq1gMpiY9HxJ6pu8s/+neHVtrOZjpKr7DFlP4zO0PZKgC0j0bFrw7psoSODU+mgq1Ph1rdxJLmNRq9FrdbQbe0lVkmSqGYYt4yxl9iRXu8PoQqOsESzledpzktnUDj/Ym+WsaxKtUsluMcKEo50XWyalcvtmPsIpV/9BUlxI8+WNy7QZXFK47oi9jZvxTZkEfr7zxINET/DQf2flqpx3vthzXCboh2EQnpkiIa4Uydeq1BqiOFVjyO5lxOGXlIbbiW32CxmOu7oIF3I41KJ5UuYz5qO8E5nn69s3+WzHCXx6hywizKa3pD2csEIVgrVurZOr+5vMJcKc8Xcy6uhns7CLXqmXhcdLkWVcuhbCRLmdnMKt8+DSukkUVSgr7aDYxmF0E6veYdL8CTqM26xm55hNXeC065OcdH6CVHmDWDWCAxXB/DWsmjZ8Bi8vBJ5hKnWHtdw2QZUe8l6q6hBuTw/lpp5kdRu7SlCL5hhzPEGiNI/QpNrKzrGMHbcqQ3tzkT77Z7i689skUnf5hKAgWGA5fYM3wm/i0ffiM9jx6mzS7vVhe8uZrTCJXJXjvR+n3ryBSddCm7H1wetiTXtlbh2bwYjJpeFuclMq+IvmlEmpY28/S7OioNvr5u5eSFKXTA01SqWeE8c6sN6nGP5ZIYt/xZLklouHQLG6TIJbv8XC7jKozDjNbiqKBr1uF51OO4p6k+W9mBTCOzPQKS3e/jr+4iFFOTOZR54TCe97k97DEAmuoBqLhqfoVj8cgqMt8q7OzgNXqMMQv29ubsp/i4Rb5HEPx2/91m9JaPwhV3xpaUn+/ulPf5rvfOc7cl749V//dQlTF+sd8brouAtLNEF5FiLkAlktuu/CCk2E+L73bofZbJb2aeK1HydJF/slePMC7f1B4nHf+MY3+I3f+A0uXrzIX3qSLnZcYO4/LKz3ecZ/3viwRr844aJqIr5DyNuLCUdA74UIwec//3kJofigELCKf/JP/skjz9kdDoL7EZqqJk2DiqXYHjeVW6R38zw1Ooy45woed9We4LivlxFtL+VcUXaJRAVGVInEABEnWsDz/U0D8WqaO7FNPn1ikP/xe5dIFvIcXQqRdVjo7HOwuhBFpazR32IjW6qyHYozt7pDl9/OY6d6GO13c/H2Gmure1xPb3Hb3MBnVlDY0PP3H3+eki7P7naczdV9rE49KvUBFLGp0fHO3BJHPS6uxUPUqPGkr4Ub87t0BuxolAcq+iJEkUNAM3SGJsMTATZWorz92j0GRgJMOL28s7OOulLFqTMw0OPj8s0lTPomJiFIpk+TaeQJl/L0LLVh69eTrCVx+Q3EoxkMQ01Cnh0auw6c7yjR9ufxDZXIxFxcTqzQ1+FAr1WjNVXYTV3Hohxk2GrjGztLtChrlDURaraj1EslqfR4OJ4EckJU3OrU2MwvMR9aocPawrjvLJvlFC1NO7vZHZwONYuxLbr1LqlmW9DcIyjsUTTneabPxZsbX+b6mp2f6imBZVyeR1GZExU8UVETdI6VwrepN2r06D8ufxchzvGt0D1W41u0mNVc3E7SLLfRqTUx0RJAZ2ywmoxxytFBvVanVC3JsSqKQQKxEY0nWIkmSJQqDLf4cOnUKCplKho1iUKea8FtaaXysa7Psxj7OgbFGirFJAuJfXL5PF2mBK3WVmjoWAj/IS26T8vJRahMinHYbKjZXKlQKOU52fcUNfUlYrlplJUeisEia5erPHayh6ypyrj5OTrt93hj/R7BRIpSm5oT7iFuhXYp5wuM+9uJpdJ0NAeZik0TzU0zuxbBWnNi1OuxGnRENqrSBLCKlnquyj/86cfZNW1TUzUIVExMBXeI5XMMejpZ3n2DyFo3A0O93Nu+iF2j4mjHUZbr97i2O88pR6+8AYgJWVRORQxbvFzdX+eENcBsOsWWSs2EzsVMOszr2RQnvV2oKjX5XlGpFWPjsAh3OL7FPCJQPetLUWlaaLQoWVsJgaIhb0L7+3HGJo4Q2Y+hWG3S3+Hjt175LkOVAJ//6DG++d070prphcnz3E2tc2lvhqO2HtqMOjotRgpNWA2GWdrdw2jQ47eYqRbKxFIF9AYjfpser82IQgW3wrvsxuMMGx28+f2bOEUCrGzQ3iOShCa722Fe/sEdSnY1P3XqCIpqmWSyLCFYgtPYozfS02LEMjjCeizCUizK6zfm2C8X+U5yDa/OiK3aAI2J/lYHVqNOjllxzYuHmCPsdvuD8SyOtzg2Yvwfju+nBjso5Atsx+OyU7+1F2G43Y3ZZKTP52R/1M/04h6FXImRiTY02gPws0APzYU3ubQzi89oZ9TZgS+kJVUoUzDA95eWeCzQQqvFIrdBHHtxXfQMeahUqrx+Z4X0nQze00bCigxNU4WpnV1GKi20tpq5s7OFqQk+u+PB4kEUMK0OP9l2M8lYTtpELs5uoTOopQCc8CK/t7zNmYkOejuc7M/nUAY0uLwODDt5Vme2uDKzSUeHV7pWvNhqZj2RQqdRMDrZyo3Ly3IMjU32yOv3cI54cqKPP3rjBv/+tWsS6jxgcBJZ2sNtUOFyO+Sx7jeaSXo9vLa2yjmPD7tezetrSxzxteBSqh8c75ExP3Mz26zMxXizXOdkwCvFrA5VZw/PzeH4TuVzrKdTJJsNLAph72XHaTKjV6kfnFeBTDucc+Q9zm5/MEck63l26gkapRr9xgAerYNquUI0H+dS5j/iM3XRqz4vP+vh+9rDyZKYk8Vn2d06HA4TUxcXufTyTZ7+qXPye0SIMSuOlZizRQitmYeP4VCPj3q1xIXrC4wPttHqd+ALGInHk6jyYNArefvqHBNDLbS1+B4Zs2KOSGczkqZSVNeIFJI06nX0SlGcLjKo8VCoqVlNz8vv8ip8tOmF3ZqbWqVGm11Po1rixtI2HU4jXptJXgdim62NJla9kXGnm1SxyF46yWZknyWVilKpiEOrw2e24LCo2MvOYFYaGDVvkii/yDtzIcYD8xisC2wWijhV7bR1nyc0tc3bb01z8kw3Ks0O+6Ug2YqXNl0nKpOWeCpMuHQTl24Yj6MVRWWZZPl77Be13Iqr8Gu2GLKG6LIfZyn1Km26z5PO5lmpXaVSihBqDFBSrNJnmUBZ0WBU2Klpa/J4iwL2cnGbNpufcHqFSj2LSmfDZ3JzfW+WVp0btTqLoekmm8qxVJzHZgrwxtYMepWGI84OIVXH6+EpPGofd6N7TKdnmTC14WjqmEvv0K62cNbYTSaX5W5ui4DCQi1XIqNr8L8uvkq90mDA6uGEq4srO0ts5KOc8/RiUenkec3VyvzzpTcpVMt81DfISeOB/ay4zmP5LCvxMEGD4CJnaDVYec7bi06pYiG+x529dUa97Zw0t/L17RluhnZ4pnWAYYMTl9bDWjVFv9HP5dAiikqdT3adoAUbN9LLLFQVDDjbeWf3Dnu1NNRUfLFzkmghKbdTzHlrhS1GTa1M6P1EhVZKycxuJcx3q2/QqjhKplDkmGOMlFbDQmqHcmUBZ6OPNusIsWyUrfQCDkUbvdZJBjVPcTf3MqlmL+XKBprKZfz64zjtnbQqNnBrlCxma8zsFejzw246jNfkoJa/S0N5Aj0XcbjP0yjpUTXzHNVlyanHWUlmeSvxNoXqPtXCEB3O62gVC7QaHsdYOUVYcYNaI0m+oudCZEsWHdqsHlwqM6ubcWmR9tTkENVykWq1m1jxIi7rc+RzB6ibtWAaU13DcIdfFnNtThuJTIpIPsPtrSCpRlUiLWYEmsLrQp1Tko4VOTbQikJ9oLIt5q73zifiehP3pL1EknA+R6beoFQp49Lp6bSYUal1fOfmDMFMFodACFlLBGxRhp0D+KxuptaDJLJ5+vxORrrb5VydrBTft474oHvg4drgcJ49XMf/lY+fkBy4aJC+FwktOtj/w//wP7z/K5tN/tE/+kf8vb/39x7wyx+Oh9fwD4f4/fAe9d74t//238pO+sONXjFuRPf9137t1yRsXkDjv/jFL8p7o2jSHo4roVcmYPBDQ0P8y3/5L6VTmEjce3t75baILvt748O25b0h7q1ibhLw+OvXr8ufh/fGwxDjSeTIP+pn/sSTdHHDFap1P4kQSYa4kYqkW5DvD0PsuOimf1Acnux/9s/+2YOKoKiACLi7ODA/LEkXnPf/6r/6rx78fvr0aeL5HN/YnqXcrFIsNSgWG/TYfIz4DWzeSaLoLrFDGHPIT6xmYtdbkbDFaDkhF7Fi0lILe6isgGRo5XNj+k6ux9fZLGX56MQw02u7vLa0Se9gJ209fswnzNy5vi4tfrT6ioT1DXf7WQ3GefnOPEV9iag/LW2RrHsG7m6EqKZgoL2bV+6t8PnTE6STVdRKBaGtFOMnukkVStxY3+ZYbxcGgwZLMY1BpcHtddGXrxOMZBjtDcgBfRhisjoMl9vO1lpUJjPdfWomA23SU7fd45P7297iIZGuobTk2fNESWxW+dXHP8G9C9tcurDKS585LrsZy94QM7uLHO/38PNP/B22N+Pcmv0Wdy9oGerVYnQZWN5K0d+rIVteoc1xChROLu+v81LvENHUNWZzbZx3GqRq98McEbHt68kFZsKzWPQWPjn2cax6N5ciS/iNLrbSOT45eER2PIT6+0I1iFM9BeUMI55fRq92sJb832jzDdGirfDmmoWPWiHwHgXTmj5KIj/HCc+vYNRbMN6//tZSG1KLwGdx8E5whjbTGQYdPnwWCz63UVrBPNExIj1bRYiFn1gwixvUrcVl9hQJad3zkf4eDNp3u/y7wrs7HmEk0Eq/wyXH9KD7Y2wIfpphn2HDcSKlPGtpE3PpCzgN4zQ1tylq76BQPC+vh2SmwNxqkAF3FzXnPjaDl2ZdiVr5FrPBLWL3Ijz5/McYGOnnWnyW7XyKU+6P0GLp4Jsrf8Lba2+xHskzZO/grZ1d5kJJWk02eZwdeiFQOIXP382Eq502s1eKD6Ivkyn72S5u8Xe++Fn6On1013x8ZfsVTgTGGGtvZz4a5bWlfRoZBe0tGbb3M0x2HQfTHgFLOxQS3KzGKeuVOO7DfR+2xOgqewg3KzzTP8Sl3U0iajXP9YxJT9AbiW1G7H66LK4HfyeO93vHd2g3KRWeT54bkh3YUDDExNEO5mZ3OXqsD41GTSxUwN/iobahQF2PoDmnQqcwUFkv8NGPHydr0dBn6mEqvo7DYGHCfSA4JGYiv80qP1fw5e5u7JEsFGn32On222h1WFGpFFzf25XX0cdHxnjlj67QaKoYnuhiQnTQ1Spq1TqXrqxTsmp5/twI3b7325ccVrEF7NuqtaCKJWipWPjkyQkwKQmXsryzOI+llqay22Skw4/drpbj8OHr/mG11Pf+7nLY+PS5SWk7lqmWMerNzAfTHOk1YdJoeHx4AJVJT2E/z+J0iIGRFvytB38/Huihv94uO3DXk+t09ripb+bodZokEulCOMQnbTYcCsUjC4AT58ykixWmN8J0b9R5/NggXmOEP7k5DdkQ2ngbo51tLOez+J2u922/mCM89+k8o9UuYvtpIqE067PCvz0v0T7HhfhlqshsKELC3eTxp0bQuix0JwtcvzRPLVPiB1+9w6d/6Tzre0k84zYef2ace7c22FiJ0D/c8uDYr4XiuB02CqJpqlZw9EQv4bU46wsxzCcsmK0mebw/Yrej297gVjAsNUEe7/RyJ7JHxmjmiOdgwSvOzZlzI7TtxLl0b5VL+V0+fnwU0/2u+OG+ii7vcjYt54oWs4UJhxvre7oa7z0uDy8c1EYta9kgmUaBfmsrAe8BQkLOd/UqU8lvYTXYOe/+AirVo7Y2H3S8xSJECLeKAoZeZ+Dad++wfGudkTMDHzhmDxfLD8fYUBcBv4epxSC1hoK+Tg9nz9u4e2sTo1LLYG8bq1tJzCIpdjgo1srEKmli+TSpWlbaZAmbtA6Lh3x1m1Q1Sq1pJ1wTqtoNeiy9dJl6MD3Eyz6cI8TnHYpcqYSd5/19fHhffTodvvtziOzylYoSGr+T3eLO3go2dRdd2tuklG0EvE/zjDXF8t7XWU1p6XVM0mY5hUkT4PwTBr7/8hRnz3cQr92hpg4w6ngMncokrVSLmg3MaqECb2A+OkeicoNWc4Uh569KRNlW8hKhrJu3gl/HZejCYjnJfmWZbHmeispDU1NiyCjg606GLJMPhOJKmirbxShD7l4K9ThKfQVtw4nX0MZOOc6xwDBqRYX9UpZOay9ruQ1C+QpF4aMd6KXV4GC3EOdr25dQYqDf1U2+nsRXF3SANlL1Mh06O497RqUI2a3EGl6jnRH7gW7F/7L0GpFKgS92neG0p4d7iR0K6joTvk4mvF0yWdRZTPzzO2+RqVV4qX2Cl7rGZWF9PRtnM5fgTixILBfhF4x9nG/pfYQycsLYhy0V4/u7C5Jj/YXBk8QrWYkUCVJkr1Kky+zkSYOZZL3Irew2zridx70DnDGOcjuxSluzjlHrYrqwwc/0PIbbYKbH5ZX8/WAhRUMBb6VXOaHu46ijSyI+/ni9ztXYFANmBX9z8CUsWgN7xSYKpYa5dJa12jWeUX+JLkcfzXyD1fIN2hR99PpOkNdsES4nyFSdRJmi0zwp96Xbc5Lt7DXs+26e6fCxp1okVNuiUlbRpnNhUO9gV7dRLb9Dq/sFIvkLNBQp3LoMJt9pprYjJFVxjO1D5GonmC1dwVhsx2vvxtJ4knDhBg6dlgnnaZKVPHuFJN/bWpDH6kxfN9lmAZfFglUxSrEikAq3sdufYHU7SanS4PSRHrSad9MGrcbA3HaQWl3HiNcv1dq9FhPT60E2SnHp2FJQV7kSX5XnUwjUWZR6rKUaFpNefuZOOi075iKxFMXtPosFl9HIbjLN96aWWNiPSm77J06OSUtij8lIsrLH3P40Myur9DrGODPc8wDa/t556uF1xHvvgQ+vfUX8Z5Ggy3nqJ2MtJzS/VldXH3nuh3XRv/KVr7C2tvYIhPzhODzuoiD3cMdZ/P7ee8KhGNs/+Af/QIq+HdIQDs+n0EATeZ+IlpYWmYT/03/6T2WSLl4XhRghCHfYORfdeMEVF2J2IsEX23JY8H04fti2fFAI9LZQpz+MQw79e0MUisT3/p+SpB+GIN9/+ctflt1sUcV4+eWXZeVDJPFCmv5HCXHDF+8VJ+ZhqIGACPwwD/bDE3fIXTgMcWN473MfBtcQ7xWJ7scGxthM5FCiYMLnlwJruUqJ7+i22A3H+Mz441i1NqZ39lncizLgd6FqqKjV6xLKKn4K8TDBpRM8NQHTmY7E2WvEOOHsxGU0M5vK8M++/Aqf+/R5TCYDNZeGK1PrEp4ZKmTJ7RTJG0uy626I62jROznd1Y1zsMErvhtsr2m4MxuUMHYhwPOxwX4K8YLk2W5sRVjJpRnwufHbzby9vSHhj8FshqVYjJ4WF1dnNqWHsP6h5PDhEAs2Ae10uM0sTO+gj2nRe9VMRQ+sgoRt0cVby7xauovWYOET7SNUIjU+9olJ/vgPr/DvXnuNcmeFHpeHsb0GfZlxeXz9HU0e83WS2Rni5pUNSqUqLQNq7qxv0O8/g6bVIxP0FqONbnOeNq2B1VyftJM73dqG/T78M5ITVfNblGsVjrUco9PR/8ByrVJvsFPIMer04dQZ5TjoM+q4HftTgjU1R+yfpVp1spv+GuFSBa/Ghd9rJJjx8b+/dZ2PHxnCaz2wGKrWy8zl/gCTYohowsV+c19ykGPFBG8Hb9NoqJnmBm7VUbQ5LeFyDpRN3tpfpEPv4nZmT75fLOYPfjbYiK6zFw0z3nNccnRvbQbRqA4KPGLRHSsVGPf40NSV8gYlPEXVKg821SQ72bsoMOI3juA3DhEr6NjOXGS7MMxu7iqVpgNNoZelzYhUTe7wO8jVbCxm5uk3D7Mf3qERuoJ5vAWrf5Fg3Iup5CSVDvOH4Wv0qFsZNX6WNe0fsZ24RLZ8nOd6jpCol6S9WsBk5VijhW+sbKBRxtkqBmkKqPZKhN1CntXVCs9+YgCr76CjbVYb6Td3Sd/0T7Q8TY/RzkYkxHbVQ8WwyJmeQfp8PWzkYqQrISle5NO/xVxqC69+7H1WQcN2P2+FlklVCpxpaefCzhZGjYZ+h1eKB92J70hF3yPO1g+Evwu7tZXFPUYnO6RA4sy9bXwBm3QrMJn0+Pw2UvEcod0E+UKZYqnKP3zpY7yaus1vv/EqnU4zTzwxiYChLKX2CRVSfHvjluT4dVn98jzvxdNSEE7E82N9cmERyxfYS2X47twSwXyGQY+HE92tzN/eYP7eNk9//NiDBF3E22/NsZFJc/b8ABOdH+y7KTjUu5EUu9EUpWKVbDTHFz52HI/3IOEViZMrX+JercK6IkVlt0EsnWe8N4DuoQXWnxUWg45nxnt5a3aNVKVMm93GreWdA8XeFhcnWlu5UN3E6jawshgiky5Iqoy43mX3zdFJXELgd6k5q6yE85zv7+Z6OMjX5mf53PAoHQ8tkkSR5Jlnxgh/M8f8ahi1SsXxE90Yjuv4yq27vBNe5jFTHyqDhpVEjEHXD+c/qzUqaRMpHkLxd21ln6s3VyklC5jNBsqJEglDljV7gv5uH+uqGKeeP8LacojQzB4Xvn2XQI+T18JpXnxugqMne7h3c4N6I4ivw8Hs1r6kODxztF/Cs797a5E359d5YWIAnUHD3WtrjB7rxOk+UIgX87BIIK4FdzhRb5U6GXeie1zY3ZTz6qEPfFu7ixctel69MsfXL9zls49NYjcYpMPDciLOnugimq083dHzPu/4DwuRbAho+1Y+QovByZitUwp6HYaY867Gviph4S8EfvV9CfqHxeHCdnCsjWK+zJVX7+Hw2Ql0/+hqti67idMTndyd35XCVKP9LRw52sntm+u4BS2szcT3pu/ibjegMSikZ7lHZ2PI2oFBpSNfS7CZu0NKQKEb4hPL+PV+uky9D0TPflgIkcozQx3cWglKCs9410Hh5INCnEtBRSizR6u6zEn9RygW5kjlo2yVPs/Uxho25Xcoqmokcp3o6256rAfHoavbgy9g5a1bX6N70kq/7bxM0IUl2WL6KtFyDIWij4ChQUCfxaPal11Qp2GAWiOF15DFqNWhzGTQKT7PK1sXQbFKjQh24wl6hHq1wkSPafhBgh4sRNjIBxmydlFp5ElWouRqGczqHuLlIhP2PixqPQuZO7QZeljI7HIxMs0J5zhjti4SlbzkjQvuuVlj4Ge7noNmnX+3dpGAvh23zkS8UuWUa0Baea1mQ1L9/ajjYPH6J1s3uBnb4Oe7z/OYT/ihb5GvlqVd2lFXp5znxTn7zbm3CBbSfKxlRFKY5pP7hItZHFoDVaHE7GolWlJKwbh++7vjKlrMsZCMUKxV+Wj7sBSME4l9wGglVs7SaXZIwbONbJxMtcRpVz+v7t3jnfCiXOed9fbRZfTyzY17+DUezvi7CZX3ZZIux7ZCKTnq4tFrcXEhMs92Lkm5rMCo9PJMYJyNwjbf2L3ECecInaYW7JoIg+ZjzGZep8t4B7+xl2I9x1pugXvJtzjv+TR91mfIxL6MXt97oOKfeYtxx2fRKE0kYi6KzSDPdH+EUqOHS5GXWc0JEb0Go8Y9jOYRrJU7aHRP4NCPkyi+TSlzh1vhEi22SY7YZ9AbWsnUurkbL/K9vT9h0P5ROkytOHUTxEt3URn0WFUOlvcTjOu76O10kKhmWcoEKTdqeHRWPLoABlJshN5mN9zBqYnuBwm6mC9md8O8PruKz2HmubE+eX+QDhib++QzVT52bAzTfZqKoKIIpIS4f+9mk9zdD7KXS0utjBaTjU6rk3bLgeWh0PT5yo0ZlsJRWmwWfuWxYwwHfHLNdGi5trBbRqXqZ7yjQFO9RaaORKwIN5O/jp9ciPP5o6ChRVIsbNV+9Vd/VXaNRU4ousyiMSX+LZJ9kZiLBFjA0YU6+2EIaPx79cxEsi9ozH//7/99fuVXfuWR19ra2qQw3cMhPk98j1hni9ffmzSL/RD5pbCGEyHE60SH/uEQDWGBrPggbbUPCsF7F1poQhleCJz/7u/+rnzuvQm6+N4P6tr/pfmkC/W+T33qU7JCJWAEN27ckFA2AYkQHACRrP+oO/0v/sW/kJ55ItkXHRbBDZiYmJA7L06YCKHkLnb6kE9w7tw5eYLE3x1ujxAlEHwIwVv4UUIk++Fkkv/Hn/4Bz3UNMer1ywWYEF/5QfiS5Pn2ZvvJxkscP9GDSqNkLhhhP51lsiOAx/r+yotIzG7vBClVa3R4LMymdxnWBJi5tsmlrQ0JQf3S556SIkMCDnx9domSrQ5lNYPeFiZbO+RNRNg0bUYipMoh/M4WIuUGzoaOS9MbRONZbCYDx70enB4zm5EEx4/30OF2MJ+MYNRqGXN5qTQa3I4EOR1oIyS8hw1aBjq9stsvuJMSBXD/8TAnWHBaVxdD7O0niTkbnO7twG8y86+vfZVcqcg/Ov8zKGtKblxcxjFq4e39GVZm9nmmZ4Kh4Sa7qTlq8xMMH+ukbryLVtGKWtEuixmrK/OsB6+RDftRGnzUO5V0+F2MOFxouUi5MUqt6ZHJq7AREpBi4WeeKMXxGdvwGUVyrpLJkRCuupffpFJS0W5wEDAcCJuVG6uUuIOWPuoMEqwmcOv2sepEkn2cAV2FTP00KM1MbYdYicR4dqgPv91CuPoq+cYG/fq/iVZ9AMcq1Yt8Y+0iqZICnzWCR9eNq9GLRadluNXDndQ2PoNVWtIITq8YQ9LCCbgUvEql9jvoqTHm+yfoNW2yiJOvVLi3H5LcumGnRy4KDgs8tfvFnkq9SrZ+j1w1jJETWLQeed706mWaiiybBT278WuUU8c41T/OgFd0Ew/8r8PFXdZ2twnejDNyOozamiNfNzJoO4rFcIqaqsJ8YQ21ysCzgTEqtSjf2f1NdpJGVJVxTvomqWoanA9049IbWUktcDP8Ddr0L7C5FkedtzO9HOLnXzpFZ7eBjfwiw9bjaJRacrUCX935Hk9aTjN1KSxVrifH2mmYt9hIbWNWn6DLpaTENr3ms0SLs9xI7DNqm6Tb8v4EbDMbZyMX5wl/H7lKhcu7W9KLus1io1KvcTcuhI0qHHO3Y7+PYniv3Vr/UIBEPCc5wKMTbcxM7XDydK8sel1+c57t9ShKrZqPfGISp8vM7ZlV/vWr3+Jzjx3js2fenU+S5QLf2rjBcmKHjwXO0MgopVK2SF5bXNZHOKvCo3omEsavt6BsKFjfiXLp969z9PQAn//iOSz3rWHu3d3ku5dnGT3RxYvHhx5JqMU0LQRxdiIp4ukCbptJfs/G3B6BNqe0jDwMkaQLpdGWjk5eWV0mXingUxhxoGeytxX3B3jefliEk1mpzotKQbfHTjZTlqifiZ4WebyFkvmk28feclRyzMdkIeTdJE8s0LbyMa7srFHNwadGJ7gaDDIb2eenR8boek/nQ/jvfvWVm7QazbS1uThyrJMrm9tMre7ITk9/n4dircmnesd+ZO62iDvzO+g0Khw6HdMz27x6Z5mudifPnBoiV6hgtei5ObMtix6FUJZnnhtmcy9OJpHl9EQ3jjYnV+9ukqtVeezcAD2Bd0UORdHktakV/F4Lz472kdjPsjy7S/9oqzw/Isr1Gm9trRNJ5hh2eZlsD7CcEk4HKY54AzL5PoxyuSrHwlYqydh4B0VFjXaLjX6nC5PmR0/ORURLaZazQVm8GrK2Sy7q+45N4hWZ5D7r/9vYtI8uNH5YhHJZ5mLCTWCPvs5OzFo9erWa+Qsr7E7t8IVfewGX68ejuwl/YykoV6vR2WslKpwPFlbweK24TQ6iOwVO9ffS5js4poLbvV2YZS0zT7GpQqe04NK5ZHLu0P54wpLlao27q0GJFD3W1/qBBa26VA2fp9oo02EcQ60oUcz+r2gNL6HRHmEr9S3iudeJVM9SrLawFdWgbCo4190hC1LR+HXevvEmH3/sb6OyCPuwJPHyBnplggHbU/gNAqIfYjPzMg4pCvZzKFUucqUr1JsKltPfwC8ExFT97Bd3mI9/k2x1CKfahlKl4rT3PL22DjlfrOd32S/FGbP1o6DGUnaBVCVIstKgxTDIpKNfohB2C2tESgnyNQvB4jZD1lYsai+buZhMoov1FJFKhE+3PoVWqeW3116RwoE/0/msFIobsLbKwo/geE8lNzntGpBK6G/szfEfVi/yuY4TfLrjqOSLl2tVyo0q/VY/nWYXoXya31+7JbvrQtjNp7fRarLTYbLTbhaNiwyb2STnvB1sr22QcRopNWoMWr2sZQ4S7z6rm26r84GAZqZSYioRlIJn4rtOe7poNTrknC2S9bnUHu/sz+Ez2njCM4C+aWI5s8cJfwujjg5uxOfpNbcSMLwfxXQjss7F0IJMxi0GrTw2uUZQFuA6DaNUmwrs2gpmTZXlzAqJyjK/0PnfES7PkSzHWc1NM+l4jl7LJBvZS8TKK6QrFuLlGzzh/SV0jW5ZCO3uiuEyiwJ0v9TFmU68zFQ6y35piSPmJmdsbozaXrSGTzMbukgmf5lux0dpcU9Src7TqEfR6Z+USctK6o+JVEoolWeoNGs4NA1UjSCpaBdGjY3JnpZHilJCJ0C45YjHXipGJjHF0Y5Rhr3nJFIilMlyeWWLrUiSJ4d6ON7dKtc60tZvY1/ObydHO6R7w+FaOJrPy255OJuVYypgseA3mzHoVGRrJcK5DDe3dpgJRkhkiniMBh4f7uJYR6tUl7eqDdRqDRZ2IyRzRQZbPVIcTtxnC7WUVIEX3+83DGBU//mtUf9zEY5r/Z/eVTX/80bwv/nNH1k4TthXf1hDVoh8CxV3wd0WnW7RdT9cqwg4urBZE3ZqIkSjV9iYibzua1/72vsEeUW3XDRzRa53+JqA3wt1drEdYswLuL2gNf/iL/6ifF0UDoR3uYDA/9f/9X/N5cuXH/DVD3NJAZ0XXXaBDPtxEBWi+y46+WL734vi+EnEXyhJF38qdlAcUJFIiwRdJMYiSRcHT4jJCViCSNZ/lBA8AQFRFzCCU6dO8dZbb0kJ+9///d+XnydM6YVq4E//9E8/OMlCOVB8p9gOAXsQMHdxIoSq4I8zsEOpJL/227+Jp9slbUGEX+l0eomA3sOkfUhOQlsbMarlOoNDAbkYjaXybOyn5GJZLF5FB0kk1iIWQzGZoE+2+2UFcCcfJ1xM01KwsrsR4wdLCxg79Pg7beiUGlpVdpQ7TYaH2tiKpBnu8eN1mSUfeitzl3zGQDJmJFjI4HKYOdfdzjeuz/LdawvUY2XaTGaGhn0MdLdQsDQJ5XOM2j0HHf5GQ6r+im6MT2ViczdBe7tDLkZEEiheFxOpGAn3LXqlMNjhArScLrG3GydhqaDxFECdxbnbRXu7F51RxVxkjXg5xUhXN9aQifBmHNvIAl2tp2hEnBRzW3SMVdEqT6NSqGgSp8QSBpE4L9e5emOZVKHIyGAHzz2twKQr01CJ9yrk/t/bn+L63gYjHg9PdZ7GpLXKbRPnRDyE9dp0LMxJTzfjLj8K6uwVXyNbWaHd/CJOw0HVLlkKciH8v5FvBPi4txerrgeF5l0xuItLG1xd2+YjRyzsN/+YY65fxnP/b9PlPL9x8ztEiw2e7DKIOw+22hguk5Gj7S3cSW7LqvBJ14Hi9WGkK2ne3H0NKq8xbvezlUxgtjSZ9P+/KNQM3AjtShVhsUj/MNuferPKevp1spUYbcZn0SgcVGsVIpk3mV7WkKrsgz1IOH2MYkWBWamVHeZSqsjawjwt/V6GBkzY9dNEhNqlSijPP4dW1UWmmWGluINeYeako5eaYoO7uVeJFsuUcz34lGNSNftjPcM4DQZeW/tdVjcKlKsBglslfumpJzk6esBB2sgtoFSo6DQdwF1f3bzCxWvLTJrGeeaJYZw2I41mlVD+LVL5NjaSShSaXY4H+nHpPcwm3iZU8vFc4IhU6H3vfHNxf03a5AzYvNK6Txy/0y3tUtBJ8uayMan8O2T30WM5gD6vr+xLcTFhtybOzc1rq7S0OohEMtgdJnr7fKwvhfnBt+9gcZl54ZOTuD1WOdn/u994lZo6B89reaH1KAO2jgeJv+hk/97CW+yUY3yy+wzP9Qio6bvJqUDUTEf32c/nOBVoxWkwyq7ub/2zP6WpU3Hu88dJlUo4jHoUxQZvvzlH65CPTz02ju1+4l6qiK55Wn6XuGDbvDbaPHb0Oo20T6yUqhw52f3ImHtYCVkU6N5Z3yBUymJQqtDlVFIHYaDd82N5zW9Fk8xshVCoFHS4HFA7KBqM9wTINassx2Kcb+9gezkiEQkCsSCKIg+HUGv+1twUmXqB5/tHWN9Pc2MvyE+PjtPrfDShur24zdzUDm6dAU/ARt9ogDeX10jt5DDaNdT8DZLlEp/rnZCL+h8l0rmiTMIfP94riwx/+sY9ltfCeO0mAgKqGs8yOtbGlektKvt53HYTn/nZM9xd3CEfz7IXSsjimENnpHewlYnjXY8cw9XdKO/Mb9Dd5uKJwW6yqQJzd7Zo7XTRPXAgICmKS29tr1Mp1ggYLZzobCNeKkibRZGEj7p9ck5Ll0ssxqK8NrNEMVHiFx87wWDHuyKUP0oID2SRnKeqOfrNLbQYDig0742l9DWmU9/nvOdnaDEO/khK8mJcJ4oF+u0uNlZX6ejtodyoS6srUXi8+p075LNFTn32OFaDXtplCeSL4f5P8bsQ9BRJ/YPPrVeIl0VykGJud4dSvs6J3h5cSgtr01FGRtpQ6lRMLwTp7/JidlWZSV8hVk5g0Xhxaj10mLpxaz0/tjXiw9fs7GaYRLbIif7WBwU0EZV6ka3CrLTdajOOSO/mYu63ZffaYPpZdnPXyOS+gkF3DJN+HI/+iCw2XN/aYSkSw2LLkKhdZWe9lUbDzLOnR+i2GlCyRpvxpKRhCbup9cwrqJsxWo1jGPRPUK1HyJdvESptU6lHcRq/SKQcZTn1fdmJP+t5ibnULaiNUK1a0KgUNNRZTDoVx5xD0np0LjNFuV5kKjXLiOUsJ12j6FRaeX+6EHkHjaJV0sPCxTAGlQ+HQAiZXRJZ8cb+DZ70nkCrMPDW/jTB0g5/u/cllrJ7OLXCerFNnrtrsWUGrS0EDE5uRTf4jcUf8Ix/iC/1PcGdxDbFehWDSi3XGifd3ayko3x1/S4zyaC0cJx0tfLRthHZBRfXgFBtvxPb5by/C3VTweLCAh39fby8s0iiVOCFjkEG7Z4PRE4d3gtuxbbJ1Yp8sn1CFtBFiK77O6EFvrJ9g0pVQZ/Zx98aPsdqfpdha4eoRTKf3uSUa0Ta6sq/qVa5KxxvKhUc5iY1RZmj9gESlQJXojfYKW5hUts55z4ti3Er2dt0mrq4l3qFVkMXHwl8lq3cLWLlOLFKmKd9P4tRZeFu/PekQv+91HUazTS25OfoC7TS4tayV7hOwHgSncpKoRpivzjDfKbK3eT36DRYeMHeZDf/8ySLGnq8U7hFccD0M5KQXC69hlozhlrdTq1RZDn5H7Foe7DozrOWCXNx8wZWfYlnOz9CmzkgmwMfNF9enlnD3QY55V3COQ/5nIVctoZDZeQTR0Zw3/dQF8d7fj1MIl3gxEgHWq2KyP3EfD+bk/OmSMxbLFYchoOmh4jNRIIbm0GWIzF0wq9dreVIh592v5VSsyILLelKQb4vmS7Sbncy4vfj0psldN6g1j4o1iUru8TKm5jVbrz6Pmmv+H/VJL3lfzwQ9P6LxN5/+xs/cpIudU7eAx8XEG/RPBVoaEErEF3l27dvS0cukdAKWrJw7zq0aRPvEZ13YZUmuON/8Ad/8AhtUSTtoqsvOtdibfPRj35UdtlFAUB08QX//DApF8LhgtIsBNsEJP1//p//Z6anp+XnihxShMgtBedewOTFZwoRdNEoFmiAHyVEoUBss9guIWL+YSH2/bDD/5eapG9sbEgzeAFXEPABcbAPk3SxUaKbLp4Tin8/aoi/FUb0oosuToQ4kA/H7/3e70n4+8McBaEML2AHAq4gOuuCY/7jhPisXKHAb/6r30HVamRWt0e8FuO8a4x+c8cBhL150NVcXgwh5rP2HhcCVZcrllkNJ2TntF3YlykUbMfTZMsVut0HlT7RSRI3ptV8mP1iikwsT6VcIRut0N7Zwnh7q3y9kCiR3EijCxhIZyq4WozUtAISJODDYmApSOeLrEfS+MxGWpxWCc+7cncTNip4Wk2Y3DqsnTZG/F7JHRU3O1ElFad5OZ6kw2YjkyhgNerxu62oFfe7502k8rLksohkXWbsB9VRUJLO5fjO0lUKlRIf6ZnEWLexHA6SbUljRI95xUB7VwC9Vcvs3buUtXt4LKdpa3GSib6JXjuEr3UAhTJBQ7mKUTmMXu2VfK9oIYslomL+7iJtbXO0dH6KyckxooUtFmNzMlnrcoyyk2vSY3cy6n230yN8vL+8fINT7h7OBTqp1tNsZv+UerNCt/Vz6NUHiVq9UWY9/QeES0ls6hHqtX38tpcIGB9NDi4trXIp/Nscbx/g+Z6/IZ/bTib5rbvfp9ys8ctjIwRzy5Szg3TbvNKmaiW7T6iY5py3V1aa5ThuVFnPrTAVu4GutMIZjwqn/R8wM7dC2f0VmQDGK7/MqLuDXvuf3fERBZ9EIcF6+jXShSYWxXES6Qbr2zv4HJv0dJymorqHVt3AqvsYkWqevVCSjYtBnjjbh2moQKe+h3J1kWLxFit5JT5dFpf+Z1AqnKzndpnL7GIWjgGGVtKNm8znN4nVhAiNnXJygDo6Trlbia9tkLK9zfzyIMNjbh7rOYpVbZI3YoWyzl5tjg79CMWMgjffmSHq2eYXz71Ij61FwvuFkm+hvkWhKhY2Z7kdWmIttcW5ltM4TFGmU3sEjMOM2t8PERLdkKvRDZ70iy6Qlu1MitnoPo+1dT3g5grvWwF/F96unQo7i/d2OH6mV/ppb2/FCAVT0gN7ayPKmbP9FAtl/uO/eR291cAnPndSQt9F3Lm1zit/cJlf+rvPkvNVeSs0xWfaz1HLq1gPHVzzwkrtUvKehGoOOXsZc7bQbnLIhdqNUFB+jkjQRUIizvkf/c47bK2E+Pv//WclzF5075aCEf7o5RsU9PDcyUHGW/1oUbKfyBJN5XFajbR77dIJ4nBxEw4mWV0KcfJcv/SUfjgeTtJFRbhSq3FtS9ABCtSUdWrpOp1Gu7TJOYQj/iixFIyyEUnIRD3gsOLU61nYitDpc5BX1mQR8HxnB3vbCdaXw/QNB2htd73Peuu70/NUTCVanTay2SY3d0N8dniEEc+7aABxXF6/tYwyXhLafrh9NkwdFhaCEcKrSc4d7WZFGafQLNFrdzFk9ePW/9kIgXuLu5LqIwTLMvkS//Hl61htes6OdRPbSkqVf3n81vfRFuo89tQQzn4XV6Y2eOxID216HTvLIWbv7eBtc3L++TEc92kGImbW9ri2tsNYj5/TPR0S/j19awO708zgeKss5IoE43JwC3VFhUml4XR3OzUa3AwHZTJg1mhlkt5ps9Nnd3FzZYup2R2enRhgeLDlz0xAD5ALAua8j1/voM/S8mBeem8EC0tcif0xk/bn6Lee/9DPFfcCgWpaiEfwGS2MebyoUTwy1h6c50qVP/nfXkPjMnLmk5NUaUh7RrF/hz9FUl9tVqhTpoyweKpJK1O/QEPpnRSSNXZ2k4wOBNCI75nakRoSRUWRt5bfpmzZw2Pz4dN3yOTcqxMFjp8M3HVtL8Z6OMGRnhYJh8/XUuwU5rBpfPj1B8W+Suky1fIFDJb/knBxhUj2T/FoXaj0Z/EajstipThmqWqe63szLCS+h1Pfg0dzggvfX2T8bDsG25p8rs3cL6+nTPU6xfomfrUOm+ljKBR2sqW3KdSKbOd/gNvwWWI1Beu5GdTNTZ71/z0WMu9g1/UzbD0pUWUX92fYL+Qw46bFZKWmiqJVV7mRuEm/ZZSnvU/IpGy7EOda7CpGlRm7poXZ1CKj9j4mHN3YtUay1TzfDL5Nj6kVo8pBpJSRQq2nXaMolHrJYz7m6JXFacFDF1DlUVs7U4lt/j+LrzNs8/H3h15gLh2SyVaXycVSJsyko4Mr+5u8HV6VCZjHYOKcp4fn24Yw3k+6RDf88v4GE84WiTK7HdlmenOdoY4ujnpa5Rwv1janvZ0fWtwWiuRvBBdZz8f5XOfRB7adYn7+DwuXuJfakhQCsb+PeXtBWeUxzwib+ZAsKk7a+9jOpCViRNgMjrkPEIjzmU0K9TLH7P2UG2Uuxy6zm4+RrWoZtQ3i0CoJFpdIlTWsF97h4y0/TavRRL6aYjUnxPgcPOH5HPHKOquZ1+gxP8ufLHwZPX6+dPTX5DyRLK9RqEVpMZ6SMO5o8Q5KhZqN3BavBb+HrlrnqG2I891/j6YiTTz7ZdzGZ9BqJ6jXdqlWZ9Dpn0Oh0FCo7bOa+n2cmqdZ2bbhsOhRWDfZLexjUHfTYvTQanDJrrUIQfe6PrNJV4sTg0XHfGiZWGGRUjVARaHG5xN2d2a8epuExm9vp6XlZkeHi0S5yH4uh06tup+YWyRl5zBK1Sr3gmHu7u7J5ky3wyHnQYtWx3inH5fl3eLuAbR9X665OwI2FBqhMl+Uvu7CSlOci8NOu0zaVQrytR0K9aRUshfj+scp2P11kv7nS9I/KAQFWiTOIgd8OIT6uxDuFs1YAUkXCbTIH0WI7zrkkX+QSvq5c+fkvxcWFmRHXYjGCUcwwV0XzduHQxQAxPcLGLxoFovO+sMccgHHF1ZsAnUtYPiiuftf/Bf/xY+8f4LXLrb7m9/85iOf+0HxsIL9X2qSLrzLhVy+qFAIKMF7k3RhZi8OkPDF+085xIWZzOX5V7//J9xcuYWqXYXL3I5eZaDb4JGLfdm1VSpo1BtszIex2o20d7vvTwBN1qNJMoUSOr1aWrYcbQtITrvoUq9lIqxnwkSLGaqqhvxM946eZrnM5fAeTz05wZP9PTJJ3g+m2FqL4O92sRhapau/yYjntOSYiZuhSObn96Ms7kXQV5VSdKMr4OD1G8tsLoQxdhhxo+fj50YZG25FrVYedMnFgiyTYS2RoN/mZG0nyrFhweERFjIH6p2H75P/vv9d4r9kJcelyDR6pZLobgVNygCeCrFYkSPdHYx1dpDYyxDbTtN53MdU8E2qGx5MHjdaQxinvczGqo+2XjUa7Tb1Rjf1po1kqSCr5YI3plWosSmm2dwqcm1GicpexunX0uYKYJY2MkrKtTrBXFbCPdstFllguJ3ZQa/UctLVjlIRpaa4iUbpxao5h1alOxD1ExBybpGs3cOufYx+fZr9+hDLhQoBg41BW0BW48U5Xk5/h4X9GXY2H+fFiVFyzQrfWr2JRlPl1yefZCV1lY2wh3FXL6e624mUs8ykgpz39EqInzh2++V9lrMzZIv7kClw0ruJ0/m3USjaWVhcJGutECv9L7SYWjji++9R36/WiyhUquRLZbLS3qxMThRzSmVZIDLptOi0BfKK65RzFqrJfsZ72mnzZyhVVzDozrCW/iPMmk7UmTN85WtXcY86sPfZsOiEamma484jJEvvUCisEqoZadGXaLH+AnqVnenUCkuZCJ3GAEccXvYKl5lOFljLL2NQgDI/xNIqtJQMchvUbQaeGf4k6WqaAWMvjcYBMmO/vMNaeIvtWxr8Phv05slUc0wYJ+SYEqFQNlGr76FRtKNVtbGRnSNdNKBVGbBZNskpfJxxjmDTGQ8Se5XygKOvVLKQCcui2UnPAUxpKR5lK5PmifbOB3Z7Av5+e3+bqesbPDE+xEhfK5VyjWtXVhgcbpHe6EPDLdhsBr7yOxeJJXL8zJeewB846MoKnvG/+X+/TLvbxOf+znNyu19evcGN8CpPWo/LwpoQfJQ0iFqZr65cQK/R4TT6JCyvVG5Int2ER1AflDJBf+e1Wd56+Q5f+gcv0tV70BUV/PdvvXJX6lGcPztApVZnfndfFvl6vU4mulrodNvlvh9GPlfi9tU12a12ed71rD8MkWQK3pdw3zhMnAR94uZ2kHytDFoF4Xgaa1XHiZ52Wj0fztl9OKY3Q8SzBXE5SpubPq+LmTVRuFRQ0NZxm41MBgLSs3323jZur1WKrQnk0WEIuOL1xS187UaijTTJdJXFcIqXhoY56n+Xh78eirMejKFNVCUP3+m1krVDIV1iay3OJ54fZyoZot1hIVrJynl60OaTC+4fFtl8ievTWzx2TAidabi5uM21O+u0dbv46PFhbk9vyWLI1ZtrXL6yTKVW5dixLk4d65Xn5NzRHgnjTEYzXPz+NKloWo6n9oGA9AhXqpTSOu/eTojjA20c62ylXKoyc2sDjVbN6NFOyZcXUPHb+0EsTR2NepPBgJvNTJI7kZAUxXqxu58O67sIAeEjf29qm6MtASaPdKH9Id7hAnK8nN2Vc96gRdA+frgvcqKyx9vh/x9dpgmOuT75od1lgfi4FwlRrNYYcXulJZnoEgsrwEQoxOTQIDaDAaPmQDRVRCqW4Tv/4S06xrtkMUPst7huU5Ussfsd80KtglFpwKA0olXoqNabMokvVKvSrzyfKRMNZmgLODBq6mzsraLvTKJQV6gmbAw7RjnbP/aAg/2TDEHzmNkI4fXV0JjjBAx9OLQH47NRi1HM/xt0hs8RqzXZyv6ATk2dhnYSn+lpivW6hLKHimIfEyiay3gVSmLxUwTsDqJLMfZLdzn9xDDNRo+0fFvPLNJozst7Uquxk4D9LFrlPvnyNBu5G6hUXoqMspXfQ8scp52fIlaLURI2ic6PUm02mEmtSAj7kLVbnqvb0UWmY5tEG1sEDFZ+ofsL1BXifbvsFoKU6zG8euErXsKnNzJmHzs45806r+xdkufCow3IcZSpR0hUkhyxjhMuJznlGpTFH8FjFvaLJ119zKb2+N21i1g1Ov7x6MclPUnoUkzY2/jB3hwGlYH1TEK+367TyyR6zBHgMX+fREgdJtAXQuv4DGbptS2KWgKdkYvFcfq99NhcDNm83I7vyvvtGW/nD9UQECHe83Z4mZuxLZ4LDMk5QiB49GoVsWZMNgry1ZqcG+0aPX6jhWd8Y9JPPltUoG0aOeoL4DWZHymE3UutolaoGLf1ECzuSjqBAh3ZqhKj0kG6uo5D62ApM8tGPsJLrS/h1CVRK7QsZe/SZznFiO00s8lvkC8oWNmEpvcqA87nOe16XnaHBV/drA5g13VTb5QIFS5RKfdwefubJBTruPRpWmy/yDnPE5SrtymXb+K2/ipKpZZy6YKkSmg0Bw2treRdbmy+zKDzs0x0jsrPjxRvk61VKTVa2S+nZLLr1TrYWUmj0ChpGJWyQSA8yBOJOdSaXSY6P4NarSdazhAUbhAra6RyJQIuJy1mF312Ny1WK7aHxH7FORAw+Ts7e1IITqBpJlp88njvJTJ0eZ30BVwPzmOhXHkAbRd+5+33G14Ph5hLctXSgY97Tfi5H/xbhEZRodKIyMS9xzyMW39AJfy/RJKe+gl20u1//iT9P/d45ZVXpOC5aBoLivaHhdBAO3r06P85nHSxgYJjIBLx+fn5B0m62GgBZxBQd0Gq/099YBdLRf6nt/4N2XCOzl0fj3/0NHs1IaQRpsvsZsDqfVClLxYq3L61TkenWz4O442lNWlF8cJgn7R4mk3ssZGJyArziLOVCXcbWo2KK5FVzBkNla0y8WiUu4oCHzkzxvmeg6RjczXC2uYmFXcUTaWTxyYHHxF6EwvuV5dXZZfGotSibiglx/1//84FgqUCpx1+AjYbCpWSY2Md8iGSdXGqL2xvSS5QIpilxWun0//hHAqh6vrt3asSLmnXVdnJV3ltfY2Ogo1JVRcag46nzg/KruKtK6vU7UGa3h1s4acolotU9DdRFIfQahtk6oscHX0WndpDpJiVULTj7nYJHxWd7WLxOospJ4v7u+wv1yhsC9u3Fk6c7cXrt8oEMFcpczsUklD4dC3PZj7Oi60jlGqz5GrTaBVjaBTDssovFpcC7ttobFFSXCZX7aBLradUMxKutFOqV4nUDiw4vBo7alWSivoS6to59uJ6yY/SmOtYrXXO+PtQKtdZiTdwarrp8TjlYmerEKfT5MSpM1OnRLoWpkYUk0JJJqXmnOcWNe3TFJXjBHP73NleZdw/yKCtSrb0ZQzKDpSNX6BQachERFyNFr0Ws06LWa/Dotdh1mtlgn6Q7DWZ2rzLavwKAy2DjLc8LavrudI1WchQqbu5s/U7zLzu5ejYY5w+3y8rzmJhNJWcw6hRctLZh6L+JslSnppCi1Ovw2f6OBqlnZuJeXbzWcld7TTVSZc3mcvWmU3PUxeQs6CR+R07Lw520dI/RV17hj67B4Nax4Cli1yhzL2FHWb2r9Pn6uXZk6cpNUp8Zee7POc7R4ve94Bzn6+GSJfnMKnOkirHiBZ2aNa7mI8tkGik8Bt7GLW03n+/oGXUH9Az5tNheq0uPAazFBgTvMVio8pxbysGtVo+t7UYluNM0aVlwO6lEaxIGodBr6Umko3RNl779h3u3d7iZ//GE3T3vYvQuPjWAhdevs2X/t5HKOvUbIQSaNUqtjVbVNVVvtD9lBRKOox0OcdXVi7g1XsI5+votErOBDokLF/RRKqDf//r1zn71AhPf3TyAe/49Qvz3Fneob3PS8BuPeia+xyYjFr2MzlC6SzZclkq5gZsgpdrZPrmhuTL9w5+sLCcSNIFN0twvR7uborr4c7unoRsOq0G5iL71NN1xr1+xrr9qO+L131YiPF3e21XdufrSiRcebIzwMpujO1IiqymwsnOdrqdDkrFCnP3tg/m2MkO6Ut/GJv7CTbCSY4NBlgvRKTl3/p+jk/0DXOuveMAgdRocmluA6/JSGT1gD6ks+vJWJuUwmX5+SfPdbGXz3KutYONfIytXByv3sqg1YdJ88EqtNPLQXktjfYFKFaqfOviDMlolnNn+iRvWEDihRjeN34wRWE7zZDPJWHwwjtdoVPz1NkBvD6bLGhO3dwgsZ/ColVSKVbwd3rw9XiZ3omyFI1xfqSL4RavVO2fu7dFpVRj/ESXPBZCq0DY8RUKVcLZHM/29TLu8xMt5JiO7UuEzaDjoBAs5qhbe0Hm53Zp11gYn+jAbNVLOpNIGESyu5LdI17K0m704NXZBSNHFpfEeRc/D2lN4m+KtQyLxa+gUzhoV3+CpjzeDVlgFsddLIDF34nrLpTPEink8BjNUlFeFBHE8+vphKRHCQSbz+uRolJ6jUaqLwuvduHKkd5OMHNpkZbJFjpHXeQoyIKoW2fHrbVh15p/aPdbfL+Az28nIlxZmSKniVCqJShlVPR1jqPFxXYwjd2oZ7DTJ7/vvbB68VMUX/88ISHTqQXu7SzQZR7jWNfAQaG+0aBc+G3Z5U4rx1nLvkm3VkUNAxXVs0RKRXK1Eh69FbtGcGZXsCljeI1PUm24ubW2S7m5wfr0Ak8f+xQDA21Sb2Qn+xY0DVRFkbZxhERJoPdmMeoiKJWrqDRPsV8tYFMl6TCYsOqOspa/w0nnZ2mgZja9glfvotfUJsdMpprmbvIum7kolXqabu1pljIpkvWMFGRzGFKM2ofpMIprcIkx6xF0wp8buBKd4mpsiQGz6Kx3YlQr+PbeG5xznSRUynDS2S87mIK3PJva5qSrn8V0mFeC9yjUS/yXg8+RrVZYz8akJ/eN2IacL81qA6lygVaTVSKm2o0OTno6GLHfL340m7LLLgR7Gyjw6E0ky0V8ehPqSIr23h5mUvsSsj7hDLCSicrze8rT8aGJuogb0Q2uRjapFBWc9nfweGs36WqB7+9NyWS7VBdJawajWkm5rKRYbmA21vi53sdxfABKRwjk3UkuYddY6Le0MZW6S7ISl2iLelMlk92Z9A2qdTtruTfJ130MWHrwG5QYVUUi5RDn3J9Bq9Dwzdn/wKTvWaq6KZZzQY44P8OIbZxSPU24cIsW4xnUCiNTe1MEcwuMe44Tr/0J+dI8oUqAsuYpzrkmsDS+i07Th834HI1GSibqOv0zpApKbq/uYnMsYjbvMuD4ZdRKo6TR7RduoFPZsWoHpdr7y1PThLI5ejw+TrZ20G5xcG9tD7vJQG/LroTP56oT7GVy3FnalY2r8WEfeqOCfKMg77Giw+7T29E0NWwmktzZCRHL5WmxWjjZKYSA9czvRGTxeazDJ5Gdh9f8+n6C9XBcuhoNtrql9/mPc82KYotI2lOVPMHCFqFSEK3CRsDYJs+V7LzLh/4R8cz/vJL0d92r/ryx99/+679O0v8TiL9wki6g7i+88IK8UQvhONFVP378uIQhiOT8t39b3Mx+MnYA/0cO7Fghye9d/ipP+c+wcm2NSqnC5NNjUpFSiJqImHS2Y9EcTCaZTJG7tzcZGmnB57NJztlMOERDU+Z2cFN2ms6193Lc30Wb5dFEWFhfXI+uY9hWYCgp2doNs2Rr8OLkECc62ijX81y8+zaqnAe7Vywka5ySibbqART0m9PzUsDol08ePVjMrmxweX6d2FKSDfIccXv59LkJ7s3tSojpiYlOjo62kSqXuBrcYdTiYSuY4PHJ3h/KTd3I7vPK3g2OOfppkOVybAWfzseIuYdYtkJbQc/tO1tyAXvqRA/RSIo/vfh7vPDsU7SYRrh661V8rXpyaTvJyhyqVCfDg2MYvUauRNalUEybyU69XmMp/AfMJ0o4jR0cazmJRefkzvQ2N66uUs2U6enzcuaxg8WxSPD+ZHGW69EN/ubYEUyaW1Jsp9MibFC6HtmHYi3KavrrZGs1jtmfQ9fcBd2TEgImhr7ouC6lw2xmw1Qb38Wj7aBceFxyRLeTEbYiEb4wdoxOT553NlewMcbx9lbZvZjN7WJXGSU/K1YPk21E0CpzaOsW9iJ6Huu4IJPmWOVJdip73ElukS2UcFqM0gfdpdun13QXFL1U+az0jBf6BVJsTtAU5M8DnQPxb9Fx29lKUq81aOvKUlasolP24jUIfmQdReMq2WQrF99YJTC6zsnxn8GgEXwz8fdKyvUK12N3KdY0ODVV2rV3yNccuI1K1Bo3PuMZVAo7NxLzJMs1jti7sKi3pO3O67NbXNmZpdbM0O420O58Ek0lyUZ1h48PfopsI46laCe6U6KSq2Cw1bH3Fxmzn5Rdrquxu1LE6NNtj1o2xopX0aqcWDT9rOeu49Z1o1PYuLDzOjdj8Jh/hDMtnQ+UXQ+U9xtsZmIspaJSFEiMf9GBvh0WAj4NRhweab21ux6jeyJAvlFlOrhLai3DyFAbkc00HQMedufDbC7tM3q6S3Y4Dzv1wkP5a//+In6/iZYT3Ri1GikI53dYEOvAl/euycX/ZzrOP3CREIvLN7cWeXn9Lj87fJIhVzszyT0J7dPuNpi/soHRoOLn/s7zB77RxTLfuzDHtekNHD4Ln3xsTAqRfRD8XCAq9tJZ9tIZ1jci6OtKnjo3iM9q+cCF6Xvh7g+HOH5Te2EShQKDfg8zsRDB/TRtGiunBzuxm/9sITZRKLm+vC2FtarNunzuRE+b1Oi4trxFtF7kM5OjeMwmaUm3srBHPJJldLJdwr4P487qrkRfHO9vlUrM39uY5/buPs919fOx3iG5b8IeS3Qzj3YGmLmxIYtuGX0DR4uF1dl9etvcqFu0uAxGxjw+WXhbzuyzV0hJsah+q1cqzT8cwhXj6r11zk72yOM9v7PP3ZlteZyfOzvEpXsioVBydrSb3/m9iygyZZ56epQjxzu5dHOVfKZIi8WMy2fF5TFLSLbYz/YOB/tbMSLbUTRmPTvVEim9gnOj3bTYLXLeWl/eJ5HI4u51EhJWlcmYTFr7jA7i2SIDfjdGnZaM4KSnomgUKrqtDsQsIBawwg4zFkpjzikJdDpxeM0kRGe6ksahM9NmdMn9FXO6uOZV938e/H4wnzQVFeZzX0OpEHDZn5PoFfnafZcT5f2/S5WKzMUjMik/6g1ITQUxN4mu761QkFaLlWGni7vT0/i7e2S3XXTL4sUiDWWNKmVJR9je3CMbL0vl2yP9XXiNFomGEkm1gPbL5Po+NeuR81TLs1fcJVqKkCjtsbUXxafuoVczQCXX5MjxLpnE35jbpKlCQm0PePEHnXjxUyDChHf8IQ9eoNtkIv/Qvz/wGnpIIM6rGWJ2PS6P4bHeVqgLmPtV8pqPspx5G5vKS7myQpRncOn9tBgcUgCt2sizU5jGqsxj07gw6k7Kz06XQ9zavcz6lB1lXM3P/8oJdvKCEljCp3WhU1nQao+TLy+xk7nHavYi8Woriyk7AZ2dLssGnbaPsF+5w5jjGXRKNwuZDbpMLbQZDwqN1UaFy7Er7BQSWNQNXBoP6zmVvP+71MIqMo1aWWHCcYySMkibKUDAcEAvmk2t85XtC5x0jvKMbxyjSsuf7r2GTW1FpTAxbGuXNAqheXA9vkyfuYWdfJLbsU12SlE+3Xacch2mk0E6DC4MGjXZWgGTysB+MUufxcVUak/e14442zjr7X5w7m8IWHs8JG0/j7ha2Mwm5Pg97mqRiZOY08Q4FUXnhVSEDrNdqsPrVCqZ7H9YQUaM5z9YvkVDKex13RL6PmTzsV2Icj22Kt0C0uUyF8KrmBQ6nm0dIlyJU6wXedp3hA6z833892K9zO3EEh1GweM3cjt5HYNSj0Htpdas49EJpFWJ9dwG95Iz1JttuLVGrBotGlUUi9qCu3iecHEKXyBFh+EEy9k3CJbgtPsTdJq6iZeWyFZSBCN+WTzr9IawiCJcPcRW9hKGxhTbjS+wW9bSpVfQp58nYPub6NReqpV7JHNJ7m21MtTmpc1lZS3zR3Lbe60/I4+lSLrDhWtUqwEuzxRI5AqcHe9AZ26wkYoQigihy1Y6XB4i2QzZ0kU0SgeZeDdGlYbHH7JlE/eXWCnDfDzMvVCQ3WQGg1LLmDfAE129OI1GFnej7Key9Ld46PTYH+QHkXROzsXiPjza4ZNFgZ9EVOoFtvPzUjdJp/LTxCw77oLOIOZKm8Z4P3HX8+Sxs3IM/XWS/tdJ+o8bAoJ/7do18vn8+14TXPpDvvxfepIuolAoSBU+Yeiey+WkgJswjj/kD/ynHlI4LpFkf3tLqtSLLtvtH0zh7XDTPd4pOxXLmYhUOx20+qWgilysRDPcntok5igxl93DZFDRa/My7GihnIdssczRzhac5vfDL3fzCaajO2iXGlgUSsKFPHP6Mp8Y78dsDUoOenRZRyFfomnWolQpJDxddBOvru1gFZDLWolupxOn0cDFnU2Oe1u4cWGVW9tB7oTDDHd6+YefeZLEfo7r9w74EKcnuyhLdKuCYqRMb6uLlg+Au86ndnhj/57knIVKMe4ml3jBf4bHPKNyYhdQTQF39BX1vPrGLGeP92Dti3Hjzl2O+T5G77CDtfAPCK6Z6Bipkw21Et0RrZ06jVE9PQ73gfhXLsjNnVep1uIcbfv0A0u1w9gJJbk3t0MukiO5n6W7x4Nv0sNUIUSpmkDbXOGY38yo63No1Y8qCYubz1b2+wQLgmv3KZyKbdAcRaF6v3rxpf0/5E50GkXlBZToCFh0xErrtKi6mNveQmnaw2c4xc8cFUmnkuuxDQm3bzPp2S3uiqOJUVnCru5iZrtOp/l7eM1aCsovMpVe4UJwi4AmwFBJhbHHQ65ZolOo++bfolS6iEFzhBbbZ3BobNK+TFyU0rpNdL6aDcmfnVkKYTJp6Ovy0FQ0iZfvkCpvY9IMY9f1EYtucfPNt/C0H6P1SJZ8dRmn7pOgPLCjE10ysfDdym+hUzgpVeZwq2YIV1vpMGuJV31YtJ2Se75V2KFSV9NncqLMzrFy18BiIYqmu8JwhwlVI4qBPoqZKHMZJ5PWdnIk6VR0oGmoGB1pI1HfkCJLfn23XDS+HHqLJzwn6TD5ZLVdLL4ajTTpyi28hifJ11OkK7v0Wk6Trm4wnVhnLWHCr3Yx6PbI7uzhIkzsz+XIuuQhi4XWwflucGl3C21NQX2jwMiRdlxui3zvtWurxNR5QtE0R9rbyAVzzM7s4gvYeeoTE/LYiL8XQm3fffkuszdWOf3JI3R2uqWfqyh0iQKASLSK1RI3C7N4NHbGzQNSaHEtm5DXlFXXZDG9zUc6JvHo7NyZXmN+aZviXppf+dsfxWIxEYpluDW7TXQ/hc1t4pdfOoPD9MMh2ocR3U9z5+4G/iEP8XJJFiZ8VjMtNqtMiA+LbR+WpB8eu/n9iEz8T7a3slNIc2t7F21BwdmeLroD73pn/7AQhUKh+O61mckLaHK1xuneNgn1f3V6WfI4f+70JO77/MLgTpzVhRC9g37a7qOPxDG9PL9Jh8cubd3EOH99a4mXVxalav8Xh45i0em5ubSD2aCVifG96+uUGnW2FQUmelu5dmOTJ0/3sas46KYLtXdxHgWndSm9z34pI7t17UaXTESFvojohAqbIFFsEJ7cAlp5eXZTisgJYbJnTgxIPYf2VheR/QyvfeseLS4zY6e7cXXYWVzZx2LRSoREOpWnWqpRSZfR6TQMnGiX80NuL0VsI8bGboxmi4Vzx/tp8ztJV0rMbASJxDMc7e9gqMXLWjopix0BjZntRJojbX48FrO87ywkozJxOOFrwWUwSUqUgJ0LeoYiXKJoKtHW52TEIaDtfzYnv96ocjX2NSmy9Iz/b0mxq/dGpV5nPh6R1p1DLg89NseD8bCRSjIXjTDu9UnO/OFYGxkdIdcoESunCBWSxIs5qGtoVtU0hHXW9B5KpRp/q5uR8TYJzRbjRsCYhfe7WIWIRFok7GpVjUIzTrmZRaWskasFpWL7qPUcO1tlEqk8+oZCHufJ411yPN+bF9BnmBxpQ6M5GPPiecFnlhz4hxJ3OV7F77WqvO51KrVE34jCgUCGaFUNUrVlTGoTvZZx9GqdLJCIYlEmF2Y08C1SmpPcy8zTbLbRplrCZf4I7dZT7wqN1bNs5+/hUJvQE8ZseBalgPM38gTzohg5wmYY/ugPL3PmcRWDo2U8+kH0jW10+mdBoSaV/wGb+XuEK0kitWF6jSOoG0sUqha28ilomLFphyg0Mxz39NJvDcgERwpsxq6wmQtJMS5hGdZoujnh6uW4qwujSnCqb+NQ97GcDLKd32PQPEqnzUmqluKPtt/itGuQT7adlgWb6dQS95JC0byHFoObfkuLHJs34qJIrCFTqbJTiDOd3JKWsUalSSp2P+0fkPPz2+FFyhIB1aTX4mEnn2A9F6fP4uGUu0vSmcR5mI7vcTOyw5gzIAXhNjIJeb2MOvzy+yp7EZ49furBnCau8bux4IETCg1cOiPHPYL29v65S4gcXt/bpdtuJ1bPyAKBKBBWGnUmHC1sFva5HdumWlFKBM5KYZdRh4/Ptp/m7cgUxSoYVSapN9JlcUk9lMPIVPPcTa4wbO2Uau8ruSW6TT3kqoIsWEejSMh74N3kt9jMayjX9SibGkkxSFX2UOUD/PLoT7FS+Co+oRBfj7FX3CZStXLO/SzaupnXVt6mzdbGmc4jNBUiqb4ix9B+/vtkS3dQNtVUdL/MRiFJvXyJAYuLcc/fIZJMsxn+Oh2+Z2hxHbgs1RoFlpO/i003SKv5WeL5ArOhLWaDt7A323jp9FksBj3r+3EuLa/TMNdJkUWjVtJv8zHicLOxdhmarZwZP/nAnzxdLLGVTLEQjpAU1E+Vkh6fHbtNQ65RJJhIk4nXaLc5ONfbjeW+M0ehXGVxd5/Eh0DbfxKRrUbYL62gVRrx6Qfk9XgIkZc892qRn3v8Y5jV+r/6Sfq/+Al00v/vf91J/1FD8Or/8T/+xzJ/FNbj742Ojg7u3LnD/2lJ+l/1EAN7N5Lkv/mXv8s//Nmn0Ou15NN5bv1gmrHHhnAFDjrhiXKeqeQueoUao1LLciLMjY11EvEinzl2jKd6B6QNzWFsRpMshiL0+90SHv3eiWchvcfS7h72HQ3KQomSV8/V3ALPjrRyvv0xueiYvrMpuzQlrQKDQUNOWZNQ6KMdLVKc43ZwD7VWSbfdwYDTTSqZ59b1NdbKWb59c562dge/8ORxzg10yoXMrektmqJx0KLhXFcnmWSRcxOPqkPfia9xKTJLm8lDsJhEoSjwrO8Iw7YDxW4RwnLkws4mHVYb2Z08G2v7pFQ3OD5yivS6kf6TORTaIptbEbTVQY5NHGF2bpeX37nDwGCAFx8f4l74JsFMiH5bjtHAS2g1LR94flKZAlNLQdQNWNvd5+beDi3tWc4didFUDVMoj3CqtR33Q0qQgm8VKlxjM3sJn/EoPXqxGFWh0B573+fvF1Z4dfu3SefOEm/q6LSaaNZijLu6GXcP8Lu3f4+ryxr+zpnnONffxXxqj91CBI9BwFCrGFVldMqmvGlOb2dxai7QYQ+R1/6s5E/fCEVxalz8/MBRNtfXpSXhViEhO379Fgv5ymXyxQuoNKepq4/JBYlda8Wls+HS2ognisytheluddLd+q5Cc71RYSd/mUItgq4wytvf2qd3uMKxM3os+ifYSH+DWrNAn+3n5AL5MER3KlaOMmwdYSP5bcKZGTZLHsnNN+jMtJiGSVc13EuukUo2yC0EZdLc4Xwcz7iCG6k5WnQOKtVVHNSY3lERL/TT5zagqjV4cmgSjU5NuV5irzSPW9uHWmFgLr0qq9mnXZMHsFohqCiWMY0FGnJQ9hEprWDR+jGozCRLi+xX9NhVLgoH5scyUReQ7wMueJW5VIhjrnbMGp18TiR+r74xQ6vPzmMn+uViLBbKEt5OEuh0ML26SzieQBlv0Opy8NjTI3h8VpoN2IulWVgJ8fYf3+SZJ4Z46Wcf+8DxKDr3+4UEX926xKCpk1xRjVmtY9Dhktfsrf0llpIhBrItFDMVFqfWUbSbKTs0mJU6NDUVhUJJ0hDOTvbJDr1IOMRiR3PfFlF29R/i4TeqdWbvbEsefaDFIRe2uXKVcCYrIfEiMQ1YLbJja9frpM+oGGcfZiUiFHU3EklOdrRJ6sal7U0ikSxjTi/H+9sfodh8UORLFZmo9/icsosqtBNO9bRL1MO3p+alIrzoqAdcVllsSiRy0hve4jDSPeSXwpSpfJHbK7uMdvmxGHVyXMxFQry6JTQW4Mm2PhwKM7PrYYa7fVQLVdamdkkLJXB1TUIid0MpuobdZBpVRpyeRxbp5UaFcCVNqVGVHc6AzopapZbw84W1MOP9LbIwc2txVz5XzBZlN11oG+zuJTkx3sGrP5jl3uU1zp7o4fzTw6iNGmaX9mTR1GUzUciWiIZT3L22LilIx8/20trpxuEys7cT41vfv8VOMUt7pwt3q4PJ3g5MBSXr83vSos3bYufK3rZMEANaMzPBfY60B2ixHxQdBSxeJM3Ctk1A4IWv9jfXp4hkU/TmnXi0ViYmOjEYP1wEUMyJdxLfZ7twl8c9v4Bbf+BU8HCIxHwmto9Np+OIxy855nLMN5vMRPYll/5kS6tELogIF+LcXZvF4LHI4+rW2eTDoRVd14MOtSjgrG+HuXZpjqJJh8KgZnSoVRaWxLUsoK810YErptjMbxEpxmTilazEKFZKeLS9tBm7Met0svOeSOSJhDIYqwpZYB4/0iGvyZnFoKQMHRttlwWTHyVEEv9wAi/gyqHiAoqmHUXdR50mWqVKImeaVKilv8xWsk7JrmfQdYxOXYg2YxtG48ffHXN1UQi9h0PrR9dYRq8dR6tuo9GssVe4gUHlwqU/UNH/9juvcWvxJp/+2CSjHgdKpVFauRUq0wRzl5nPCC2Vfkadz9OpVxLMX0apGiFbC+HQnJYK5i61l1KlKYsPdp2O3fImG8UtifpJl6uM2lp5LvCYPJfiOG0VFoV3ixTVms/M06LvJJqrciO2zlJhlS6jmxdbzsiihVBGfy10BbvOgVPnoEsfkHP2Vj5KtJSl2mhK8da1TBStUsOwvVXy2QV8XYjACV90kWgLvYgOkyj2wPXYlqSITbrb8OjMUvdmJhGSj2db+xmweQjm0+zm0pz2dcjtFtoQb85P8+LYUdqt7yITxbhcTkUl6kQIuQ1YPRz3HMD9D0O4gAhRxlG3ly6bEPWsciW6jk9vwaDSMZPYI50X80QMn9nEUXcniqaC312/yFFHB59sm+RuapluYzuxUpFQMYNXb6HHIs7jQRFSaCzMpTcYs3WznlskV0tzxH6C9XyIZjOLXatB0ayyW1ggVDJiUTfR4uXm9m1qhgIt5uMcdXgo128ybH2eveJ10jUtq6kGplI/Yz43euMGraazaJQGMpUN8tVdbCorO/mLKCoXyas/g0l3hFIlw0r6j6k3hjFkznKyG+yGsCz+HPqIC7X42+E/pFg4SaPux6zQkM+EaO9OolaOcG8ry1okwZHOAIM+D36LmSqC7hjl+vo6qkaFEx0ZOu2Pk8jr2Ywn2Uml5f3XYTAw1uKj02mXUHWRhM9th4nmsrg8epr6mkyKRQe7koNUokKny/VjQ9v/PCEQMvHyJslKEIe2DbeuSwo8HoYoNooGwl/5JP2f/wSS9P/ur5P0H9WVTHDTv/SlL/Fbv/VbUo/tJxl/4SRd8M//1b/6V1IkTmyoaPkLA3ohGCfU8n7t136NvwoDO5sr8OLf+he0B5z8/EdP0N3iIrSxz+rdTU6+OIneqCOcS3N7f5OrsVUK9Qp9Rj9OHAxqnJRSBx7qWt2jJ0gsQu9s7WHV65joCEhe62GIQ38zvsHGUpjOopVYdJ3yUIOViIUvnjxGl9Mhoc2Cz9pQNLm9v4/fY+Wl0wLydXAT+t27d+Si+Itj4w9uTCKxN5p0XFvd4tXZVTQWLZNdrfziE8ckz/nO7DY/mFqiqKoxbPfykXNDeJ0H1Z8rkUUuRWcwqARfR8OEI4BZU2fMNvk+7qCAj10Kbkko2ju3LqEyBvHkztBUZtH47tDe8KDulgABAABJREFU1YNDfZzpG0n6BvxsqVKszgfZml3Be0TBcEc7Yy49Bo0Cre7sh56jcqXGhdlVplNhfI5V0qFl2BxmpO8E/jEva/kUk74AbdaDhW2qvMRa5k2UaDlifx5FfQF0T6NQPLqQjebTfHP9N8lWbPQ6nueYJ8C3Nt6g3FTwxb6nmN67wOJ+lbOtZ3hnfpORLgdZU4R2k5GA3o6iGceotssuyJ2tCOrGLP2ua0SUnyRYUjC7n0Wl0PErQydkJ09M/mK8ieQpVspxN7GNVVPApFygVr5OwPJpjPqzJCpp2ZVa2YqSTzY4NtBBvz8gu+wPh7DsmQ+/yjsv7zDQcYwXXzxPrnQRlcqBVj3ASuo/YlS30Gn95CPjbik7L/mHrXovkexXCOazZOomirVWUFYYd46Qyij5+ps32c4VeG5Az4vnRvAaj3E3McP3Qtexll3k8vN0u/aYSYxjjvRg7qhzvmOAo0IpV3gpF7fI1lL0myfk4uiPd17mae9pOk3vKreLyn6k8A5O/VkytQyJcpA2wzFS1S02s5vEKh5Ou7rZy+ZZicVkt63X5cSg1chuqRAXGncEZIK3sxYlEk6TaVHS4RBFDgMLt3bwdjokXLYWKxOL5im46pjceo6N9JDMFKSKrIDsReeiZEMpnvniCckbllDh+3SBQ8u/w38vJ4K8FlzkqZZBTvq6H1ATxFXyrbcvy46fJaGlUKpx7uNHMVs0LITCJCN5qqkqZ48L4b/AAXe4fp87LPjA9x8H/Pu67JgvzQdRaVX425wygTkU4BPzgEjiRWc7Uy6TKpQkT1hVyPJLzz+JTvvoeH/ATb7POxZ8QSHkMx7wY9FrmI6GmdoJYWvoONXTgc1ikNt1yH0Wx/jwd/HvTL7Iwk5Eqs+L7xaPHr9TFhhubwdJZooMeIV3vO3AZaJWJ7Qck4rtHSM+DEadhMnvJ7NMdAckhF5ArbfTaW6Et6Xu96jPg6NsRt1QMdHXQi5RYOnuDtuVHAaLXsIpm40mrn6rpACILrykeDwEYxYJheDMiuJin9Uru+vTS0GpWO92WehvdbGwG6VRqrETTPBLL51hZmlPagN0tTr5l7/5PcrJIi8+P8GZJwYkGmJzL8GZiS5p53Z4Xd26usruZgyn0yTF8hQODTuNAvd2Q5irCk5orFhUWlp6fBjsJlYWxMLYQ6DHJVEgPpMZr9bEne09hgNeOl0HnW4hnnUzvEu1WUavr+PR20jnxJcq8OQ1RPezjIy14na/v4r/4JrPXGU+8xYnHJ+gw3zkkdcL1Yq0VRNwaKFg3WZ5F10lhLwEH16Mm1MtbRImLmIjF2I7v08xmOL0yDHsugMhxR8W69NbhDej1K0mKtomzg47iaKwWMrS0KRRqcs4DEY06hrVZgK31k6P+TiNhuFAOKxaedB5342nWd6KUCtU6W11M9jrl93Nvb0UlUJNFp5/FOrGw5GshAgVVx8RiMtUihJBt5WLoa1fwaGcZTrtJbXfg89ZYsCVItX4CFq1TULnNaoa2cYSbpEAaDNolU3sxnPyWgkXpqk0BFd98sAZphJhN3+L65dXqTU7OTVRoNX7okxyo/k3pL1cvqGlzfQ5ekydrKS/hUrZTrwcRa/qooaODkOL5NWKz0+Vi1yNLLGQEsKBDUwqEy0GPf22fhx6k1TPrlMgU9/Epx0hUt6XnXCT2sFWIUq0HKXRLNGvG5HoDbNWR7S2TVVZps/SxaS9B61KQ7yU4XJ0mWylJsdEqpqVImwimY1W8nKuFh301/bmmUrs0m3yMuTw49Wb+fcrV6Qw3mlPp0zkhVvHpdAGq5kYL3WO0mtzSzHZ29ED6zW77uAcCsTGhXu3yTpMnAl04jU8ihoRn3N9f5vVTJyj7hbO+Q6sUEXR6e7+3sHa4KExna+WuRJdw6IyEkoXSNcKmA1K6oqyhD4P21rl/erfrbzFSVcPJ93tJCoZTjiHJNJkMxeXCAUBl+62uCQ8P1yMs57fo9fkZSE7I0Xjhi3j3EstUm2GGLaMsph5A7O6m+n0BpqkAafeRcMWYS0XpdEYQK1YYdDipdvcwlJkke2MCY/LxLMtT1Nt7EnxOL/x2IFAbfEqOqWdZm2FSOEyqmaJsu7n0ajMkJ7jWuIaRe0oT/ifpFe/iUrVgVrTT6JQlAXanfQSev0UA5ZPcmsxi9NnpqQIkiuuo6mM8ezoGB7ru8dZ3I+EO4agCBp8SqZis+xkdrAqerEo7XTZXPR7XbTabQ980zcjSVZCMelENNjiedB1300kuba9Qa5ZwO7QETDbJI/dq7djUn+wlshPMkr1HPvFJWrNMl690FfwyOeHR0b+84C7/3WS/pcWwsbN4/FIirdQq/9Jx1845f+5n/s5fvCDH/DSSy/JJP2LX/yivDgnJib49V//dQl9Fwb2/6mHgPL83U+d4atvTPGHr97izFg3Tx7tIxSK8dVX36bcqyMtbEQsHn6+/xz5cpU3dlYYaTUy6m9hZT7M1NQWx451o1K/uzgUvJrHBrqY3g5xaXmTY50tD7g24iZy1NlBpqPI6uI2ZkuG1ugA7h43X701zc+fPiqhrMNH2vjqd25iN+mkUNxuJEWH38FOJoVFJBINpewIHC6ehADWnevrvPT4EQrZMuvlLMFEin/69df51PFRTo20Mz7cwn+4cIPZ5RDbu3G+8NHjrGl2eGv/HmaNmUlbO+fcA6zkZukw9n+guI9db2DI6WEmFaJp28bGCCfO9nNj4cts7ezTZnsRa4ePgSE9P7g5h66ngMGbxNYF5VkbYxNjaJXXUGue/jPPT6lZo2gr0q2/Q6gQ5fljv4zlSICrF5dY/toUrUMebtd2Kdd9tFjqBPN3qNTLHHG+gKK+COrRRxJ0kawsxaJcCH6LIgWO+77AKV8PF/au0G6ycsJ/gldWXiWWS/LSwGcY9QTIk+L37l3hie5eer0OCvV93Pp+bNpWmdjUqrv0u6+yWT9JsaZlM16k1lDxiyPHZIVYLDQeromJhcxj3j5uJ7bZK3vwa0+zn/0mrSozLbqTxLbq+BoqOibNlFRF7iYX5YLMpbXLLrtNY6GYVXD3VRXtQxr6JlOU6imMuhPStkej9NBt/TwrqS8TKdzAazz1YNz1mPuYTU9j09hxGF+kUf9jakUFA04hfjfIWxv32Lpcl1Y+bUMWWoZHydei5Kt79OsHWM7HuVG7x4T3JNnCHD7dLSo9Gp5peYE396bIF+BEayc+fRuJjFAFjuDS+Ri29nI7OfdIki4EbEyaLgnPd+uPk6nu0FRkaBGK8c0QtVydbL3EcX8r4x6/9OTeiKVot9l4zNvDleiG9Pg1lNREkzE++9RxSqoG1/Z2UMQbHG/rEBgK8pEU9bqKp54aJhpOkmppsr4bY9wekJ6vtWKV/+83vstLHz/JZO/wg27/wc93qQciSV1KiERTz8e7RljL7lKq++X5KAt7mRubNBM6woUIu3thfvZvfBSny0g4mqFarrNXSFO3w44uRS3VlEm1+I73xmGiGY2nyevKDIwICzsFeoX2YByJ/xsHjgzqhhZDU421pJHJ8c3NLW5/Pcczg73YjIYH+/FwSMqBUiET12/OztPvduE2mxjy+ZiJhPj67AxHvAH6Wjwy6RbbI/jJKrVaUl7E7wGrGZ/ZLBP18z0dxPNFyS082h3gbEcb76xvUsvXcTR0ks9rNuhojDVYXQyxH0ozesSFs6eLu6tBWZA83n1gmXO0tYVet5N74RCZcgG1KUcjpkDdaGFE2GKZzNy5ucZMLoHXZSJdKKNKNNhTZumy2XEbH1U19+gtuHVmaZW4lNnnZnCLSqpBPl/lmeMD0hNdaH8I5fpwJM2FmyucO9bL1TvrtHht/M1ffoJ/8T9+h5nZbZxuM2OTHaRyRaaX9zgxKlwyFPJx4mwfFpuB1Z0IFaeadC6JuaDgjNLNei1LwqdnpKuV1E6SrYVdTHYTy1Nb0gbw1FArl/e2MTg0nOpu4+bGgUBfv8+NUtnAaKiynEjhajg46Qxgtmm5Htolaa3TZ/MxN7NLe4dLUoLemywLTuZi5gJD1rOPJOhiHK2nkyzGo7SYrTzTIRKxdwvJghsvYMKCRnDaF3ig3L6e22OvGOOovY+N8BpWjenPhKh2j3eQiqTR6ZQUGkqa0SztvU10xTzlqloWCNbiISmo2G7qwOvoJ69W4zSqMWu1PEJSaoNkd4GLd1el5V/OUkATUKF36tgpZPh3F65JKoPbbMas1ciusPgMYUuqkzx0xYOClbie98trpKsRvLoBsmUdq+lNqcwuLMKsaiNubRmrYoWlUoA2+xmcuhKp+CY7qVEsDhOZWolQMS7FUYVXea2+Tb2+Qa7eIyRlUSlzKBQprJoeDOppdCrhY7+BXl3G0jrOzsoCM5FWljNBOlwx5jNz1BUF2syfYdg6JFW9DWoD+UYWq86BXedm2Notk8Ryo8Z2Ls5KaoOSKsoTHU6OOfvwqMT+mWg0XCRKRRq1Ok1VjBHrEG6DHWclg1bhl53hEYddzumfaf04Lp1dFgKvR5eY3Y1Izn1A40Wv1BAVCL3gHeoNJSfdXUTKSdSlKuc9Q6SqJc56eqTH+sX9Namm3mPxSlvKPquH316+hEWtlyK8A1Yfi8mI5JULhfePtQ/LBD1dLsoE/ai79UGCfhhOtY5eV4Cb+7uc9Xfg1L9bsBbis8+3DeCJBXl9b0VC4YetfqmpcDLQJotfj86tKpRVLe+EV3mhfZgj7mG2cgne3l8iU03J7v4JZw9/o/cJfm/jsoTGt5tNbOT26LO0MWz3S7rebj4l0QyL6X3pUuPWioJHnBZdG7ulLeK6CEfsg1yNp1nJztNpOs5W/hZdinFejVzlZ04KraFWLBqtLIYVqie4HvsuP9gq0Kqr8UyXk1Rdzd3ULSbtRykKgdxqCLMmgFM3LhN1u6YLhz5HKv9dTKywHOoilVTz0b5RthtqriXusabVMaq9SySvJFms47daGA8cYTG6z/dXf58u12fp9bgIRzQ4jQq6+oR2zrvJcq1W5/r8tvQ+tzj1RCIlbI1uye9XG6JYrBbMljpKnSggN8gVq8xsheW1dby3DZfF+D5o+8nWbjrcdkn1iZaE20OatVwYo0p3P2G3YdX82TSwP09oFEasyhF28ztcjN6hVtOhbHpkEdBy38r1r3QIK+W/jr+UcLvdUoftypUr/4ck6X+hTrrolgcCAWm99uSTTz4Q9lhfX5e+cV/4whdkp1342/2nXn0ql8vStui1SwssbIXJ6yrEyWIL6NDsFhht6eSF8ycxaLRSHOdeMMR4i49wNSmT93FbG7sLMakqPX7kYNH23liPJFgORxkKeOnyvAvZipcSfHXpFVwRL4G8g67hNhabeaZ3w/zsyUk2Y0lqlTqEi1gdJmLlEt2dbhbyMU76W9lJZSRX8WjLu3DxualtVGoVFrOOV28uElFXcdmMLAZj9DntPD3aj9Gq4c5ekM17EWZry2RdKY76+/ml0acJGJxs5tek33e/ZeiHHjsxfL65/gap0iZd6cdp605SUl8mNnuSzfkqL7x0lH1thG9dfQebVssnT5+i2z7E9755F53hDqfOH8NmO/Gh50d0Tt7cuYFJc40yZiz1x6iEtbT77XIhtrMV4+rFZcKpDPRq6B1IYjOFGLRO4tHYoFlCoTv9yMLz9t4e2/kVCopXOOb+KU55H+d6+DabmRCf7H6G+fAadyNXaej66Xc7MGhqrGTCuJte7iyvMtFu48VhofBtZjkcI5gMMeL5Njs1DwbDMyxHC6xnU/yNkZOPdAOEA8LIyMijqtvCOiexzWb+Bl36PA3BNY9+ErthWMJxD6vP4n3papZ4OU28kiKTyzN1YZcut5+nngoQL0+jVZpoMz0GzQSFyixW/VNkq0HpHd9j/fwjwnqJSpzN/Dpjtgly5RmS2VcJVTsZNAV48zU1r92bw9ltpfOsG60QTzNbsVWDpII9dAT8VG0ZvrL+GqqYmTZvhLgyQre1n2HHE8zsh7HWvIwG/FhNNXaLawxbj0leouimP+U9RZep7cG2NKTK7Ns4dJNSHThT3afLfIJMZYdgYZWtvJsnfIMPfHSF4vl8JEKyWMRq0pKq5LBsquju8dLWeeDNvbof5U+vCojkINe/tyAtsI6f62NjM0KuVqNn0I/WriJUT9Nv9XDjawukdqL8rf/mJbT6D4YOiy6KEKgT0Fix+BPdqbdD95iL7XJKN8b83aDggnDkSAdvffMa1WMKzk4O0a/plPDqVDYvvWE/9ZFJFrMRqUQrLIgCRtuDIsDDBYFEPMfs1DajxzskOubhwoF4/VBrIFMqsRiOMhMKy85uM51lrViW7zne1sakv5V+lxOvVcCShUCY8pE5SqiLC9/aUb+XDoddFv2uB7eZ2g7Ra3Tw5EivTLB/WOzGUtIy5/RAB5FsjvVIkpM9bXKtcGVrC4/aSCZdkjoZbR77A6/35fk9uoSyfYeTK3Ob8rXewLve6tP7YVbjcWrUSeezlItVXjo2TrvJSTSc5sL1JXYqedr1VsqqJna/CY1TwzOdvR/onyzg0MJGbjMbQ21XUCvU8WLl6YkBCdV8Z3Ydv93MW5eX+PST41KkMBLPcfpol9Te+NOv3eTFZ8Y4+9gAbp+VGzObuB1mBjq98lwEcxlWEnF2VqOYS0qef3wMs0VPOpHn3vw2b8+u47AaeG68H5fDTD6RYWcpxPZGFH+Xh9FnhriXjUihNrNKy+W1TWraMiZrkx5LgHaDm9VUQj7G3T6ZWItilOj+jFnczM8GJQJkZLT1gU1btLjN1fhXCei7OO787AOxQ+HFLvjtIlGd8PjxvKewsSe7kCH6HS4GXO+6mKzlgjIhPeoYQK/QfOCc9sOimC9x5dXrGEZEETOMRXgtd1hkUqSmIuTxMCu7KVR0xAsFWfQRYoDC3UIUhaXzhVYrx5W4RkqVClMLQYLbcSYnO/D4bHLM74ST7EST8hwpNArpyy7g4CIREugUtVIlxcYMGuGIEZY8dI2ijUpTISHeopsn1NkFrFkrE7rfYa+URK//mOSdaxVpLE2YDwlRSx3DnU4S1QXMaiceXRfl6iX0mn40qg6y1QThwm1M6lEaDZPclt38HNVGWBYodbSRWHiNXO0cji4dacXXaeh2GLB8hjO+n6bWCLOY+mMKzQ5S1Qy9lscZsQ3KLv96LsZOPs5WQXiRx+m3Oug1t9BrDpCobNBjPvPAr309u8FWbhtNvZ0b8XkqDSUtJheDdjd3M1M85T3GsO3A77fSqPEHmy9Tb6gZtQyznsqwlooRq8elNsIXuoXAWYjFTJABawC9Us9xVyc2rZEb0U2uRddwak084R+QCfq3t2eYS4aYcLZyyt3JfDJy4MDSrEu/7ePuNklfuhDaoNvilKrSIsT52sok2UgnSIXCfPrEOfaKWRaTUc4HumRx9r2xk0vzb2eu0Kwr+C+PnKXloQ76A0pHJCwLeV6LgYV0SBYcnDrhY17mT7ZuSn5yq8nO84Ex5lLbvBVekmrlDp2Kp/0TOLTvIlbEsY2Wcmxk4/JnjTxWnQatMk+9WeGU66wUvHxn/1X6hOhucYGdTSsGp4asZoHnfC8Qr+ySqCTQNTtYCW+TVe6QbgqbzjATzjEM2gY6pYUBczvF2gZtpnOolDrS5RXpgW5SFCQ3fTe9RCL7BfyBAA71rHQWSlbdvL6bYze9wIDFK/+2WK9Jmzxh+RtovYbbZiG8dxq70ch4t59kZVpuu1d/glA6x+tTq3Ld1NPqlkVhBU15n+hyiWN7W46TLL1s50QBPUY1r+Cov4uJ1tb7jghNyXFfC8cJOKwMtnokauq9IcaEEBGNlNNSgE4I9R14sQsKzZ9dCPxAtfdqlYxwTKgIa9uyRJwJhxPh4y7QIiatkppin6Yyxc8/+XdRK7V/5TvpgX/6f/sLf1bo//mv/lrd/UeMjY0Nfuqnfor29nba2t5d1x6Gy+WS3vB/6Z100eYXMTAw8MCkXnjzHhq7Dw8P8/rrr/NXJXaySSqtNZZ2d9GhpsPho7zb5LH+EdiKk9vPkrHp5GL2WFsrfquZNmxs5xPcTW7j77SRW85LD+bBoffzq3u8TmkXc3drT4p1TLT7USqbpKsrPN01yWXBL1OoJCzw3AtHZFXvX79+kY8M9/PMUC+l9gp3bqzjdBr59vQcZwa7ZEdJ8HHfWl+nx1l64E0puuk3rqzSfraXCb+X3XqRlUyKFycHuLG+wyvTiwy73SRVOWZ8S5QVeR5THaE+o+VieIOjR4tkjFHGrAd2UT8sGs06NuMmxWo3CkeGhd23ODf6UUafnKCYvcV/fP1lUuY4z42Pow55sdba5GLuyefc3Lqa48Y1BWfOFbFYPhiaKJKFN3deRa2cxms6TqTSzunWISreGvcWg6RzJcYHWvjCL5xnZXmPi3Pf4s3bMXrdDk6e64bGLGiffDBhiwX0fDRCCeEXfZEJ6xGZoM/HF1lObvOJ7qdZ2Y+wlrqDyzrMsFdA1za4mygwbPMyZCvRZhzkB3dzWFX79HhrbMbjDHheY7uiwGv5OAvxLMvpBF8aOfG+boAQlnhvCPj0pKsLs0bJ1d3X0KQ7aXV9m76OngcJ+uH7nFqbfAQyXv74tYu0Bdz0nnaxkE1Lwbtmc49S/RID1ifRqLwUKv9/9v4DzO4zv+9DP6f33qad6R3TMOgkQALsZXe5fSXtWrISJ9F1nOZIzpPc69iOb66dG9txbF9po2JZ2pWl7Z1LclkAohAdmMH0Xs7MOXN67yXP+w4BAiTIXVmyLenuj895AHDOnPr/v//3+/t9yy2suhP4DI+wmfk+/bZfRvuuWZRT6yJVSbCWXaHfPEGluoOjOsd3LiTYWNJwZGSIp55pkG6YuByJ8/2FFZrURT7WG6W3aZRMxsJIYoRpxx3qRjeOsoPZZAin7ie0OsfQ1RWsRGIYkmosNj2h4hZtxh6Grb1ymn4/SFcqNFg0PaTLC7j0J4iVNslWYlg0rZjVG9i0wrU7xIRzX0crut3H/H7C2Syz4TDXr23R43BwqmPo3mNmAlkm2lr4kx9cwV3RcWCkhcXdCNlEjuc/dvCexKO77OKVO7NcmVrgP/nFxz8UoIuL+7VgQNLtT7V1ykm0YLVoIlbie1V+EL7MY+5hTj42yHf/6DxDI11Mnunjq7NnWZVGSW1shRN86WPHcRpNPGLskpOY6cQu27kkBxzNDxgSiaz2wHyY8eF2Wt3vAdf7K5rJSeriTFBsMuALoxMYM3Wubc5KU6ZrwR3WZ0LEdpNcMmlxmEwMNPsYbm6SpnN389eF5vBoexvXtgSdsUav28XjHd102B28vrTMH1+9zdMDfXQ2OR/6Otrcdqk9vr4S4MRghwRBYp051NkqqfQL4QhDHR6WtiPE03mGO5toanVgNOuYubVFJlVgtKuZ6yvbOMwGmYAgShiUifN2O5XGZNWylolwcWOV7qYEw+5WTh7p53sXp0lUiqizUNFqySuqzJr2JAvgbonH2IokWQpEaHZa+XTvuNTHLifD/Gh6hsZmnUPNHXT6HERSOYaHWjh3bZlPPj0hGRBbO3Gee2qU27c3uXR1BafDiN05wPhAm3TozymqJBqCOdOg3+ni8Se6WF/eY/rGBuOHu7C7zJw+NYyvzclb0yvc3AnSHjRIiUXzcBstAy3cubTEK7/1Jl3HOrgQzTDU60NhyxPZE67fbXT4vHKTOuD0yMn2zT0RuZaXpnJXQzvMZ2NMHulicW6X61fXGBnzgyHH9cT3sWncHHR+QgJ0Md1aiEcl8Omxu+h3vJdPfPezWorHWE3EmWxqodn8HiBZyQTYKyYkQBd6XgHctsp5arGQOInvRbhVZbPp3ei3d//MVwtEilHCLVEycymauuwsx7cx5WxYnEr0agMunR+NsoJaKaZyCnw6k6TZioz6UC7NUrwsX7/QsTsNBukW/ch4N7MaHXPXA5w+ZZZAotfmIuzMsL4dk41Oj9PybsrFvnlgqVohXc4xn75GtKAiUXBSrZWwqA10G5tx60333OcVtVdJV5YZcv8qNr2Haj2DT6lDoT1Iv8/LzdVNZrevMurvpst2gGJlGqPShknfT61ektf3PvsYNu1+xGq8tIzTVEetaKbJeJJ84TJBxeN873sZ7AO3yVYDGPKtJBjhtcIKFb5HoqyiqNiiTT9BIqvl+4k7snFlUqvZKexiUNUZtrVi1ZoZtg4QKt7Breu+p7etNirk6nscdo8xk9rCblYxYh1Cj44f7Z5H0zCyo6lTKgalt8vt5AzzySgHLMPkq3UO+1rRaMtsZKoMmdv5zto06VqWZrMVjZCUOf2ysXFxb421zJ48/59oHpQmazOJXW7HA1IvLuIRr4a36bQ4ZPMlV60w4WyRjaIr4W0ZuSYAumggCQf3nWwKrUot9wFbpRxnd9Y42dol16h3QpucbO6ULIn7SwCxQ852AqU4P9ye44X2YdrMNgn4ha9CNJ+TsZMinUAe7zS4HtvkEU83Zo2eX+g6xve3bxDMpfnW5nU+7Z+U7vQi5nMnX+KV3dt8xn9Cvi5R4pz0GizyJnxGBHX/cnQWraqKTVtiJbPEiG2cSecxrsTeQpvyU1TN8VLXL/HjvT0ux69y0D4svUWWM3c40vwoFWUWp7aduRQspZfJ1rw4dSnpAdBtMhMrLeI1jGHV9pCvhihjIZbySLmd1ztFv/0Qq8kst7auk60GsSn70VrGyKsvsIOBZ1rPsLGa4UBLEx7357i681t4bSYm2j8p349OMcjU3kXeTr5BOGyWfhl9bW5USpWU4HS+qzcXVW8cIVM4hyK/SyVsplnpxdqhItaIcS2Rw1A1EI2UpUHj0b52ub5/WInjpslglzexfsRKWQnYp5P7xsdC5iMi/Vy6D0Y3CiNj0bwXa4VoKIjrtbiJMaTwcbLqdNgNetrtNvl3ERd53xWMQjVFnf20kp/Xz+tPU3/8x3/M1NSUHErfxcX3lxhm/0eZpAtXdzHq/7t/9+/yN//m35S56CIn/Z/9s38mL/RPPfUUra2t/OEf/iF/0btPQpv8d775O/TafXQZ3Jx/a4Wjo10yj/iVywvoaw2s5Sq6ES9HutslDf3+EhMxob/KFUvU1yoMdbU+kKF+fwkK4+3NILlSmSZfErNeTZtxjOVEiJ9cm2YcLzqU1HsdvLWyJiOgfvWRwxKYpJJ5fvDmLap2NX6zg+OjnTJGaHYvLBemE+3vmQEtzO5I07k2v5Opq2so2kzSGf7psV6Z5z6b3iCo3aJUUnBaMcFfe+z4fo779TUuzN6hq9XLCycO4fM8+F7vr43sDYKFOTzqo7yz+xbuopoh70uU9CHemr/O+nqekx2TuBQO3F4r4XCaI8e7adTPEQzYWJhRYXAYOXiwA5vtQWpTqVrg1a2voVQEOdH0aWbSdXosPtqM+0BBbN7mloMkMwXGB1upazdYz9wkEIhw67oHuznMmYFDjIyflN1UQZ2NFvM0VHW0muvoNRuc8v464UKK17fe4en2EyRTSlaSF8moajTZWuiw+MiUVKxn51Aqk3Saxxh3jMrM5N99+xoGnYYXJhYpNzbodP7XzMULnN9d51cGDtH6vg7+T4vGWgvEmNqepmDfosuWxKzaps/5tzFo36OGi8qmi3znG1ek/vTZj0/IjbdgPAhTto3sO+wVtlEpPfRYxtE1FvEZBzBpB1hPf1vm5fbZ/to9IzkxyZhNTePWefFoHVy+/U+4uRmhUe/iP3vhi+j0VpYjF1jazhMQsy69EqNyl37TAIU1K6M9rdSdJb668QPsZIkV2nCa8ow40iSrTTzifoZIssxKNIzSuMcTHcfRKLX88daPOOU+TLfZf99nIHJq35ZgvVCvk61E6TAfIlvZJZRfZDXr5qi7G4fuwYnfTiDOuWuLrLmyPOrv5nBLG4VkkYW5HeLhDG9cXcA67OSZw0MUtzIcPNyFt/lBV+sv/5+vEE1GOfQrBznS1CGlCPdXKJuRoKjL7qRVbyYQSbEbTcvvv81jIxlM8uOV6wxOtuLdtrM4tcEv/dozlCo1Xr55g8X6FqqAgU8fP8pw74MNPOEwPJ8MsZNLSgplt8UtJ6MC4IkpxMjBjg8cK2JDJ5g5wqyn1KjR7XZwsK2FYrLE7PQWenOR0bEREqk8b9xZIRYXNFmh3a4TSCals7VRr6PD7dpn9jS7sNuMlKhzdTsgpyRDPs89vfLZjTUWA2Emfa080t/5QPPo/prZChHP5Dkx0CFz3mcDe9J8KJzPkSgWONzcyuxGiGK5ysHeFixGvWxGCEM58aetzcZuMsMjBzrvTVrE+70VDBLJ58gXy2zvJDh10E+kJpzbnaiiCn5wZRafxkyhWMHTZidnr8umgtdokgZ3dzaCUrc/0tGEy/rg8TO/HmIuHsTUpMGttbAXyDHc2sS560t0We2MDLcxtbDDickuSsUyf/fvfZueDg+PnRrA1e+QzvibwQTPjw1Kk6X7jes2VsIEtmKMH+7EYjXsO5Gv7MpG7UC7h367Q0aqRffSUsOeiKYJ7YaJqJKkVTVeevQoB/p7uBEIYtJqpGHoXUAt2BzXQzsSBI97mpkOhySdW8hCBLtoaX2Dgv8aBlODk56/hkFtld+DuJ+gtI97m2Se+f0lwNKt0K6knh9racN638+XM9tESkkm7EL+pOb6XkBOP5M7Qfp7e9EKGvl9vg13I9/KdZEJvSfNtKwaCyhqbK1uo0sZGJxsYX75Dm3WAQ4OH+JnqWyp/O6UPU80l5fTN2FWFdpIsDYb5KUXJunt8u6ft5E0s0u7DPc10+y13btWr2c3WcrcQq2w02MepsXowK4xyXNxX/dekdO2RH6OQvFfEaucoYqIBczRb9FgVTdAdwyDWiEn6Kl0nXzCy1inEYPuFmb9EygURkKFG6gUWgmo5LlUjRLK35SMAbdhFINSQ6V8A53+aX77x39AzH6Oo34bXfq/yfKuCp97i53qBYJlF3aVl2Ktm1K1hlUtmp4x1gs7NGltOHQVNCotncYeCdirJOizTkrTNaGV3ymukq8UiRRVLGaWeaHlUVqMbn4SukyinOYTLWekP8BcYo8be1tcik9xwN7B8y2TdFrtTKU32chF+ELnMTl5nk/uspmJY1SY6DU30Wt3EywKkFOVhrif7TwsJ+jCS+G3ly5g1xhk+oCYrk96WqV+fi0T47GmbgnerkeEVK0qp+gb6YTMRm8yidjCumxEdZpt3FqYJ2czymP2qfY+qV0XcqyTLZ0yZk+cW8JTYy+Xk0kP4jT84dYc6XIJv8FOpdKgyWyWkikBOu8v4VchYhsf9fbIPHcxxb0aWyOcz5KrlXm6eZil7DaFijDNC9NucvGS/7C878NKHGOvBW+ynd1ArapwzHWEMUc/FwLnmQpscqjLiMNgo910jK9t/C6qYjsWVY1mpxGVWkervomd/AV6LY8TLkyRrrRyOZ5gNx+hw2znoF3PuOMYZq2PQiXBta1XUVcqDPiSrKaXmY6ME093Y9XN0+yo0+lqot/5HLXaKpej17gSVNOr7uZE6wgL2xG62hpkFT9C2zhNKu+RDDWLRsmdwGXqVSsj7SP0Cm8Rm/UDkYViXZ3dWmMreoPRjkN0+/ok0M8Ui1zcXGEttYfbbmTE10qb0f3vRGEX362ILo6UUoQKSbLlIjqFHm1Dh6qhJleqviv5VMtBlWC4CR8oAcZFs+2jovn+KuakN/8vfw6T9P/555P0n6UymQwOh4N//I//Mb/+67/On3f9mY3jhPX8b/zGb8i/C8B+48YNaTf/q7/6q7K7cOHCBQ4f/mg681+EAzudz7G4uIDxXXf2jUCU775+m089dRCP28LX377N+allTrg9/OovP/mh0UarmQjT4QCljTJnRgZpavpgxM3d+17fnmYuuM1j3cfo8uxviM+tzDG/tIM+UMXmd/LCU5N88/aspLP+yrFJUuUSFxZWsUUVOH02Co0aR0c6UKgUvLm6ymRLC17zPsAoFitcOb/EoeM9BNYj0r04b1fxo5k76FuKEqQrs0YecU6QSOTxKUw8cbgPna3IRmKbxJKR5fUIXX4XjxzqwX1fxrGoWr3KO9E/oFnfjUZRZlvE1IWs7O5k6OjUojC4MQccDLQ1S7fd1aUQ+UKZjq4s3b0VVOrHuXFxGZVuf5EdG/PjcOxvoPOVGG9sf1USq57yf4lgsUqomOSEe/8CcH9t7sZZ3F7A2LSM1ggD5l6M2Hj59h0u39JhU+px9Npp7rCDBrqsZXbzf8K48xfQKjr44fpbHG46AEUHy8mrJNWbWLQDnGk5RKyYYSZ5mVF7O279ELOpsOy9t2s9vDW/xlriHIfb1jjd/3eYTyp4ZWuJX+qboNv+wcnnh4F0ofeaWQ2RzhY5ONhKkiXmkptoa3dwapIMev4OOvV+wyeXLfKdr1/F7jDxwksH71FX3/tOhOP7JRLlMOWGg3rDTKo4Q5PpEG6dj0Thh9I9vdP60r3fyVWzzKdnSc5oeeviVY6fvIOx7QDDznZS8XF2Qgk8/iAqs4Gdgo6IMJnbm0OvGaHX30mPVcRn5fm3m3+EsgrrmXY+29VGhZskKio+1vIFqjUDb63dplDL81zvCdaKq6znAnzO/9wDr79QDZIqzeEyPMpG9hotxhGMKju7+XcIF40U62ZOePajZORxkitx4/KqjFsLKFLcCYexYSQxH6cULXBnaovJR/poP9YkI8x6VTYOHX/v90XNzQT45u++xS//56dRtpskG0A49wrtpKileFROFlt1FirZqozDa3Ja8Hsd2Mx6Fmd2ZKpCz4SPr8y/QeRclP/yC5/G6bVxbXqTJq+Fb9y8RM6Y4TfOfAqn/uFNL5EeMR3flX93Z3RkgnkOP9KL5l2wKiaIgXiKtYiQMlQoU5dNgrFmn9w8iWPjxpU1+oea2Yts3TvOBKg5v7whXczFJGGs1UehVGYhGGJ+N0w4nqZRaGBT6Gg1W3HZzewWc9KVfayjGZNZL53DV9NxfrKwjEOp58WRIZzWD262JKBe25Fmd0f6/EQyOW5v7nKgzcdmOiUbjgebm1ndjbEWjDHo99Luc+yvnYshgoE4dZsGo9XA4f73XJrFz28EdyVtUcQyCrrzCxN9bBQiZCtFcoEKa8sxrFUtGp0KpUeHUei/7V42gnH8Hjt9rfva+veXoLmfv7HKYK+XqCLL7VAAVUnNkKuJmVsBTgx3Um40qFSqTBzw8/b5eX77G+fpPdTC8HAbJwY6ycfLRBNZjo12oH5fA2NrI8rmapixQ53Y7EY5ab4yvynlCeM9LTKmUxpB7SW4GVhlem4dbVSFs9lBoZin3+jA1+FlT1PD5DBxuLP1HgNCTKiF8/tWOsmwy8t6KiEpwAfcdi7ufI+t6AJjhk8z1DvMfDzKXj4jXeIF8Hr/Oioczq/uBmTCwOGWVgme7tZSZlsaWR6091OuNbiyt41Tb2DM4WN+bu6hjcd8NcdOQSRDJLCqbXJKla1m8ep92JVWzr38GvZmM+NjJ5m5FpIpC31DD0/4+KgS0zMB2AVwvz61KSUUxx/pZaK/DZfJRK1Y49b8FtYWLYKjHikKY7U4fZYRui1991zo31+5cpSN2H+PXjOAx/pFwvkVLKouFOUbxGtHSFYgVJyhVFVgoItCvsxOaIZBfwdDbSPU2aZBgi6roCZrqNZL7OTfQUEVg8qJxzBJqfgWKlUb05kU53b+AONehFODn2O47TME0yF+tPmPCVWdtFt8dFlO0mNplQ3ZazExXc1y0j1EtLxFslzEofFhU7lZSd3CpG6nUdfLZlyxniNUXqJcc6FW5Thgb6fL1MV2cZvZzDLP+U6RrdTYyacwqLRysivYeS+1PCETZN7eW5L554+5h6jKSLw8oVKcDpOPRzy9pIolzu6syknmbjnGx/0jnGkbkMfmv16+RLiQwaQ08lhzD2OuZgm6b0b3jeFsWgPT0aDMRnfqjHKS2mURx6ZolsckIBeyDoNSLa+dtg4/bwc3JMh/yt9LoV6V+vMTvg5mInv7f29pv+fPI5oEX124SSSXZ9jt5cn23g+YzokS559I7sm8q6sXr2MpHZQ6afF6hW6/3WRHpazLDPj51BYDVj+nm4awi03HQ6pQLfFObJqd/BrVuhKHsodYoIC9OYDV5KDBMgdML3F2fZ61yi2e6TiERaOW36tO5YbaNhqlSDQwk69EaTU9xtXYIjcSOyTLafx6E497T5OIVElXFjEYU2xGQuTy22jNJkZbHuGg5yCJ/I/YruhoMbbRZDjBysY3WEqaWVblKRTqPNN6HJ3KwEJkmlztDiOeF6iUjVxZ3MZpVjHWl6LXPYJZ0/ZQmdPCTkQyn3qbhR79DibtSbaiVUltb7JbJLW92CixU4gRLCZkxFmbwS3lA+Jz/qgS0pCUSA4pl+XaLwZRonlWaVSoKSuUFSUUygYtJjsdZjetJifa+5Js/rT1VwKkJ2J/fiDd4fpL+1n8hyqRiy5A+tWrV5mY+Gjm8X+0CDaR/yZ06EKXLlzuRH33u9+V/HwhqP/LcGALregPXj9Pk9OK22aSNMR3bq5ya36bTzw7zkwkQjVb5dIr03T73fzyl05/aFxEqlzg7Y0lAhsxPjF5kFb3e/rzuyWmhLuFOUyNQea309JYY7RNxBI1+D9eeZVyosRxlZfjzx9EZ9bzlWs35UWw1WdjsqkVVabO0twOWqce1CoOH2hnK5VkM5nkdNd7kWrLC0G5eRgcaeXC2VkSHTkuRVbYjsQ43TXM454Jfjg9T7pRpr1hoctnZzu/zrHuYYZbOmT8mTBPWtmIyHzuRw/3YH93cy6m6FvZS3QahWZdx0p0mksBM+acE7fDy+RAB21KG7eurHHsVD+1WoPpm4skEi8zMv4p2jsHSMaycmLo7/WytRVjdMyP0rjDheC3qdVbeK7jF0Ch5O3wAoecXTh1H7zAiuzZ2fCPmd8N0mcxMd75HOrqbfKKY3x7cYvrS1sodgo4dHo+fnKErPvbWLVe+iyf4wfrb9Bpa8Vcb+FO7BoYV9EwwUudp9gtrHEtepmDrkm6zcJ4TpgN1bkd3eLV9Rm6HFkGdde4snQIDD2EtRk+0z3KsOuDOex3QbrwPRCSkLsbWjEZFI6p4ngb62+RfwoJwWb2Knu5GpniK7i1NQ54/0eqZT3f+ZPL0pjqY5869AGAfrfKtSyB/DvU6yUcul6UVAnllygpBoiXRKzRW7QYD9NtO41Vva/zev3aNb77o+t0tvbwxc9YSBZ/zFTIRZemk5Ge59AbFOzlb7KVSXNjpYRCl+fxHi865QhrmYTsVNu0dc7u/TGRosie9vL3Js9wJf59CtUkTzV/BrOmldc3LpDJmOhzNXO7fJVTnkP0Wh6cFEfyF9GrvZTqavK1JO2mg+QqYcKFGVZzXg7Y2mg22iXYuXV1DavNIDf3wgDt9cAi0fk0195eIZctcXCik7/5K2fIZop89c2rjIy1c6r7vfND5Hp/+Z++LM2pfuG/fEZ+pmKjdyO2jQol5UKD7WgSd90gp3VtPjutbpucJEvH7NkdkvEcB492y0bZb/9f3yPgT/GLjzxOdhOcdiOL22FyqTzuCTWhQoIv9D0us5cfVjLqaifA2QuzHDnWx+GOTvE/2YwmpTeFWHOUaoWcDgnKYb/HLQFbpVKTzQpvk42ObvcHjjNBAb20uoVaGMVV64y2+Wh17E8WM5WS1H0uRMKsR6LSqM9a15HLlvFpjXTbHdITQ2j60Sq4HQsSLxQ53dfN4YH96K/7AZ9oJlxd3paav4PdrUSzeW6u79DldbCRSdHrctLtdEra+9TqrnThHulqkp/pXjDJ3PQ20VqJg+Md9LZ6HvhshMu4SMwQNGavz8Lpnm4pXZlP7XBzdhdTXEUj2cDmNDFTidPd4uKzk2MfSbEUtbYdlSD76FgnyVKer0/dxmRRk09WccV1skk5v76HuclIghI/+sFNirsFPnNqnJOnh+RncGNuW2Z0j/c/yHwRJTTTa8t7jB7swO40ycbcxZl11hMJjg60Y7WrWMnuYteY6TW1sDkb4taVVaKmKmq9gkGFlWqhRKxRwdLq4OlHRzDo3zuGdrNpqS8X08dYIU2uMYVSs8m4+UXmpupsJBOMjLZx2O+/B2Dur1ghz7XdHVrMFka8vnuTJ0l9z2wTK6c56OgjVigyFQ3Sb3dLWvJD17T7wLldY5d04lQliUvnodXQJg0oo8VVtEUXG2dTjD42jMFqlNcJX6uDnn6hxf13r3eurXDh+gqtB7wonQoS1QzFapFivMJAq4b+Vj1d5rGHZsTfrWI1zWL0H2JR5vDY/icSFaFJPiQbpyi9NNS9bOWmJZ28zXCAopj45u4QiAeZ3/ZisuQx2nZo1IZQKgwywq3UWMeoLmDVNWgxn8SqzqCszzFfdHMx/DL9ul3Kew7Kgec487Ej/GD7t9jMhXDUe+g2HuBox0GWMmLiG0avVnLCLRzat4iUYri0HoasQ0RLazICzm/aNzASLIMf7ZwlWarTbvRQrqdo0vYRyEV4M3YZU6MJVcOET2+mzWQnWAkwl13ml9tfxKI1MpfekUkjIopsr5BjJRmVeeZahZbHm/ul7CBeztFpdXApvIpTY8anccpzdb2wx2xqV4KxL/Yeotvqkmvrxb11xp2tshEgKOvX9rY45uvggMuHUaXhTmxPskRG3U00m/alFtVqlaWlJXmcVRoNLgY3uBoKMO7eZ4MIg7heq4tH2zruNZdEXOBUOCSd50VOt0Wrl/T6VpNVZq+/37NCZr9HN+Sxf9i1f026FltFr9QSLmUkdTpWTtFlccs1czsXptvcJs1/20wf3OPdzVA/F75CuR6nlnRQLztRuxIU6iGKpTQUtTze8nGCvM16LsqYXbACjNIXwax2kCxdocv8CKnyCgZ1Ez698AKYZq9Q4lJ4lp2oCsoW6b1jVkcY9Wo47EuAMsZ2rZl+6zNYCBEqpdgqbmEsjJKKVjCb15gNDxE1hAlVoow7epmw97OdfpNobptq8iR9niaOiQZlPU64cBOP4SCGu8OCYlmypsSfB9p9+Oz731MwcZO1vVka9WMMt7fhND/YwBDHY6iYIJCPUaiVaNI7aDW6MCh18vMVDbf7/xTMHuFBIVik1rs3vR7jfWuYYC2Ei0nZUBFeAnatSerYfXqb9I/409TPQfp79XOQ/rPX3//7f59YLMa/+Bf/4k/tm/AfNCc9Ho9LCrwA6rq/RA6J4sQsFIr8+OwlYpkCmVwJq0mPx27i7WtLrKYT/Orzx+n1uNjZjfG7v/cTLK1OvvDxo7S+a4L0/hLmNeeXl7i1ucULE2MMeJrel6N6gybDIFaNV9KFBP1RaDq1aiXpQpHl3Q38CjOtmDn09JikuP0vb74pF6nfeOwxORHa3oiysRpGYdNKU6nxgVbOrq/T53LRbt9/XYJCevntJfT9Gs6F75BN5LG1mtAXzWQCaj55eEQusL9z6Rpzu3s8O+ilq8VKJW6VdPLeVjctbpuMk7pwbYXNnTgDPT6OTbQzVfhtrEoH1VIr25kLNJmO0u06wR9MT6OPKvjPn34Uo0ErN92ihsf8lIo3mb2zyvXLdp792AQdXR4Wprfl6/S02rm59ColzzIa/QRPtz8vaWkzyW0JwA463zM9u1uNRo3d3EV2iiGZ2Z0KtUs6tt7VwULagU6jZCMbJ1+o0JM1s7r9BphDPHngP2NZvSZ1lVaVl7n4Is3OOIViF6f9R0hVlpiKLzFsP0a/TTj07pf4jn60OEVatcmg6Swe0wnihRP8b29f4LG2Tv6rk498KHgWG9qFhQUGBwflhjaWzDG1tCOzfgc69/Wm90erbeevU6952Uz+HialltU3n8BisvHipw6hvi9B4GElNsKh/HVp8uLWDaFq7MjNolYzRiB3h5XUd1GpjqPXNJMKlnn1+/OYXUo+98lJnI1m1kNfQ2newWAZZNT9OFq1n0q1zFuXX2dPncbl7yRbDnDSe4Am4yC7uTSr6RiJwgxTmRuspJ0MWgb59bEn+Eno+1DfYMR+HKumj9XMCuVMMzPxDZTmDP/Z4CceeO2lWpx48Rou/aNs5G7SZhzFqHawm7tCsmxgr6TlMV8/mysRYuE0k8d75MV8PRjn2uoGV9+co9PoROcw0PtYB3qDBgJ5vA4rIUsZt8EkY7pEXX1nhde+fpm/8d8+Q1PH/uRcgP+VvSh/NH1Lmrx9vG+QyXb/A5NjCV7mdknEskwc6ZJmXa//4Dp7u3EOfq6fP565wOOOccwKMzenNvjii0cl3fk7axckaPl096mHHieC7SJivOxNZsKmIkvhCIaqll6nR+aIi42niFwcbfbd85+QNM+bm5LeKUBgXWiO7zvO7pZYV95Z38ZtNBDLFmSm+nCL716cozy+qxVpvLQYDbMqdMvRJC6tidMdXbQZregaSsleuLW1w/WVLVwKAxP+FuwOI0ajTq5D4qbVq5naDuF1mDnQ3kQiV+DaWgC3zUgwn+WYvw23yUS5UmV6LSibVeO9rdhMerKZAlcvr7ARTfLis+P4nO8xD8Tm/2ogwHo4jqamwOjQMdHUjMdkYjq6zTev3ka9B/lYjc5WBzWfhi8cm6DZ8vBosnufe7XGhZtrjPQ1SyO4zXCCuVCIkrHM1EYAV9WE1WUhlSjw0tED2NDyD/7hd/H6rDz9+DCTR7vlRP7y9AbtzU46Wz6o3Q8GEiwv7HJgoh2X2yKZDa/cmOdOYofhHjePdfRLzeXdikczTF1bY1Odk5n13rSaYjbPejAiry9nTo7QPdiG6V2ZkJgwXQ1tEi5NkaxO0WY8gkM1Lje85pSCerrGgZFW+dz312YqKbW6Ix4vnXbH+6Iat0iUM5Livp5OsZGJc8jTis9o+cCaVmoU74Fzh8YpSFAkynHsWgdtBj9qhYpQcZ5SLUuTYVhGf+2uhqQHy9HnD8rm0e2r67S2O+nsfXij86eVeM3xcpZzU/Pc3tyk3e9hsqsLnULNanyWxcAONnUfY13t8vgTN5te9+DaW80yE/9tHI0pPNb/nngtgls/ioECVFeoa08RKMyLaAX8pjEJ1Gu1BNnSecz602SLdS5tvIJdPcBk9yiVep3d7BJ7+S1Q5KDeQ7FqQVu/wGpRwWYlQI+2gFefRscL/OCNJN7xNCbLHU54Po5VY+Z2QMduPkFvk00CY/F9JCph1nNrGFUWxuyCTl9jPXtVOojrVWZpLHc+PE2mGuO55pOs5Rexq1oIF8v8OHiOdmMLTzcfkakH4vq6kdnjDzdf5phjDKfay53kDsVaUZp1GhUGGZcVLiZkpr2YqmfLVTl91yC+1yQes4EXWkclsD4fXOUPVq9iURj5ePsoR5raJPPi4t4GJgmcFLIxGCvneaF9gDazXbq9b2VS+M1WPAbzvuFXuSjZg6lCnnI0zqeOnEB7NwIwFedbKzNSBiOe83BTG480d8hrwZ3InsxHF54WInpNPM6lvQ3aTDb5eKIJIBzkXfc5xIsSn8PlyJrMdR9zCp1ymXeiS3SYPJLuL8DktdgKfZZWQsWoTFvx6lwSpA/Zmh6aghMpJvjG4quUCgW+OPYxDGoz3135AfPxBA7bNs+2foZOcxvnwj8iV4dhszAeVkoTQ1UjQ60Ro1nE4lXWMarGCWc1XAvOsh1JEa/GsOrFtclMs0NBiyFAq05Jm2aZGAOkanUO2J5BU73NjaiJO6GzlLMnqNZCDLT66fVOsFsI80bwJtSUnHSPkky8gc1k4szQr947L7KVHRKlBTy6o+zEyqwEo/jddvpa9pvEhXJFGofG0lm6mrbx2QyY9Y98ALCI81OsU2JN2s0lWc+G2c3Hoa7Eq3PgN7lw6I33qOoCoL+fXv9RJXwOhFP8XjEp6fHCY0A0iYSOXfz9/19Aess/+LNP0nf/3s8n6T9LhcNhmZEuhtUC93Z3d3/guG9qauKrXxXM4P8IIF1sCP/5P//n/Mt/+S/Z2Ng3dxBh7k888QT/6B/9IyYnJ/nLcGAXi0XZqRWbWgGaI8ksm5Ek51fWCazEONjRzItnxnBZjSRDCb7xjYtk7AZOTPRwcrzrQ4HZ9fl1rgbXODjUyaS3XU6yNrM3sGjcePT7WdJ3P8cfTS1KcPDS5DCKapXv375Bb9nCcG8nxWY9G4kEqzsx3CYjn58clc8ppjM72zHqJrXUKDs8Jmb2wjzRIyhbSpLlHF+7fJ5gNMnx4/1cvj3LsLeTzx8+xa2NHX4yvcInDg/R53Pxv775BtNrG/ytx0/z+EAfoViGlZ2oXFh729yS/hqOZrhwfZW1xEV0Lau4rGO4LCIvtocux9PcjAXYSieIbuWZ9LRw6EA7xUJZ0u7HD7vQ6a+h0z/JhbNb0t156EArPQM+rl+aw9QzzW5pj8X1Pj4z/hhdrW7ZGb0cXeGkpx/jQ6aPscIMG7kZjEoj7UYnyoaL6ytXuBLooL/Th9qkZNzVDHUF57enKTVexh16hPPXIyidVUYPt1NUVhlvURHKKui09aHT7LCcztBkGGLCuW+CeBfAfG/xGnVVnqea5tCqLJxLTPB6YIXTrkECm2nanHY+OTn00OPhfrr79l6Kla0Iw91NMuLpYZWp7BEuLqCt+Lmw+A9R1s28OPm/Yzb89IuNqFR5g2hxQW6IvPohatVZjNpRtOo2wvkrhHKXKCWf5I++cx21W8mJk+0Es7s4Ks081j2MSv1ttnJFPKZOOizPMjsbp1Kt0tQXYTa7Q6XuolQN8kzr01g0+/T+SCHDYuRrfG13j/WMis+1n+HjnYNcj1/HoFjBqrWjUXZh03ooFqz83syPOeIb5PmeCfT3ub3GizdQKrRUGiaKQntsmqBQjbGXv81WoQVryUBqMcfoYaF9zrEdSeIwGVm+ss7M+g4un5XPvXiMtnYX1xc3uTi7xolDvTJm5sbeLr0OJ+0GG//iH3+PHr+DT/2nT0igKLTms4EQa/kEI80+epqdLOcidJldDNjea6QIFks8+h5AX13c5dVvXeZz/8kTBGIZ5nNrbKsiqBaNfPLoJL29+02BYrXE15bfpsXk4On2D8qARCpDIlvA0GomnM6i0SmIk5fRNXaVSSY4COOb+y8CYg0Q2fBC1iImuR/lfSByzC+vb9HpckjTOTE1EjpnkTn//hLmTIFMgpcXF9nJpaQJoltros/hpt/tkbajP5qdJ5XIc7q9G7fBQC5XkiA+nyuTK5Tk9N/f5KTP76GuhoVIDKNFR10Hj3V1Sfq7zNMNxVneidLf5pHmdIJafvbcPOs7MT77icM4HeYHJvUXt7a4sx7kkZ52gqUsAy43bp2J79y8w82tLfT5Cp06N0oRUdmi41eOH34gWuxhtbETIxhJc2KiSzZq3ppZwWDR8ubWCrFUCr/FyoDFR7fdzVCviH9c4KvfvMLh8Q7OPD5MZ4+XVKbAtdktJof8ON/nsSFKMAUWZnboH20mZcyxlggTWiuiURt4YqSXVseDUohsuiCj5jY0OUZ6W2lpmAjvJnhnepVYJEGn3kRPfwudB9pwtzlZy01xPvQqiZyTZLZbmud9ondIvvdQMMniQpD2DhedXR7ZwJuNhKXbtfAKEIZhd0t8JwuZLVLlLAds3czGIuSqZY56/VLvee+7EGkHd65j67KSqaVxaV0StEbLEcxqC22Gdkxqk2SOhYoLUrriMwygUrx3vM1eWqRSqjB++gD5bIlb19bwd7rp6N5vmv0slakUCBYS7BaS0ttCbMxjSxn2AlncfiPurpR0kncqenhnakseiw6vWeqwRbmMRlwmIzYDbGa/g61xHZ/pSRI4cej6Mau9UHqLhnqUnVKMWkPExI2hUggtdJ2siLxUCSZUL7v5q2gUDrYDZhnrN9xlJFOfQaPQoFc7cOlHqVa3uBV9hUvJNH06N7nyRYqNLpLlY6xtb6FSXmegbRiT1kym0oJD5ySeTVEslflU/xFsZgWz6WkaqBi3TWDRWNjJz8poMZ9+gPVshMV0EIUiwrhtmIV0kJ18BrfGx3ZpFYtWy+f9T927TolM8N9e/R4WjY5nfKeYTgRw6Yzkanl8WifLmTA7+TiLqT0e8wyTK9ck5VyNimA+SVVZpkPvQdFQSVnMVHKLdrODp/39cu2M5PNcCm/I6Ltxd4v0ehBGbEIqlStXmIqF5Frk1hnlaxLTcK00OWwQzKcllT2eiHGyd4jnOvtlpFqpVuPc9jrXwwEppWiz2mk1WqlVkaaCwnNBr9Y8wHB8Z2+TfptwKFcwnwjTbXEy6PA+oFmWwDyyht/koM/qY6+YYia5Rb+lhfn0Ls3C/C62gk3tYCMX4IDNj1Ftkq/5oNP/AZ268N/45vVrRMyzjHu60eQ6KdaTOJ0ZlrJbxEoBegyfwKoNsVPaQaUsS0f9ClVKVUgWp1DVO9lJpjBoq7hUJ3hnZZMCGQb9emzWFEOOJ1jLihSBJVSNXVrVMfxGBTFFDzqFGXVGyeWlGHuKPG5XhtPtn6SQn2I3O4hea6bNYWG1uMallQUZ5zjStoDXOE6L6fS997EZn+PWxgp27QDjnfsGcGKdFA3T+6ntWnWDTPE8tYaTaqPvHk19f0Jels3k+yfjRo2afKNAuJwkXyvR/O50/c8av1apV4kU0/tO8aWMjCsU03UB2MVjP2zi+VcGpP/9PweQ/vd/DtJ/lhIT9P/hf/gfPvI+QgouNOv/UUD63/7bf5t/9a/+Fb/2a7/Gs88+i8ViYWVlhS9/+cvyQP/3lR337xOkixLmMZfWt2i1WtGU4Y9+cIXeLh8ej01G6BQDCcI7cSImDSaTjo89euBDNZrTd7aYTe/i7LDgM2Vx6wzSKO7+RWJmJyT1m71eNwu7Yem8nIjEuRPdxpNQoxry8MzgoMxF/oPLN2gXYHD8wD2DuGgkTVmvoKPVzW4ti8toIKlIcD2+TLvOQ26+SMgbZ8LRjWZZxdFTA+iNWqkXfW1qmRcnB0hptvnulR3IaTna5+djY0PoNCp2oinZHBBGQL1+DwXFIt+a/QOiwRZs+VYOj1Y5NvBJApUyoXyak75uru8EmJ7e4RceOyjp8WvLISKhy0we60WjHaFQKPPOhSU5ISrVIjRclwlFFRg7nmDM6Gd7KcLAYDNb6pjUfImYl/eXyOxezZynjp0OXZF8ZZS95FuUVIfZTkFoL8UT3b0c6GyWm6pXt/45m0krTt0A4eIa5T0N28tVjvot2Abq6E0tdNirxIom6rg47um61xkvVEp8e/myvJi/0LqLhj1yqr/G785P0WzR02a10Kp18frNdZpsZj5zeOSDevFajenpOygMLtK5kmQ+2H4KDXcnNcub566hLvhoOfYyNaWPI82/juVn6AqLihRnSZcDKFHh1rdTqy5j0Z9GpTRxbe1rvPqTaaqpw/zCZ06wHYtR0Ccp2sTkqAmTsoSh+mN2y024s83UspMcOtSNSqUgkLvBrcQqtboZrbLGs60voFbub06q1U22Utf535a32Ern+VzbGUa9LuoUMCrXSZZ3UChbOeR6hqn4Guc3lxgxjDDc7KPdsQ9Aq/Uckfx57PojbOdn8RvHMahtBPPXyRTUvPJWiOHmduo6FW6rSdKaZ66uc/7sAl0HfESNRb70zAksKh1Xzy/R0u0iqa0RSKdlk2uvkKWylGXxjQU+82tPkKnXiKcLlLV1Msoyj3Z00G7bZ6MIneKNqNAHqph0iWMzTCySkRR3AdDz+RJf/c1XOPToEHqXhXS2QH+vj3969rvozQr+zuOfQa96D9gkihm+sXKeSW83h73vxRvOLu5w+c46vi4nXU0u2l12QtmsdEYXWlCVvsGAwysNme7qaAU4F+f/oWM9mMz7z/FRIF0+f67AlY1tBps8pPMl9tIZqYsWGekPKwGKr28H2M1lsBq1bKTjJHJFzEqtNNITbIOVaJxjrW2cGey9N/kQ7Ji9aJp3ZtZptVmxaDTEk3lmNoJSS+p0mjja7cdsMcg1tNyosxyMynPiLv39lbdmpE79Y0+PP2D2J6ZlP5pdYDeW5pOTw/x4fplaocpjvV3s5rMEgxFuL2zQZrURr9c4MtbNi6PvOf9/2Pu8cGNVynryqipXt7ZJZIqc6e9iI5ignMyRM1eIZwq8MDpCt9PN//Wbb7AciHLqUDdPPTsm2RIi/mt1O8rx8U65vr3/ejC7tcX563NSgnSsp19KKt68vUxZ3eDJkV48lge/B9HkvHZ1hdlyjDMTgwx4PLKJcWV2g5mVHcyRkrhggS9BtW8ThdmKVnmSSmPfbV24vwuzLFFC9nFneguNQU3eqaSuaHCkuVWaK93/GufTm5Kq22duZyoalnRtMUG/v9EhTCdX0ytMr01xsOegjCKLlMLoVDoJzq0aESsoMpBXZKSiT9+PVftBKnu1UuXaK7dp6W2iY6hNMiluXV2XTQ8B1j9qaibkI7uFhKS8ig14i8EhJVFi3a5V67xzY4rt0jwmnY9H+o9JlkSpXOXW7LY0SR0dbJW6bWFAF87E2Sz+ELdqg1athYTyOG3WLvzWIahM02iU2K0Jc7kCHabxe42GYmWRSjWAWX9Grre1Rokmw77Mb25rl5ngNQ72uDEZqzQbH0WBiut7v83VlABSE+SKb2LRKOiz/zKpqoKt9FtsTa1jbxvD6HTTpBNMpaj0AlCU9KxHY2gtSdw2FX3mXlqNwkywRLK6SI/1MIuZqNRDaxR5EuUEhYqdfD3K477DhMt7zKdX+UzbU5jfBUGC5v1K8CrTqQWe950mVMzRZ/GwngvRanCzlY9Tq1V4I7TIi60TqBX7BoEGtVY2ZUVCjVVjwKm2cHVvi/ORFZQoaNY50NY1bGVTEmgrlAraDHYZFxuv5jCrBUDTynW1x+aUjvoyY7tclhp7Eb0aKxSkMeKA3cmN9TWaPR5MWh29diepUolum5NT/k6uBLf56sIteUx8qucAH+t++LmeKOW5HN5kyO6TGvhb0V35nJPuVmz3JbGINf9SZJVhW7OMe1xI7cjJbIvByWp2D7tWT7iYJlEosZjd4rR3VMoDRCNg0tX+gE79+tL2vpRHu86lvascsx/nma5jbOSn0GDgfOSHuLXDmFUdrOeukawUsKkbeLWdRPMlyvUEDn2YdsNJVqNrrOzoGHAfYKBbgVJVJlraQKM0ctj5pKSRX4++Sbkcwa9cYjE1ynoqg61k4aCjgM31PGnVVdbjZbrNLQx5jLS4HpeGm9fntqgZiwQN21TrafzaZcZdQqbWx/JuVMq+XM44zc46zeZjxDMl5rb35Hv0++yoBAv0XZp6spAiXZzFYejEaRQGlDosOr2ckAtzyw+jBKcreQJ50dBLyrSAn1W7/tNK0Oxj5YykxAvgLq5RAqyLNcOhNd97PT8H6e/Vz0H6X4z6M4H0RCKB1+vlt37rt/gbf+NvPPAzYUV/8uRJGc/2la98hb/IJU7McrksaXtiUyvMKgRAF7FEB5r3aXdzy7u8/s48Lz05gUKtJJzIcuvNO2iNWop2A7FUnudODDHZ/0FzDdFtvH1rg63SJmlvglHnQUbsImpmf+ERNPNQKsuJnnY50RLUIQGexWZifWuL2eIej6hb+eSLj0rgl8jl+f3LN+Um+4UDA3JTNXN7i1Q6T1GjAHedV0Nz9PgsPNs6Tr5a4nuz79BTbuULZ05Jermg1Y4c2qePi+cSU/uJIQtmZRt3VkMY9FrpQv+ZQyM0263yPawGg5zfEKBtgTa7mV848Busha5wZz7M6pYNs1/Hl04dxSlorLUaX796G0tdy0uPjlIubnPx7NscGH8Wb/P+xiuwHWdh4x20nmmC280sRt082dfHo4cHiMdzvH17nmpTjZcGD9/7rO5WpS5ySd8gVdXSoq6wlfKiqm1j0jvZKLdIl9g2nY07CzvyvWiabhAp3qJcPcX3V2cZsvbQqe1k2G3gyuIrLG5mGGptoaf/EGmtkke9vbLzKipRSvOjteto6wZe7KxA9W1K2l/h9xfWZdTPS90H2CukmEltY8bItZmQBDyfPTL6gFFVIp3j9fM38fvbODjol3nWH1UC5Hz3G1eoWFY4feYwDr2T6dD/h0zdz4j3v6DZ8PAJ/P0lpjzBwg2K1aQ0L3KojSgaBbLZcb78u2+icU1x+EgL2uJp+ru8tDU5WM+tSjM5n85PJHeZnej3uB1r4XT3Cdrth3BqragVataz17mdWKJSU9FsaOGxpsfefc4GpZL4bnz8j9OvkSs2eMJ3Ao22QL+1hXZjjpn061g07Rxxfo5vBH5Mr66PXFo4sWoYbfFhFkkGpVlq9QJVhUPS/9tMY6QKUV4++2NWIiaGJzp5umdY0sDv3NjktZdv0z24T722Dpgp6eo0JQ0yo/rg8R55IRYmNIJpsrgb4rVv3ZQxiI8+Pkqz20KsUSRdLXG0uU1GXN1fgl48Ew8yNbOBp2TkzKkDEqCL+t4fX5B06fFTwwTDKcaHW3n12oLIbKM+UpCu3Z9uf5DeHsiG+f7aFZ7yT2DGxuxmkLnZHR6Z7GG8r1VOHKaD+9MlMdEXk75kucCd+K7ccIw4WzBU1Ny8ssbwWJtMTrj3Wms12Sjt7e390OzqWDbPtc0Ao61NMgFidnePfp+bHu/Do96ksdJuiHg+L6PaSo0qq4kYi7GIjMHL5yty8t9qsPGlo5O0vat3l8+VyclotsnuVjw2s9Qxvj2zykY0jt9qo9ts25++58uUSlX5OFUFjPQ243aZuTKzQTVd5tjhHrr7fPc2VGJ9+s2zl+UG80h7G2VdXU5Du+1Orm4GUIQK3NzYQm2CrVKBX3viJGP+1g8/30Ss08oGt7Z35To+4HSzsBGhu8kpDbQqhSqFUJ6Kvc5KLsrBfj+uooGv/NYFdFYdZ4738cjjgkWjYGYlSK5Q5siB9ntyAjHtXcxsU6iV8ZUchBaS9A+1yCi6cCLDW1OraIxqOVEXUZ33l1ivL19b5mYyyMePjdHl2v+e1iNx5nbCWDRJbkdeJRZIYVodY2Kgn/bxVpY1eWkm97hfTNX3AXI8m+fbV6ZRVRt88vgYDpvpge95Lr0hzcFadM3ciYXptDgZcnge2FhX61WWsovUa3XSwRSGJj1qlVqCc4d2n+pfrGUIFsR0VyPp7Vrlhzck07EMt964w8EnR6WsIJ3KM3Vtne7+Jlrb3zsmxbEvJpsCmCfKIqbKTLPBITfb79/IJ8pBttOLRJa0GJVe8vWaXOP8zQ55vt6eC8j3OzHsR6GqMpP4Fqp6gma2WStOkCy2UKs1oVWkaTfOk1J3oNOpGLQdkU7qomr1DNniW5h0J8nVsqTK67Qaj8sMa2kGWLglm9yh5BZDTafo9nbzxu43uR6/hlN3hC59Gi2Xabd9mmC5mVJtj1D2NRKRPgp7RX75qV9hqRCQXgWD1v3klkvBa1zdWcJvamfUOywN/1YzsySLECxVpaxAJ9Ya9Q4DlnFUqix9diE30PKT8Ds83/wobcb35AQzyQ1+uPM2XaYOXFqvnAbPZ7YxqQxESlnMai3f2rzBMXcPTo1ocptk/GSinMdjMBEvZfHq7HKCLr6bjWwUj8aCHr2UtginduHz4NFaKJTLbOVTsjGirCskeGsyWuVkVXhYiN2ooMW7DUYZwyao1MIQUatQsra1yRpV2SgSjyl8EZwGo5yoi3XdptOxmUtIuc4LXYM81ba/5r+/YsUcVyNbUpcudPhLyQgr6RgDdo/Utd/9nWgxy/XYhsx/d+lMXImuyKxusWEW71OpqOET1+TYFlOpACfdg/RYvdI8+IC9RYJ7wfASbMQWn42VSIQ9/QwKdYHP+D+FWgHruWnUaLkSP8uI6ZMEMyHuRHfYqy3SbvZwwCkMaz1M7d4knzWTyygZ66zzeM+L6FQOljPTsiGylb+DRz9Ip36E5egaFwMXUBOk3VpiJthHWrHMgFnEuLXQ5BhDo79OVemmW5dGqzrBjfmSlCYNdvmoNqpci88xnbiMtriLp/IxvGYfB/w+GsoGa8lLrO0lCcWbsVuMmIxa+Z3cBeF3J+R6dYpS+Rpm/UnUqodr9j+s7teu/3lO10WJpoxouAhKvADtQn4mctiFjv30oRPy2P5LP0n/e392l/Hdf/BPfm4c9xE1NzeH2WyW3mulUumj7rofa/jvKAH/M4F0Ma0ZHR0lEAjIqLX3l4hmO3v2LOfPn+cvyyRd6K0EQBf5q+OtD3b933xnnrWtKF966Rh6vZZ8rsjZ71zB7HeyWShxa2kbv9fJCycGaW9ySuflu5XI7/HmO+/Q4Rui6tNQqFUYd7QRjufZSaY53u3HpHtvmiFA8UIwzA/uzBHNRBjWWXisY4ie8X1gHUpn+MqVmxxqb+WJgV650b56bYnLiWU2G0m6nS2cbB+koStwKTrPE55xktN5+oaasduNXH17iSGhjfRYKNfL/GDxHPOLNZ6bGOHi+iYn/X5ixRI3t3Z5vL8Dhy3NjeAVtKoCKPNos4fxGDy4fZtYTCd4dWaV8maFaqHG5EgHk6N+UuUif/iTa3ziyDB+520i4RZ2NrUcPdkn3iHb2VeZXbyFWfsIMZ0X5XaJ2EKC5146iM/v4NX1aQqbFY72duP3v7dRqzeq7OTOS6dQfd3KeixLm9mLSbPJZnmcg572ew6uYjN2dfk6K7WvYNBPsJkrMWw8yMJunQOtLjz2OZYTEbp0I6zfhsuhTU419fHkYyPSiXk7H+JCYB59xcZzPSZqpT+mrv0sv7+UpMlg4fN97zEiRDPkdmKLfLnM7HxcdurP9PfIiDihPxf622ImynNnjt9z7P4ogP79b12nVq3xsc+MEardxKsfRFHPsRD5Z8Rr/bTbP8+A9T3Q8mElsnp38lel87taqaWeT/Fv/2iPeNzMI4/7Mba8Tn/TSbqcT+zfv1FjLn0Hl9ZNJaxnN/p1cAdIKDpxG8co1jVYNSaZ1x4vrbCcXqZUUzDuPMGoY38yXKsGqFTusFEc5h/Ofh2r0swn2h5hq7CLV9dEh0nFeuEHNOma0KnHWM2F+VTLsyxHYmzGk9L/odttIVI4h1U7ylp6nlq6neXFFKn4EsdP97CDkRPuHrZmw1x6e1E2zEYm2jGb9fQONPHqxhzFxSzPPDp+L/5KyFi2w0m+//JNFgK79D/TzS9NHiRc2Kd+i6ni/RTJ+2t5fpeFzSD1HjV9Hh+DNh8zN9d45407PP7Jo4RiWQ6NtnN9dZuN+RCfevogeruGP1k7R4vRyTOt79Hbhd/DWxt3eHPrDkcdw6j3FAy0e+no8zG3FyaUyUpTuC6n4wEqpqSGZ+PMRYMk5lIc7euiv/9BR2wB0sUmQ6xrHwbSRQnmzo2tHcbbmqWZ2I2NHQkORePirnv4B6bAoTDBdIbjHX4s7xqXCb3nWirGzF6I8xvrxNNFjjX7eW5ggE6nA7Nex248LY2GjvW1S925kBRdXN5kMRrlyaEe+V5FlYoVCdiXtyIsrock60Fs0IW5or4CHo+VwdFWTGaD/IwEnX4xF+eZg/0caWuTDvCVWg2LWiubncE7EXKFIpu1BBuVNH/nxScZ9DR/AJyvJePyJui+qZ0sh3rbafZY5ete3IlwuLeNCysb+LVmUtEcFVUDhUtB0VRha3qP+YtB2j0uPv7sBD0DTfvmeXc2cViN9Ha4Wc0GpbuxMO/qNPkkoBR+BndubdIz0Eyr30kgnOTt2TVpDPnEgZ4Hrgd3JVHv3Fzhyu42nzsxid+zv/G9uDXFueDLuC1Vnmv+ErWwjoWbG2wv7KIzaah0mgh64dmBAdotdm6GgnTZ7ejTsLUZo3+gmeaW/VxiAdBz1SIWhZP1dJJxd7PMmL6/BEAX60OumkOv1LO1tcWJ/kfwGPbXov24pC2ipXVcuk6c2o6fyUxna2GHwNIuR56bQKPVkErkpKloV38TOq9G0tkFOBLu0M0yS9lxr5H6/uM0VFwlVQnjNw6jLBtlbrzDYyaaLdDksTLQ5ZXXWNHEzRUL6P3XUSvrdKt3yGMG7XG8hoMSNOayb7KcFQ0HLY1SOxqVfp8ebzRg1tzErG9CoWojlBc+M5OS0i4qWd4gXdqWErdS0cj1NSUbqnkKqpuMOiZ5zPMI68l/hFLVQ55HAD3zye/h1TXTZenmnZfz6LpNnBo7QI95f3+1nd9gKbOERekiF7Fh0ulob4LXQ9dIlu2YVSbajS4qjR0MShO5iopIPoFJ6eZa6pY0Ohux9clscaH3TdcyXIjdkhPME66DHPN0s5oNkS7npRme8KP42uY1Wg12+sytdFhc5KtlqXdvMlh5K7hIvtggX6lRqpW5Ed9GWRO0YgsdVgceo5FMtcAjTV00Gyxci26zGI9KbbheqWY1EWcnI3TXdSmjaDZb0KiUrKeSMjpOGCHuR/lBNBzhWN8gP1xfwG00MeZuwmUwsZNJ7kcJKhSSIr+QjMibiGZ7qXtIGtS9v6ICqIe3GHOK49suqfs3oztyGHDQ3XLvd0Qsm9DmH3N3oVWqpD5d0Nt38glp7lZplDno6OZCeJa5ZEwCydPeARYyIVxqE+HNAjqTWqjtONTRCuoS3w18D4fWxcean2c2MUUkl2Urf4NURceE/RRm3R4atZ03916BQgulSgMtwixtnknPGey2JAaVF7/pUelyPpe8RSZX5E5kC23dz4S3H5NhC2XjFiubtzgX6kVlcdDnyHLUY2a3IZJeymgUO+SLNSqRJG77JxjsfG9dTBWKvLk8x8Xw6xiNaUZcz2OsuwinsiSzWVrd2/R4umm3jT8kc/y9KlZWKVUEe+9xlB/RpPuoev90vdXgkoZzf9bp+t21IlXJ3wPsXzr1cbm+/KUH6f/znwNI/19+DtI/qqxWK319fXzrW9+iq+s9WezDqqOj454c/D94TrqIW/u93/s9XnrpvUinu/X0009Ld/d/Vy7+f2iQPjM3x5XtXWkkM9Ha/IGNhdgkfe1H19GqVXzm+X06W2IvyfTb80w+NUq2VuNbZ6cJxjIMdHjpliDQhM2iJKWYw6HoYel2hja/i4ZbwdmtZZRlNZ8eGru34b2/VhIxbu0GSa6nCJbDdNb0fPKJk3LSIGo7keKPrt3isb4uzPYG50IzFLYqjGg7aGh0zKi20ViLfKr9BF0Wn3QYFpm9Rx/tY1f8fSPKkVP9rOdX5OPlE1ZevrlAe7OdaDrH/+PMca5szPCN25dwWEs8M9SE29pMtLTFIfsvsrj3BhuhGlt5C08M9DHka2JpbY9LN9dk/NvkSDt5bY07qzP89TNmTMYz3HhnFVeTmqrzLLVGGSvP8SeXVnhibIDxtlYuv73A/HSAwSf9KLxKhjWtTE9v097upvNd6mOkMMVaZpZEzks2v8eA6yCN2hVKqjFG3WMPgKxCNcdru/+EcKbK1p6LUdsEVm0L4+1ezu3+mLV0iFNtp5n0DXMxvIqvambrWpitrQjWETXaVg2GuoszPT6U5d+hoT7OV9aM0kznrw08GIEmTqVkJs/1nQ3pNL+8kcZrtvKpw8M0u21YjTrm5mY/lIZ8t4Tj+A++dU1OFT/5+SOyIZStRNgrzuE3HqZQ2WAt/mUStUOY9I/LyYf2vrikh1W5lmE3f41MrsK3/2SLbDzGoSOHODgyRnOzyA3+Gp2Wl7Dp+uX9xQb80uZlGgEHxyZ6yNW/wlo2j986iM/0BPFKQbr+iozdnfwqqeIGaoWTp1pepMPcJD+LcuksKpWf7wZS/DB4HrvKyGc7TpCt5zHhJlgIUFZcpUWvZbto5Jj7SQat3SSFg/ROUCTd4XekiWc22UkY0KtAseNl7JCXonGWdKWHxaU9qnMVsoUyp84MEolkOHaiF61WzVuXZ9hoJPnswSPsRTMEIkn5mBathh/8/gWeenKIUJeW19ZWONnawaeHD8iN68NqZSEoqeUHj3ZR0yDp78VUkcVvLXD49AGKCiWTI362EimuXlvh9EgPvYP74DlRyvD1jbeZdPUwZuuVwHIzlpR67KQizNzuJidUg7QOtrAYjUkTtANN3oe6cN89zq5dW2VLbL57jAw7mmk3Oe6tVz+N7n5/iSzzm1s7TLa34jDqubUVlIZmk52tD12TRC2Fo6zHE3J67TQ+uPESG/i31lf53vysnFB0O1x0mB0MuL2oawoiqRyPDHZg1AmmTo2zC6vMhSN84fAYzdYHDc1E1N3t1V3JLrKb9Sys7WHMNwiFkpS0SAqpz2ySNMzdUpahziZG25oJFDOk6iUUKiWDXi+Xzy3RajVxPr5NUpHni88cYtTZLieOAiRspBJSb9/vdMnN/85eUmrhH5kQBjBwYW6Ddo+dfK0ipQKGDBRLFQr1Gocm/GzkYvzh9y+QT1aYsLfyhU8flxGJwuPgleszKN1V2bwdtLZhUj84IRfRfXdubt6jdq8EIlxe2pKxn6eHuu9lxd9fF6aWubq2yUtHxwgpoixnLqJWhjEWj3O49ZCUQt2lyS9PbbF4c52ZjS0WnWXa+1r4m2dO0eHcn3bHY1lmZwKyWVttLsqpFTUT6VKZo742+bncf9zFylFuJq5RqhfpMfXh0rgJLu3JZr041ir1IsHCHNVGmWbDEAbVT2f73P/40+fmUGlUjDw6SLKcZ2lvh2vzK7T6XQy3+iWd/aMMoGqNKoH8HJV6iXbjCFrV/utPpwvcvrFBe7eb3VgGvYguHGhBoajz+sofkC8UON3upsoMFc0LNJmPySz4RnWDvdw7ZBQddJonUSl0cn2K5XIk8ovkSkuUG0fQ6pfxGXvxW/vlVLhYS0rQrlM62SvuEit2MpeaI5q+w5jNyou9/zXbmd8iKFI3VKep08FG9jod+jgD9idkssWt1RzBm2n+1pdelEaMiXKM28lb6JRGJh2T5Ct1vjc3zaXENH3uJl70H6HX5qFYT7GVW6HLNMxCZo4+yyBv7d2EhpJHnYflFFvI+UTe9NXYAnfiQm/dxTFXHxVFiUg5iU6txaU189begtSrt+uacOssbGZEhnkRs0rHRmEPGiq6zR7MGg1XYutyyv5ixxBPtfVLEzahQxdeHgL0fX99jtVUnC6TC5fBKKevZq1epq7U6sIANiO154ligQlvMyfbOul3uLDrDWRKRf5/Z98grFZwrNVPIJsikE5JbfoXhyfotDnk84WyGWk+d3Z7jflkmCGnR9Lfh5wPGrOKihSyXItsM+FqocVkk4018TviPQ47fHRZ988RMRlfz0Q54e2WbJi5VIDDzh7upLakrMCgVjNgaeFmYplAtiS9G55qGuKtpRWZbHG6o49jHe3yXBbPcS08zVuRt7E3uukydIN2Db+5hc3iJQzqgzRpzewm4kzvxcgqNhh2drGxV0ZrW6fDpmfYNkmNOHrFCKmclbX4HvFqAL+tgcagxKfvpZ4z8Pr8VzA2gpzqc6Ow/SpvR39Iny5Lr/U4sXoXG4lz7AYKNNmi9LccR8EByUhY30uwEY7jsZroabaxXvke4XIRfWmcYUMfhzs7sZkUhPKXsWq7sGo/aOh7f+VKt6jX03KirlD8uwPrf5/T9bs1NCzSGJQ/B+k/B+k/tX7/939fMsnPnDnDa6+99pH3NRqNPPPMM/wHAekiCiOZTN77t8iGE7r0/+a/+W946qmnpCZ9dXVVGskJ4PsHf/AH2Gw/+4X6PyZI/71XXsOs13OoreVDO//ZfImvfPcyY/2tPHp4P295Y3ab4NqenACoRXTbzAYXptbobHbS7Xewnb+JqmbDbx3AqFazvRLB3GRir55H71DITeiE0/+AzlhcqC4GNmWkiLqu4Ksvv8NmI8xRvY+XXnhMUmhFXdvd5Ms3z9LiNfC5vqMMGtu4eWWV64Vl5qthnu4+xCeH9j0BZD7vxSU6u700tdhlRrnBq6TkiTNim0Cr1DITCPGD6/Mka2n62srYTTW8JjOrkQC5bCddnRtMNj0uHXsj+SlmE83oCnrqWWSUUl+bW9KP51dCXLm1QbWWI8YSY4NHeHHyKNuhGW4sfocDIwO0WT7GxdAuynQdQxKOnuiV1NDXf3ybG6ENTg4NcnSyj5Kg/9/aorXNgddfZjr2BuspG15lgya7l3QhiN/swu84/UCucqQU4Wrsm2RKq5RLh9EU3ITEJL/Xg71tkUA2wGZ0HL/Zh8pQkx11QVMT0SDn127L5wwv1XjycDePHLmIWufjT7Z6pZnNXx88JOOwhCRBTMmj8paVz+2ym0BfZ70SZnY9TovOwRdPTMiJgKDIDA8Pfyh4EgD9R9+5QS5X5JOfP4bR+B5ojBZXyFVj+E2HSRZusZ38NxQUT5BnWFLyRObsR9Veepuv/+QbTF9ucOq0mTNHfLR6nkep0BEp3CCUOyd1kXq1W4Ldy/O3cXWrOdZ6hHotRiDxZdaLTibdh7EbTsjHFBMQIQc4HznHVlZs3ls46X2MbnMTNnURRXUalfZJ/vncWYKlbRr1Os+0jdJu8uI3tHIxfIlIYYsai1Rw8J90/beo1dp9SvT8OlPbOwx1bHGw9Sg3pxfp9Y0xcqCHvfwUy7Nx3lyN01JzcFCYK5YrdPV4aWlxEAmluHp1lZi7SrlYZ6KlFb/XLil93/y3l9id3+G5v/U4y9mE3DiJHF2v3kS/202vy/VAPM/qYpC93SQTR7ulc7moSq3Kv/rNH5BTVRke7uPUaA8Farx1eYF+q53jJwceWEOW4gH+eOUCnco2hpwdklbuMhtldvvvXX2NvFnFydZRJlqa8Zo/GDN4f60uhYiG09IoLlbJM5PYRadUM+ZsxarVsx1NcO3OLCcmRmmyW3/qFDOYynB7e1dOejxmE0t7UdlIEJGQLfaHZ7qvxxIshiMc8u//zvsrUyzyzak7rKfjdLodFOoVCqUK9WwDq0rPxyaGaHEIzXKDH88sshqL8yvHJ3G8D/QLx/S5zT1i6bwwCyeUzAirYbTlBo+e6MfXbCedKfLatQXyVHBqhI7RwkooylIoKo2qhIZ7Yz1Km8fCxdguDqeelnE7ioaWIUcTQy6PpM3eLbF2XLy1RmerS0buhRIZZrf2eHS4gwvLmzI9Y2sxTEOjkAyNgwf8zC0F+Nc/fJuErsQxfyefemqSrWKYUDxNKaTg6YPDWEwPB5fpVIGpG+u0d3ro6PYws7rLzc1d2psdPNrf+VBWwzdu3Obc6iyHB8p4XEkO2B/HwiDXNwL0el0PyBbE8X1+cZXzN+dZnNmkSWHgyYMHGJnsprndTalS4UdT18jVizQ1t2HRGzjsa0P/buOvWCsQLYUJFUPsFLbx6HxM2CcR3aq5zRCR4A6PHZ2kpk6yV1jEovHi1fdJA7k/bSWzGX7y+mW0XWbMPrPUoxoLGrbvRBkabXvAl+D9Va4V2MzPoFXqaDMOS1O3+ysWzTAztc3waBuBaIpssYCpbYqGsoAp2Umj/m9QO56n2/WJd+nqJcLpb5BquOi0nn6Arl+v58kW30CnOcZGdpmMmEiWOqURnUrZoMQySrWOinITl/4QiWqUZGWLHn0WTeYR0sUkVctXKSoHUSgfQ6FIY1fdpMN8gmi5SLbmY9Tey+vfmJXml4cf7eRW4ho5EVul7SNRrMk4tnQlirFSo0t5gEPdbThMOhbSt/DqW4mVE5LpsJ1Ps5Hb4TNtT2J4t0lUrJV5I3iHt/fu4NHaecp3hGAuzZXoMslihUK5xmYmKUGboLi3Wxzy2uww6DjkaWOzECFdLXDU1SWZKDeSm/JacNTTyaAYCOQyvB1cpVKpS+24oKcbNGqebe9n2OmV55uY5oubYAqJSMkbezuoFUrazFY5DVyKR6XDuwT0CgXzW5vYXS5ixYL0SBB+OSa1RlKsn+zolSyRu1WqVfnxxiLfX5/HqtYx6PRyqqVTml7e76uwV8hwPbLNpFvEeu6vdZFCjlvRHcmqmXC3yOeaTe5K+rvIUF/JhiRYH7H5uRJbpVAr0mX2oFEKCUCGeKHGubVVyiEFR0aEgaSOdr2HXLEqZTMaFUQV8yRqUZ5teQazuka2miBa2GQ9UiKYttFsLvOIf4y3w6+xG8/wSOsBbMYmrke/SSHfSblUR68wcbRFMOC8VFVJFhNzxBIJNpNaYuEaTkWDp49u0qINYDR9jkSljbPBP8SpqLCdP0VkK4/NtURJa8WiXkatfBp9wSvP+8PdbbQ4rNL0bmZ7jaX8V0ipfFiNPRx2DtFraZe69XDhujRCNKo/PI1h31jxAkqlGZPuz8dIWkzXd/L7uetG4YFhdOHTCb8Dpbym1EWLWPzZ2E8EEbf9f+//7IF/v3s/0VR+8ugxud7+pZ+k/90/h0n6P/z5JP0vQv2pQfr169c5cuTIz3x/MUkXv/MX/cBO5fN8482zHOtsf4Be+rAKBON889WbfPzMGD0d3vcmAGolIyf3DUtCsTQ/ujhHqhrizJEmuhzjRFM5wsks08s7bKyF+dgT4xzobWavmmIjF2XA2kSn2SVNkc5tb9Bps9PrcN2beHz9jSssVHb5WPsIpx8d5Z3oIjfia1hqZna2qnxmYowhn4fvrV1han6VEWM/25USv/jIBE3vTqlCu0nWV/Y4drKfVDLLq1NvcOLgQTrs+7mglVqZH82c49u3ZzAazPxPzx5HoYrg0R2Uuvap4CIf7/8UHb51FlJK3IY+xpwtksq9EUqwGYrLnHnhBm/Sa5lfeY13bm1ycd3Ei2dM9HYtk9scxGE4SNhekRS3g+5mbl3fkPTy3v4mru6scOfWBhPuTgr5ijRYEiZ312/NErNdJqMRkTM91BpbFGp+DtoSmC3PolDsA9psNctGboNUOUAk9zr50gBU/DjqXXQ31Vndu0a+HgfdcZ7umuDNwLLMmP/FgYOoNTXm0+vo6kbCoTptGhPp3X9DtRrhUvopjF02Ptc1Tj5bkaBcNG2sZr0E5m67GZtZ/wD9/Up4lTeFcZbOxV87dpDtjXVJkXkYSBdMjR9+5waZVIFP/cLxBwD63YtdIH9LbhZ9hmEiubME099GqX6JnXKTbDB8WF5rJl/kd796nuWN2zz6tI1jB7sxqdJYNC2Y9cflfbYyL5OrbOFpfI7ZO2EGh1pIGnekK3G3uY988RYbyW8SrXVxzPskOs17FB+xQbsQfpONzAXqjNFv65VmfbrGCm69n3ytjW9uTqFSZogX01JS8Kh3HKtGz1zqFpWKkfPRP8ShduOvvwBZEy0uKz63heX4Art7t2kk/Dxysg2/ZYSZqSUuXbuIztdBSlXlyfYhioUKB8b9bO8lOXt2DqfXIo+ntXqEM/5+7FoDOztxfuef/IgDz/Vh6XNyuKlVbhgFhVjEwugVGorVKsNejzSNFM7pezuJBwC6qHfOzjJ1bQXnRAtVD3R7PGwux7FkGzzxxKg8XkWJTO/VSFzqrMuaNGvVAL/Y8zhNRieZbIHvvHkbpUtLVLtHt9POJ3oE7fXDS7iDL87tcvh4z73XIz77pVSYO3u7VLPgVJuoZZJobQ5UShV+l402p+2hDu53S0hu7uyEONzRKv0U9lJZCdz9DhuDzd4HYtruViCZYno3xMG2lg9Mwe99TmubnFtbY7jJy7i/mZVkjAuLG6SyRRnfM+jy0OvycGltk0g2x18/cQjz+2jeom6v7PDG7RU5cXvu8BCtFrOMdhTNRkEvXw/F2YqmqJuQsVrjTU1sxhN868YMPq0BQ0ZBcDNGqJRlZm+PLruD/mEPJouGAU8LfqfrXnyccMgXLu/Lm2FOTvbI935xfoMWp1Wu8SvhGCNuDzN3AlRVDcYP+PG5rfzouze5ubLJliqBZ9jImbEDnPQMsBtMsxtJcXysU07/H1bC0O32tXVa/E66er3cWAzs+wS0ezjW/Z6uXZhqTYWDpMoZQpnbhNOLHPWM88TgZ+XPxcTyyto2fqeNoWav9Fe5uhuQRklCyhEv5PidNy5Q3UjRnFRjsZtQjQjPDgPRuAJDUcmLkyM4XEbi5ZgE58KfQji1J8tJ3DoP3eZeUrkSN1cCuCwGVjbWKRuKmM0VRpoP0OVu/1NlxZbrVenpsVuIyzQPbQ4StyM88dRRrO/mLwujxplbmwyP+/H4Ptj0z1WT0mDSpvHRpH+4FllUcDfB8mKIsQk/N6PfJZ4L85j/82iU/xe7KT2h0ItMDvXjsBmJZF8jXg7SafssOtWDjahc8SJKhYkCJvLVCC3Go3LyHi/meDt4gY10Cpcmg7rmI1ItUVXFGLJqmHQ0Yzec5t/O/YZ8r52uz9Ju91Kq3cSkVJGq2ijj5rDzkJQUbW/G+OH3btL/CT0b1SBGZbPMRM/VClg0aly6CH3WceJpFXOBPXy+KkZjGZe2jbXcOqqGnfPR25xwTGJUmuUUPVsucT2xJN3fq7UKp5wTNBRKNgu7VBp1PDqr9E2Yz+zwmLefp1qGJH1cyEjUaHgrsMx2MYpH6cCuM5GqZgmWk3jVVrotHglyRC63YJt59cIs10RD0eDR5k6aTR9s+okotplomC6bg0Gn597+S4Cn3UyK7y7N8+bmGsZ6g/6mZqLFAhqlUkZQZiplSkLfrlRy0NMiz2vxMwHExW0jneCNgNCSG+Xj2XV6Jjwtcm8lZBzitQpTu5vRAIc9fnyG/eNNTOVn4iFC+QyjziZaTTZuxrck+D/s7pD56eJzEjrmS5FFSXs/6uqVufbxeJWfzK5idqtxm+zUaw1qqhqHPe0c9LTJ1y2iCc+Fz1KsKXnUdYLZvRliaSWZxiyHWk+RbiRQ5ItkE26CpjdwaFuwKZpZCscpsUK/8wBl1Y6cYvu04xRyNZYTG6AKkwiVSDTqPD40ik61iqp6Dn1Dy2bpr9NQ7qCu/YR4tJeMcZChZgUterE+Fbm0uYvRNsij3QN0mt2kUyWWgxFcVhOt7hIbuW+Ta4yyVRTNUAcH7QNoFAVixTmc+nE0CuuHAOAGtXqRTPEqanUHGlXbgz/nIYD5PjD9gce7D4CL7ylZyRCvpCg1ythUZuxqq4zWvVvieBLgXfwpjiyxNuxLKBTy7+I/0cwV//7iE0/JDPa/1CA9/ucI0p2uv7Sfxb/PEizyl19++We+v8lk4vnnn/8PA9IzmQxXrlz5U/H2jx49yl94kJ7Lsba8fC+D86fVjekN3pla50ufOIrdZqJcqnD9ldv4B1vwD+zrx0LZVX5yfY5w0MSjY90cP9ApJ1QzO3tYKyo2VsK4/HYMRh06k5I9UvjEZreqkQvG8Rb/A5uN1YVdzi0tcjm+grfDQpffxTPNB/Gb3NwK7PLy7ALOlio6g4LnnIdYuRlks5qjqGvwq48dRq0SxiwNrl0S9EEnSk+RqcU5Wus9jE52sxZfYDo0jUlrxEQnv3P+AscHdfzq0c+gUhh5J/pvUBRGpAmU2hhktP1ZTrX0PfAahdZ0fTcmdb9ee412zzx6w2l+8/tfZyEW5aB7lKN9E9wSpmuH/Tze3SPfq4huun55lZ4xH3PVXVriFsqZKs1+l6Qa61waArpLbMWiDJgPYXIuYtQeZdy6h1o3ikLVKrWSW/ktouUoPq2Hzcy32EwXKedH8Ci76WstotHmKNeyXFlRoMs309fjIqMq4te6uBhcxW5uMGLvYDWQZaTVh8dwm1z2Av/m0gFu3Y7TVDcz0NcsXc4FgHTZjGg/Ql8udJ534gG+dmMKl9LCSYeFwxMTHwDpAqC//L1bJOJZPv2FY5jMD5+6VeslNnNXcOt6sWlbCKZ/RCT3GnbTX2chq6PFYGPY3vxAXqugDX/5q28ze2OTz37mCMceU1GoxqnXC+gVMZyGRyTgrterzIT+kI2VEod7foGWVof0K5hNTdFu7MKlc5PIfIuV9BRa9SAjno+jUr4HzoQm8Vz4h+zl5vEYTnPSOykbJeHcZbKKQa5HdsjVatTrRaLFBI829fLx1tPEyjukixkWQknmsq/g1WtwGU4w4T0qY3xyqQJvTX0dhd0HhgYdhT7W5+LoXGkUqgZxm4XaXp2BdmG4VqGULqKrwpNPCwquUgJYMTERqQO/9+XXWY3u8dQXj/GIv/MepVw0xi4ENmXTqMloZi4cJhVIYykqOXly8IHvYzcQ4xv/+g3aJ7oZG+/A5jHylcvXqQSyfP7MUTra3FLvvRaOS9AkXNrFNFmA5At708wnd+TG+OyVVZxmIy+cGAFFVUazDThaOdky+tDvPpPed70WjQhBT75b2WKJxWCE7WSKiraCXq8isRrm1Og45UZDNggSeUFrtNDhduC1mh4KYgKJFDO7exztbMNpMpIrlaVOXZgfiin7w6jXQhcu1h5Bz293PHzKuZdK853pWerKBp8aGcFjNvPm/DK7mTR1U0O+Nm1dRTCRxabW81+cPIrdtD/ZFs2/ue2wbHD63Ta29pIs70b4xIkDkmo/e3sLtUYldepXlgO0emxs5lP4zGZGfT520mn+9bXreM0motEsPoVOGm3tBpKc7unG2WFiORpEXVLhUVhQVBVotGqMJi2rO1E629x0d3nIVSsshqI8PtLNlbWATHAgXWV1PYLBouPRIz1sJ6P86999g4pGhVGp4djH+1EalfRaPMS3CxJITAy0fiiAzGVLTF1fx9tskznhl2c3WI0lGO1ukg2O1WScpUQUv8WMRhNgtzhNIKGgsj7AKX8XA6Nt8rHF93Z5bRudVkWWMk1mC2NekeG8/7yxfI5vr8zRyJdR51JsBSJk00oGTF5amy1Ea3Hc3Rr8LT68eh9mtZXV7DImtZluU49kFtzZFDnLHly2OleWXqGtpY9GoY1gvCCvMW1um8xRvt+X5f4SjaVoMS0N4EQ8knAHFwZwTQY7WqFVntoguhPn8LPj99ZKwTqZm9pm5KDwUrE+YBAXLKzQbOjFof1gCsj7a311jzuxH+LxN/A1niMe+Sp2V4AW3z8gHlWytB6msydDWfUOHfZfxKB+0GG+XN2kWJ5HqRklWlyk2XiURLkmKdGhQgCrJsOAtQUFee6kC+zmQtL5vIk99vIHWCq+jV4zQ4vyafLJXpqaE9gty+TqfioNHY96nsWo1ktAKKIPf/97r5GzRnnq0CRd5i4C+TgtRgdWTZZsOY1TOySd0LdTMa4EL+HSdVFSZ9FgYq24QbfJj9/QJl3SJaU7s8VmPkyjXuJ00ygjji52SmGipbSUEwhn9e9s3WTc1s4p7xC3ozuycRkp5NnOJtFpGxx1d9Bv87GcjPB6aEEapg7Zm/HoTWxm4uzm0xLY9tjcxCtZGbU27PTtT8+1+0ZjYgI/HQkSLeQ55GvFY3ywESJ+/urasgToGoWS+dAOB9va+bXJY0xH9uTE26BSS3q5yD0XuvJDvjbp/C7Wc2EoJzLqV1IR3t7doElvkaZvIg5MeBnIyDeDCZ9RuHs32M4lGXU1Sz8b8fqEPl1KLlJR+f9GXT7m00HpSt9v83IltsKEvUM2NgRQVzYa5GNqLqwu0GNvxdlsoKwo49JbZHOg1KjQZnQwIPLUUXAnMce5rSkyOZNk9HjtRbTqIsV6nlymi6u7tzng6iNXS7Ccu0OnrZkx10GWs2/LhkutZGEzFSaU9qDRWLBr9KzsBijUEoz6O1DqG7h0VgyKaRyqACbDE5SqfdzcfJ1ma5BWzxdYT2fZzbyDBqV01y+qrWSKZnaTJclq6Hd7ZUKGSBNJl9dJlRaw6CfZKUcp1Kr4dS24tUrK9ShO/QBa5f6QYh8YK+T73P+3AN5ZSpVpjLoRNErn/s+V99/nvZviAXB99+/33Y/3/VuhkGaXYrIefle77je6aTY4/1Ta9b8S7u4/B+n/3kvoy3+aDv0vhCb9r0o9LILtZ6kfvjlNLJnli584hlqtIhVNc/vNGSaeGEFlK7NbmKPdNEkgWODVKwsoVApa2uw8PtSDw2RgbXWP4G6SnqFmuZkXm58rsQ2CtTSf7hplotkvqeN3K13K828uvcGd1DaqvJYvjD/O8b7OfUf4apn/89bLrO7F+e+Pvcigx0cynuPm9TVu5KOMd7Tw9ES/XNQie2lmZzcxjWXpNvRz9fws5aYIDW2N8aZxupwDpMprvDF3ka9frfBfnXmC1uaY1BoecX6BC7vf4O15FTaln88fHpXu7+8vodncCr5MIF6kqg9hN5m4Pd1LRaciEExSShQ509PNxz++r+0Xtbke4dziPEeP9dBnaZLRWf5uD1FlmXdWXkWvj+JxHCUWuy2NdU4O+lFQBs0RSW0XAN2sNtNp6mQj8wbXw2+RTE/QrOqmu6WA1+JC0aiykkygVgxgrin5yco8T3T0o3aWpQFNIqWmnGsw7PJgUQQo5L7HxcAEm2UTXxw9SCNV5c7NDaqVOpNHuhib7HhoJvr7azsb48uXLhILpnms7wD9TR56fS5sRr3c1L76A2Gsl5EA3Wz96Hi1fDXObmFa6tN1KjPbya+TLF6mxfq3mMvU5MX1oKtdbkQi8Qy/87WLLE0F+Pynj/LCM2MyFknoJcWku1ILY1IWcJs+Rrmk58r1ORSeN+jzH7qXkSq6/mu5FQ5Yx6SJVyj1ZZayQtt2iFbr0yjuawhkKnne3vsT4sUEbebHeMx3iGr5HVDYiFWb+O2lczQZ9SymA2TKSY67+xhpjLGSmabLOsCyapk+i5Z8ZZFS1Uu1NEJxqcD4sBWTe5Nz12rMLCQ53DHASI+Ha/Nvk6i4iesqfG7iKC1WCzPX1hk/2o3NYboHCM4FVyjtFvnOv73C8y8d5BOnJu9Fhd07ZqtVzm/vx3ZpYlVuzm2i7jDT6XMy7PFIcxwBGr/6m69S02l49MlRBnuaeGd5k+2VMCabmoyzgamil5sEAcwFQBceFvc+n2KJ35l5i81IjKc0Q7xwRjRs3o1Tyyf45spFHms9wIir6wNGgjcur9LS5pSU6LsNseW9KIF4ilaHjf4mN5vhON+4Ms1yaIdmp1u6EYtpkdjoiPeXr1Sli7KYrAsHdsF2ESBc3IRhUzibZyuRZNLfjNMswDzyOVLFEpMdLXitZnnf+4FmLJfn2laAPo+bHve+jvP9JWjrry8sMxUK8mhPJ0f9fq4tbWM16qUHxloyxp1wiDeWV9DUVDzd24/faCWVKdFkNzPc3oReq5aGe+emVmVG+mcfG6PZYZG546lkHm+Xk61EmsmBVq7t7sisZLVayeWtbZbDMcbdPjpUVtT5ChcjAarhCs8dP8DIWCtLaUHlTuDXOfEpbJTyFQK7CeZXglLCI1gaK7tRvG6L1IuvJpKcHOqSa1Y4nUHbo8DpNVBdbbBwJUi6UZUMhsc/dYC1fETSRvOBCqNtLfT4PR9+budK3L6+jttjpaPXw8U7G5K+qHdopS5+zOMjVVthOzeNijoTzs9ycTNAfC3JsMPDgYkO2bRYikb53tw8gy43Lw4NfoAJEc5n+MPFC4QKOdoNHsY1OkI7W0SjSdQlE6WEgY72NiaOtxM37WLX2ug0dcs8ZMFaGO9uQW/IspufI7FV48jwGdRqkRneIJLOSf8H4T/gtBjxe+x4bQIIibUkJw3ghAmUVqmh5V0DOHG+vL9pKdzezXYTA0d633vd7+bMC6DucJkfMIgzqT+cCn9/LaVeYS24gDn2OKNjJVLZL7O28zmaXYfp7/SysrfE6t63GPY+Tnvzo+97XQWyxTdRq4cIiRjPRivBglK+72aDDrViBa++h2R5mYVsmUy1RIfRS4deRbac5LVIFnX1x/QYeylVnuZOMICiMo/RqsHj8vBE06doKDVsZpMSoNcaRbYT82zfSTM6MUFBU6VZ50SsKNu5JXz6Luw6m5z+papbFCsVFoNZGdlY1ZflRLHfuK+Tt2p1bBZCLGYDtElNeINT7uOspENcj6+hrGsoVWtcii/RYXDzYsskC6k9OX3PlMvSxM31LkPIpbaRr5Q4H13BpTfxYvswI85mXt9e5lZkl2f8/bSb7VwIrqNWqvEb7bKRILTwovkgAPhOLi2d3A96W3AYhAmfVr4PsV4FMim+tTjLUizKoNNNu9VGYS/CjUpBgvxfGBqVbAXh1K5CIRsQYk0KZNPy8Y74WiV9WWxuxfRVNBPeCqzTZrLiM1rZzaUkDV5cA0K5LMVq5V3Dw4LMTRfXTjGlFa9TsFFEpnu2UsapM5CQzBI9RqVWNjbcWqvUxy/HwpgaWpn13tJqZMDaRqSakgZzOvSymYBKmFrqMVaNMvUiVgtiMoFDAEpTER0WbuxOkU+1gFaJQpvmZPMkWcUMa9mQzKxPZ1yEypeoF3qwGaDNZqVcbmcxEKFULDI4UKHTqaTHepztwg52dQVl5TWsDS2LOy/R5nNQ0fwRhayHbOEUfo+Rqu4qu7kq2VyBVMnOQW8/zY4W2RAq1ivSqb7T5CRefJ18NUSX9ZdkAsBCegO71kKfSY1RVcFnPHYvmvBhVa5uky/fwaJ/DJXyo2Vd/661nwCRJFCIymjGJr2dNqP7Z9Ku/5UB6f+v3/gzP9bu//t///kk/adIv3/WkuyNPwW2/HMH6YLO/k//6T/l8uXLctIunN4/9alP8eu//uvSov4vw4EtLPQXFxf/VB+k2LD/2+9fxeO08OKZ0XsOtevza7hPVvHbD2DVeOX/F9OfPzl7C21DxccfPcBw575z/OydAPlCicnJLnIii3R9FZtKw1IqBCUFfUYvzQ4re8ooM/lN7AojjhUjwWqMil5Nb0sXfS123k5OySxmd7lJ6hm/ePQgLTarBORvXl1gq5bjhbFBDnTvTxp+8NY5zA4VRmeN2e0VLAUHn3j8BXQaPanSKpnKJi7dIf7lKzdZTSY4ORbkqb4niBXE9GOTk76XuLC4Jd3fTw90cbxnPx7mbgl371juxzJjNZfqopA6QLlQZyoVoqXLTkfGzNlX7tDR38RTp4fo8nsI5ZP88NxNTvUMMtDfwsZOlB9euUPfqAqjeY2lbSOl9QZHBkBRbsfrWMPZ8Yw0sKnUK3SYOnBqnSRKm/wk8H+yGWmnRdtHf4uSXscBlDSkS3go4+dIcwc3Epv4lGZuby2hQ8eou4e3FtYJ5FKMeo0cbn6LQG2Yq2kvvzpy+B5VT2wg5+8EuH5lTf778LFuqZf8aWB9Lxvij2+ew2XsIp9tkMrvx8Zk11KosjW+8MVHaPb+bBvNWGmNTGUPv+mI1F5uxH+XXHmZTtd/x3KmIvVz9oKJV1+bZXMuxIvPT/DSCwff5/h+BbVCR6E8j1nhZHWuH7fbTktnjbX0n+A3P49DPyzvv5lbI1fLMWQZoVYLsxX/LdZLNo54nsCqH3/wfRbCXIt+nWRZQ7flMMecnZTLF9EbnuFOIsYrO3Occrfz1ZW3iVYCHLC2cqK5H7WmhEHpZTW7zSdajrOUeYWNlSTl7AiWnibqkSkyWyUiJTVKexs760n6WxuYRP7ukWHcRgvV1ZI8h4fG/Q+8pht7Af6Pf/0Koxobv/G3P/Oh31WmXOK7F6cw5xQ8c3oUpU4ljc2ElrDH5WTt4irTtzZ58tNHOTTawZ3tEIvLQVTFGha/jWy9RE5TYqypWcak3Z1eismOcK5fj8exouatzasMdDfz2d7HHngtq6kdXt28ySe6j8nEAlFiib59fUPSsIV7vZiGieit1XBcRo4NtnikC/Vbd1ZZ3okw4vcR2QviHvCg1KjpN3upVfaPt3S+yE48xU4yQ75Uwm400myz4LEa0anVcoIUzuXZiicZ8LjQqfaB8W4yzVYsKdcUYSgk3pdg5mjUSrnRFRvvpUhMath7PU75s7vg/72bSj7GT5aXcFqNPD/Yz+JWVNLI+1v2getOWmj0r0nzNnH/JpeFfq+HIZeXTpcDq2G/gfXmrWUWtiOcGe9hwO8lsBllfXmPvFGBr8VOUVvjzfU1hj1enu7u4fZ2kLVkgkK6xKPt7exuRbgRCWFJqnj61LCUdqTKeWZTO5KRM2RrxaO3cnlqgya3hfZmJ7vhJFfnN+VU+87GLqVChVqlyO3ZTfRGHU8eOkCz18G5N+cQ+Uqbe0mee2KER0/2s5NPMhUKsL4a5+mxAQaaPpgXfreE4ZugvpttBnJOeOPWMka9lhfGhtBbwuwUZilWExxxfxaz2imniGc31qju5GlSGlF1mdkr5hj3+lgPi+hFhWRC3NW2i6bVtegil0LLJPJZ3EYVTUY3jzQNYS2ZCa6EWZvZZj0YIemJ0dPSwYGWYRKNClU1HO7zU1NHiRZX8emGCaxGGBgY+MC1UzQmArEkK+EI0UoahbGO02Kgw+qWE1u79oNeBvdXIVfk2o9vMXisD6//vWl2aDfBwuw2npECOrPyAYO4n1ZLqZ+QLG8yav8Mi7PbqFT/nJb2Z9FrP8XtuW0Uhgx23zLOmor51SF6Ony0t7zXeMqVrlCoVlnJJYmVVNh0vXSb3dLPIpi/ilHtIVvZYia9R6VhkjnPTp2bSOpNZgtevJp5WrURWm1/nd1SiUolznTkMsGwhWKplYzaQkOkqBpMOPQ68uxICdb2agND1cCXzjwivUf2CkvUGmDVdEo9d6QQJVRexqHqJl7eYyeTo1ov8KW+Z7EZTOQrZa5GV7mRWKXL4GOzsMoh6yQmjZ7F/JYE8zaNibf25ukw2fl46xHe2FkmnBPTag2dwkRN0SBZzXC6aYBmo4Uf7swQKWakdKlNb+dSaEtSxz/XO0aryco10Qir1zju67i3Doq1bD4W5k50D7/ZLkG6YLZk3wXwyVJRpixsphIyQ73P4ZTmcmqFgkQ4gtnllFJAAaCH3T4q9aqclos1UYxfxe/sZtNSny4iB2WD8t2p63YmxVIqIrXmXVaHNMATTLd+xz7FPprPs5qKES5mmPS00GN3S+PEu5PavXxG/r5wpd/Jx9HUtUQLGQqVMsaqCbWuzvpemOO93dQ0FfQKHW6dne18hGQ1j11ploabsXweu17HSX8PTnOD9eI0ypqDZLZOobBLIq2kzVthzPkMs9mbVGrgVQljuWuEMwVGXH14bWVqqg3GbMfYS0cI73kg62Ww10tan2Y6+RNaDF4GbI8SLW2jKN5Emb5Ik/3zqA1nuLVxE4PmG/T7/wuaLCOyMbUSO49CXaeg81NSwoS9myHbAIlSjs1cnGAhhUOjQ9l4E7feRbfts4SLca7H50hXcrTpi3SYPLSZjj/QuH9/5cszVGt7EqgrPgLQ//vSrn+UM/xfFZDe+v/8s4P0nf/15yD9L0L9mUG6sJ///Oc/L3XqL7zwAna7XWb0/tEf/RE+n4+LFy/icPzpMhL/soB0UYlUjj/6/lUeOdgto8eEu+zrr30PvcLCY0+LKaNCbnCnAyEOd7ayvZvg3K0Veto8PH1kQE7ZRIa6QpiOOGo0W6zSyEg4qt6OB1iI7rKdDZMrFelX+RlzdlKK50nH0iyXtmntaeVaapUOu5v/dOQMGpWaV+eXJKX+l48flNTS3e04X3/nNjariTNjvVhd8NrMj9mcznHkZAeH2o6xdD2Ct8WOvS0jAbrXcAStysLidpjfvfkqlXKMp4dOo7Te4KjnBVyGfbC/EIzwo+kFqYH8xPiwnHbVahV2Uv8HyVqOVvOncRnGyRZK/GRuiZ9cW6C7x8MvHZskH8zy9sVFsooGHpcFbb+CEUcLwTsJrH12gqUsjUiMqv4GSZudEcthPNV5AsutuOxLbJW0pHVWjvQewG9qk9Soar3MTwL/O7eDWXzqQcZbWzngOSrpU+uZd1iJOZnw9snJWTFXJJVJocjpSIdqBPMZRvpaeHS4hZvBPyRb1bNY6ueXBw7JOJmHmbzN3N7k5rV1tDq1NL4TuccPK5EZvJ65xWpgHWztjDlGMSuM/Mn3rrIYCOMf8mE26iQtt8vtkHnSQgv2YTpicdruFm6jRE2zcVQ6em8kf5NSdY8O23/HG3M7/Hh2hsqdIs8cPcDnP3vsA49RqqUJ5q+jqBtZXjiLxzLG2NDz8piNFabYyb1Or/1L0hRGbGZm09M4tS5aDX6KxRssJ75FqtHBcd+nUKv2AeXdWk7PsZR6k1TFypBtlAPmMgqFgWJ1gN+cfpt8oSKNfM7np4lVAjzTMoFRXaFcU3AnvcOovQ9/vpXlzYt4BtMoooNcuhCn4ZmlYh7AXbNgUngJFzL0dmU4NnxcThStm2oePz2C9l2arYwNi4a5cGOZW2/O8ulfOs6zEw82Fe6vjZU95ld2KbSqeaSrU1KFRYmN1etXZnnz29d48sXDfObpwxIkvzm1THYvw8GJTg50NuOzmqUL+M3otvy9SbefdL4ko8v0GrWcbC7d2MLTZePt8jQ9liZON0888Bquhxe4ubfK5/oew6G3sLwQlDKIySPdkl6+FIyi1agYavFiNeiY297j0vymzJi3aXTS9CyVSqMzGDA5dFi9ep4/NMREa9u95xD60lgmz+pejPVwQk6LhJu7MHcShoiC2RMv5DnS2YbPZsGo00iwPhUIYtfrGWjaB9Xi/+3faqQLRW4GgrLxJKLXRCzkez+vy+cU/y9bLHMruEOkmueAy0MlV6fd7ZBgPZHNy9zvUC4jp/2dzQ4S1YLUplaqdXxGCwMuD11OpzSUS2eLdPicjPc0E0tmePnsHdZyaT7+xBg9bhdTeyG6HQ5aLVbOLq/L43gpINzkRzl7Y4FgIoOzoOPxkwP09u2nEojp0VImKDO4PXUrK2sxTk52S7bUlaUtyYLSWRV8d/EmYy0tNBXtXL+0gcVuYLinWfoG/OTlaXQ2vTQcfP65Mdq7PBiMGpYTUaZ3dqUr/MHmdhy6hwPVzVicl89O47SbODnRz83FADHlFi0tOZSaEAcdn8Clf68xKjKl39paI7gZp5Gv8bmTB/E4rfJzv7G5Iz/7o11tlBsFXg9dYSEZoMfcTK+lg/VECYfOQrFWkXpdEYOVLWa4snqF3ekksekKDYceg8dCf7MHa2sBlSNFv+8oeqWVhYUFBgcHH7h2isfaKyQlnT1bLaKtaanlFJQyDTldF3T4JoflA2yW91d4O8ri1RUOPzeB4V3jPWEQd3vrHfa2szw68jhO589mTLuaPivp6aPOz6JTmgkl/r8kg1lq1V/j/2bvP4Asz87rTvD3vPc2M196byrL+6p21QaNBtAND5IgIHLEEbnSSjOhoaTRTsTGxGjHaCStOKIkUpRoRIog4RqmG0B7U74qy6f3+TJfPu+937g3UdXd6G6QBDnigoEPUVGNqqzM9/7v/u//nu+c75x9+/tIV6JcXXubTmWakb6PU2s6uDW7TXeng8FeD4nSGkuZGRJ1tZQvT9kfxqXfIyFi5XsyrUScpmZSV0DRTafRRb6mIlNekiZrXo2PeuNF9OqDhMr9VBpt0vXzqIX0t+WmkuiVLOyB/k45bzubmmOtuo1W4aVH5WPxfIhjZ4fQ2iFW2WDQOolTb0GnFDPgC7Jhk6xliJTzbJcSWCvdlMoKxv1ecoocG+VdHvFMsFFdZsgc4KRnP6+E70r22Koy80p4QT5HhvTdMvNcMND9FicnOnrpMJlZKYSlQstvsPFGeJm3I2vSJE7MZovmpmhQPto5KJ3S51NRCdjPdgw8MGoTbPXN6K5schz2dUrX9vuVLJdYTMa5Ew1L5l6w6sKgVQDuVKkiG036ao3PHjqKVa/nBxvLsvHZabZQb7dx6vUU6nUJ1LstNq5Hdui22Pn44Bh69TtjOncSYZYzCRnVNmL3SBn9UiYhQb1wgBezyrcSu1yNbEk3ewHSu8xWPHojhVqdzUyam/EQTUUTk15Jj8bFZjHKia4+aikFa9UwdWuZj3YeYDkfZL99GLPayOvBJW7Fdhg2dqDVK9gox+U94lLY2MxskmnuksnaUOtS9Nu8qLUhDIphmjUny9kFjLgZ8igoq6Mo1CUOmB8hVHuJctmEsmxAh5I+20NM9PbIpJdkNcRM6vvolaOUS2Z2E4vs917D0daRqPxtxgMBVOoXCBcWyGZ/AWVbR29HAoM2jo42m7VRrqYWCBg9nHbvx6YVefR1totpNvLbZKvfp898lGnXOdm8Wcius5zfRMUOY9Yhxm0PfehYj9hji9XLQtCOSXf8L+Rf8X83u/4zkP5O/Qyk/8VrY2ODX/qlX+Kb3/wmzh8mqPy1gvR6vS4j2ARI/43f+I33/F0kEpGz6F/60pf4Z//sn/E3Ue5+v1Y3o7z41iyfeeoQbes29Wqd8PkWnYN+dF12acAkALrHsvdAT+VKfPfCLOVqg2dOjeN3Wvnq2zdRGlR84eRBuWkJM52LsXnOx5alQ+sTHfsYMHhJZctE03nuXF4j28pwx7zOqbEpJrRD6LUaDvZ1STDw7bvz0oH5b504hN1g4NZ8kJfvLeG3K0mbFiXj5UqN0N/Rx8DwnjT+xp3z9O9XErCdlABdVKVW4d9e+rdUWv3kcts8NtbLU2PPvef9Z0oVadBUrtX4+IFeqnxFdkp77f89Ju0eaN3OZ7iXjOIoaplZ2KZkbfKRoVHymxk6elxcDW9yOxhkn7Wbqr4t882fOzPJQvoH3Fjc4uzgJ5jqSqPASLGWZ3nnFsHwMLaGly6/l6mpgJQN30x8k1c2XsbcHuFs72kmvYclQN8pXOZuuIGq0kEil2Unm8Bl0jLd2ceQp4O1VIqdWBZbW8O+gbdINzP864UhHu4c4lOjk5JR/LASUmThznznZhCTWceJM8P0D77jdlptltgq3sKu7mRzJYSiS8xOKajftZALlnjuc8dQGNRyJngtliRdKMvOvZgTE6DPYzXjthrl/PK754JFQyJYvIZT14ddG6DRrDEf/j9JpJMszn2UubthnEMmPvPcUaYcXXKu7EcrVw1zY+ktWjUDvf1rdFs/i06zx0Jv518mX1tnxPFl1EoDpUaR+dwso5ZxLBormcLXWczcwqLfz7jrWekS/+66kXyVWHmHdE3LqDGAqbzOduoAFpudV/OLfKpvPzq1gj9YfY1iM84zgcM4dUpKDR3XIgtYVl3YBgykcpuk0nfQV/o5c2iCmqbMK+eTdHkHsKnN6HxlGq0CmV09XV0OnpraA+FCqjgTCVGq1rj5x/focBlxfSzACW+fjAr60dpci0lG9uDRAbKKGreiYU519eAQbE+pym/8f76Bsd9J4Fi3lPSGoxn8dQ1n9w8zNf4OABYlDrg34ttc3Q7i1lg41dNLwGqVcVsC7E0e6CFeSfP1jQuc8o2z3/mOpFfUq8EbhIopHjZNs72aom/Kz2Y6Q73ZYqzDI2eiQ+mc9IeIpgp4zAbWNhMkUgUePTJEh6mOxd3F7aUQt1Z3WI8l8TjMnBjp4/hkLwNd7zCT4hGQyBclyy0M40SuuXSezxdYT6SlgkAkQ4jccfGwCGdzElwdFnua1STj1Mx6rfwzAfavbG3L7FxhKPdBJpzi5wnQKPLkBQPsNpvR1lRyvlSwXv1+J7FySRq06doqhn1O2ayKFQtsZdKEsjn5mWpaKprllgTNBeoYbTr6TFaiiynJwj96ZoymSoCdGAPCUEqhIpzPS/+QnVyOj02O8IMb82iKYEfP2ZMjMh1gb+00JFDfLWcohRtMuQMM9XjYzWR4YfYeAwNW9A0jiqqG08N9zM7ucHs2yOnTI/R3u7n09iLLSxGyjTrldIlPffIojXpTytlFlNxOJo25Q4tPjCl4fLhtVmkUqdQrWcqlJGgZtTpJLqWlCaGuq8pb629TUiR4pP8c+73vNW8VIOmV9VWC+QyndH5q0QpTh3qxu8zUGnUuBOcJl3YpaNNkqyrO+Q9zyL1nsBYu5KWztgA3oUIOv0WPQh2XJnFOZQffe+02WzeD+E167D1NcBSxtIdRYZTeCKV6ggMH90sGOCbnzFOkagUcWrNkzH162wPmSqjPQsmcjM0TEXyiMSPk8BbDB8f9iVq6vkohU+TguX2UW7kHBnHNuJ2N5Sj7j/Zjtf14KetG/gLR8ixTjk9jVDuI5L6GpnEJi+n/xZ2bBXT2KvquJB3qJulYg614H/vHuuSafuPuEmVjGY11hS6zF4dWzaD1jHSAFwqSWGmLcGkNNU5uZ79PudEvFUoJsUbR49As49efpM33MKsVNJRnCVfVhEt38eqaDFrHOeB8BEXbwMz6thxfadpz3CstYFa6GdQPokbF/N0dUokCg0f0OAxWXEa/BK/FdpIGaZyaDpLNXeI14bo+yX7HsDwrvLh+j6apzBM9E1RbBVbyW3wm8CTXU+syA7xShSuRLennMWrtkN/TqTdyLjDCYW+XfH5eS25IRn3a0c16PsHvr1zBqDTITPZJh49IJUufxcmo3SsjzObTUc529D/IG48WC9yK7cq582mPX857i4qXitLFXTQEBXgXEZhi71xPpwlms1h1Ws71DbLf4+OPLrxNy26lz+6Quej34hGsOr2U8ovsdSGJl41A2ky5vFwKB+UM/GdHpjBrdQ/2nhvxELFSUe5NgskftruZT8ZkfOR+dwdeo5mNXJI7yV1sChOb2QzbuYwcnxEEivB3iFeKfGPuLhVllS9OHObGzgaOho1H9w3xYljE3bU45OjjdnQHbdUq1VINTY14PYsDKxuJLHPpXZqaBgfcflpsYVKaGescpNzewNp0cze6RJ/xLHpDjng7xIBtjHojyHwuCO0GumKAOG+iKA1i1anocvejYkiqDIS6IFJeJ5ILUk93U1VVaXCP0/55Ou3PYTA8QiQRQav8PSraCY50/CJatTCmvIJRkcaqG6NMP2/GrpGrtxi3DjJs9UvvCHENRQTubOoboDhJr2VcGh7XWhVupmZJVO7RaxrkkOthTOoPVri02jUKlbfRqLowaPfMlv9r1X12XcS5Gd7FrgskJGJLRbLLTz2T/k//Cpj0//VnTPpftET0rYgjDYfD+H+MWu6/GkgXzLPooG9tbUmw/qP1T//pP+Xy5cu88cYb/E0G6aLOX1/h5vosT5xzM+o6QSlT5fXvXKPRa+PMoVEJtt5dQjJ94c4G1xeC9PW7UNqUWGMKhvp81F01Xo/ek7FKT/gPYNOauZPakZvvfmcAu9bI3O4Wv3v+JXQlNWqjiUN949Qb0FS0ODvWT4fdwtdvzxLLF/mlE4dptAv85qs/YDuWoN9l55fPfhKtUsWdmU1OnB2hxCaLK7cw1CbYf2hP8iNqs3CDma1rXN9yc6wvxcZ6L2fHJjg+1PO+9/OD+Uusp1/gQGeFYz2/jlazZ6AnZGLXoyGO+7txag1curFOTFmS8n5zVkktU8ZyzIANK2/f2aQQLWGtKOk4EEMfKNHbOkFts8DA4TQ53Oibd7CbP04jY5MOz+lcWWYMd4xU+er6P6de7uQTg7/IgGNQRqNtZW6wGo+QSgcIeM3sEmFfp59jvnGMaoNUOQjzqpMDPeTSL7IWeZ3n4yf5zMRphIpOOCof7wzIWbgfV7VKg5lrqzLmx+E0S7Du7zazWbwlD5UuTa+8iYfG+3j+8rdZ3szxxcc/zUjXe82ORA5vJJtnO52RgF08NARgF/8TzKnbYsRpMeE0G2iQJ1S6RafhEKFQldXtHVrG32d7sw7J5/jSLz3K7fS2lLiKmDbhuHu/xK0vwEW2tkHXUBOVokiruUW39ZdQqYzyM13LfUWIBRmwfl4eNCKVMNFKmCnbtJzvj2Z+m/l8hknno/gtD73nfTRadd4M/Qm7GaXMtX3Io2W/fxqL+RiXYutcjW3ya2MPsVGI8Afrr6BWljnq9jNsGOBrL9/BqXVjU9mIJ+MY/DUsQ5sIiwZtVkm71E8ybqBrYpCauk40MkN8x4Vr2MWzw9PoVVquhXfkHGZtpcCbz1/nV//RM2TMTUKlLA/53usAvbUeY3szwYGj/ZgtewcLkaEtmE+R1/unv/O6lDuf+7kTRAoFFqIxmuU6Ew43H39YNBveaZ6IQ+ZaIslKIolep6akqtBrcWDJqgkHUxw5NYTmh82WjXyYF3au8YnAMXot76wDce3/+O4bbN5OcmJqmqZOybDPTa/bLpno2WCE9XCSVr0tgd/mTpL+DiefefwADovhfTnpQnb8/PU7rG8laeSaWIx6CToPDHcxNdQh2XNRlXqDnVSG7WRWMlli1lP8emR0QLLswpRMqGLu7USlCaaQv4sZd8HYiiahAOtatZKVZAqbQS/vKeHW/mFsiQARf3ztFsvJJH1muzS49Not8hpeDm5TKFdo19pM93Q8iIMTfycyjmfCO7y6sspGIrUnnW3pOejvYKzTyw8uzONQapna30ND2+ZmNELAZCGSLWBSa9ncTVJQ1+kyW1hcC2HJq/fktaN+/AHHA7l+hSrLuTDbsTTTvV3UqFFMtxly+OTPubqxLRUNnTYLFy4uky1WePbpA2jUar7yB+fp7HHK/W5qpJNPfmoPWIuGx6VbazKOsGlsspVMYGnqaJSQ195pNEmlgs1ikIqQxfVlypYdtN4EiYQDl/YQj0wMYjfuMctiFONGZFc6Wxs0KhZScQbbVjZWt3COaFBYG2gUWl7eWCeSb/N39j3MiPO9c/GhfI7bsTD9DgszyVs4NG4O28alWkGawNmtvHnlAslIjIChW8acmd1WakJdsbXCvsfHySsrGNXCvNJBh8Eu78EfV6l8SYJ14cUivAmEMaDfYZXX/d0l2N2Zl+6g62qi7au8xyBO3LOiuSbuWxGH90G1lb8sVUeT9uewaPzEShdRlL+KzfwZdPqHSBViXJh7gyFXL+OBNOgeYXO3yJW1TTQeBQqtgmx0AZehgd1jRq0co9Y0yIZUpVGi0FjHoesgXH8FJaJZ7AClkn7jALSXmbB1kK+HCedfItM6xELOhZIqHbp1PIYx2u0AtYZLrmsRf3VPNKzTs4x6OjjlOUJT+pDUadVbXPr+bTqnVQx1T1Ovt6k2qrR0QfqE4z4RIrUCg5YAD3kOS6b2enKTlcwutXybQ+4+7jVnOOE4SqhY5MWdO6RKjb1Za72OY95uSg3wG6x8pHtMAnW5RxUSbBUSnPYOU2s1+T9uv0KmUuO0v19+3Ww6LJvYwh1dmLldjQU54euRRmTiPQkAHMxl2Ofxy0aQXLPFggTn4tkq3N+FrF58rZgPX00l5X4y6fHx8ZFRmb4h1sCde/coO+1EhARfo5aNLGFmN+5002W18YP1ZQnyhRlokxanOnq4HN6R4Pvnx/bLKLf7+8eVaFA2PFUK4RDe4oi3S0a7iUaCBhVmpZaVXIJSu8ZjXUPSeT5br8r7ZDWVIJIp0OuwU1ZX2cmnsOUMBHpNnPQNEy3m+f2li7SLGrQaBW6zkTF7N7V6k2AxSaKR4yHfMNP+TlYLMb61cBezrsVoRwO/apjb0WWM2jZeU5UxzzBD1qMsZM8Tq2rw6UxUGxle3pihUxvAps6RbkY5GhBO7nq6TCcwqJ3yPYaSGf7k6ndpqxWMuA6isVfINH4bRzPLTOiLdNr9THtDpBqXKbXPoleKbPs0KsUN7KoGZR6mrTASKm9SbolrZcBjsDFg8mDXGSnU75AoX0WjfppUHRn/2W2ykaqHWchcwqoNMO04Qq9RmFa+nyBotnLkK+cxag+gVe+dFf9rldiD06IRnImyno+SLOfRNQ38L1/4W1h0+p+B9J+B9L8ZID0YDErXujt37jA9Pf2+v/+1X/s1CeD/Ilb1f10gvVarSdneTwrSc9UYf/LmKxjrPfz8R0+TLJZ59fxdzKkqT33mFFr9Bx9YlkIx/v3bVxgwOXh8eoAX167TdDR5rHcfRxwiN3xvcxMf01o+zmo+hlalYD6zRm/Zhz1mYDsXRj1sZZ+rn5VQioXdGP1eB9Pdft7cWpU51AO+Fh6Tm7fnkkwpenF5XJw80M/6YoSGOop3oIhDdYCb50NMHurF6bZIkHUx9nski92kdqM43Q7G7Sd4YWaRM2N9nBzei20TFS/PsFt8g2ZZy70NMwbDUSl/F/nIl8JbUkYpZGOiwrEsC+sRql4FHXozr7x2i3CzxKGpIZ4YHSZVLPDt8y9Rqt6l23OcZw4/zLWFb9I2Ozk9oMJtnEKpGZPfq1Kpy2ieueUVwn3foNQycNbxK1iUVvLFClpTlpZhh2i5l5EON9cycxx29nPQMSrZHZGlvJ3OcmqwBw2LxLJ/zFc29uGoDjBl87NvpJPVXFo6UR/vCrxHovdhVSrVmLmyytzcJpbBFAf3jTPZfVgeNMQoSHi7zurqNoNPtciomzzkfUS6sH5QSUPBXJ7dbF66eItDnJDotZttKvWmNJ5DI/KY13G0pymLg9zbt5g89DYHD4wz7P77cpRiPiMckLMccHbj0e+pJBYXd8lkShw61EemuUCtVaBWW0Sr0tFl+TkJrBqtEsvp38eqHSZgeUKuw+XCImqFikHzCM3GLpup/8B6xcIp37OYdEMPHOXXdhPsZkMUzddwmQ8Sr21ywpalx/ElEUrBf1q9TIfByse693EzucZ/Xn0VfaOBvlhAFwuAo8FobhiLzcSxU8MYzCoubj/PVuYCtG1UmgOcGT5Du6bj8u0raLw10tVecpUKww4fh7u66DVa+Tf/63eZGPXysS8+JA8vb0VW6TU7GLDsscnBjThb6/EPPOjPxiN86wczBN/a5NwvnGJyuJNYtoii3KCVqmAc2XNDFtnqg04nqVKJe+GoZGn2dfilA7k4JF7cWGXt9i6feOQwnZ73jk7cSq5wJbbI5/ofwqXfO8QKGfe3vj/DrfIW05Nd/ML+M/LPl3cTrEaSktlPp0tE4zn0ag3njg5zeKJHApz762xoaOg9+5n47FZycebiYdrxNtFQgY1QUtor9XY4mRrs4OBYAJtpjy1JCBO5ZIabW2JOu8VTkyPSDO++CVk4k+fuTphel4M+l51itS5BvMi4z5bK3N6JSCOrIY9LAnYB4E16HSadAPMih7rN0nacfLkigcKt6K486H351CHcFjPVRoO3NzelwVMmV2a8yyuN+DKVsmTOBAvXY7UTT+YlCGhoWzKGSt1SMmRzo8g26dOYmJzqxuAxcmVnm16rja1khkm3l5mlbVQuNbVGg8hSHENRJd/72ESnnGu/L9OPCa+M5VsUVVX2e3rxt90sb8eZ6PaRKpblNRrz75nL3bi9iddnY99YF+l4gVsXVhk80MXMxVWeeHIfI2MdsgEgZP+zK7sMBNzorWreiq6RrBU44e1l2tIhGxNiH0nlkqzFFlia30KDgeHeQ2xnclhdRh7aN0ieOsFqjsNdAanUqDYrXI8vs5oLEtCYKa436Q/0cUsZpt5sc8DYRypf4fhAt/xM3l3LmTBvha9x3DdOOI507X96ZITpgJ9dMQdfL1Le9pNKlOn2W0nGU1yOLlNqVuixBTh7cJKA771O6H+eEqaCu6kc2/GMVGt0OK3SJE8A9/vrdjMxy80bMxyffpRAZ997/r24f8UvoYAxWd77nnaKM2wXrzFp/yRWrYjvmqNe+qb0ijFZ/g75Wpq1wm3UVR/pjYtg7yWm80lZb6lSo5BsMODQ4rbvks6WMSr6ODR0WLK3epWCTP02KqWVa0kRpyXamX049SY6Dd3k60l8rLFa8rGT/xoKTGyWx1Gr7Pi0a1g1FtQqP0bFpNxrxb2yVYmwW1/Fp7Rgzw8y0uGV60zIv3UqFS9eeoHIioJf/tIz8mywUVgmUcyRKte4mVmh2dRx3HZISsK3qwnEscOgVuFTevmD+TeotaDf2cWd/BpKtLh0JnpEOk1TSJAVHPf28ljnsGwMi8rXK1yKr3LUJVhaFf/fu29K5/aP9U3y8Z4J7qR25Uz8aV+fbCRciGxIZl3kqgsAPhMNye9zxNeFSaORIFzcu+K9DjqcUt31VnBDzjCL+1A4r4vvc7iji8f7Bh80P/OVClsbG4wOD3MnHiVTqeA1mqTRp/iexzq7ONnVw7dXFkhXRFa9QjbKnuod4lY8LKPYfm50mm7rnueL2M8uR7YkUaFsK+SMvFtjkkx8plGWTcuHu/uotBuSVT/l75ez7ELdsxCJYbPoybdqkmG/vhykoCwz2GHHJKzfWhZpELej2OUR/zg7+SRW7HRbnXTbbTTVdVbyUaZt3axvZ4gWc9yt7bBVCDLp1vOx7seYLV+gS++j3FrlpOsXKLfS7JTW2M1rSSQ3sOtdLNWu0F3bj9m3gF7tk9J0AdC7jCeJJPO8MrOMUtcC1z1O9B3GqRzlytZLaDS/g1X3ETKqJzCpxR75NrsNYZj3c1iEGqMyR6F8HZMqQEt9klKjwnJOjBcoqLeMRMoZKeH3aKwU65eptVJoFedI12pyDxP3q0VXpMoKbYUftybAiKUHp/4d1/z7EXm04tSat3EYz6JW/vn8eP6iJV5PqVYnUyqTLpaJFYokCyX55yKZR6gTm4o6uXaBf/iJz8nX+dPOpAf+x788k77zv/2MSf+pB+mijhw5IjPgvvrVr8oZ9Pv14osvPpDB/+2//bf5mzqTLqraFMYaN3AoBnn+xTX8Pjtaj559XX4yC2Gq5RoHH5t6H5skAIOIfTIoVFxeW+RmdpVxRyf7aj2cPDSC44fu1O+uK/Flnt++zD77IM91H2Hp+jaVXJHVaoThY4Oc8A+Sypd5c26NSGGbYjtIMN3AbejliQNiA25S2dZgrigxeUz0dJe5fWOJxx95AqvZwc5mglAwydEzw2wIFj15iQHTY1CcZy0+wFhvAItCyzevzkqgfnywi2Dhe1IWHTCdwUCYcusM37q5RqpSwt9p4WSglwHbO/MZYsldu72J1qzmajHEdjKOf0fP6HiAzVoWvbXCkDdIdFfH2m0VJceGzGEeaLo4cdiK0fmOo7hwkd9KrvPtud8mGCxiTj/CZz96hg6PFYulTaw2w0rKjl5rYi6/wknPOAcdQ/KzEIf1pUick4M9GNUpEpnf5MVQD33OczzcNcDiWpR4qsD0aCfpdkVGyIlcbRHv9GeV8CZYil9jZS5J6LaG7h43x88M8cpLVylmlXzy88dxuPXcTF2UrtKP+p6QLqk/rgT4DGcLUm4sWBzRMMhlS2yH0igtQbLFMiuXNbh0ev6b/2aagvI/YtYO0+fcu/92imnmMrsMWjwo4mIkJcPhw/3o9Rrp+B4uXZeZoaXqZay6/XhNj8p/V6qHWc3+MV3mJ3Hp91Fv1ZjN3qHb2CclsdXKVRZSz1NQ9DFp/jQb4SqJXFHKWPs7XKQaC8xlbmNUTxMpvM0Jl5tO6xdkLNp/XL7EE84x2jm4nJlnvr6Co1gl4NETv22k1xHg00+clfeCADZXL63QtASJq76O1dGHTXea7a0W5VYZa2eaWN7Gm8Ek3WoPj/UO01jKy1n0v/c/PYfFsfe5CVO9mUSQRzqGiQUzHwjQRaddjB9cvLHMt77yNoeenuIffPIci7tx0tkSit0S00f6ZTNLGA7dCu1KUyDB5Jzo6abf6XhwvwuZ87VLK1RsTWpuBfscnXSZ3nsgeT18k81CnM/0PMRussDbby9IefrRE728sHWZbm0n2pqFer3JViglwbnIAx7qdPPo0WG8znfWjgDp8/PzTExMfOB+JhyRbya3ceiMkuVb24xxcynE6nacQqlKh8fG5ICfg6MBOj026SL/xuKajCATgHvA46THbcek08rGkYhpEwcd4f5+n5GXr6PVYmY7JFUqwsBNgDEB4vPlKpvRNDuJjJxLFu9BNJtSuSIvLa7QoMWvPHKMIbebTLnMpeA2Q3aHzHFX6pRodCr6bA6GHE7ZoBA/59L8Fl6bCb/Hwlura9zY3iGeLuLQ6rHnVUz0dTA53cN8Mo5JxC+hwIlOyvyLpiZrySTmHTEOo8DnsjEx0YU7YGE5t0O6XsCLg63VHN5hI6lGgWoa+sweJrt9XFoNyli7freTlZUIr51f5LHHxvG6rbzx8izZbBlMapZmQ3zhi6fQ6cV8f1OqfK4sbqGyq+i0WrHpdezUUhRbNXxqKx6tjpJmnYYyKuWtjfn9tOoKMKlYC6coUZPz/6IRpdW3aBkqYKjjtjooKbRoDSLayc1/nHkTl9XCr544J9UC6/GUdOw/0heQYw2iRBb6Yn4BGmZurxdwKQz0BZxslzPY9Cl6bEIWuh+1UstuKM3c4g55Xxm/1sTqd+9x+OGjJBMlRvYF8Hf95B40mWKZ7XiWcDon11eX20xTv0NbUUcT9bB9L8qxpw++r+ktvCRCwRQHjvU/iEvcLd5io3CRPtPTaJV+IqVViuVLuFWrRFu/SLomjNCWMCi6cKrLVMqrvL3uZbKnm4OBXgIi41qcC7a+SUOrordjiuimSz6/Dkx0k2kukq4luZpYoNKIYVYdwCQ+s5qe3WIOY3OTQl2BSr2LWxdhtzpMtT1In7GISRNCpxrAbziCXeek1q6xXoySrm9j07V5zPcY7ZqamZWQNNub6vOTa4RJlIJc+GqFQ0f6GZ52s1K4S4d+gDdiV6g0VTzpPUWyVOPV0KJU3MRqaTwqNyplg2A1hLvdQbQdw2oyyOhWn8kg/TPMShuf7NvHtOsdRlP4N1yKr8mM8XZDxfe3FwiWkhLEP90zId3n13JJHvIPyL3ufHiDTpOVCYdPmrQJObpooo07PRJIC+ZcjCANOVw4dDrO7wS5G4tI+bjLYGAuFpPjFgKcn+3p20uiKRVZT6WIFPKEQyFOTU4x7HKxlEpK9v2gr4OXNla4Ed7lgL+Djw+NcjEUlJ4WorEuGtRfGNvHRi7DTGSHZ4cmmHL7yFerBLMZXttekyC912onVS9x1B9gwiVef4bZZFS6uQsF41omiaKklOkcfrtFgjux1yfTRSLpHBFNThqMWvRqnugf5aA7wMXQKnOZHZ7qnUBjqPNwx7SMFxS1nonz1dmbOLDQZXNK5eNKNcSl1FWOuwc54x1lJn0dp6YpYxAnbOe4HX2L5VANzA1cmirbyQo1+w6nXdMES7exa7rwGZzkUl7O3yxJ36OzU/3kmkFe23oFe+0I+zqHKPJbVOs3GfT8O7J1NYn8ZUqNWcpKE2d8v4RRbSReegtlcx2H6aOoVB3STHO5sIBKoSJgGJDqilApjVdnhvar2DVuusyfkJ9vtJyTcYQ7pRVKzQ1qLR86hQW/3o9HK1j+PU+UPff8FrXGLs1WAqthCp1KJ2fqxbPt3WD+/n8LI0DhJ3D/z+6bYYoS31MowQSxEcsXJBBPFEsSmItkE/G1GrUKo1YtIz7tBr1UZIhGkPAtEGOiT5w6+TdC7v4zkP7XU/9/CdJXVlZ46qmn2NnZYWRkBI/HI/8sFArxK7/yK/z2b//2fxVjiL8uubsAY1uFG1g0bjz6QZa2ovz218/ziUf388ihYZoNIdW7jafbzcD0O8yzKGFotZgOk1MkqVOnt9nB0h2R8aimx2Lh1KkRTKZ3ZvVmkitcTixyzieMplSy29+rcRK7lRBaa3ZsRQ5MD+NRK7m+c52VWA6ProeDXaP86Z0bFFsxTjoPECwX6CxpaTQjeAZLuOoHMOjMjE8F5AFk5sIKTr+Rm+o/xao5wEGnHpoOrt5rU7fDYwMDUmL+tatXGR9YZrjTRK/5Uyibd1Gq/Gg0Y5RqVX7z6lViqQKfmZp6n/t7OJnlhcvzbFnSMsLtcM3HciaOq88M1ZskGiU8llHS4TheTZlqboBq5m0yuX089uQZubknMhmS9VXC9Xus5zc4ZDtHa6lDmsd89BP7yWvusZFpEa6oSbeSHHGOcti1x/RGcwVuBXelmZLdAOnM/8Ub4TYG03M80/fOjNROJMPSRpTBbjdqq4bb0TD7vD56bR/e9RWAN1i8i1Khots4RS5b4cr5ZVZXwmQyaX75Vz9Cxw8dg8XXXkteJFyO8ZjvSWzaD2bUf7RShRIXZzfYSqRxuc0UC2XWti6jzZo49+g5aso2TcIYjV/Boj/GgOvn5Nxnrl7hpaVZivEqnzp6CJvF+J4M9t3SFbQKLbnKm/jMz2HT7V2LVGWWncJLDFp/TvoMZAQDVVyRsWw6pZZo6k+YiV2lVh5j3P0cAx2eB/PzbWHWlX2NUKWMmi5y5ZcYt5ymmh/he8F5Yu0Cvzp6Rh5UfvPSd1hrRXDW0qhbOjoCvfzK/k/LGJ+NtRjRSFbOtXaO5Igov0uqAPr1cxw8cYhLyetEK5sYNX1sFLI00lruvRXk8dEh/s7nn3iPSdWNxDaJnQzGpIr9R/oezLSKOVnBjAopd61c48JXrzM11k3Pk4Oy8WCsqzGnG/g7HAyMduyxfOmMlL8LRrol4olMRqa8Xslmyfv8TpB6rSl/TrSS504yhN9oZcrR8cAnQADr31t4g+1knvFSAJ/exEMPjckDx9sry5zfWWBQ10V0p4SqDQGXjenhTvYNd6ETw4Tv3pOazffJ3X+0xMz17VRIMmUHXd04dWK8oU0wmuLG/DYLmzEZL2m3Ghnr87J/uJMSTZnF7jebJYMsZsEFsy3GLuZ3Y6SLFQ73dWI3vqvZ0W5zJxQmXS5zvLebVrPN7GZEAvbRbo88NN1n38XvIg/9+3eWiNeKnJro5bC/S+YoCzZMjAwpanCip4d9gfc+AIUE/7JwXh/oxGs3E88UeP3uivTl6OmzM383SLPRonvYR1OtkEZIJ7q7CG9nCXTYmS3EWYrF6NhWolSqUJnbCAXmxEA3Q5ZOebi+tbCDUa/B22nmRnyDue0on546hEmp58p6UI4EiIPeG28usBvL8vlPHZNNlT/+vfMcPTnI65eWpAHff/u3HyVZKUmAkogXsDS0nDs8LA/+Yj0JM8TZdJBweQ6zuo5OkWfM9HGUDaNMlSiUKiwr8oRLaQZ8Wrx2Jc2yAlXZBEUd1VKTcrnGUipGuJEiYLHiLlqwWIwMjvqwWI2yERDKFZjo9CKsUkKNDXy6TlJxJcF0Fq1NxcP9vcTriywk8/RZRzni65aHY2HC9Nb2AuGNNFO2APGdTTQVHQMHB9haT9Dd76Fv+J2G/U9S4sC9nYgzm5yhWlUwYp+mx+MmdGeLZr3J9MMT8lwhrlelKaIF6yyuhNjZTdEz7iPdXiNansGkPIZB3YFCkaXVXmfCcBOl5nHQTpOuz6NT+SjWVWjr59EbTmGs+tlciHHgUB82u5Fy7Q6x4jzruwb09Sn2jXRzdzXETm6XlifErfwuJkUUbXuUhjDcrIqkA/BpDBy0baPRulErzxOtW1GoH+OMa4J45TuYtH14DJM4dQMs5SJsF1MY1GWS9W1OOE/hN+ytb9Egu7kaks8Ju2+HXusEW4tlrl5a5cTn7Fh1NhayGyxko+yz7aNYVcnRuIDRTkNZpksnGl113ojO0KPrkC7jm4LZbVs50hXgZmGDPpOPLw+dIGB+7zNtKRthPh1Bh4Fqq8611DqjNi/PdE/JUZibiR1O+fqk+kWy0ioV+10dkpUW4PqAp0MCMQEaGu02g3anBFgiZUH4fYh58acHh+Uo1jcX50lVynxydIIDvg4ZaSbm0kVygZhB77FYuXnvLhqfj2S5TMBm22t0lUuSRb+6G5Ksutto5OmBETleJWTsQp0TLRX4hYn9lOsNvr06z5DNRY/JgddkwmUysJxP0G22YdcYuLC7iVahotNolWy9GB3J1SoUi1Upo//s1DTdNpsE6KLZ+OKNBax2g7yvRQPjTjLMdjYjlVwP9wwQa8dpKKsccnRLU98Ja780HH3p3hI1VQ2HT8O5nnF6zHvngTcjM3xr+xLjljGmnGri1QxaVYh+xdNshNN4/Cl0ikHeDr7J6b5Jdhob5OtF+gwtMvU6ibCOTLrMqf5nODTYTzCeYSWcoKpdxGgvSbWbsl1gMfZ3qSkmmfL+Y7SKFrn8i1zObpNvmBmxfpQes2g2fV8aClqMz6JQqORZdyW/KF/nsEWMfLSkXD+Y36HWuMBB53H6bGcfrB8RC7ycu8lCZo5k3YlBo6fP6GWfYxCPzv6OP0mrRaZ8nVqzgkZ1SBoBilEE8YwSfycA9l58X12mFNz/fQ+Ui191qcAR4wSikS/8/IUJqstokE1Ij9mEz2KR6heL8E/R6qQq5UdxSbXWkFhAPE9/6kH6P/lHf+nvtfO///OfRbD9BD5tAvt2d3f/xKrs/1si2EqlEl//+te5du3agwi2T3ziE5w4cYKfhvpJQbq4dKHyPQlCBMsgDtRX17dRFJssLYX5+Y8fw+UwU8wWmXn5LlNnxnB17LEMO/k0f7RyBaWuymFXP2e9k/IgKCKSXrw4z/pGjDG/i48/dVA6h5+PznI3s8kzXUfpM+8dgET8yd30DpVEFf1Om1IuyWJXGIuhycnOCSa9BwmlC8yFolS1YVbDIuvUK2WRS/F56lu7lEt+At1dGCvw2BOTWC0GaSL3jWtfRzeQ4mM9n6XSXMRrfITZtRjbhSxWp4FpX42bu99iZsnAib6PcnJIQ0McevRP0GjDhd0t6YBramn47u33ur+Lua670Yhk7FW6Bjq3hXihgG9bwaGTNdab85SqXagzLgz1RRIbnZw+1iaUgK++UKQu5qsP+5g4UKfQLvLa+nn2ebv5/OTfp1lX8MoP7hLJ36PnkIX1thmdDoatfZx07zHoorMqZklFlJLPYiKX/x2uRDYpqD7PZ4be67QtKlcoc3shJCVu/i4bN6NhOf855n5/3rFYC9ulWXmo6jFNS6B+v+KxrFxjJ04eep8M+UriItHKrmTUbdofz0SlsiVml3exmPSMDni4OLvFyxfmKJazTJzUcaDnIH3ODkxqDbHcPPHS71AqH0PZeghFrUV8N4N1wojJouOwqwezRv8+x3edokmheocu6y9i1Oytt1DhNTLVRUYdv4RaaWSruEG0kESR9pArpvG7vs92u8gh77N4Te81tqo1C9xLfZ+drI10Nkqlssu4/RjjXYf5avgWEzY/vriR0E6C19s3SCtKjAWa5JUNnup8gmnjBNcurcoMeZEDPb2/h2jxLS7OvgmWOjrDSRzaKTqtmzh0g1xOJLl9bYXNzRCmSR9Wg5mz/YMc9w3I97u2HuHF63f4xKOH6PN65ENeAHMB0IUMWADRl56foZTM8f/49WdJlcv80a3b9KpMDKqtHDwxSLZaldJ2IZ3c5/fJw4A4OCwnktIFWBzmbFUVO2sJjp4eeuA4Lw6egskWB9gj7h7pdC8YeuGeezM8iyGj5ktPPs5m6odGbhoN37l2h+VEhEf6RhnxeZkc6pCxYB9UfxaT/u51t55PspSNMmLzMmhxPzi4SLl7tsCNhR3m1yLsJrJoNEqMdgOdfhsfPzwh5azieonGRsBplYBcjI5MdProdb1z4BffS1ynO5thrEotY10ehrrcH+rsLaMt377FtdAORq8Wv9mKqqGgWWvRZ7UTTGblfPp4l0c2nu4b12UKZRnLdnqyTxrNlat1vvH2Xdm0e+roKLNLQWbXQqRdLTaLOUwKHee6+2nn2zx2bIQX1pfYTCZoLMaxOEyM2QJMT/QS6HY+GEG4dm+LM4cHZAPqpaV5dutpDgW6qWYVcv8+2NMpjSS/8tWrDA56OXNymPl7O1x8a5GPPHuAf/8f32D4cBfeSRejTrcELneWd+Vndmi8W15/cRjeKNxhtxRiObdEh+EUB52TdBhsxAo5vn7xAm1VAbvLQL6oZszXz8ND781Cn0tG+P72HRrlJvv1vfiVJuZvBykWqjh9VtmwEG7Ywu3Y5K4RsHaSyipQqJUMBwTzmWU+tcagzY7HECBYyVFtNxi1ekiQkmzTkK5DGi0md6McHx+iEMsydmxYphHYnGbGpv/sWMoPq2IjIw3i7Bo/yrpXyoyDiQzCFiy+GiEw4MXR5dyb1W63MajVEvQlQ1kyhWUc/VuMO56iyzxKu50hXrmDg1U5m4/+c9xMXSBb00uQPqIP4TPa0Or29qyd7RQbq1HGDlhINF4nUddTq09wdystVUw2p5a19DI5dYIxR4sOQxeZlopaW8+guZtTnnF82nkUCjULmR+wU46i0T7GE/5PslX4jjRvM2tGcOoOSOM2oV7qMhq4nbnCmHWKMevYe+/nVovzSzeI5zN8ZOosJr2W3/3K91D3lbB2dHEhfo8eYw+dhk7K7SpHXT3SXKxUb+PXuUg2dtCoa+iUHr63c48erY96Ec7HVujQ2fnC8FF6bU7cJqMczxGMowDy3966Q6/Rx6TLx3e370gW9SOBcToNNi5EN9jv7JRO7rfiIXL1KlMOH7djEclMiki6YD4rX78YMWm02lIaXhUpENUK3TY7Jzq7JUP+R7O3JQMrALpQxoi9U7CkIpWh22qT+0SiUGBxaYnj+/dTFuM8qaRkygX4F9fnTHcvc8mYdIdXK5SMOl2Umg1sWh3Xdne4Gt5hyulj0uNlJh5iv7eDE75uabgo5uOFmZzPYJZRc6FyRr6HMx29NBptLm1tUVE2MBjVUu3ySMcgcWH+e2te7j0DfqcEkuL+S7XzUs4uIhcDOi9WtZ63Y/N49GasSg36mplMus5Ul4+Hx/pJ1orcTotIQJEGYJfqhTcib3IxvoVR6aTPXCZeiGNuaPnY0JeIVu6yupHD19FFmJscdpzgzfj3aZb15FK7pAp6Hhvtx2/tIxLx0Gy3pdrHblZzK/VtNCov++xnyOT/hN3816np/x5T9rNoW8vUGkmu58R5doJ83Y9VncCjvk6f9aPodHtRrOL1rRQWababjJjHZfO81KhyN32bu6nXmHaeY7/jIIZ3ed/EyrfZLUZYzOvYLieko/oBxwAHHIMoUMlGVKleplC5QL1lodYclaNOoqkirqsYgxAlxoSEu5to8IpnhPh7IWMXDRKbwYDVpMOq16HTqGSzXKyp+1n3D1j7prAVbMt7TqvaY+uVbUimiqTSRf6X//aLMubzpxqkJ/8KQbrL9VN7Lf46S4xPa/8MD6v/qiD9p73Ews6Xy2ysrPyFQHqiskG2HqHPfIRCpSkB+ojPLec2X3p7llA0yxefOy4ZkshmjJWbGxz9yAEWyrv84fJVaUbyuf5j+AzvB2VX5jZ58bVZ/HYTvQ+Z2a7FeS5wkg7je79WuMDfTW7z8q1LNHNJzFUjPScmeCQwjUtIkcTscWqNaxubdBv6uBXepcedp6asccRzmNWZBFuprJSN28wGpg/1UlKXuRv7I8a1p5ka12HWDGDS9MgZ74v3NkiaF/CY1zjoe5RicZBvXL7Fo+Pb7O87B8pOrkS25UzYMV+3nM0V0UzfmJklW6kw2uNBoVIy5fVwN7nF3N0Y/cNeGkoF1toW0eY1uvzHGNecIJGYY2M3RSiYx2uJ0j/6GTrtNi7NXKRoChOOawmqg0wPFvjyvn+ESbsHmvO1MC/ffIE3FioM9Pewf3iYhzpG5YYs5LmX1oKM+N0ydzmX/xa3Im8Qan6WL4yc+tBDpXgo3FvalddJRMjdS8WkU+1+nzBFeQfYhMrz1Fplek0HZH75u+vDZoXv/9tL8SskakEe8Z7Dpn3/bKdgOteCcbbDaYb7vHR4bVyfD/L2xWVqyRJf/MJJtN4Sy4lVqPdRrrXwWExYtEEqza+gbjzB3G0/roCNhrJNrJmnoq5y1NvLqNsvH3aiCvUIico86lacaitLt/UX0KpM0sxsI/dVWtRxKj7F6m6CpeIsg64ARwOTqBUh1lK/y0bFyEOdv4he3fmA5RTO+VvJeTKqZQyGYdTadWx6J4PWboqNbn7v2hXGonZ5qGmYWqx2BmmqhUFQiXSjxFO1j6Fp6CSjcfzEEAajls3NJe7tvkLYosJvKTBkE/m9UxTqIcqZQf7FH36HLx07zsSpQV7fWubG7jYaY5PelgVTQkffdICUokYHdmnU57WapZTbqNHw8mv3uPPGLF/6tSdxdzq4uLyFXa3hwsIajx4bRalSs5PJMux2yaivH3UxFwD2xuYOM3c2ePTQCAcGAu/5Gun+Ht3m8uYWHrWFk7292FRaLl9ZZEazhkPn4rh/RH7e1+a36PM7wVQh3czxqw8/jt/24Y2cH7fOPqjS1RK3kjvSUO2AK/CBSQb5Ypl7q2Huru5ya32XaqvB/p4O9g8HCPjt0gQyksnL9yiMD0f8Lqa7hVO0UjYe726ECWVyaE1qHhkZwPEutv1HSzgvL4jYvNkNuecEumycGuyjWK5Lh3Zx6Befh4iv7HJYKf1wFl48yQSDLizoDw8HpMmiuK9eubEi74ODw12oqi2W5kPU3CpeiW9KFk9fBo1CTe+AkTuJGH6lDetyW2ZkC8n14LCPrsAeUL+zFJI/d3zQL9n/1+dW8AT0pGp5EvEaz4xMSfYmFErz/As3+dSzh+j0O3j+T69SUbRIGevce3OTf/j3nmK4b6/5JZIsrt7bwuuyMNTtYqs4R6GRIlZZZNR6lmbLx73MOtFSjHw1z6SjB2PCRCuroWpQEakUGe/1yQaBWFfX49vcSKzJrOdpRz8XQkGZCz1kd7J4b4dsqsj4gR4KjTzXtu+yG2zRyGnwGU14LSbaNCipdigrtZSxc6ynG6fVxHYlx1vxJTwGA496JoSBNcVyhbcu3aVSU+NuK/CbdJx86gCLs7sybWPqcO8Dk8QPK3FwFo0rwZYJ0B0vh4hV19HSQbNpk0BDMF8CiJdLdTmmszG7w7Fjo+wfDNDpsD24t+KVZa5tfAND+hCnDj6KQluWjLpD0aRRu0yo9SkWCgtY1ILR20+Htg71G2TbxwmXhVN7QZqfLW9GSGdmCQyUQLEfi9aPR28im89zMzpDy5alS2tG16hgsHfgNHg57Jqk39xFs5mgXrvCSjHCUvYKek0fT3b9I3K1FYKFVzFqRLN4jK1imV6zi4DRylvx13FqXBxznXifyVa9VWEtf4VMooulUBanR89a7habc1XM+4SJYSdT9nHC5SJOtZk76U05w36uQyhparwYfhOPuo8XQ7OMWLrw611cTSxhVRqYVgzIiEXhxSBiJgvVGulmicXSLkc9PTzTN8k3tsTYQIJHfSMcdvdIgN5tsksn95VMQs5si/EdYbQpGGYRlSjkyh7jnq+EkJ6L3HcRESm8I/rtTumSvpFN85/v3pKJEUf8ndIY1WEwyFl1wXKLhlWuWmUhHiNeLBKLRPD6/LhNJjwmk1wPgrG/GdmVDdNz/YMysk28DuElIQ1YC3mG7C4UijbXY3tAXMQxrufTdFksPDs4jtNgoq1oSRZ8winm6e3cTYSZ2d7BpjBwdqAPh9nAvUSE1zZWZVPV3jDICNaxgIcuh40eu00qqMS+eCm2RqZWoN5qo2nqpVfFy8F5TGod9UaNp3r28dDgIG6DUb7HRCXPzdQW47ZOuk1OcvUsb8ZeJ18xMxteQ0eLLl+aJzyfYW2lit4T5Gj3Y8xl59gurKHKd3AlchGLQsFEr5lio4G2ZmfMdZZR/+CD5l22us1s9jx+4zR9hn52U/9P0i0fbd0XmLAMoK6dJ9n2sFa4zrD1kyQqSrbyL2ImhN/2ywTMe678AqivF5epNquMWMbRKPfAyEb2PLdSV9Gpz9BjDtCldyIiH8q1KvHKDepNBeGSg9n8qsyi16CjX9dFj94v91m9uo5eNYNOM4ZBMyDPGwLAV34IxsWogbjPhVJLmGaK30VDXaiX/iJ1X2ovGvProSSbkRQGg4YOv43PPX5OSt9/WoHpz0D6X19997vf5V/+y3/J9evXJXEtJO9XrlyRXmf/5J/8k5/4+/4MpP9wYaeLRV67fo1xz3vznj+sCvUEu+V5ekyHqNXUEqAPevfmNe8fvL7ywnXJdj73xB47e/3KXc5nF4jY2xx0DvD5wSM/lmkQjsL/67eep6Kq8OtPP8dE5/szuHcya9yO3CFZqrK7qyLQcuKzW1EOmzjlGUapEPnWtxkwjLEeLhDM3GEzv47LcISA08dRbyczl1elhKyUrdB7yM/tykVMxFAsBRg9oGYs8DROi5kWFV6f/y9kmll0hjM8M3RUMirbsSu8NT9Dt/ejGF1aeeA61dH7wHxGVDiX449u3mYnmePT+yYxu5RcjK7RUXBKaWDOtsVS+k1aYS+9ytN4fSpMxnW6PSewa2/z1mUTOYyYO5NQKaKsdPKD5G10qiUcqUOcmjjDkf19qNQ17qVfZiZeoxyzkNguccYzyPGjw+jNOi6tbkkWTsRYlUrXuRP+XdYqH+ML40+/5/V+UEnzvmCC4G6KgX4Pm9WsPDwe6eiS7EO4vESpkZUAXcxu/mj9WTLkvRnAGdK1TU57zuLUveP2XSzXZJNAvIZ9o50Y9BpmFoJcuLJKMZLns88eleMK8lqX7tGigU05IXO1w9k8u8krKFov023/HIdHnpBsg1AULCWi3EwEMTR1DJjcuK1mXBYjKl2ESnsbGqu0FR66Lc/IyKF4NsWd6O9Qq3gYdn4cj1vHamnhQSxbrXKJe8lvU1UM0q99jp14hXS+jM9pIeCxUVfPsV5MoFe0iZSK+M0+HG01//nrYXJUebxrgkNH+6lYSnwzeIl6I0mhlKMVU/Gw9VGGurvoH/BKtvL5V26g7Fmjy62m1zJGorogWSq71sfVbzdZjGb49Jcf5pB3z2gqVSrz3Wt3mV0PYh3UoDA0SFVL7Hf2cq5nkg6zUxryXbm5waXv3eT4qRFOn5vm8soWFq2WwnqGlk/HhUxIxgg9OtD/oY7/QnZ388oaWNQUzHt90AmvV/oZiMPBUjguGwNWi460qohPbSZ6K0VND0pxbyRmqWxpsDTNPDzdL2XxAZ+dxeaqNKL7zNBZKZ/84J/9Z8vdf7TEoeVuapdktcghVwD3D/OfP6hK5Rrfu7nA3EaEZr4hQbLbYWakx43Ha6Xcasj5dXGAGnY7yRerDHS4GPC72EpnWIrFOdzdJZUH767oD02lirWaPKh3mSxSwi4c4PPqGl6PBUVbKdmwHpuda2vb0oTuYG8XAqOVaw3ZELw4vykVO26bSZrZCRd8wbIbtRophe932ImsJ2hZVNypJ+n3mbm3uo3GpkWp0hLM5PEo9OhXazx6aBRVW8nQsI/OgJNiqcrlO5ucOtiPUa/l7mZY3pPdnVZe3VqQ8/efGTuIS2/hzfNLbAUTfPJTh7m+EeSVr9/ik588yvK9MLuhFP/9P/goWu3e5yO8AK7NbuHpKaLSF4lXF3Hrh7Bp+olX43J+NpSv4zQ66LN6GbX6iK6kicVyFHRtsu0aIz1e0ooiG6UwRzxde0yVQiEz1C+Gth64a68vR1gNbqEfqdJh6mNuJU+2VuHESA89Lj1ryZuo63YM9Q4WIzE24yn6DXaixTTpVhmtxkCH08b+QBdmk5ad0AZObzeXZ9ZZv7cpZ6jPfuwwpViRZrXB+KFeENGKAoTX6xKIi9+LjZr01hCSVsFqiYivpjJCkwzdxgmcOrdsmBnVmvepLuZvrXNvPohjzI9ep5UO9Hpzgs3SKwyYHyWzbiOVTuKfiqNWO8jnn2e7NkVZocGk9KBtB+RYgbF1he2ijWjNI4GtcDT3GIy4dCES0Rtoq9M8fOQcKrWSu5lt3opcYjO7gbXk52igSbltIJHW8dTwKUY8e9GV1cpbhEXmeuotzMoWZzr+3xg1VubTf0izbSZZ60Kt9Mk4MzHvfTlxnkKzxCOex+RM7v0SueKiYTWfmiVZqeLUBVDUFIRSG/T6dLx9d5mmqc7h4ePEyxU8WhtaTQudGh7xT0rZ7zdCL5OpwM1kBLfOzpCpk61ihBp1/rvxJxEJ29fXd6QSxeUySql6sJjAqFLTo/FwJxtiqRjmgL2Hj/dNsFFOyc/jsDtAWKS2xLYxKLRy5tyo0si4SpGoIe7hUqMhY9HEaJgAz6uZFAe8HRIkz8Vj/P7dmxJMT7g9HO0MSOZcRKqJEutiKZGQqrteu50Bu53l+QV6R0ZIVyrSB0RI3QVoE0qje7EYN8IhzGotxUYdlUqB3yhyznWsZdNStttts3IpEmTQ5qLDbGE+FZMRbF8c3y+9BMQIypVIkAm7l0iqwHYui9IIh3yd6Noabu7ssppMci8Rplpo8HcfOsmRnsCDHPj7VahX+N7mLJupFMaWEY1WA6o6i4kgEz4fDpMVs2LPIFSY6YrrIZoEN5ObMuasz+xmLjXHW8Gr2Bggplkm3yihq+f4qPWX8XQXZPxqNdfJy9svQEuPvt0gZdjBrsxi1u4lYfRbhqWJ3H3/HlHbhSvsVML0mQ5jac2RzP8Oed3foaXoYMIAKkWVtXKSfCPOPsfnabXrrKR+m3zdQ6Z1WI4JCCWF6KysFlbI1fL41QM0mkoJptONH5CrpYiWjpFv1vDprPSa3Fg0KhrKWcwaDybtENuVEOulEOlqDYvWzGH7IB61nVIlRr5ymUx5kkbTKkfG9gD5HigXe/hfdnxWrDlBdGyGkliMOgZ7PTisRqKJHCeOHcZo0P70g/R//FfApP8fP2PS/7wlxrqFUbpQkIuZdBE7LkC6UJd/5jOf4Xd/93f54he/yE9SPwPpP1zYpUqZ3/z+95jy+X/svPG7jeL8hjGUTRuX14KSPRcRSe+ufKHMH377KocmumkF6lxLLJNeyxPQdfG3HhOH7A8/QAuG/DvbV0iVCpRnVCQyFT766D5OTu0Bjkw5ya3d66TKGaZ8kwy7JtkMxnh1fpZKqcjweDcWjxmXvo5BpafPNEi6usRGcoWlbQ+zu2lpbPSJqXFcSr005FrcjlK21Jh+aEvODO8G59hZtePqHqZBHLX1PCpsFOLHMHc68JrNjDpNVCuvkizv5zfemqXLb+PXjp94wMaJrqV4IO/m83JOV8xK/u61G8TaKT49NIWmXeXSrUW6+xLUTTrUhSmGKnYOnopg0A2jbScBDZGcm+tLb+PzB9gNm/j6zBUm9m/x1NQA1sKzXL25Ra5UwrNvi4ZZi7o9isWgx57VE13KoNMoKRpgcMQvGad6bYtbO/8Ha+WTfHL052T39M9b8VSee8thfG4LGV1Nyp0H3HUqrSR9poNolO91GP6LgCfB7F2K3SLf2OCY6zhufTehaIal9ShdPjtDfR4p1bq1vMP5a6vkd7J89PF9HD42+K7v0WC7eB2LiH3TDUj2+eLVFVSu21SUV2m0Po7fNi7N+PxWs5SxXhOsYq2FX+mQoCpXrqI2bGAy5DBrdlEoRyllx8kXa3R4WtT1L9JtOYfLcEBGsoUru0xZ91Or1tiNf4XbuZsYGkcY93ycLq/9wXx6o1Vhu/A2oYoaS3uLneoQiZkoqWCeVY+Gjx04wNOTUxL43E4v8nr4FqHIDooq+HUOfvHEJ/EYnHz78l2SpSKfPD1MoXGeStvCoPlhdkpXmQu9xa3vF3jm1JeJd7c46RmU+a6hYILrNzfI2RQEK3ncdj1Ka4NQNcEBt0eaBKV2qwRvRLDW9fzirzzF3e2IlHPXI0W2qwW8PU58NhNb+QzHO7ulmuKDank+RD5b5uDxPVOlzUyG+WhUsjDCfbzf7WCkwyMPHclikd95/m0pz3zqxBSzC2FmdjZQdtX4RM8hzG0jU8OduGxCTt/ga6tvY9MaeKb/5E+8zj6stgop5tJhBq1uRqzeDz0QCVXH9a0dKrUGXQYTd9fCLG1GSecrcm7b4TSwky9QaTV4ZN8gxwa76XRYJdgSCoS7uxGZoy7WoMjplo7Pjbo0lRKmcPcbZiIP/bIwV2srCBYyFLV1VGo1Hx8ek5FKAmAIR3uR2X4/uksw3JfmNx/Mp1dqdV69tYLfaZGmZMJgUfz56lKIuUyYlBWe6h1GU1Gxb6yTO+kwswkxL56nulLg5OQgXoWR44cGGejzcG95V7JTYuRANCjenlvn9Hgfeq2Kr8/eQWlsMO7uYMDg5Xf+5AItm5LHTo1TXMmxvhDhUz9/gv/rN1+iv9/Lz33unZGw+fAcd3bmMLnTqLQafIYJTCob4UyLdkvP8a5uGXe3no+zWUhKZ271bptUpEBYVWGuEcfrU/N43zCTtj3jrfslGGIRSXi8oxu1usrM1i2i8220IjHjwCA2k57za0u01SGO9o7i0Q88+LcLyTjX4xs49WqOmAYoF+vc3N4mX6jQoTRSyCR4+Onj1BVt5pZ2uPjSbRR6FaZ9PqmEEEB9YrQLv9smAZ78pdH+8Pe9X0pFm53SPPVWlR7jFFrVj0/REPvDnTfnUGnVuMY7WYnPslt9jS7DKQZdR1Bq6nx/7kVWsw2GfGtolS3Wy/202ibM6l7ceiN9piR+fR6j8TF5Hxs0ew23ZjPNVu4raNQTxJZ6WCnFSHnKpOsxqq01znhO0a2rcjE4h1LZxzHnEWI7Zdk8ddqLRPOvcik9i1EZZ8rxSXqsH2Mz9wrrhQXCFT9jtsNMO3rRKNXMZ++xlF+S6imr2iaBogDmgiHO16uYNG3qbHHQfQKvwb6XRR2/xvWVDHOldXIxNYfHxnl6YAqrXs1qYZejrmHMagM3UnP8YPcm4WIbRVvFWc8E2WaO5XyYvz/2pGRtRYlEiufn5qRk/eRAgFyryFnvMIlKkd9auoBLaeaQvYeVTJJsrcxxb49sgt1MhijW62hR029zYtFo5f8Xz1IxDhaw2uTnJObPRaPoWGcAg0rND9ZWeGF1SSaVPD00wmN9Aw9c3IWqYi2VYj2dwm+2MOZ2y0bo/T1tZHxcMsXCRHU7k2EhkWAtlaZUq8nYNZESIebSxf0ZsFl5uLdfMuZfW5yTaS6DdocE4lMun0wouRHflYz8L+07jM9oZikR55tLcxz1dvFw/4A0s/vG3CwNkRXu9jLV4SUUybDVzFDS1nm2f5IR+96YkFCx7GZyrCdSJMpFdptJnFYNBy39vDG/QVyTwupQMmZ3M2XrQyfizQo5uf+Js6BVpyFSSzNgcBMNlYho79HjduLSuPju0jWi7Q0mXZM86X6CKxtXcGh6sRm0XE6+JFMHFPowdV2cEZuFVsuI1+Cg13wUu/adNIR6q8R67i3yTQ1Dln1Uc/+MMibK2l+g2awzoA5S4iDzuZdQtr04VMLdfY1G47ukq0+xXtCQrpdwaozSWFGhydBWVug3jGLVmeR9Fq1+DbPWh8/0EdYKMWKVnFxr3UYz2eoNjOp+2g0fa5ld5rMbREo5UpUKRo2ZMWs3w7YGHcYwXssTqNXveOb8ZUuMRQiPoY3tpCQ5hno9uOwmaQS7uhGjVKnz3/zix376Z9KTSbr/0V8epG//85+B9D9vCdP0X/3VX+V//p//5/eZx/39v//35Z+9/vrr/CT1M5D+Lnf3S7dvcT2yKx1DOy3WP9MozqjolgBdzFuLXNsPqstry/zurTcZG/TxaGA/G9Ecxvksh0+O4+3+4LgaYbjxzeBF+d/P9ZxC1VDywkt3WIknCXTb6B2sECnt0u/sYZ//MHr1Owea21fXWE9F2KrEsU1YMeiqfLr7HIX6OuVGFK/xKIWygpdnl3hzdYORbi9/7/QJooks/+V7l0juRjjxEQXnJk/LaI3NG26MnbuUjVdR1EeoFg5we2EXq11Pxdzmqf6ClMttlnqZ2d1hay3FicFeHp0clAeNO5GwPJAd8Pml7PXCxgZ3Q9vsxmOYrQ1ODQ7ioMBOKsVHTjzJfLxMYmme/T0aRoamoX6PFL1kGlEKITullJEL1VkKlQUcjRj7Or/EwaExTGYNLy49z2pok2C4n9FBNx+ZmGTE4WNlNcLLM4vo20r293Uyvs/BQvJ/Y6vUxZODv4ZF+8Gg+seVYLbvLobkYaBoi5CohzjXfQ6X/sMbPOKgIaQvY2NjPxY8CVbzUvwupfoG5pyfZsEtQZpgKwU4ur0S4tLMKuntLI+eHOHU2ffOo4qqNgtsl2ZwKsdZuJ3F77fLGdlQ5htE8+fRqf4W6bJD+igImZ7HYiTWzMjIGTGnLtiRRC7PbOwtosk1SuU0Os0RDvcdk1nGCvUWodL3GbB+AaO6k2vhmyQyJbRFLx2ONibzd1mqZjju/Xmcxsn3vDYhR4+UZuUhMDSf4sqSjkmXEfOQghWlgb87/qg0I6o0a3xv8RLXYreJV0sc7xxAYwJ9qZf0apWff/wodouJTOUukcoCbv0x3Pp+fvs/fIV6x1scO34Eo+Zx8vUG6oiaG7fWCYz6mBzswG7SsxhNSAldQpEn2yxDrkkplia7HeX4R8ZpKzQU8qCvatncyXDuxATjHV4JIIVsczYe5XSgF9sP2Z/7FYtkWZrdkXnoBqNuz5AtmWEhHCNTraDWKRnzeRlyOtlJZLlwZRldS0He1OLywibdDgfPnpjiRnSVMAn+3tGncBtt71y/Wok/WX6LcWeA0537fuJ19mEljJJuJLdlPNEhVzcG9d4YxPt+TqvF9c0dKVc91ren4ojEs7w8s8zt1ZBUJYhq6JANpvFuLyNdHmk2Jw7zr6+to9Eq5QzgsATn9g+cUxfZ49dWgtIsbyOaYqEQl3Frvzh9CI/BxI0NYazV5kh/QErRRe0mc8wHo5ye6MOg00gn+dXdJGcm+1gNx7m0s4zJrsKdM3NpeZeqVcWo1YUWFR63mevRkGTIVnZjRDdSdHbZaOdajI12cmiom0Qoz7kjI5iMOuaCEar1JocGuwilc9wJ7WJ2KbidDKEta8nNFPi5jx2lq8vBV37/Ar39HroG3Pz2f3iDz332GIcO9LFdXGWteIeF0CaVUptPTX8Gm8bDzUhUgtjD/s73NHVFBvZqLsZOKU1sM8daJEXTUMFnt/Ps6GF6XO8fhxBr9lp0Ba+1iqHsJRSsoM02mJwI4O7VsJG9w2bERKe5kwPdnQ/2lO1iktd2F3AoHTzRMyz3cwG+FlNxFmIxZq8sYdHbGJ7qwOWyUMmUufndu7icFvY/vo+NH0akTU92MzUakAqHd+9XtWaZrdKszF4PGCfeNyb0YWsvlS9w+Xs30Y80iVuvUSkPEow72cwlKCjimPRq9unKHLYvULE/hd/cw4TjoJx7brfLUH0TtMdRKN+dPNIinP866XqFQvMk1+LbRDZTdJv0NDrmOeE+RY/RzrXkK7RbY9jS/ejQ0+m1srwexd99i23WoL1Ll7GTCdc/kRnpr+1+lUzDwVnfw4xY98xLI+VdXou+RZ9+EmXLLnO/xZrzGs0yXkxIxCOVuxhUVmlKK2ouc4elTJSXtpdoVbUYQzYetg7yxMemuJ5aYcrWg1dvJ1XN8RuLXyNSEjGabT7dfZxau87FxCK/2H+aaWePfM4speJs5jP0WeyU8jXOR1d4emiCPrtLAnTxKT0TmJJKHuHkftgVYDdX4D/NXZMO2l16hzRxE0BXRFAKU1XRvL8/8nM9vCMB+D63V8rQX15fk87pgsl+ZmiU/b49tZi4fzfTaZaSCWx6PRMez4O4U9EEn41EmFlYROdwUBGGYY26bPL0OOxSdSN+F69VmGa9tbVJrlJmPpGQjLpoDpzrG+BaZIdctSaZd8GiP9zTL4H5N5ZnJev/dPcItXIDm1XH3USUerFJsVLfi53Ug89ixtHQUyjVODHWw+u7q9IBXvqpaM3Ec0X5bBApDwG7lVg1zzdWb1DMV/mF0ZNU1Q3+cP0ierWCaZePR7z7Mar18r2LJpoA7HciIe7Eghzx9fDwQDe3s5fQZ/zk6lHK5gaXgsuYy6Oc7fdjUdbYWDWjdcdRu/IMOHqIVtaJV+aYtE5K9r3b1M2g5TFaLbWc7xZz3KnKBuHyIvmGiQ5lEZPiPxMsf45wzYtTvU2n1kWRbvKKN3FrT+DVj9Ns/wC1IovX8su0FGKsL0uwkMKo0mLQltAoa4xZJ9GrDFQaaVYyf4DPeFI+k3cLWe4md9gppNG3mhiVG1jVU7gMQhGoItWOU2LPa6jcaMuoSaMyRqe+yYjjSTSqD37+/HlLPH8F0bG+k5BkwWCPB4/TTKFYZXUzJkF6b5eTVrXBQw+fxOE0/Qyk/wyk/7krHo/j9Xq5desWBw4ceB9I/zf/5t/w7/7dv2NhYYGfpH4G0n8kgi1eLnEjsitZMtGR/TCjOIdqnKsbO3TaLfLg/qNVadR4I3aPpdwupoyB0ir0He5gX0cH5nyLxasrHHnqAEbLexmDfL0sAbpBpeO5npMPIjuy2SIvXn6d2dw2jYaGTx06w4mx8ff/3HKN6+eXKZdz3FSvoOpzcMJlZ8DclgBdo7zvYt3gxTuL/Onte3x0epTugAVlps5bL/0Ag8bPJz9vJmA7yWbiAuuh6xwe/jw+2375b3fjGa7MbtE05yhX76FTHSalaHGub0gy6F+9cheX24TLZsSnMWFoqVmLJdnIJ3E6NBQMEfb5Osgm9axGlukPxGnH93Fi+CB6a5nvzL2MN9XPYyfTpBQaGgoXfsMkjZqW//2PvonKl+HYwSCanSNQHKJka5HRrtPlLFKtTrEaz5LbLuJr2Dh2oJemUSG7p866GodVz3r8d2jZ4dyB/wmn4c+OU/uwkiBl5Q7hwipe1zS5hoJjXQHJ8H3g1zeFoeASo6OjfyZ4ErEu35y/hMWc5GzffunqKxyw7qzscvnWOsmtNCf29/HIuUnUPwQmP1qJ4jbXFy/TYzrG5Ng73fSt9B+Qr4pZ8n9Iu+2SOexCEi+kulVFjbKyKg8e9WyLfLmA2b2G25QhWxau0RM0am7JoKr0tynWVqH4JGa9hbp9l32+UQLmLlr1VVZSf8RWTcujnb+GRvVe0BAv32J+OcjVt25i6RrHMzLAqQEdzwfnsWl7+eLgKWrVBi9fusm2eot11ilpTUwY+thNbvC05yHOTO2tx2arLGMAqy0jrdAEX/3tt/jM3xklZn+FctXMzLoH866Lj57dz2iv/wFAaP/Q6OzOboSb4S18bRPBq6t0HexifF8vi6FdGooqyXic45MDDHk7cWntMipPmCgtJeNs5bKcDfRK598H99+lVUYnOvF22GWWuJC2C1JzvNMr595F/M+F9S0WtqPY6ioasSppRYNyq8nYkI+iqoyirOCJqTHmmyvEylmZoa5/lxQ2WkrxjdVLPBKYYsLZ9xOvsw8rcTAWjHqkkmO/swu/wfqh0sFrm9tybGfAYWdhOyYPQpM9Pum2u7wZ4/pikLmtqGTJfE4zGqcGg12H02aUTspn+voY8fz4fO14tsDN9ZBssu3Gs7yyvkpZ3+Dz+6YZtru4vRWWEtljA90PVBtzmxFypSrHx3rk9Rfseltfp2GuoG1qKUYVuM0mbGotf3DpBg6PiQGTk5MTfaBV8ObWBqM2N9+5do+djQRTQ50sb8eomaHSbmHX6jk11Ee/0ymbBw9PDshRka/dnZUZyvs6PdSUZWki2txp88uffkiy89/52nU+8wsnmbm7xvk7t3n8swFKqhB6lZZ2K48x8QgNVJSMLanqGnd7PlDRIOfPo9tcjW8SDYWxJLV0OrswuQycHeuXa+3dlawmOB+5RXBXwYSxl5OjvbRqTWZu3ETpjXFg+AQGpYdrGzuyIXC4t4tkLce97DaHnf3sZAtEi0VOd/U8WO8CDK2trOIwedlaS9A36KWn300xX+a7v/82GpOOJz59nGy+xKUrKygtWlw+K50uK10uGypd5YFBnE+/pzq5X+L+FKNTwuCuUKvK5lFMyJxLRVLVsnR/LmYj1GuXcLkPYjIOy5QUvSqJT6XD3epC3/5dllIBVI1hnjn+NDrdHlvers0IKyoU2gPv2c/Xs2+znnuTrcpxWug56OzFrmrx1ZlvMOUc4rF9Z3gr+vto1GM86ntaehnMr0ZIZYpo3TuEsy+hNufpMKsYc/wqTWU339v+Y1rtGie9p+k27Zcz79v5BG/F38Ku9jBtn34AzC1a3XtG6gSY6jcfJ1WpMpfaZLkwS7BckuNMn+95iuxWjRd/cJvjzwY42NvPgNkvx2F+c/Fb3EtHUSsNfHngjATqr0Xv8XjHJOc6JqX7uQCYVo2OKbdfStRnEhskciXIq9lQxkg0CzzmH2HA4uFWMsQhd0Cy17+/eANVW8VJn4gu1crXbFCqJSgX97iYKxcK62AhK9evTqliMRGXa6etAL1GJU3jDvo75WcsVHYL8bgEuBNej2x6CgdvcT/HigVuhnYJ53PU8nmODA/T53DSabXgMu7NdP9oiSSJK6Ft2dyaCYcIZjLSyEw0AUvNmmwayCZTOiFZ/EcC/fyrKxe4G49wwtuDSaElLp57Vh1fnNpPwGbfM+/b2uT6UpAvHD9At8Mu2fwXlhe4G4nKGfkzvX0c7ex6MMIonNXfWl8hZkhxumOQE54hgoU4/3ntkozcO+Mb5An/wQfvIRjLMBcMY3brmCvtoGyrKRbiVFphHgscJZjeZiG7Q0WvQp/vIhvd4aGxfZwY2sdG6RrhklBMFIjWNmm1dnCqhqi2ypjbQpE4Kq+vXqORI3oN1RxVmqiUwgj1u1Ro4rT+D0SrcezcpMP6SZmUslO6yYT9k+iURsK5f4fdcBaL/viDZ4SIdRXnunhtF4umwQHrAVoNLdHiItHKd2mVH0WtCEipuvCSS7Xy5FtxXPo0h1xnsWhc8ntFyglWCkGpJBQeFFqFgWJ1mVpLzaDtCL0m53sMbv+84FykbGzsiGaNUib0CN8P4eK+tpWQDeUuv53uDiczl1dYmA3xz3/j72L4GyB37/71vwIm/f/8GZP+56lGo4HVauXf//t/z5e//OX3gfQvfelLJBIJvve97/HXBtK3t7eZmZkhFovJze/dJToMn/rUp/hpcncX83+z8RinAz2yq/ujRnE+7X6ure9FAk12vT9qZjazyVuxeVxaC+f803j0Nv7Ft1+nUm3wTz51ToKqlZvrZGJZDj0x/eAgnarmeT54CbfezjNdR6Q8S1SssMvN3Rky+QLatBuvY5CZ1W0GO908cXxMSs/eXZGdFFfmb1KIJLAeMjPTCPN05xlOeMbedwj65q1Z/v3lazx3YJRnpnXcW7pLcKaKf0jPyFQLjbZJbfsY6paTyYPvRMhdurOO13WXy0kDtbaTKYuPWrHBRjTNYiLKejjFlMfLuf0jZBRl8qoKvR41a6VNAoZOTnsOUG+muRh6nqsb4Knvo89g4eiBXcIVJ3Mr1xhwFAn0fRy3boh6o82f3rrIemyDgG6L8XEvB5xf5pWLN1D31dAqI2zsOkgrtBzs7uCxwChzi2G+d3lBGhJ9+qFpHEY9d0O/Q0sdQpf+Er2dnYxMdKHR/GRAJluLEq4so8r3EAxWMLh0pJVVGSEj5sx+EhmyeLCsbyfY2k3RHbCzo4mgVcboNnpIhZ3M3NkmvpXiwEiAx56YkhnnHzYTfevmJlVDkJ4+MwHToffMpq0n/x2V+jaD7l9Hp95jksShaH4nyoW1DZYyMcZ9Xp4aGcdvV5KoXkbXTlDFSqs6QSymZSuapm24gEZXwaT4KCaTgqI2whHXYTwWG/XKeW4lX0ShGeGo98vS7fh+7WyF+eZ3v4lInhnY38Lo+6hkdny6Er+/epPP9j2MNqInky6yWQ9R6kjyZmyBTmU/B2seqn0ZzniOM2jZA6i52hLB/BVe/k8qnGo7Rz53hLXsBcr5GPF8BE/3JJ8b/ez7TJlErWzF+Na9WVbXtzlk8vHos4f5ves3aKvAX9Hw6MgQPQMOkrUsqWqWaquKXWPFpbOxk6lQrDU4E9jzYLh5dR2zRY+3z8nibkzORA/73fS4bPLeE1JscY2zpQrZdFEa1GHTMtHfwWMHhmXufVsJDWeLthr2Ozp5NTwjX/enek6/x8NiJbPDK8FbPDtwgi6z569E7v6jtVPMMJvepdvkYNz+jkniu6tcq/H89TmyhQof2T9Kn++djPj7lcgU+PrMLNc3t2VuvKqKnEF2OowYLDoe2zfIiYHeH/9aklnZ2Dg+0kM2X+ZPZu5SNTR4aHiAg95O1iJJMqWKlNaLMQJxsL6yEJQz0h1+E9fDayxvpPjk4f10WpzSDHJ2I0K+VEVv0PDy7QW0aiWT/k4+cnyMpUxSAsLjHQH+0w8uE9lN88VHjrK5FUfl0fL25hZtg0K6yFeKDZQtBU67SRrW0YBzY0Myni5WyfCtyzfod3j4wkPHeO3NG+zmdjn4cBdvvLpIW5vl448eIlZb4rDjOUIZ+N7VBQm0jw2/N7ryflWbDWZiO3L+VautYNWY2N3MMzu7g8Flpsfv5bGJwQdxeIlqnJXsKoW4mWipIfPkBZNYakTZyS2QWjJj13mZONBDSwE3tkJkaiWwVDnk6sOr35Mu34lHJOMrgLrMqH/XWisWaszdDWI06hjfF6BZb/DyVy5RVSg4+ugkbpeZu9c3UJu1GDwmtrKb1DVhem2jdNp6qCv25MpinlnEcQnZt5hfFwOwoiHRoi0d3MXMuGBATZoyG6XvkYs6iUccHDs2gUuXxaAu4jcep1L4A7ZKCdLlkyzfUkvJ8pnjI/R6GxgU90D3KAqFTkq4twoZQoVNyvXvUOEgvZYD7Hf0EKtGeCP2ffrVHlrr/cR8L+GwdfO47+ceeEIIL5FXV25TKLyE2RKlXC0RME7h9P4c1+KXQKSjGPpRtg6QrTUxatSEarPYdFo+2vkk2g9gCsW1Xs1doVi3kyprZfKDQr3NTjnDQiHCz3c/xWH3iDTX+hffeYFIMs//+Oln0RhV/NHqBS7G72LS2Pls73HZ8BcO4yM2H4/7pmWsmLjOky4vAfOeQidYTEplxlnfMK8FV/jT1Rscc/XxmbEDXIpuYlUZWE4kuBbdkYD+2YEJhpwuqTh8954gGpAzuyGuhrZlgoB4nglTMKFwEUkMwk1dxCpOur0yZu1uNCrN6kSahgDVgumVRoFqlTQL28pk5LUQ7Hc6HufExDiHA4EP9QK5X8Jw7kooKJU56XKJTLWKCgVKFOwW8nIdicaPcH63qHSMCFf3XJ6NfIbpLh//3YlTFJo1NvNpznT0SWn+xblNWro24UYeq0KPoqmgw2YhTZFqu4kKlSQpDrg7ZH662I8ODwXYriV5K7bIM137GbR4mcts8Xp4kUg5xcO+KR7zT0iVj1BVHRrqwmkxyvv6W0u32NhJktWEqDXb9Iu9RaNjIXmP1YibYb8Tlz2HS3mIDqOCqjJEtqHBpM2RrM/LSDm3zieVL/udH8PyLjNakbYSKl6h0rahaYcw175CXfdZfOZn2Mq9gl5Rp9P6LKv571NtlpmwP0e1vkiy9D06rb+GWmWTpm7CnC9TLLOZTXEvt0S2GaffMMaUoxujfpEac0w6fxmd5h0lWLZW4k7qDrvlINOO4wxZxFy/mmqzxnJ+Sz5nxUifRqnA1N6g2vaTrNtwakXUrxOf3vpj59LFeonEc/IcJWqgx4PfbZFGf5s7SekpJMC6mEWvlGq89MJteV568pn9PPrYKflvfupB+v/wVwDS/8XPQPqft37913+d3/zN3+Rf/+t/LT+Ds2fPcvv2bV555RVpGvfCCy/wkY98hL8WkP5bv/Vb/IN/8A+k5bzoJvzozXPw4EHeeOMNftoi2IRsSsxFiWgP8UC4bxTn005zazMlHXx/NKs3Wc3zauQ2iWpezn9NO/YAxEYmzXwsSuh2nL4OF0+enZAP11uv3cNsNzF6dIhoOc3z25fpN/t5wn9AHsZLtTy3wtfZzUcZcw8z7tlPLFJgdSXK0JhfzlmKOZqPnhqnx/cOU1lplvn+rVcw5isom1k8U4/wRmpDGtWc8gw+iMeQ82LJHb5xa471YIrjIymemz7O8uJ5rryZY+q0n6eOfBGNQsfVt5aYOtyHw7XHzoTjsyyFZlhsjKJqqDho8zMfismOd5fdhhYlr62sY3RoGBu00ONUYjIaKDXUnPPvR0mdtfxLZBsqenWnePHWOmtrizy2T8/UaAfL4VdZWNnPz5/9CBqDmu/eu8lCdoXHRtRsh2YJtJ7FMeZkfTeEMhOie6iPG3EV9WqNjpqdgNOOWq9iJ53DXFcyu7CLynwTb8cNFIUvcXzqGNGdNIVChYl93didHzxb/GGVrycJlebkYcyscZLJlaTzc0uroGBoMOHxShneu+vPAk+lyp45nAAX06NdmI06+bC+El8il9kitp0lvWRjoquDc0/uk2Dwg0ocjO7eDdJutZma7mK3chOT2iWNqN79WtbT/5pGM8+Q+9fJ5NushpKUqzXpJG6yaHl7d5VcsYpLbcGiL1Jp3EBdq5ErdjDatZ+RjgHUmqaUtqnafrTNh1hOL0uW168YxG1RY9e/yVJ1llHnM/Tbz8mfHY9kePEbM1QVOY481cZiz5Jr9VGnG51KQ6IU5M3gMmdyU5j1NoqWJuv6LVSqKOfXojzdc5ojPV1cTc1wzHmYcduQNLh5deY/8srXdzj82DOMjPairRVZWrrFwUMTXK68RIfRxxnfp9H+UE0iKhLLsrAWQd9o8qdvXsZ1rJdUocrJvh56W3p2yln0vSZsWr00HPIbLJSblQeAPV3PS4bRrDLTV3OQjVQw9dhIFIoMeF30exySlRSM81o0yUYshcOgZ20jzo2r63T0OPEPOCm36jRLTU6P9zPVv7evrOTirObiDFqdXIrdpdvk5vHOw+/5rGdii9yMrfPZobM49JY/1zr7i1ahXpWRceLgdMjdLV3g71csU5AsuYi9KbUb0gX5UE/ng+eAAFc7+SzLqaTcb3RtFclkCY/eSDyeY1a4vqfzxCslur12Hp8e4tRkH07LB9+P4uC7GUtLFrhSq/FfLt6mrmnS3+2SY0qFfI1YtsixwQBmvY5Usci3b93B7lNxsKOPdLQuGx5iXv1+CXff5Z042WaFeDzLTizD04cmOTXdz9vbm7LhJuTAv/XCRZLpHJ87fZDETg6tVYfOrMUTMPPS+jKvLa5KSWyX3kqrhjQFEznkQnWyGY9wPXgPd4+KQbeP3atFDo8NY+3L8fJ35ug+UOCjBz9LNG+WY0IjZher63EOT3RLU6N3l5jvvRrdxqRR01Llpbx5xLIX33Z3Ocj3L92hYG8zFOjgk5P7qCpzLKZXyEdMdNt9jHf7JNgq1GP02osETNNo2xZmb2zJw+r0kT5K1Pjq0gwulZ1nRiYfOCjLZ0YsTKZS5lRXLxqF4j1rTeTCL82FyGZKTO7vlgftiy/coKpWYxN+Dr125uaD5LVhDB11ynkv4WSDQrkmExssZh1Gg0YmoriEiZvRJKM8BTAUDKsYvRCvIVgMciX+NdrtABP202SvR7F4SrhGWnQYj9Oo3WAr9110hufoMR+j1YTzF5eI5nIM9S2j0g1QN/RQUtYoNes4tDrilW+AwsYRz2fpNDpYza9zMfEmg0YTk/ZzvLrzVXKJNE92/QrdgT31XL3V4F52HUVzh3bxDWl2JtQZd8InKauVeGxLOPQ6uowP0WMZlGz5YuEum8UtnvR9BOMHzNyKpvK95BIL6U36LRMM2tyoVTlejVziVjrGUx2HeKrztPza5VyIUDbJta8GMQ5ayLgqrCuWUSq1PN11EK/Wyd3sJmoFHLaPEC2V6LM6GHW4pVO3/HmNKhdjKxxy9koTv/+wdBG31oyzYmGxEEOv1yJ6JWJ2WEjavzh+SLqv/2gJJ/eXNlZYTiYImK0ERFxiJk04nydbqcrYNKfOSKfZQqXVRKMSzPne2I8wjDNo1PKsJST/i/E4K8mUZKsFsHYa9JIM0jqdcrzmRHe3jL38cWBNNHsuh7ZlQ0vI48V9L2T2Ilf7QnCLVq3FZiLDcjoho9QeHRigxynM5balOuDjg6NyPjlTq+BqGCSIttkNRAoF8u0KB7o6OOTtknvctXhQMst2jZHLW0G0dSXP7ZvEbjLI9fpWdInZzA5fHDiJUTRNorMy+lIw6+aiB1/bxkS3H4VKIRsViXSBu8vbZMxFnFY1NkcCVdnNbnaHfLVBt99ORWNn2AYunUOqz9yGhFRKCqBrUNZZyb3JsHkalC18+i7GbR95T6M+XV0jX4+Qb+qw1/+UNk2M5l/GoulnJ/OHKLTH6TQOMZf5BmZ1Hw7lUWL5P6JYa5ErPyH3NWE4eN9lXfweb+wym11C0XLjM7gxKC/K1zJs/0WUP1SF3q+N3C0Wc0KF1cuA2ScN84RPg2DVVwtBqRystfKYFUGGLadJ1k0Eiyn5b3vEjLvJIc8L90tc51gyz9p2Qu5jA91uOr02eR7aCaelmtJi1jPc55FRw/fuBLn01iKDIx089Ng4Wq1aYgFRPwPpPwPpf9Tu7TkAAQAASURBVJESZ65//I//sZS2Cyx8v1wuF//qX/0ryab/pPWXAumFQkG+COFeJ7oIDsePz3f+aZC7v/tQOxuLStfSY51uItU7ONVDzG1X5GY0HfA/eEA0Wg0uJ5a4kVpn2NrBo959GNW6Bweq89ubnOzqoVUWju/XeOzYKFNjASqlKte/fwvjpI0rijWm7H2ys9po1lmI32ExsUKnxcsB/1FMuneY2fW1KJFwlkOH+7i+tM21+SCHRgM8fFDEbShZzM1RrW4TW06gSw9gtznQTtu5HF/Do7dy0NlNl9HBYiYq8zwPOXv41xe+w3YkxFOTTTpdMZZfOQgtP6OHejlxoJ9wMMnudopDpwYlo7+68wrP32rQZ+umbka63wpQcrpfqA8MbBcyvLKxwO31eQJ2MxO2YdYKKYZsfiY9nTR1d4g3RD7zOZxaD/VGmu/M/CkX71X43EM19vV8jK/O5PGiR+FQcDNxj6fHe0k3XqZTd4aZhTZdfhdTXSbuzN5jpeLFFTDzRNeYzD++urTN1fUgp4d6OTDQxUp6hp3QvyW49gjt8hAus4Enz01RLlRZXYoQ6HXRP+R732z3h2f43qNTmKVo3hl1EDKqe0shmaldNrdkNJdwor6/TsSNvLKywvDw8PvAk5BlLa5H5UNFPETePZt7dXWT787fQJWPM+gw8OSRj+L3frAHgrid5+dC0oX60KE+qdqoNYtyPt2nn5Duqver0awwu/u/ky1VaRR+kYFOH91exwMDLmH6dzG0xnwkgjqvRauPodCJCKYAFrONKd9xHHoXlUaKlcx/xm86g0t/iLnsXdRNE9q6k2xhh3Ltm6w1MoyaPo++1s385XUS8QJPfOwAnsEMldoa2WqSmuoU2Vobt87MH194G2WzSEAxwOj+fsa9Dr63+BobhXVqpi6e6NxPv8XGhfhl+nVDKPMOXvjTb9EzFObjH/sV1AU3y3O7+MYzeNxuKi07b0S+Rb8Jxu1P49D1SInqrblt+rscfPMP38R62M+iIseIyYtVoUGdrvPxJw6i0qoIFtKs51KoFAoGrC66zXbJnItDeryS4bsLt1kO7tDtdzLk7uJARw9+o1OqYXZTORZCMcnSFrNV5tcjlGMlPB4Lh48M0Kg1JMOuc2jJNKv02R2MuF0S3CcqBW4md9Ap2sxmVznhETFIo+/5zF8JzhAupvnc8EPo1bofu85+0hIH0flMRMobp51duDUmKW0XIH2s20u3xy5HaK5sbGPW6dgf8LOdz8pmp2DaRpwuApY9NUE8X+R2cBe/zcKQ20lCfA4rIX5wY0EaFgqGss/v4MhwN4dHAvhd71WlzG9HSeSKnBjtkQfxb1yflcZyepeGfo8TQ11DNFMg0Gkg1kzRKiqpJJU8MjWEQqng/L11jo72yIbCu+fery6KhIkkTqWGmfkgX378GH19bi7sbHG2u08a/v3eC5dIVop8/MgUqWCOrWoe+5CVgN2GvqaSs6U2p57ZWITrW9t02dR0OlQ4TVpyOy12giW8ox7S0TzJ+CIT4/2Ec4us3lEzNHqEQJeD44EATpORdKbITiTLiek+CRZEibnV24ldeixW8u2kdOwWAP3dFdpO8Z3Xb7JrLWPsgH6nBlPBx0RHD4MdP5SXllZ5fXueQes4xzuG9z7jVktGtMWSGSoDLYZdHRQyLZKFEscHuiUjen+PuRndJVerctzfRXB9Q6418ey5L09f24iyuhTG0mkBTYvViysoHWbqOgW2/hyFUoF63ktXTwcOkxGzWke13JDzu0KRIOaAezx2ySo+2D/bLfm8Wsqus1t6nX7zGCc8H5UsXDK7wfVrP2B67Gl8HWbWU/8bCu1JBmyfRKlQvZO4cOtl8q0gG9p9VMot7EoDTruWkmYGhzbOKf/fRa82spRf5nryOoMmPd3GaW6mb6JR7HBA+3Ms382w70APRruWO5lVdKgwt85zO3ONVMnNQtKKR3UQn3Ydly3B/sCT9FmOyfexXdricvISD3sew6d/rwpPyOA3cinCxSxtRZBD7n30WLqpNat8Lfg8c9k04zY/P9/7CVRKkSaSYikX4phrmK+9dpPXF5bQDLTJ6nI80bePIXOASDXDej7GgKGTXrObfT+Utt8v8VleSaxh0xgZMHv5raW3KTcaDBl8zIR35f2tV2oZ7XDTY7fyVO+oZKH3cqz3XPrF806Yw17e3oteFfFqFp1OrlWrTidj2RaTcUZcHhxaPTu5nGy8CCWN+HqnwSDXu8hpF3vqjd1d1pJJ4oUinVYrJ3q66bFaWVtbw9HZyWI8wfVQSCZuHO/upsdul74qH6TyEeD88s62NOQTe1i+XMWi1rEaSXJ9ZwebUc9T40PMZxNUmg2mXX7USoW854V0X0QXivcqnL+fGR1nOtAh583F116Lbkvm/LC3S6alXI5ush5Noa2oaVkU8r0NWJxypEfsU28mFsjVS5y0jNJQNFkvb7OVToBSwZhjkDGnj1GHh0KhyqvXlvB7rBwbD3A9tcFSaglDu0ynystgt52lwj0a9UlupHfwGVocdR+k0q5g1UYYsE5zK30RraLETmmBScsB6pQYtz2MzzD2rs9e3E9XUCscxMvzeBp/QlX3LB7TR6iUt1jL3iRTPwj1EsnGJcyKo/gNPnTar2MzPkOH9dAHmh/HKhE2iyJC0Ue0VKbZ+i4+Qx/73Z9/T4KOWHvxyk3S1TKZup9co0K/2SPd4EUO+0p+i0wtR7udo9LYYMrxOB2GbqKVnDQ4TdWKdBhs9Jld1AtNmbwj2P2BgFt6oIjlEI5lpbRdrVbK2Fq300ylUuONl2bZ2U7x8LkJRsbfadj+TQHpPf/wL8+kB//lz5j0v2jlcjmpKs9kMlLqfvToUTQ/HA37awHp8/PzclFsbGzQ1/feuci/CSBdXJqZyA5r2TlOdfWxGdZh0es40N3x4OCwWYjxWvSOZJmEtL3X9A5oE53Vt4IbBCxWRl174GhxNczLl+b5/NNH8HlsXF9Z4Pnrb/CRk2d4qH+aoIhUC9+WHcXDXUfwmrs+8DXPz+5I44vDh/vl/PILF+flLOaZY37iXKVL70aTH2f5TgyKRUYODRCxV4iUsygRWZdtWi14uGMYvUrJVxZ/h3AyhkWzgZXPMmKcZP32Lk2Ngq4hL90ddi5dWEJt0ODw5AjWk7hNE/Jg1bIrZezJF/ftl5vw7cQOK/lNPCYFLoWHN2eieL0mOjqNDCj9hLL3CFZuYVQcYNQ+IY2EqoofkGuWWZtTsBnN4u05w4EeP//2+29jdpb52JFRFJprVJttVOpTGCpmsutpevblWYw7ubwY5BeOH2fS3yVZzOsbO0x2+Mjlytzcmcdm/S8Mep9gyP1ZZu5scun6GjWhQnh8mtEBL/N3thG7+sR0NybzO4eYH61KM89W8TZe/SAO7fsj8cSaWdmKsxpKULG06HbbOeTvlKBbgCdxz0xMTDxYZ/VGk4XVCOlcicnhDmkO9+5a2IxyY3aLtZ0oGl2NR876cXuh27gPg/r9kvrl5TCJRIEjR/plZ/h+5etRmbss5tM1SoOMtVoLJSnVsticX8Fm9DDo+u/k6xIPutAPGUXB6mNpk9OU2O8KoGSN7fRV8sUBosU6ffZJuu1uTPoYkcp3GbB+FrXKy1z2HiOWMawaG83qPHfjf8J8rEXq8lE2NwpMHOnh2MlhHGYtddVtjMoQO1Ufes0wC6E40Y0srxWWeXLQyRf3Pw4VMz+4cpVkzwbZZg1Vq4dhk49WqcVs+SbGsJ3iayU+/T8YyJSb1Lf2se9gHyZHm3DpGgHTGW6mdik3l9Gwgl05RXjVT1/AxfNfv0jToOTYI/vYKMQl+12eLdD06bDajUx3+mWut3TvLWalgZKQ4fZZnPSYbDID/sW37lFzKDgxGaDHZSRVy5Is50mn66gaeqxtI+sbGWlkpK20peT76PFBKYv0Oi2M9XllQ0UwR7MxkYddZczjocdmo9ZqSsXLdjFCsBji2Z7jDFkD79pnmnxr/YLMGX5u4PReo+ZH1tlfVQk27a3NVYqpOvt8nezr7XjPuI1wY//OwgK5RlU2qUZdbhkz9KOMl4ihE5JqUWL22aDVUKhUeW1uld1ohnisQDidkwqETqdV5p6P9flllJu4hrc2duU6PTbcLWMGL6xsoK+rqOqacr0WygXJqn90fJIhp4+5rYgE4ifGelmPJCX4ODne+57XJe7FH9xZZiORwq7Scndlmy8/fASVVy/j4YQ8PJMt8acvzRBvFGV2+vZinH0j3Xz60QPy379xb5XRXitNbYGbkVVC2RJWnZNUqU2zrCS1kWPQYqfvWIXrN1bQaNMcnp7iBy8rScby/O1nT6NQKWXuu3h/4WhWmnbtH+kk3iySqJeYdntIk8RvcDD8IwD9foV30nzzlQusWyLU9BYeGxnjTM+gbIDFqisU6nHc2kmuhuP0Wu2MOveeT0JW/Z27MzTjDT5y5JBUGM3vxmTG/bH+gGTMRIl74UYkJJvQidAu7q5OCe7EYUKvUknAVCpU2VmMo9KrMFrVROc2se1vUK+o6bNMYlPoqaQqHD02JO+z+5UrVggls4STefl93E4jdX2DRCOPkir19iX6zcOM2p7cW0uNJLHyLZSpHjZmkvhOv0pbbWDY9Q9QKTSSSRVN451CGGvzMjvBIdyaLgb3+bge2ySV38SiuIxf8xw97glSyh3u5u4xZrZjVNtYK6TRssIR1zM49UNEwhkuz61QCpTQag1YWiny9W8Qa3aiVqp5xPdFIjvb5NSv06776VA9ysGJYSrtIi9Fvs+EdYpx6THyQ8fpQlY2AMXr7LE4sGgztBVFekwHZWPiOzuvci+zitdg5bPdT+PSuSTYk0Zxlh4ux0LMJnZJXo0S7IvQpfcxquvD12HiamKDAXMHH++deiBtf3et5mPsltKc9g7zlbUZ3gqtY2ubUaOWILPDYKVZaxLMZ3ioZ0A24O/H5ol9R3z+wp1cNGcOdHTwUHefNMdcSiUZcjglUHpxdVmCcpEz32W1yn1NSNvFPiX2uUSxJDPaVxJJ7kWiFKWrvZanRoY53dcrgeCPPjsFG35+c4vNdEYqk0QjQKhY/BaLZPnf3eSO5PP8YHlFyvXFn8YLpf8fe/8BJed53nmiv8o55+7qnNGN0MggQIKZFJWDJdmSs+/YO/bcGc/O3b27ns1h7uRZ23M9TmvLtmzZki1KFCkxiAkkcmigG51zV1VXzjnueV8QIEBCtGzreEY+fs7pgwa6UP3VF9//8/wDLp2Rj09NEK0XpFxJpYDriV1pRrfH7UetUHB2e4tItkCz1ERhUjLkc/FQV79sPAgtvjh2N9JRKc3oM9rZ2c2yVk7S63Ww39VFpl4hVisyYHEw7vRI5sCzkcsEjDae9O7lxbl5MuRo2suMW3rotAzsxvOEV3McHOxmerSbpXCScqPGajVEuLnE0/1TOExK6q2MEIGg6Ezx3NY52m0NfcYhaoSw6trscYywUbpKo7lJqd1mQjQGqHDU9WP3JCdUWzk2c+dpNXqpVv8DSjF1rjyMtr2XHtNltjsufKZRrLoYudYm47aP0mnMk6pdJmD9WTTKW+yt91ayFme7vEG/aYRsNcdS5vdpKfYyaDlJv8Ul99+t+0iTWPkiWpV4RvSzUohRaFTlVF2A9VQtw1pxh1Zrl2orgcd4hHHrkJRwCJbhjWiYazs7KFsKprt7OdjXI5t2yXSRlc24lFwM9Xtkw0Pc68OhNK+8cAOjScdTH9mP1XYvk+XvBEhPCpD+3/6N32v73/5LRtyuH9p98bdVpVJJZqR/9KMfxXQfhpFgaJ85c4af/dmf/dsH6ZVKhe7ubp5//nlOnLh/HNAPQ92P7n7HWKp8g8vhJPGUWYKtI/1BebGLG8RrsRtslGIccg5xzDUqH9B319Vo5FZmeHfvPYvBV88tsLqVYPrhAOey84xlvWiTFVpjFXL1Ivt8kww593xghrqg8Fy/toVSpWDf/l459Xzp4gKzqZc5MOTiiXHRtdRz89oWmWiWdrnCoaf3M1MKyS7wQiYmIzRO+oZIV8+zlv06qZwDTecgyyE7PQYL2ZUsqkaHTKXK5IFexns8hDa2aA2u47AcotEwcG05zEf2jZNqVWl2xEIqQbGdZNIRZMw6jEFlYDuT4d+/9ioP9A7xkQPdLOVekjdkL1MksnnCpZdpKcIEdI/h1e5wZbmfcKclZQKFWgybRsNPP+VmIfcWFu1j7HcewKU1cX7xeWIpC7sOPf1NC76SiZHpIOfXd6RXQNBhYyMbZzb8L7DjpVb+FN0eG4NdLvF04MU3Fjh7cZXRYR9PPrSHWrEm2QJDYwG6e+6lqr8bvTeDS9eLS3f/xfHtEp33meUwGU1NdnWFoZyae6mhApgLerugtQuAfntadruWtuJcntsivJ1i0GWnf4+HjKvMsFlHrROj2yCyyd/VmW1uJAiF0hw6PCDNT963TZVForkYxWQPtUabwYBTUoyb7SyryX8F7SCN0ieJZ4o4LAb5M6/DItkFqVqRa6kdSVO2qRfptDbRqKaljq9VHyRTrqNWL6LVrzLt+0lqiia71RBT1gMSZGRi3+bV9RdYv9nNvsAzHHpwmFShLL+y1QQ6w0V8Bj0brTF2FkosV9K4HBYsPvh4r47kopiqdbPrDPNq9HU0pSFSzSanu4aZtHn5v/7iS0z4+/nokaNcWvkq+4Y+wVDw1kI4XrmOUiEMcwY5m1hlzKDl0tazqLUWdm70kF8t8rmffpSNVJbpgQBfvXiJaXeQY/tGWE2k5Fef086Yz3NnEiAjrcI73AzHaKXqHPZ3ceLICG/tbMnFab3UYi0ZB1WdpV2RB1tgOOClmYRGrMP0gWFJF5wc8uN7z6RYlKCIzsfj8vdN+ny4DAZJfX9td5ZULcXPjj2BV/8uc0ks5P5s5Q16LC4e7jrwA6W73y4BGue3YjLfvWluYrHqOOTuwaLRywXrZi7LajaFogP5Qo1Rl0tOnr5Xif8jAKB4v+m+LkkTFvexS9th+bNes43FrRgXRVZ6tigX2A6zkcl+P0PdbgqNusy5FQtaYTy1kUpTLBZYyydxuiwEjS4UZYXUqItJm8hcF+f1WNDDm7MbjHa76XbfC1ykT8fVm+RzFdK5EsVCmafHRii4IOgQYNbNmeUNvvX2DYTFwsN7Rli/EuXRJ0axBmA2ukauXObEwB6cGjcXV2MMe114bCa28xneWFrl+s5l7BY1XmeFlYUsOvd+PjK5j6t/sYLNY+FnvnhK3vvFvhB6+TdnVgm1C2hNavwaExu5KFa1iQGbF5NeJ7PiBbVfTLpNeq2kpkfKYV6+epWFt0p0DQfonrBjsinpKFJ0GRTssd9q1olp+FuhTabcPklDvpRaw6TW4cqbWF2IMLavB4/fxko8Jc0/RdTdLZ17R2qHF5NxFldX6O3vpy2jQ1uygSWSAQSYMSk1pNaz1Co5tK4o9ZCCo4dOsxPJyYmWoPLHIxkm9ovfc28yhtCKz0RDzCd26VSh12xAb7tIwNLPpOvD8jX1VoFo5SJO3TgmkTJx49doKOY4PP4vybc0kgETrRQkzXpEL2LkHFQ6Y3zr0lXKqhoPTQ7RbD6PXTNKpXyQt8PX2KpucNDZj9FapqI0olPsSACkVdwyfdvIJ5iNrWIqGHhm3z5Srd9krlDFp3dxwnsCj/EYC+mvEEolUeaPYCKIStUh5Z3HprNzyv2gfAZv5EXUW0ZGlg1anRJEt6mzXrxAn2kapcLIG9HrXMuex6a1c9w9xX77ftlIuZhaxqI2cyEaodFp8bB/gP/fpT+nlq7zsYMn2Y1XmU2HOD7Qw89NnbyHFnz7PI+V87wVWyWoc/PC+hJvRTbw6iyM2N1SctFtsjHqchOrFvCoTdTLLSnxs5h07ArKd60mnb5Fc0EY7QpZyHwiLvPFp/0BCea/NHsNjULFQ7397PP57/H4uV3NVovXNza4uBOSVO8ui4VJr0/S/kUJgzghGciGdji4f/899zRhCjcXi8n3FQyBRLksf6+YzouOkdC1i+tIUOkvh0LM7Mbos9vY3x/geHePTId4fWdTOsM36k2+tihYiE18BjNKlZJYroCi1ZFsoY1iRjKjJmxe2TwS57cwjKt2GizH4gyaXTw9OcqN7K6csB/29Ejt/0wiIv1WDni6ZNTgf1p4DUvZzJO9kxSNOSmPvB7foL/ex9J2GoNLw6Q/AOUOg34XjUpTDmKSzl0itQ2eCuxFrWgTrl5jr+1pQsLsOHUZo3IQl9rBevEyqbIJp6mJWZul3RERhGJC7UOvchLUPiy9O7LlitSUVzvr6HV1qV33qX8Vhf6zOM1HcaiU1Bq7zFXN+PRuivUrdFAzYnmUbOlPaSk9+EwfvYdCf3el60k2SqsMmEZQdVIsZr5GW/EY6boZn8HCoMWFU2eSsayx8gXMmiA23ZBcayzno5SbNfrNHvx6iwTqohGnU6jpqAZxdhxUYkiZTLDLjtKqIFzNkCmWaWU6GGta9vQHCAYccv0iWEIXz61y7eIGBw73c+zkLebPe+vvQfq79fcg/furzc1NBgYGvuewWji7/+qv/qpM3PlbB+niv37729/m3/7bf8uv/MqvyBP8vYtCMeq32d7fwf1hAOnCKC5dixDZ9bKWz7G32y/dO69nNmSUiVdn5XH/fhy693cTxYPqZjLGw70D0mDn7hI3jH/7jecJE+f/dfphSuUIF69fo8fUxVOnPnxPpNoHVbPZ4sqlDWx2I2PjARZz32Uttsb67CABh4cPnRhHq1Zz6cySEDxjsujpOtYr3UWFQUzAaOdC/DyZ6jeYNA9TKfpZiw6SjJbJ1KoMmu3UM1X29HpJZEscPj7E1fB3KdZbdHUdoc/uQFdXyggLhafNV5YucqzbyaNd07j174LHm9mQdBCfuxmhO7hMf1cfe+2P0upUiJQv02mt4FA+Tb10k0TBypVFHdvpDLu6hLxRdwun3sHrjPdM87D/U5hUBqKVq+TKDb706i7TEz18cmKac28sEu1UObivXy6MBd3u3Na/Z4+9zXjgVyhXhe46SSJblAB0oMtFbDfHN78zQ6FWZ3TIx55BP5loHovNwNhk951ptMin3Spdw6bx49UPfF/HR1DOry6E2Kxk8fqt9Dp0rK6tcnTiMDExKYzlmOj30dv1/obAyk6Cqze32dlK0e+0MTXRzfhUkFA5zWIuwrjVQrG5hc8wLCf6kXCGldUYhw71Yzbr378gyxRZDcfJtEX2ajdTgUNy2iDMsyLJPJuxJdq6L2HVHWAi8DOY7gPyRTTg1bRwYK3h1lzBqtKi1ozQoYNTs49Yocx84lmy1Sxdxo/S1GTwWA10t3uZvXyTRuclNojy2PHPMuh4+M77ignkVuY6mdJ3uTTv4nKiSlDpJzjlJtYuMihAQ2mLQM8RQlkl1+pvodBUecr/cc4lV1CvNkmej+L9pBoSOk7uVaMw19lj/6xcQAi6f6R8lm7TSebSCc7f3MCk0qPUXWJ3bp1Hjn2OdNPJvt4ApWiBxWgU3YiRR7pGZYOhWKtxIxyl3Giyt0vk6ypZiMQlaFXVWmwnk9iH7TIyqVlpc251R06Q28UWG+EUewZ89PhtzKxvEt9OoutVYnHq2d/TR8DsxqG1SubMe0u6TWcysjMupkN7fF4qrTp/vP6mpAH+0sQz99x70tU8X105wyHPINp44773479uRVI55rfjuK1GJnp9aNQqlnNx2TiwqoyUay0JNgSI9ZvMVBtNzq1v3zLX7Hq/uebdtZPOcjMcZ9jnktet+NxXQxFJpT0uJyMqtmMZ5raiXFsOkS1U5DHQKJUodCoJuvdOuDmb2sSi1nPA1MNmNEvD3KFCA2VVwYODA1j1Ot6e32Syzyd6dNKE7uRkv5R3dN6ZDounYa5a4fWldZSVDjNbEZwmPYM6CylXG5vVKD+nvqxic3WXhDqN2lSnkS1wYnoSvyPAzbUc490+aVgXy5dYiSU5MhCU15t4psysLRHLRqnZCiytdtMI1ek+4sLW0JK6kOP4Q2McPjAgryuxD67GwuyGchzq7yKnT+FQ23CqndKwTvhYCGAjvhdfQnJQVaZJ1RNoaz4CWjursxHUXh2u/jY6W4t6x4pDa8avF87bGrK1CsvpJHp9E6NGR6/BK1lFxVyF0FYSj8+Ky2cjVSxJjw9BRb89URc7MrW7y9TwKHaDQerGbVrdPc+8TH2XmzvXKG6ZsbWcNIslDj62l2S6xMZ6ArvVQC5ZYGDUT++gl0S1wHohSaZeostoZ8DslhP085E/ploxoSwewWuz4HfoaWjnsOt6sesGCRfPk8h/mdDNg2SNI3j7PPSaHfSY7BiVaTr1Gbaae1ktpnGpzVSWS2C9QE+Pkh7bF7mevclCYYkJ7TjXozfYLSsw6XN49Ep0mhPY9VZU6ga5ZoZD7hGKWzUuxJ4n7bjKftd+BowNeu2/QLh8kUjxPC7DITqZCTbDGcLqeUrKHB8Z+iixuohQLUjzOwHOxX3jdu1WFiQN2a4d4XxijcXCJXl+9hi9PO57RKZKXEmvEikVWcnk6TXbOd01yH9c+jahchTlrInurgD6oIpWsc2EJshEnx+t9pYRmzifxJcwTbsc3yJfa8hYslgjx7jLzYOBQa4ldzkR6OVkdx8X4jsSrI/Y3NyI7PLq8rqUIBzvC5Kt1yQIPRroll4Bl3bDkj0oGpZCf/57N65JQ7if2DstJ+jvLXG9rSSTvLiyKungAvAeCXaz13/LoFI8t4SWXUzZd3N5FtfW+PQDJ6Q84u4S/3dmd1fejwXzKJIrsJxMyeaBZIJ1kFGbooukM6pJ18uSESB+FjTZMGk03IjHJLvJptGzUkrSoM1eu59UrkjHhMzVPt0zwHpBDA5qPNjVL4+b2LYLa9vEKkXZRJvy+Njv8bNcSkgfk0PuW4yntVyapUwCXUtFOJFiQxPlx0aP06238xcLV6TePVlP8YBlLx2dkiQlRnxunFUDhWKNI3t6UWrgjzafo9aqccrbBZ0apWaKw84f4UziLfKNPCbVMBZNg1prl+WUkfXSZTSdLCplGYvKjV3Twas+TtA0JpttdqMes07NbuUCFk0PucLv0m7tojL+CH7DQTTNy5SVe5gvxvDoRNzpZey6Ybq0PhLl5zAbnsKme3/K0O3K1tOsl1boMw7SaC6SrM4QtPwokVKD7VJGNgQHLC7cOiWJ6iWcuglMmlsMxWS1wHIhRqVZY9DiRa2ocz3+HYo5PbmSiy63gwf7JrHrzZQrdVY3E6wnE1IeqbIq8But9JldaKtKXv72LMV8hSee2Ud3zy3Jz/3q7wxI/6c/gEn6v/v7SfoHlXBs/2f/7J9J2fef//mf8+lPfxrzO/GTt0swgIR53Ic+9CF+7/d+j791kC6494Jz/0F16NAh+br/0k9sIfYXnY7bi1phFLdTmiOREN1HM3t7/Hx7Y5GVyjYWg5LT3kkm7fd33hVRJG/ubEgXU5/p/RFfb8TmuBpbobCQwu5qMjXQx5RzP8uv7zCwt5fu4e89fXpvVasNLl9awxgIU7RsMO34FIqmkW+dXZCOyk8eG8ep1TJ3ZZNmsUAmqGRwtJvdUhpra4Od7NvMp+wMWG0MW6aJlW0cCPqZiUSJ5wu4sypaWiWGGiwWtrAN7dKKjvCR44cZ6vaQr5b57bOvoPPU6TH14VC7JC3u7ki5c8lVHnAPs5F5kxeXZ+g3neaRPV7StS1MihwO3SB6hQHaEdrqk5xZ3OKF8xex9TZwKrpYLD1HKm3k5x/4aY4PDVFqbZOp7/BWRE+5VGM4a+fYsRHemFsju5Hh0x8/SpE63179faZt6+zp/ucoVc576JSroSTpfJlev0O67F69ukmuUpc08KDPhs9sQtHuMLG3B6tTy2bpGia1g4Bh9K90bgm67nduXObbsRlyVHDqmpgVDsztAEOBLpnhLOhZIhZFTJ9EBz6WKrCyHicRyTNoszEc9LDvYL+cBojXbpWSbBTjTNlcZBqrULQTXVax/0Af9rtoo9LlNF1gLZKSQFgwCHwuLeHKZXTNPtIprfy8VqG79NoxmeJsZ/8jLuPDdNk+cd/PI5yMb2Z3CZfCODWCdrqPOkY0ShNew17a7Trz6S9RqVlp1I5ybuMGzYgSe9uEQ5ni8KPbLDQTPOj7Raz6nnsiC9/c+AMKoXUqlcfo+MFmcHEpts21zW0Om91MDlUY9x7GanPypc0v84DrOOqKn//0/As84huiz+onFtzE5xTRf+v0Wp7B9U6+cKI6J43GXr/S4np9h0+PH2Dxm4s4xwpUe5bpNh1kXH+K+WvbHHxgmJlyBLfezLjtFsCUkT3RBK8K8AacHhkgYDRx49Im00cHqaravLZ0KwO4WKoSiuQ41t3DU4fH5RQ4my2xu5LEYDNw+GAfTo+edOOW+VypWZHu3C6dHafWhuk9TTpB7VxMJgnnbxk39dpt/M7yS+QaJX5h/Bk87xjGidouxHh29RwjHScn9xxBqVRJsCcWxLc/h/ju9r+Jfxbfy5927vr3d14rpv3CVE1MdIe6XbhsJvmaRqstP+tCKiE1gsN2J4e9PbKpcfv9y7UGNyJRqTUVwK5zn/d/59fKRfRSNCFp70Mep9SOryVSckE86vXcik2iI0GA8G/Y2c0QixfIlyokSgUUWiXdXhsqo4Z+r1MyH0SkUZkGRUWdeq3FPp9PNkN2ElnGuj2SniqaUX7vLQAhpmlCtiRIT4LmWihXqWZqLMeSaA1KmokarkE7p6f6qLSzbMR3KGZrlKoaKiUdQ9iZOthDsdMiXSgz1eeX77mwG5cyKbetTrG1S6Xc4kr4Cq3sHp7Ye4ALry5TM3Wo9HbYntulEmvw6MP75HUfqxflhNXQVPD20hKH9/Qz4hRsrne2VWyz+F5x629bhU2u7qxgbwXp9/poNdrshJOcOTMDbg37xkcZ8rvIUabQqdBrcTFh93Itt81KNsGPDh3DqTe8835QLFTls8PrszOyp4tYocj17V3pOSDMOcUiZHV1leHh4fc1hOT9p7pGriHSKfbQLuu4eX2HVDiFRa/i+NMHqNZbUrrVaDSJljM0nAo8QZukxApzKDEBrrfLzKb/DL3KzoTtY/Kc3Emmmd+9jKJtZMg7QVG9RbX9VbR00Wx9lMylMA+dPoDTL867lnReX64YKBNgjy2IS2cmlL/A+saLOBUfotqtZCG/wphhL9cyVyg2VFg04FTkUZT3oO940VqbtPRVjvnG0Sl1vBWbYX77DwgqnOwfNtNl+QgoXSxl/wyV0saY/RPoVVbO7lzj5a0zGKsjqBRGHpoYksaiYnL5finVVVzavcykY+SaYZL1HRxaJw97RV61j6vpdc7HN6jWlBz09Mip7u+tvMWV5BL6tgV32UN8J41rj1lGfnXqChLpIiNdbga8TkkzF1Pwl3cW2S3mOdU1yEY9hk6tZNTcxWwyxuM9wxz193I2emvC7FAZZdSkoIKLBtzabppwNceY3yszyMXE+8puWIJWwcYQ7u6vbq/LKfxP7p2+E9f37jOkIyfgF0NhmY0ugLyIbZvuCsjM9fuVOM++e/UaDZOZg8Fu7Aa9bASK7G8xEd5IZ5iJ7EoGUp/DIbczVSqRrlRvNa4aTXw2Mz0OG6VWg4gwwbM7KVZqkvouMtkzzQoDLgd73F6+tjjH+fltpoI+fE4L86kEhXpVMgZUGoVsdNiVeuqFFkGrlck+vxwKvBnaoN5sywl9vFogYLHwYNeAnOzPbkc5s70h71OCFXslts2EogejTs1ybov1fBy33cxPjz8um6HPzyywmUzz0SNCsnNr6JGr5/m99b/AobVzyOEhVV9kyHIcp3aQb+48i5keshUd2foyTpyUW2o2W5fQKpNkq6Ip5KHbCg94v4DP+O6aqNJME6vM4BGT7PQ/pqp5Bot+Ep/WhaKdoqDcy1JhCauqTqmxSo/pAQydFTIi7cj8SbTviVi9u3KNLGvFJYKGPorVMzQ7ZYZtX6CN8k6EW7PTptsIeuUmXaaj6N9JnBEVr+a5Ed9hM5ZGX2tgdS1htg3hNPSRqhYgq6Gd0tDtczDU60an01BtiSZAmgtLa8xfDzHq9vGZJ49ieSft4u8ySF8VIP2XfwAg/d//S4b/nu7+PSsWi8nINcEof/PNN3nooYcwCAbPXaVWq2Ucm3B4/+sOq/9GIL1QKHDhwoUPfI1wfD969Cg/TJN0QWveKF4mlrCiU7jY3+fnQmqJy6l1OlU9T3bvZb/v/Xrk2w8g4QjsNhhlV/Wen7XbvBydYSG9TEABzXKT0KKKzzz0GEN9XjLxHDdevylj2Szv0SZ/rxKHL5S5yltzbzMSPMXhwYN3fnZpYZu3rq/Laa1PpeXNuQVahToHjg2x3nydBEWCOj37u/bQ0tSJ1gaxqUwUCi1ODwzw1Ws3SMeL9HdMzKozxFauMez18eD4gzTydez79LydmKVZUDCuG+bE+DCvbq4z5fXdiSC7mFrDqhZRIEJbdBVta5I352fpchp4emwSOiFM2mMo6mdpa45xZbvMem6H3dwWQWUv6r5FitUlzr88Tqyj5KN7++jyxYjVuoh2GvzMxHFCi0nmInHGJrswZlsyEmTefI3D9reYDPxjOe29X4mJ3Go4QbZYlXRYMUH3+W1sRTOsbMRxmwzY9Cpsoxn6e4IETXs+0E32vXU1tSgXckKfHFD4acdtLO+GcfSrcbhrTDh7mbROoVeaqLeb0qhG6GWvr4bZCWcICJqfxUD3lJeWoiOppKLEBDFRy1NolOlVWQgnrtPvH2DYM4VOrUGjUJLNV6RWWtFRMNrlJui5lfUqpubr8XWy7WWGbccZ8HVJuv2dfVK5wXb2d/BbPo7XfMuN/X4lHoDXU2Kafplp18fINtOYNQGcumGqzYw0kjPW9zF3Sct8dgdyRnom/EwOpSjwNiWliSd7fhmVSi91jSIKJ7UWxut8GQtHUAb3sJzaZXO1wGozzkBXgKc9vcQq11A0ulnr7BJubzA6e5SrG+sYD5v41NRh9gV7+U70VRTtVQbNDvY5vyih10Y6yqtLz6Jr7GX/nn7euHAD27aS4UfH6WgyqIyXiW6XmfZ/gr6+Pkm1fTu+zkO+YTSo5DQ0lM7hsYpj1SZTqtCMlJkcClDWQjidQ4OC5Y04uWYNrV9Dpl2lHxsjDhcbs1GMJi1Pi2vbdC/Todqqy3NEfGXqeTndFGBdgHabxnwnNi4rDJricZkhPOSy8/zuWYrNBp/tf5CgySEjq+KVEpd2Vzm3Nc/hviF6zV1oxAhGgjrhUXQLzN0L8sTf3/n+zs+Qk85wPI/TZqDHL1zqlVIjKzSowuFYLL5FDrIwcFrOJai1GzKmzarRy/cQ7yIaDDdCUbrsVrkAvv37bv1UcWt73tkWQXsVDAWx8BY0eZNWI6cCwkDqYHeXBLq3t1MYCy2kItwIhSnEmyRjVYwqtWx0beezMmFCuJiL6bVYVFfNLUL5Ao/1D6Frq8gWqkz2ebm8HObByX5MIjbtrhLXyhurG9K9+LtXl9kp5Qi6dSgqSfxdZh7esx+bysXcXJJapspcMkZVBwetXg5N93M9HGeqz4fPbiFXqfLa6gy9gSpmtYPXI6+gK+zFlvEQcFjp7XHy7J9e5OM/coSqscmv/uFLrCgyOAadTFh9TLo9tHVFrDUbhpqRY3v7pH/Be2s+tcLl7SWmHFNM993S2zfbdcLl60QjNc68lEfnN7F/qkdKC0S83Eo+xmJ+Fz0aRowByu0WJ3t6cZlMkjpv1Glo1Vpcv7yB0aiVEW0C+FzdCjPq99DrsN5XWtHqNAmV52m0a/Qap+7oYAX7a3EuzNyFVXxuE0c/vJ/tcobzq2sUhOt/w8i4z8/egwOoNSoa7Sqzma+iVZrYY/uYdIgWk+ZY5QqVZodozsv16HW0XGLCVMRq/icMeLvIhFJszu2w/6m97FYukqtt4TQ9Rb/FI6+nXH2bSPFFlI0BnptLktQm2eOeptDZxKYVmnk/Hn0Vt07c0/ZyNb7KUnIXc80BKshoshi0F+k1rFKNTqDuaDh24GfYKHyLbGObfsszWDWD3Eht8FL0VYLqUYwZB+aWRjaiDu3tw/oextN26RqlpprtkhKLRjQNLqBWmBg09NFvGOViYoMz8SV0LQtjNi8OtZG3Eius5EMyH/4jwaPSKf3PzpzllGeYLzxxSrJQRMPo0soORUVDxocJ+r/JqOAnJ45yPrHBleQOXVqXNEh7KDggm21vhNdYzaTxaMz4zRYGHU7cRqO8x4h4NdG86TJY8brMrOUy9FisEriK+8JCOk631cZnx6fuAejimhKRauKajhYL8poXDTzRgDvc3X1fKrwo8VxcjMa5trCA1uFiLZ0hYDFh0umk0aS4X3jNJnodt8zCzm5ty5SBkwN9tFtteR0c6u2WGnuxfWvJFK+trUv3+BG3k0GPkw+PjUsWyLnItqTNN/MtafhrcGrZ4/TIZtLlWIhQIc+Qw0FAMNkydVQoGQ662e/14zIY5bZeiYdl+kGX0SrN5UT0V6vYQd1RcHy4l6aizfn1LTayCbwePaOdLq5FNxkfcVDWlRgyd+PKO8mXa/T2O1goxHHojOx3BWQTfzG/yHM7b2NWGOnVack3d7DWn6DaSRBmjb2WE7RVTeLNWU77HyVbj/B69GXq7SS1ppleg5Na20qv/hRBi12u1YQHQKI6T6tdRd+8SLL8Nm395/Hph7CyBZqD5NtaFvML6BVxAesZNB2iXn+DpiKIx/QYyrsiVt9bhUaeleIifp2XXPVFTJoe2US/48peLUqwLphGNq2QSz6KU+eiWK6xtp0gmSlhdKqpWcSZnkHVXiaV91BMazGaNLLRus8jfIJurTvr9SZvvrrA6nKE0ZM9GHp05BrimNjpM7mwae8P1sfHJ2Sm+t+D9L8H6d9vbW1tMTY2Jj3NxNrxB10/kJz0H/a6G6Sj7LBRuMR2vI2eIC63mjeTN+XiT0Sjiailt3e2GHd7GLC/v3s4l4jJHFnhBny326g0d9o6w2Jqjh6NhUP+KSY8B7g+H+LstXW++LGj2G0mNm/usLse4/BT+9FoP9gVUBy6VG2OZHWbWMpAa9PD9MFBHI5b9LlqrcHyVoLn3ppjK53GplAx5VFi9F1n6tA4obpDumV/yD+Mx3hA3rhn0jvSPfW4p58Jt5ffu3CFi1dWCXR3eKC3ytKVIHavgbwlRsPe5rHBw+yx9PPmtTWOT/VJd+qFZILH+gdJ1QsyduSw085q4VUUCj8Wka3bsPLixQwDnh2ePvA06tYaHWxcjdgJFWIkWGPcM8CN2W1MrhlOj57G2TzBv3z2RTr+VZmru1LrsF/XTVBvl6ZO8bU0n3r8AFaHgf/rq1/l8SMXODj4OfSG03/p8RcT9ZVQgniyQDVb5dDeXikheOvyMiupK+g7GqY8hzhyfATTexZW9+v4n0ve4FxiTtK09jtHeMR3GKvORCpT5PrNOXrGh7iZibBe2EChzXPQM8Rh1zSJRJUrCztsbyQY9DrwWEwcPD50JwtdNIDEIkCAdUHluxRZ59rqFsd6+1FYw7Q7GsoFLzvJnHyd027EbjFI1/l8oSppc4Ly2+WyYbWkQVmgy3AQnUonF3O3JvkqirXLRPJ/TLftC7iMx7/nZxU5ym9Fn0fNKie8P0G2sYxTP4pF0004dpPzN7+CrnKSZA5sXWo+dOo0yUKeXO4lZvIXUCjG6DV/iFi1SFBpprRVpKicwRpcolr/EYqKArlQnuBYF99Nr/HJngMcdLuk0U2l4uAP1l8k9kqDoeY4rscD1O0VngxOMub0853wdyg3znDI/gUSeScr23Gc+jiH9/gpR3z89ksv8+AD01iNVk6M9DJ7bZmM7iJmf5UR6+O49MNcT4VYjaUxt/S4zUbGAh6p/RX1xrkFLoQiGBwGuWjLJEtSRnFkopfD472sRZK8vLZKolqkuVWhx27jxz55HIfB+MHnT6ctqewi4i1Vy8q/i4WHS2vDqbOhVWqI5PPciEbJNkpczi3S7gg6bDf73V10mSw4dXouzF4hbmrR61Qx4ejFpw+iUX5wtvDtEhRqQS0vVRtM9fvw2MzyfFvPZtjIpuVidtTplvFY9+Y6J2Rs3Ljdx6DlXbmLmJIL6vug2ynp7B9U0ngxlmI9kZb6126HlaV4ks10hqO9QWngF6mkWS2EMasNjFuD6JRaFsNxXrm+Ihexik5HRrX59WZ57ovfL9x9rX4jeW2DE329WJpa6e4unn5i0nZw+F0jPlFi4f/W9iZnd5Y4GLQR2o2QqqmgYUCbUnCsr5/jR0ckxfbi9U0pe3hrZRP3kINgy0hvv4dco86pPf2UWzne3H6LatVItD3DuO0gJ32nOHt5nXqpRn+fm2goQ2g7xY988QRnNtb58rfP4+jSMzblZbeYpF3XYe/YUeQ6DDpcPH5oVIK923U1Os+NyBonAocYC9xqIAuAGyrPoFOaCRj2sLmd5OvPX8MWtPDEyT30uuysFaLM53bRtrSyWVYsN2lXlYzZ3XJiLRg4wpBUr1YR3UjJe8TBQwOgVjIXjsrJZH43xIG9e9G/4/5eb1XYKs+hVeoJGidQ3WfxvrgW5pvfPE/HBQ89eYBhu5d2rs3CXIhCtixdmPce7WG1+k25+J+yf0oCdKEvvpm5KKmyCnqw6iqYVDsMqK7RaH+aSMZDIlfCZtSxvbVFSZvmoX05umwfxqD1yM8YKUbYyH+XQkVFGge1dh5PrJeWOUWwT4FL141JDQZlFa/+OPMF4eNSZ9I6IGOzlpMxirkd/IbnsRkO4jQVya0/gspUR9ktgPUw7fYhQsUs2/Xr7LH38njgtHweX5sPyVQJrUbF4b29UpokNNSJcpzLqRkyNTsejZXV0izldgFT28eIZYRwJc9yeZuA3s2jXeMMWh38ydYlriY3pQfMPxh9moOuAb66fQF/3Ub01Sxf+KmTKPQqru5GOLezTTRZYMLtJthrZJ8rKIHRHy5fwqYw0WNxMuXySvbCmfAG67k0T/SMMO72SlM2UauZlHRp3+f14zda+MbNeVYSqVtJN8JkzmyRAFU0QT6/Z68EfvI8bLUkOF9PpWX3TxgMivNILDzFhFk04MTz534VzuW5GY1j1qgpx2MMD4/I9zq/HZL0+FMDfRKc11tNluMp4oWivNcKN/fzWyH2B3w8OTYim3WpUpn1ZFqmS4j7eaiU542QGKgYZKPgdE8//Q4n57a2iMUKfOboFG9FtyWwPxoIYtfqZcSccJYXLBvB1vmp6YOSnSNSLMT0XkzhhRxmIZNgM59m1ObipeVldGg4OdDPaiLNzUhMMuhKnapsvDgUWv75gx8ipkzIRuUbawsMdnr59JFD0qemWKtyNrItoywDGos0SVuuXyTTLmPRGBmyVhmy7mHCcYKbubfZrtQ46jxMpLzJcn6NA47jlFsireA1svUmBrWRcasLi+ownZZfNl5sOh0BISNQzOPRd1Mv/G9EO9MYdcP06XtRU0KhO0m6nmYhP4ums4NV66JHYyXfXMGgO4xdN/WB9/ZSs8hyYR6H2kCh9jIB0yO4DdP3vCZfr7KQvUwot0YjPYamomci6Ls1IddqZELDjZ0QF8Ln6WjiBFx78Vpt2LQW0vU8Xp0TS9nCqy/MSS36Ux/ej8tzC7jnGxU2iyki5Sw2jUFS4f0GqzxfBSN1bTXGhz/yMCaT7ocfpP+TH8Ak/T/8/ST9v4T6a4H0s2fPSsM48SWs5j+oflg06cLdXdDdd6vzLEVjdBq95I0pwtU0x1wjHHG+azSRrpRl/uYBX+DOxFiU6A6LaBrhAnz7ASWq3Kjwe4tfI1LY5VH/fk4EH8CofZei+vxrsyTSBb748WOyi3fjjXlpWrL3wYkPBujVWaqtDPGGcPYcpRxXcGM2RFe/U7onlyp1bBYD8XaRhe0orcIqXtcCvvIe9ow/ScjxMpmqFbPGzCOBZ2THWYCCC7FN3thZ58HuQRZjKV6/ucj+Spx/8PlP8trqLt9+9SoWh5WTnjGeeeIQOr2G+Y2opHbvHQpwZmcLj9FIop2m12Cm1DxHol4moA/SZZzCovERTr3Os5d2Gfe7OT2iYCYxQqKYJ9xexGtz4DN5iMdfI7aj5IuP/Cx6rYmzs9+RD8230mqO+IL88vHTXNuMsJXMYKqr2F5LkOgrc8L5Ev5mH/sO/TKad/J9v58S8oDry2EWl6Lsn+iie6xILl9m7Yae+bkIdr2OJx+fYuyuyI7bVWvWeSN+jaupeal3Pezew2nvNLq7MqUFgBfn2Pj4uDyXRLzfTHyTmfQS5VoOc8GGMmyWNEKHXi9p1N8rC71crnHl8gYlTw2ry4C/Y+dm/DIdkbHuP0aXwyGp7BuxtOzIu5xGufDV6dRyQSOiaRL1WTptLRplHzUB/ltN6dorSstldLyJSvMZ9JrJe0C8oNzfpuYL+vuF+B/R7FQ57v0M5dYihuoYi1fS5FikrFjGzeO4D+pwiWxTYx+ddo507us8H75CpnAYp2ov0fU01WJNJh4cPXQVr2WA3cVxdnS7jA32cSURYTa7y6/sfQa9qiEnab/75Susa8L8wtGfwe308XJoiVA1yj5TLwNWLxeLf0q5GWeP6iew1g0cPdDFTuEtXvuDHPa9QSLWKj+77yT5WIHQZpLDp0bkPtkovoWqPkwmO8BKIcFjIyNMem5ll4taWI7w5tVVugfdEkwKgDjd28WPPLhfLgavr0bkAlTTgXOz6zQaDU49Pkq6WcVrtDBkdckM6O+niiL+RgL2DLFKjmZLSbOlptFQUq51SJTyhOohpn299Fh8HHT1YFXr5Hnm7AlyPrqFy1zHamzg0folWFeLyfr3uKdsxTOshJN0uayMBj206bCWSbORy+DQGxh1uHDfBc7fW+laSUbGCW3nfme3PFdE5StVzm3sMOJ1SbD+l1U8X2Rme1eC9ImAl61MluvREGZ7B51WyagliE9/r9GYcIO/uLKD32lhNixi2opMub1Uiw2iaeG7kJH664pNpC7YGLd5OL1nkNXdNNND3TJlQtRKNsqV+DIqdQVaYFY66FEGyOTqhBtF5qMx3HUNh5x+9h3ql5pwEb1YTZVYSaZxjNkx55TorHqmxlxUNOvkSnq+s/EiR7smeGbglpQkmsgzOx9G1eowMebnW89fQzGkl/cXfaTNN1+7ivkBJb3dXvl51WKSFU9y6camvC+IXGXhfRCvRgjnYzzaf5zed2ix9ZaIX5rBqHbi04/dYS8srUV5/sUZbEErB4/2SHfpo65hzBq91IIv5qLMJqN06e18dGBSTj+L1bqMCBTxVfPvgExvr4OOSiFd35OpJN1+H0a9yDhv0NLtYNP4cKr7JMAX54DwMNCpVRRaFXarWfKtGs6mnqVvreC0mHnmRx+QzxGxWL45t8PaShhFz0V6B7wcCnyOYqMlTeCWcgsoKHLAdRSLtkGmtoVPcQWjpged8dPyM6bKBd4KrxJOpbFEruJxd6PtPkpN0abVqaPTzGNV5cl1XOQ7HY44j7KcWWP75irdgQAjA0G0ihg27V6Wilkp4QjqfcznIhhVWkzaAo3at+k0MtTq3ZTLeuqVEyxHn8faXcNlf4Z+Sy+R+iwtRZ1TjkeptdpSO12s1Zlb25UeC4Id1Rt0SPO81fJNmggjxnGitW1ijVX6TEG6jb3sFmGhsCnd/J8J7pONut9ceFM6s9eI8UjXJJ/te4Q/376ISaXjw93T/MmfXyDULqLpM2LWaDnWHWSPy8PX569L6vfDwyP8+5tvoOqoecDfLzUndpWRdK1MqV3n40N77mjlxTkwE98lWSlzLCDuHyrOhbaJl0pUKnUa1RaPjAxyJXUrlu+LUwdkzrhoFIvm2no6LWMZBUU9lMvJZ4nw9xhxORl1u+/LTpP7aTdGvlZjyu+V4OzN69exebySJeMxm1hLpeWaQzQRBADvddolPXc3J3xF4nhtZrnNQiKjV6jlawWw7nc5pLmiqOuxXb6xvMig3SGZSi6diUg4i8aikhJHQed/PbQh2UP73H5GrC7+4Mo1FgsJKp2m1Pp/Yc8Bjvq7mU8l5RpwxOmSVPr1TJpn527KXHq9VUkx0yCgtxJ02lhLpNlOZ1lIR9lWZ+i1Oni6d4zrWxugaKBwdpgyDqNr6aRsSDB6pBlrvSC3dcRp5mzqdSpNJZ2OAo8+wWnvj9Oixs3sJUotF9OOUTaL1wiVFDh1ZjqKVVZzsyRqCnRKFWO2Pg67P4xZ5WS3lCdcyBMuRlEpo0xZ4+i4QEL1JF16L35VDYV2GoXKS7KW5GbuAjpFgoBhGCe75DsKXIbT6NX3j4a9XeVmieXiPHpK1JtXGLR+HrP23QSjSrXBekiYgF6iY6yiME5gMuilbl0jfEB2UpJJNdTnoai9zlo+TrEj0nOaDJh8LM3tMnt1h8MTIzzz6BHZnH3fNjTqbOSTrBWSct+SaZPfqWAw6fnvf+lHsRr0P/Qgve8f/81B+tb/9fcg/fstsbb/7d/+bd544w2pUX8vrPb5fPzu7/4ufysgXdjNCwr7o48+yr/4F//i74wmXYD0t69/h2uRBcIlC0V9gR6Tm8d8+7Bp378ojZeKXIyEOdYlqD4m2Q1/fXuDvV6fzAO+XUvJeb6y+qKkAv74yMfos7/f/U9QAP/oGxfwOC18+JG91GsNLn9nhp7xLnrGur8HQL9BvV0gX3UQTRexNrtI58qkU0Va1SanHhjB77GxVU6zlosxaFlhN73E22f8NJN2BuxZgo/WGXAGWS37CJq6GBP2xBJwNvm965eZy0UI2Cx8utfAN168SNHgYmCvF0vexc3XI+gMWp4+Os70kUE5fXv7+gYn9w9Q67R4dnWOHqeePvMWq8UFBsxHGbLcchSuN0NU67M0Wwc5N/cn7JZG6PEPEGEBhQ6OeA+g6qyxWz6HavcZAs4+vN1VksVVfue5JCWfmnFDgHi2xHjAy8cPTMhF4L/8+kt0md7g+IiRs2cfwGQ2s/9gPx67WZrdfD8Z6KLWdhK8eO1lDBYFj048To/XzW4ix6uvz7NwMywN5j7x8cNS/52vlXgtdpkbmVX0Ki0nPFOccO+7r2GXuJAFJUZQY+7++UIoxrPXr3EjtobN2mZK18Wnjz1M4HtMHWu1BleubOJ2mdE79Ly8dVOcFDzaN0FNtU0km6CREfRgs9SaB1zW+9Jjm+0aW6ULuHXD2N6Jk7s1rW9K0B4tPEe+8gYW40+Dslf++92TfPG9NOdp1YhUn6fcsuJRTLG7vCk1sQ6rjVzhOt0TFcZ6P812ZYNx6xg2jY2VxGUKlVeINPM0tp9ie6uF3qxleNyPSV+mVn8RVfw4Dzx4gtniKn6dhz9cu4Rbb+WXxh/h0qUF/uC3/hz75+oE+gb4heGflA2GF7cXWM7toKkYMTQ15DV/Qqrg5cnAjzAa6OLN73yHci1P8PBp2tY6Aa2F/I08+48NYnOYbmV47ywRb7xNl91Cj/1hNopVHgmMykXetZUQF66s4ffbpZmi0PMfmuwhVa/KSbqqIVzAbRQLNQm+atkK9Buw2gzs9fjYLGTYLArDHK0E692m98eT3S6h9RQuy8JRWnyJ9AS9poNK1QRlA5NGuGebJAX+rd1VTgXGMOuNjNk8NCIpeZ7l6jUuREIELDosxhLFZg6PLoBX130PWBfazLnNKPVmi6l+P0aDVk7ONnMZSeMUhnDOv4QFcLvE+SFYCLlGlYOuoHTwFSUchc9vbDPu98iF8l9WIobsymYY0Ru1OpUs5yIUCh2e6J/8ntrVzXiG1d0kR4aDMqIpmSvJhqFJmBy2FaxsxVnYirHbKVFU1nFh4FAwiNWi4+hBN9fTQkNdYMrVx7h9AL3CzBurm4x73Wxvpwm4rSxkk7y2tsaUxsGg2ioNJgVNfCucZms5ismhp+JSUtrNYunJEPT3sFacw6nV4Gie4vTY4J1jfnVum0qxRqZSJqatsHVtl1/+wpOgb/P7r75CYqPOT33iYXKGkvT3EPdobUPLi1cWUNqVXM8uUqjl2Gffx8GuXkbcHgy6JqHKdWly6dEPv28fzS2H+fpLl6k62/zcMw8yYHffK58qZXl2c1aeox/qm5BZxHf/fGM5SmgrxfDebtApmVtYwu71E6+GidfX0TYCmNU+tGqVjM9SqiAnHJzrOartBnaFCYfKhEapolVrcvM7N1FptBx5egqny4xK0WY1/Syx3TTF3QME9vsx2PS49TWc+jSj9pPyPI5X1/Arc2jai+jNv0QLDcv5XRayUcxKIxby1HJXeOuiG39fDx6rFb8ngt2QJNouk2m52e84KA3XTMoErYaGyFqTPnebQE+QzYoai9qIRmFgs5RkzCoytIukqgtQfxan4QlqzTDZ+lOc2b5MpT5HZruXQdcBNN4ykUaYPeYD6FR62bQXniLiTwEQE/ECW1spmaGt7a9Q1Cb4cPfjbFYiXM9ckb4UirYBTTvATi2GUa3jYz0HpZ78G1szJBo59JoqRm2b/3b8x3g1vsBWMcUx2xiLyRRrsSTbl3b5qU8+wJHhPpkSES5nmM9G0BV1/ObCeXQGFccC/aTLVY54emQm+XoxxRFvEJ/RcgfQXNwNy/9/2N9NqlzixbVVCXyFrG3K45XP/t+4dJGOGn75+ANSay804huZjKSwD7ucJMtl+XeDWjSJWzKuTcSlvbfE80cmaiRTkqUx6HKyHE9K41lNMc/JA/sxaLXSzHM+muDC1g4WnZYPT45LXbsw+EyXyuzr9kuAvxJPspPPS9nGI8OD9zWwuxGP8o3lBaZ9XezspmXsXHfAxhtbG/KzHA50sV7MyPdtZls8Pj6C3qLmta11mQ8fLuZ4oKuPT41OSonObCIm2XnNQos+n4OFTJxsroLBrMJjNGNsaPHbLCRieXq6HKw34zy7eZN0so6xocHoUGAwCNNCHU8F97Hf2y2lPqJEWtBMMkJBxNTpssRra7Q7BpLVBEdcfRx0PUmofJ1krUahqWfC4iFaXSZb85FprKNRbEoflES9jZoqPaZ9PBZ4BpP6HfZls8Fs6jKxYhZj81nKygl0ehOHncPY1RoUulPyddFKlBvZ17GrG/QZutCREo47eE0PoVJ8MGOr0iqzVJin01pHQ5xRx0/RaepY30lJvxGvy8JA0EGRGyjREs/4uLC0SbFaZf9gkCNDffLZJ7wm8pU3Sda1LGVNvHljhk6uwamJvXTcHXQKPT6Vl1bzVpNYSCMEq6oqHP/bbUqFCpFUhpKmjs6hpsti59d/+h9gMxj+HqT/PUj/K9U//sf/mP/0n/4TTz75pBxiDw4OSp8WoVU3Go18/OMf59/8m3/D39ok/fd///flNFCA278rmvRKtcz/+a3/k8WCAq/NymOB/YxZ759RfrtC+Zx0BT3RHeRmKiE71mK6LipTiXN25xznUyv02Hr5idFPoL9rqvreyuZK/NE3L/LA9CAHp/rIiQivV+c48OgUNve7DxZBP9xMXSRdTFHIBFnPhpjyj9HldOG2m6S+eP5mmGKxSmCPk9nMEl2Ga9Jtt9/yaVo1Pb/x5dfZ2j3P0Qkrz3z0YXTqSc4lVpm0B1G11czEdiUguxQJsa9HZD5fpVZ0c+nVAqcf2s/PnjjG+kaMP/zaeWq0+K9+7DQ93S5urERk53K4183vLZzHrtnFYpqn3/wYE7YHpNN2u1OjWPkuBu1+VK0w13eS/NH5NkpHkt5+JR/texyHtsPl5G8xYD6FW3GKczOL9E0k2Cw7uDQbY1zvo+HVsBPKSkrm43uG2W5nUVTfYKAYZWDoFzGYXLz+8hzeIbdcQAuA5bYZcdvMcmIm6Gbfq3YrS6RLSVav6Km2OwQCDhn51OW2sr6V4FvPzxCKxTEfVtDqLuA22HnAu09Ozz+oBEh/r34zksxx+eY2WxtJ/B4LyXaSsDmJ2tzimG+ER7sO3zONF1q7K1c2JGVQaVajUCrp8dmYK2yTy1XxtOyYnBnM1hrjrsPoVffPMb1d5WaaSOUGPcbD6FTv90HYyfwxudoVhpz/FMNdHe+7Syy68vUwF3a+xPV1L5qME5ethUnRh96iQ9X9Nu2OkUZnPzulXTlVrNbaTBjWaamXCKV0OKtPMDbSIyfpwthv9ubXqelg0PcEdrOenDJFvyXAbyy/xYdtk5z7jVk8Lg1Hf17DN2OX+XT35xkzj3MpFOJMbBWPXcUD9mE21i6Rd10j3x7HsOJn8cwGvU/XGPYeo8/bwytz13mqfy+BHheLkYQEksJlPOg0sV78Lpn6FoX6KFSCtIqwsbhLsdrAZNVzat8g+0e6pUP+9Y1dFnfjZKtVzEoNJwZ7SGxlGR7z4/JbZcyVmEwJqqiI49kuZmU2srj9CrDea7FL6rWgaQpgLiLeRJSVU2/EazRJIyKRNXwb3AkGQ65RlJR4MWmfSawxm4wzaRrGIuKDMgWePnAMp8FMoV6TzB+f0cSQ00i0tiOph15dFy5NgJ14jrXdlMz3FefSei7DVi4r6ewCnAtTpb9OCY2hAEwjVg/DVo/cdqHlv7C5w2TAS4/z3kn4/SpcSvHK2gLVSpsPjQlts5ZroQiTfq+kud6vFkNxotkCh4aDXAyHJP1fr9AQyuRuReg12qxuJVkVZnztJFpdFdoVFB01o64+TvbvYd9QD1bjLRbLbr4gDfAO+PzMLkc4OtUn9arfXVnjhKkLR01FX7+bUqfNTixNNpynp9/GgnqOufU0EwMGpgY0HHd/hnOrEQY9Lvpct7ZduBJ/48IssVaRYaMTZbwuZSTB0xbcbQdvf2ONulbBT3/+JHnKLOTfmeYWDXz76hW8fWqO9k0TKhako7bIJDZq4ozZh5n27sVjMb+vOZmuFfnzmUtELxfo6fHwmScP3pFx3C4Bzp7duEmDOsN2F+M2vzRbu12R7RSri7uM7AkQE9GMw0YKrSRBwwSKlklO3dPlMqv5OJsFYVzZxq+10WtyYDMaZFycmLLrNCrq1Tqvfe0i5TYMH+wl73mLbCNDLLWP+HqZdrLB2IQTgzuPQzeESlOnrgzh07gJ6J4j1/o46xUbS8UorZaCfrOLPmGEariBw7yP2LqW8GoUzzE14fwCM7vbtDV+pn0HwNDEb6hSbmcxqXuwtdVcW7hMydTLRO8AObmgbzFqDlCo51jLr9Gsvk1NMFnaLdYzvejUbnTqebwmD57OEa7MrpG2b3HAfYDprhF5P9HfR7q2HU3ztZnLxMshPnfgBHavlZnMHMlaDEXbRLdhiGS9KP1KTnumpPZ7oxhlsxrHrzexW9/gvxr5OFuFAi9tL+BRudCgkUyXI4Fuls9vUys3+Pinj8hkjjPxFdwaK19dmWU5GcdeNTIQcPGFvdP4zGbORDYYtrkZst1qDov70JVomC6zVU7h39zeknp0wd54sLdfDifE/etbq4sSrI7oHHQUCvQGjfR4EVNyYVR3JXwrilZo0CXYD3bfodDfXcliSeakC+bC3oBPspFmQhGMWi17/V5WlxYZGBmVmnQxLRfN0GG3k410VtLuRcSpUauRE/t4oSQTCARrx2sxEcrlZVSbAOkiJeN2lObdQP1Prs3gaOmZGPJxun8QrUrJi+srVBstOrU2b2xsYDcbpL796cERco0aF3Z32MlnmEsmcGmM8v6+x+rm5lacsrJOu4k0lssqqmyk06BqM2b3ktkuozWqCfhsmLRazq0vs9vJ0+PzYDeqsQrH9WKOWl0l0xY8BrPU7wtfANE0DZVyzKbDZNo3CRg0NFoGVguLfL7/89i1NrZKl2h0umVMpU/flL4kiYqO+dzbaBUhqm0D5XYFcVYaVft4vOthaZQqqtWuESqdRdvYIF26yOXSI6jZ5YjNgdV0Co95QDLGdsqb3Mi8gl9nYUCnpqnQolZ349S/64v0varaqkrqe75yDkpQSTwq416Hej13PHKyxTyzO9+llNMTdB9Aa1OxXkhJVoNI8fBoTWgVbeKRV7h0RkHZaEO5R0FDW8KlcKJHS1VRxYYDp9Iu7+dC7qcVkbDxIvVKg9FBHwN9Hilz3S6neerwKSzavwOT9P/3D2CS/qt/s0n6l770JbnO/eIXhS/Q+x3PhZb7wIEDHDt27H3/NxqN8p3vfEcyTp955hnc7ncbybdLyJPF5NrhcMjXCDB8vxJMRgGgBWgWLut3V7lc5oUXXiCTyXD69GlGR/9qxtCihOm42AbxO378x3+c/+l/+p9kLJv4/KlUShrK/a//6/8q3d//OvX3mvR3Tux4OcUXv/y/8XTfYR4J7EV7n0ik+9VaJsXrW5vSofSpwREarSqz0SvMp9aItkVW8CQf6zkhKWJ/6XttxXnutRt89kOH6fLZ2VkKs7MYYeyhCUlZFnTsROUGWm2dLvNRcuoYAYeTfsu7buq3M9TfurjEQuE6+6c28ZvGpfZX+Y4mdS5yhlevvE41VMRnf5jPffIxMq0y39qaxaG0s8ftY6OQJFdJU6gvYDSqSdR7sYU0bEbzPHhslCcnRllfi/H7X3mbllnJL/74I1h0Os7PbeEaVBOvXWImssYDPcd40P/YHXBRrl0S/s4YVN1sRd9mu7Cfxfoc5zdCPOI7yo8dOcyl9G+jUsBB189KPeJrMy+TrWlY0rb5scHD3Hx7k+vKDCcmBugx2PhXb76J0xTinx7epVn/PBvrOo6eGCYaSsvc8yOnRiRdU0w+xbRTGMWZDVo5YffYTfLBe3v7YpVV8s0k/aZpmjWFdH1vKaGjV8oHk8kFs9V5Lq+sUFru4Gr7+Pipoxw5MID2L6HWvxekR1N5Li9ss7mWpMtrw6fXy3iQnkE3F+OLvBG+QalZ46h3VGZf65VaXn1zgWimQP+wV1KSRdMmksqj1ijIGPIMuFzsd/aRqm+Tqm0TNE5JV/oPqlRtg0IjSo/pyH31o5vp36ZUX2PY/c/kgvR+VchXOHfuJVLqK5Rah9AblFirbT70yIfoUGU59/vU6iO8tl1F2e5w1DVN0GUkF3mOS4Xr6NWDHBr+glwQb24myOai9A6eI1SaIF3sJpzPUumUaTc7rG7t4N7U8oXPnSbQa+OF3a+QqlUZUz7GhKubboeN17YW2U3G+ejoftB/h82smbde22bMd5TgoBq7uc7mdTs3ixHMfjNupZ3xLg/T/V0Y39HWilpIXOT8zmvECiYU28OkE1WeeHCCU/uH0GvVclI7u7ErqbzCYKsp8qN1Hdbno+wf6ubYoaE7oOfNnS2GJFXRfYdGuphJcD25y265gEGpZsDqImix4jWY5WLsvYvJ71XCIf5bO28zlwlhxUYylWEw2MuIvYv9zl6MSh3nwtuYtToO+buotIuspFblYtKqcXKwf5h0oy5N10QihdCcC+3537SEAd/V5I5sEgoqvpBIpIplLm2FmOryyYX2/T9PlcV8SH4uQfWulRXMR2JyCi8WW5e2Q4x43AzdhzovgMONTdFMqTPR6+F8KCydo8XnEhO59USCrXyYRDlKOJNlt9CElhlXxcqU1yu1+LVGA6/TImMax3o9hMoFeSz0DZU0Mzow3s3XF+a5uRvjoN6LvtjBZTdRVnbYiqZRmLZJKqvERZZ0ZZtfPPXz9Hi7ZSb8bCgqp+kiWmsuFeXadhh3VY8THUoLPH/tPI/tP8Dp/XtZWYzw3Heu0zvs5TMfOSS9TeZSO3x74yyttIKTnoOcnh6VQLzQSDKXvkq2YieS65AuVzArdQw73Iy5PZIVVWnXuZRaZczSRWgtz9vnlvF0WfnMk4fuOe9FCerym6F1bAYN5U4Nh9Yop8m3TZeSsTw3rq2RUM6y/8gog9b90iCu0KiyUUxK7adDa5L+BC6tWTIjCu9Ms4ry6xaNXkbgiUbX2QXyqlXMvjYPHfs0e329GJQaLl6a5ercOSZH9zN+qJed0gLKRhBt80+IVGy8ldoDijaDBjdBg1OCNS1rqEmTahyQz97w6k001h06/gzlhhsLUyTLBXRlFSrjLh5nN6P2EXbKlwnlzUS2GnSsarpdLlwqKyiapBs7aBQ5Go230WiHsWuV7PN8knzrDOVWjAnHj6JR2fja0tdhx8bR0cPk6nUyxQpeu5mg24bbapLPGuE+fSm5SSofIbuWp1m3oO2vkdaE0GBgzD5AuqomVcsxZuqXZpUdZZ0ziWWGzT62a6v06wKYOz5eDN+kx+hi2tUnQWKP1Sb9cIS52x/+3hk+/LFptg1pFpJJ1pJZNioJDrl7pCmcqaJjsstPXFnAJZqIrltDBiFxWUjF2eu5FYf2/NKSZPZ8eHRMgvTbz8uXNla5vBuSkW35cpVMviLXQuL8Fs3Ba7u70hW+1GhIUL8/4H/fPU14QszHErIZNuZ10++wSyq7AN5jXg+DLoc8X168cBG9y0Ov0yETIAS4FRXLF3n2+jzhfI4ht4t9XX4G3E4J1u8uEUF3bTdCrdmS9wMxeb+zDY0mf/j2VVaqaU4MisaLhlPBPmmW+cLiEtF4niMDPczmY1J6I8xET/X24TQaWCukSVSK7BRy6OoqqTsfsjokS6uubEtGkqatxGE30ta0SeUK7HP4+eSh/ZJdMbMUlvu26MxTabVpNVXslJL02yzoNQoMSjNDhi4ZRycYCeJZIhqnJq2apcIW4cZVpp3d5IU0qtbks/2fpdLakZKXXMNKpVXCpE7TZ9rPWiHE+fh30auqoLDS7CSwqXuod4Lss09JPxEZO9rYJVWZx9r8C9Cc4EZJib6VQ9tysts8IO+lPRYb6cYqy/m36Te56NeqKGHGptuHUfPBAy6xblncCnMpdgGDeYY+8378lselFEPo/ddDKeLpAhabAotrDUU7iKLtl8aAgumZrBSJVwrkVvK04lkOHSnQP/IQJq2fTDvPYm0dhaLNlH0AjbqDSatnxNRDIlRkZydNIGBnYMBzJ2L3duPxgQePSt+hH2qQnvgBgnTPXw+kC/D88MMPy+0Ra967Aa0A1OLf9u/fz1tvvcXP//zP8+/+3b+785qXXnqJT33qU3Kd3Gg0WF9f51vf+hYnT56885rf+q3f4p/8k3/CiRMnJCC+/TuDwXu9ZUT9+q//Ov/oH/0jPve5z/GVr3zlnkaAANBivSD+37lz52Sm+c/8zM/8lV3e/X4/s7Ozcpv/8A//UP7O2wNsEVEutv+1117jPxtIFzvp0qVLxOPx93HxvV4vn/3sZ/kvucSJFC2luTwzw4D9gzN931ui2/znizfxG00M2husJBdRaXRst1qM24dkjvptLfv3U2curXBjOcTTD+2VubfXzi3J6en+E8PorDuYjCIL9ATZRp6dyhZ7bQfeB6yKjRqvbf8ppegSA7aHODb11J2fNdsNzie/hCKtJL9p4fKZGuoxD32TPqmbUuvaVOo1jLoyBkWNmc0VTvQ/xQFfP5fC61x4a42yTcVjE2M8NDzA4s0QX/qTt3GNu/jwo/vYTYfY4DzDrjKZyjAWxSSP9g/Lh3qjuUulfhWz7hTb0e+wVegipMqyW4nzya4P8e0rm1jtqwSDGxxy/yQ2XT/xyizxQpbfeSXKR47u41CglxcvzKOvdNCOW8g0ykTya+xTnSFamubRqU+S3syg1WkY39PFlbdXcHmtMoP37geEAFcCsIs/xSkrWAgaUxp0GYZth9Eqbz3AhUby2rVNspocNxWrrGd28Wu9fGTwmHRnf/nlG8wtRjC7TBw/PMTBqd776qBug/SVlRVGRkZI5srSJG5zIykbBb12izSrE1nod9el+AJvRK4TyRZRx0wE2z5OHRyRtGQRi+VzWOj1OaRBnFj4XUyu4tULvW0X2XqUaGWZgGEMm/Z7n9fimo1UZlCiJmDce9/t3sj8GvVWimHX/wet+l7KoMgfvXZ+TVLksdzA0p1nbmYA01iTwyIvWrWX19bPsVP5DsPClM1lY8g6gKZs4saVq+it59h1JjkS+CxO5T4unVlm+vgQau1VorVFPMYPo1K4eXnhBuevrHE+FULvUPEPTz2BWqViNrXJcv01guYujjqfoFwRk+0QWV0Fr1NNn6FO7Op5IuU+NHsUPNnzEOX8MluLOrnoi6oyHHYOoGmpqDfaOEx66WydLJTlNVgoJZhLv4iCNj997B8wEOiXjbCVcELGfInufKFQpU8wLno8zN/YIZTK0fFp8dkscmosjImEadV3N9fk1EosVJPVMkoUcmKtVSrJN6pk6xUCJqucrtt1f7UJtkiPeHb7LMV6GWVSScmkpKOpU1NU8RucjFq7iOfrGJQG3BgJJbJY7AriRAkVRYxaN0d9ozj031tz/tcp0XiZTUdI1kpMu4J49GYpK7iyHZa0VOH8frsECN0oRdkpJ+k2uBgyB+40OEXU0pXNiDw+vW4HV3bCUmM67n2/DlIcn8trIfl9l8fGjegue4NWqp2cjARStHSsxqpcXUqTTlWkkZfbaZKRSXvdPulsny9WJJDMlarS2byoaUrwUS82GOpx43db+N2Zqyjb0I+VRrqKUaHkZmOBhCrHuM6P0rnA5s4IrZKJn3vyBD6nlfNr2xh0aoqqupQGHPEEmZ0Lg67JTGKFoNJLfC7PF37mQbRaDWden+fCjS1OPzzB0KCHV9YuoDN18Nq6mV2MM+ntYv+wlWhlAb9hAqvGJ6/pTL0ip+uLqZicLCo7HVraKke8g5wI3GoSnJ3Z4OLlVfwBO595+pCcbov7Y73Rkn+KSKuL0R2GzU5yzRI75QxWpR6fwkan3SBWu8nuuqCgH2TiSB9plQAKJboNdhmjZtUYPvi+U8qzkk6wlctQyV8guxXDUnuAVltD76gXj09HtbNMOePk6vVNDD0pBgYO0WdcRqtcZKnxMSbsPUzYRYrBredgp12E2pu0NSeot82UGnmWk2d4+8YFFDYTFvMJ6URubBvZKi6SryppF+0odNu01Gr0uoBsKukTasYDAbq6bSwWl6WbvN/4AgFDP06jFr/hAcqC7VH+LgHTA/SaT/Hd+MsS5IzWDrKxGufgkQEUGiU7iRzhVE42Uxw2PRFFBp/RiFG9g4Vh/vTGJVYK63S5jBztGSFTNbFdStGn72LSEaClaPCVzYv0GYX5XYatfJJp6yTXC5v0mZ18dvAovVbb+6Qzr702z3d3lin0t/Fp7MRaaQbsLvrNbibsPrq0Vv7k+ow0KPvR/dPSAX0mHiVZKTFqd7GaTnM1GpHA/EPDo/I+drteXl/hhbVl6TouqO8jbpfUos/tRLkaiUgDrqDdKptFe7xeBpyO9x3/nWyOhVhCgt2pwK1n1LXQrgRiB4Ndchoeyua4Edqlnsvw6PQBrO/EaIkm59m1LS5vRwhYzfS5HSRKZUY8LilPuZ+MSPzOtXSapURS0vBva+Jn1oTxageFWckLq8syIk80AYZMDhZ24tR1bXrddiZdXs7tbsvrQjwbvEYzlXqd9XxGmvOKiMJ+tZ1cs06p08CnN3Gyrx+bQy/9flLJItFqAW/AwnFvD4Xdmtyu6bFuEo0819Kb0FGhVWi4ltzGqFbRZ7XjNTg47BqQJme3jAZLJEu3WFcXEtfJNEPscwdpKsK4DPs57ZsmXb+Oz7CHFcFkaafw6NQMmA5xI3OOtxNn0ClNqJRqFIo4PaajtNt+1JjZ5+zGpTcRLV9F2biCunmFjuG/ZqHwMnuF5En9MDtlg4ycE/uz0F6mxiaHbQa6jP3kWw2s6hM0WhoJusWxlH82mrJRF4plCSdy8pzzeo2UNMt0FFextx8in/HKyEAhI3O7zfL53lEUUOmWsaj3YNb4pGFmo9Lg/OtLFMplBh7swuHN06WPMmB7Br3GJplm19JrXE4vYdOaMVdNhGMxegw+To7twWZ99xknnOCXbuzIQcPP/MNP//C7u/9nBuninBDT8XA4LCfMd4P0f/Wv/hW/8Ru/wdWrV+XPBLAVkmkxzRYSarGGEQ7p//Af/kP+u//uv5P/53/4H/4H/uIv/uLOdojIz3379slpvADuAsg/8cQTdHV18cd//MfvSyAbGhqS3mgPPvjgPSD9x37sxyRmFRN7EZX21a9+lZ/4iZ9gbW1Nvtdf5fMKxvi//tf/ml/4hV+Q8m7RoBBTdJ1Ox//xf/wffPnLX2Z+fp7/LCD9P/7H/8gv//Ivyx0lNvS9N8bp6em/dgfhb5fuXmXlnQi277eEHlfo0J3aOhdDcxTrDR4aGONqKcY+ez8P+j7Y7fJ2iUOQL1ZJZkvy6+W35lGpFHzyiQNSS718dgHbcA53nwmv8QidjpK5/DV6jQM4tfdONsuNIm9E/m8M6jJ7rZ9lcaZBsMdJX/+thexm8TKR8hV6db1sz3SxEktzMxlHa7ZwfLyLecMabZocc46ja12DzgjNdjcP9t+KFnj14k1uJMPsqhp8cmwfJwZ6efv1BZ5/5Tpjj1komTfQKvJM9Ayy1/khLoWSDDmc9NnMFCrfRa+dYCe2RqyYYEdtJVTc5ceHP4LX5CWUXePPbvwGDvVefvL4j1NsRkhWV3gtoqKagL36AFUj0iE6tZJirp3kfGWL/37fGl7zOGe39nNxI8QDA70oYjUm9wbl4lsAyEMn7+/MLva9mKxvplfZKaygLg/gNDslcBau1uvVbd7YvcJaOMagIciPTJ+mUVKxEUlJCqOIXykly3IilShU0Ft1HNnfz/Rk8H3NGQF2FxYWcAd6uCpYEpspCa6HvU55vEUW+t3UVLEIEQ+z1XCSy5uzrNXDtI1a+o1BHu2f5FCf+Hz3NmjE5P1CUpgOuRmy+Cg20oQqN/Ho+nHp3s0lf2+JqKbt0kWcuj7s2ve/rtmqs57+t1IHNuT6Z6hVt/ZlqVDl6vlV6sLAx2pkcr+HM5d/H1eXk7r+CK+FLtOo6BmwDXCiT6RWX8Jn+iRb5RjVBQvlfJPxkTxt+1UWRLxV4hOYtD7G9gZpt4tkin9BCRfG+nFuXttltbLNldllqkcceHQ2bDUbA04nKbWYwi1z1LkXbXgCv9eB0q7i7dgq4a0dmjvn6Jo4iM3by1xqnuyaAq/bzN7+AyTbRXL1EoNmvwQnQhe3m8hLKnIuX5HaXK9GiW1qmx5XjWHjwySjdjptMKCi3eowNdKF02Zkaz1BeCfN4RNDtBVwLRyRWcAuixHBLZQxacWinNKMOT0y7ufue6aYqKznU5IOL0C6AOs+g/n7jv6rtRr88dqrNNMlPjLxKAvJNI1OHYWuRqiWpFavEYrlULX07A32olBoGLC5CVjUFNpC5lKV5nIieup29NsPqoTx183sLv1mJ2M2nwTqV7fDHOztxmc1E6tmWS6EMKi0jFl6sNwH4ImF3rXtiPxzrMvDnDCIMpskPfa9+0i4Sr+1tEJLU6CiyZOt1ngoOAltE4upjAQUUy4f4WSW33v1MjvprMww3rsnwOm+ATQNJfFUUZrOFUpVtrI5tnNZfGqjjDZ8/NgowYCNP16akzFNjoaOq9vXyJTCNJJ2Jh+K4S5Moa71cjkbE4xKPnvyAB2tgj+aneGB/j6pZRUNm81UnOfnL8mkh3ZKSWg9IfXZTzyzXy4eX3zhOrPRBP5pGOt38WDPEUlh3cjG+dr587j8FZ4ZO4Xf0H1fzxORif3CzgzpUo1aSUGnDl6dSVJVo5Ecm2tx2SQ8vG9A7kdxH5JmbxoV2VaVzUqOw54uSVOP1DPEmwnMuhQDxn5uzKXZLteIpfPs6wry0OQYQbf9vhTv2+f4TikrzwdRfWYHtdZFau0YXZXHWb0QwdLv5eZWmKwhTMdug7aaFluE5jUYWjUePD5DSfthxt2H6bLY5MJdNDwE+G5Vz1Fp6kg3BynWq2wX5tgo7NCu52nH/IxMjHDAP0i8dpmmssNh52nC1VkWMyukCwN0SmoCaqc8LgtbIQqOHB67hX7jOnbNEh3FCIp2m2zlGNnmm+j1LWx8jGhzm2w7zjHbQ5i1BhLhLLlEif2H+2Xsoni/7Wyat3fXMDZ1dJmbuB0adlptFrPb1MtJ2nE1TZ0NlUfHtHOAhwNjxKs5/uP8G1gVFkwqDUulFfZbhykpGjgMOn5q+EEM75HSif2wlk7x2tYqL968zieHDlBx1ck3aoxa/dKI65A7yFw6Ks8NU0krJ8xNc0cef7Nay3IqSbXV4qG+fsbvmp4X63WeW1zkle1VPjY0waODg5JFJ0pELl6J7LIlXNRzJdlEfmJsGNd7qKiCTXFjNypNFwU491vMd2QlQqsuGpui5iKiwVRkb8BLKrTDxMSE8HKUhp2vLq1JGdtj40OM+T1y/xZqNS5uh2TjdLq763sykXLVqmwkiJ93GcxsRjKcmhqQTSrBDHhlYw27Sk+hVONHD+zHYzNxNryNScROmu1y3SfM6gTotCn0bMXSLKWTNNRttCYlhxzdjDo9JDsV2XiddPtoF1vyWdDT45CSlrXNBIe83Xzk0JRsmImaz4XYLWepi2eLSsFqNkmqUqLX6mZSGFU6et/3WVKVAn+2/k0ihQydpgaFqk2XZZI9NjMuU5UR2xGuphdpdUJM2CYxqV1cST3PjfQK7Y4btSqPWaNi3HYMk6qfjUKOHpODIYuVWOltrM1votEeJMlB4vnnGTJMUeNhCb6F+W0on+VG/iyVToY9RnBo+tCrdeiUB6TTvWBitNod4qmCfK4KBprPY8Gg18p7tGAtrefPo1TN4mw+w3jvHrn2Ete0QatGr9HQ6CRI1+bwGY6yOp/nrdcX6B/08vATk2g0KmLVApu5s5Tqu7hNjzJo9WHR6Illsnxj8RzhWopBTzcBpwWbVs+4tV/Gm6YSBRZv7GBzGOWa48CB/XKf/rCD9P5/9DcH6Zu/9tcD6QII/+Iv/qIE2UIafTdI37NnjwTCIjf8dompudls5g/+4A8kaP7Yxz4mQfltoDwzMyNxpPBDE5R28b7iPZ977rk77yFA/+uvv84//af/9J5t+ef//J/z/PPPS4Au3vs2SBfgXVDov/GNb/D000/feb0A9GLb3/s+f1mJqb6Y7ottED5svb29nDp1SmrUf+VXfkVS3QVW/lsH6cLFzuVy8ZnPfEaO90Vn5Iex3puT/v2U2G2CUrueWsKuqzLhGeVmrs217BKfGDjCMc8HaxuEeUU6W34HmBflvwm6pNSV67X86QuXGe7z8MjxMbYTF1i6epNDBz6Gy+9lu7xBpVVhzHKvBrrQCHN29/fRqqw84P8pdCqLpLxdvbLB6FgAt88kp+iC5mZWTXFtW8nWQpT+jppOd4tXckuommY8ATd99jof6dJi0D/Oq+ubTHq9dNusVMp13nhznoSvyoXdMD82eYgjQT9f/rOvs5GI4z2soUWKSefTPDZ+RLqdzsSinAgIumiZUNpJqvAacV0/O/k0H+1/iH5rH+12kwvJ36JZb3Bj/gAem57D4wXms0Y28y0+3zfNV166xsE9PTywp5/XF5f4+uvX+PSjIfRaONjzy7LruhpL8Y2ZeSwNFSNGGw8+NM7mSox8rsz0saH7gp1cPSbNVXqM+1C2TURTOd6KX+dadkHmz05YhjjtO0huu4zJqGNyKij1csKhV4B1oaHyWUxE1pNEk3kSpQoqjYpjB/qZHOu6A9YFSH/7whWKmAhvZzAbdEz1eamW6kwfG7xj7ibAeegdcC6AYjpZJJcrc+xQP3Vbmhv5ZTLlDn3Gfk74x+i12e+JsBEGUyKfftQSoMfkotIqsFO6IR2Xvfr77wNRlWaWcPkaQdNB9Kr305AbrRKryX+DWmVi0PHLVCsN2QBptNoYzHoOHh5geSFCOL2FKvgGhfow0WqAWGeDJ3r28IDvCDvFFyg1QuTih7k5G2HEM8wDJ4dRti5wNvwyoWSHjx/4/2LQ3VrU1etX2YzPs7WhZ6z7NH/0f3+X1p4m1QEjyWaFLwwfYdQY4GYyxPPhb6FoNJkw9fKJvR/BZbRyYWWd33nhFXzjTY4OFrC2Ps6V5UUa7iinRzzsc5xEp/LyRnQJFxZ24yVy5Yo0CixW6gz1uckn8tQUHSqWjsx+dplCKBsBlPlRXE4rfT1OqZus5WqEF5N0T7pp65TS3Ed4ByhaUCzVJQ319EA/+WZdRjWeDPZ9T0q50PlvFTNs5NOoFAoGhW7dbJeSi7+s0pUcv3PlObr8Hh4N7CNTVEmHZXUDNlJJdpU5Mq0Kdr2aY0Gv1LDatRYcGhFH0yRdj0pg79cHcWn9P1CwLqjQIpdZmIaJqXq+VOPC1jYWJ6i0bUYs3XQZnH/pvXcpmmQrlWHU72Yzk5UTtwPdorEgssHFZ0iRqMUo1IuEdusM2HoothRs5rMy2nDK46PXar9nmvLrL7zN1fUIfd12bN0mxt1uHu4fkrraVLYor+2317dp1lvUsnWypQp2qwGFRckORfrcGvS6BOZsF9tbl2g1TPzij/wUazdFoyaL0qFhPhmjZ8iNT2/Gq7VwZCBIupZnNreOKq3H2DCibkM+X2H28iYf+dQhevrcvH5+geevncHmMvBLH/oEGrVOTrpjpU1WdtdY3FRi6TbQbXLiUdikLKT2zjRcLIQ32lFMah2jhoA0+Eo3K4SKOWKVAs1Gh1qyRifeYKLPzxc+chS9uKneVSuZJGvZNA8F+2mSZ61wg3zDTL6mIxWO8vDkQdRFFZcvrFGjjcVtxuUw43Na8LkscmoWLeflOZ2qleXn77U48OrNrORfIV3fpFv/EQp1FUuLO6zPrOPep4Csli5bN96xPHZjP8upPKmd3yQccqK1PCmNM0UOfbkuTBXVBC1l+q0haupTOE02Gsp1lktX0KnquAx7aIRsWBMGnCdKhGo7HLA/xWZpm9n0OazaaQ44R9CiZWY3IuO6ctkUrWyO0+NBbP5v4DUelA7aLsMpditrRCs36Dd/imxNwYX0eY5YT2FW2iXgFdfw2tIuuVyFnjEPiUaR9XKCoM6JSaFiLbnMVrlOQ1Wh263ArjFwPVKhWGhxyNPHTxw9yc1slD9YuYBDY+Kgp4cruRt0G21MOAbZrWX4TO9RXPp3fUdE8oygqgu/nGytSqKdoatgZHYljGq/TnoLiJi1B/2DshG4lE3wYGCAUr3B167Pki5UGPK5UGuUUsJzItgraery2hVGbMkUFyI7UqYjXNyPdL3L/EqWSlyJRLBotTLCUEyaO7UOI363vE5leky7zXIixUYqLc0jRz23hgw3d+NECwXZbOuyWeUxvboTkcd0OihYEgouXZvB6O+SdHIhWxGU90dGB9HeNd0XJcDjlVBEmtsd7QnecXJ/b4ltEY2Cl2ZXeHR8kCP97zanv35jjldW1pjq8Ust+IjVTa5S4WI0hEGtYdLlY6ealYydpa04NoWOo4O9XE9HWS4maSnbTDr8Ui4gJugXt3ZI5oqSiSNYA5cWdiQL0Nyl4xMjgmZ+qykhXns+uYISFdl6FZWyQalRI5Kv0EbJo93DTDre34jbKW/zduIVdB0D4dIWesUklaYZmhm6jUGZlrNT28BrLPKg/0ky9SizmW8RL7fZrVjosIFHF2TINIWNfmbTMZlG4Na0MCvP0GW4znbxF0i2VggaljGqP4VKHZTmkGI5UW3kuFZ4mUQ5jantxqpXou30oGv3UirUpHGeML8bDLrwO623ALhGTTZbJrKbRatVUnW9DpoIJ33/BJ2QmLynkoVVzl0+w+68lwdP72fiPaxDmbdefJ1otcxWIUg91kRTUDA52IXW1+FKboVyo4VepUelaGFJ61HFtIztCRIIOv/u5KT/ZwTpgs4uGmm/9Eu/hMVi4T/8h/9wB6QLkC3+7fz58/f4lP3qr/6q1HN/r0nzl770JQmaxWRalKCoC8z5+c9/Xk7TxXsKoK19j89FJBKRrNVnn31WAnVBb78N0oW5m5jCC9wnpt23S1Ddxb+9dyL/l5UYUv+P/+P/KMG6cHIX2/WFL3yBdDot6f2iAWG3/+UePD9wkC4OnuDgb2xs0N//ftfyv6sgvdlq8OLa25L+/ejAAEe6j7BSSPJa7DpuhZ9hSzdHu7rvAUPiZp4tVEi9o4sulWtYzfp3gLkZm/ldUyhRsUSOr7xwkZMnFXQHjLR2e9icjTD5xAjrjWX2WPdhUL3bnU5WZriWfBaFYpjTgc+jeSf6SJRwfL9xfRvHSIaC5hq6doB4cYJRl49CLM5c+KbsiDqDg0TjVarpMsN7wpwaeoxh2zjb2SzLyRSPDg3KRfDyfIRqrc6OpcRzK5d4dNjEYccQf/C1s9h6I/R2nWJz08QzR8YZ7/JyducmKhYwKw+SKL4ApgCr+RZHvVPs90zKbVzNf5ed0ttMO76Iou3jK1f/lIrCQN3o4TMD04QTBSr5GqaOGkufkW9s3uRUfYNue5iI5dN4TT72uG496IST519cvcn6zV0e3zfKycNDXDyzTN+Ql67eex3ThY4zXJ4naJpCg5kz8RmupOblw/Kgc4JJ4yilYkses2KpRmo3Lw3oThwbxmY2yCnVZjTDZjSNRa9FUW5RzVdpahSshlMSVO3bE6Q36KRQqvDa+WvSFEh0h4/s6SEVy3Po2JCMHxKLhp14lsWtuDRPE931dq0lXFZ49KEJnPZbiyUBQm7m5jkfn6NY0eBWdzPtGWTA4ZDTQVGZWonL6XWm7D0EDHbq7QrbpesYVFa6DOPSxO9+la5tkWuE6DUdRaV4/ySs3syymvzXqDo+kvOPS4CuM2qZmu5lYX2XK1c3GJ3uwenYIlw7j9v4EMPOCV7bfQOPvp/j7inWs19hebZEMt3HwUP9HByYot0ssHj9D1k1bjLgPcKU8zPyekgnE1y58By+SQvri2ZeeSnMUz95FIWjzPVsEovawOPd44yZA/zG+T8no9jBZXFibthwa0aZeXmJmLGOcdSI3XyNMeUg/tIRnAd0vJ16hWGTjQPWj/LmxjoLmV18ZTuxeJ6poQAPHRgiupOW2tt9RwYk7fH1tVVUnSIK1U0MZvAaHkKncVCq11idC6PvMWJym6QxkjCSFAs6UcK4aSOZJV2s0O2wIBQq2VqNQ74uqROX0XbKW/F2d8fciUmP0DsKk7lqq0mfxcGg1Sm13d+rRDNoZm6WuKPDbi3KkN5JaFvBfCaLyarllMgJN2q5HA9RrjV5pK8Hq15Dpp6n0CihV+lQK9rU2jkMKg1BYz9OrfcHBtbFtXUzEyVcyuDUa9nJpcll2jwzNkngPu7L36uEvvv6zq7UWqerFVBX6XaryTUyGNVG3FovTq2Laq3FczMLVNRNmooOx7p7pDb2/futzW985yxXV8I8cXCUsrFJolTisK+bfV0BCe4L1TrfnluiW2/m+s2QvIe3lR1ey85T7CQZUQ/S1xWiVVcTPuvF57DyEz/6ABfOrzJbTqL2acklK3zi0F7ixTL9ATPh+i79+i7MbTPnrq4T8Fql83cmkSOTKtF9IEC4tU4nXye5qMHhtXFkeoBKJ0GdDF3mUfK5NtFcDnOfCtRIF/ges0sydG4Wd6TL+rSz/33HUADJcCnHtXCYN26ukF7NE7Db+Njj+xn3+XCZjXeeSzcSUUKlTXpsdfrMglbvoVSvsrqwdMdno9FosjQbIpks4OpxkBEGUakEJXVDmtjt9QcYdXnk+SsmsjPJlwmVVtArTqJWWLBq9JjUarZWLhPbzjF8cC/LW3MkoqKRbGMqsEmfKcPOzlMs34gyOhLg1IkxaQRab9RoVV8jW+0lVXGRqKyw3jhLqy1ylI0M248zYgly9dwZiq41HjnwadaKGWYz5wkaR+k3jhErl+V9eNDmxKJrEi6to0i5mAv9Dm5LE7N9CJ+xC6djgvXic9h1E/gND/Fy/DvstQmz2fF79q9YXs1e32arkkYd1HDI3YtNbeRs9BwzqSQqlQZNp8F6eoeViJJepwu7wkB0o0FNnH+mvDTJGtJ5yWuTaDRl9lsmWa3GecA1wrAlIJ8TApAL6YAAqHaDgUKrRkfVwGnUY1Ea+Zff/DZj3QGOTw7zSNew1ItfSuxw3NcnDf5e39qQPjzGjpr1RIrRgIenx0YxaDRy6izAeaxYRJw+56M7fHxkgkOB7jufcVno3dMZqUcXyTfdVhuTPuHvUOfKRkjGWoloREFtF6BZgHGr/laD5WooIsGeoLeL3yeaI4uxhKStC5AgzlHh43B5foHenh7Z+NzfHZAg/Xs1nAV1XQDwRLHE0d6gdJm/X11ZCcls7oaWW1Nym03e59eiaQrqOhvFjJQj9TnsPNw7IE0PbySj8v5uR89vnbkgJQAuh0Eajj3Q10eK8h2QO2B2oK+rpUeG3W0k06ySy1boMVvp7XawlEuQqBf4wtg0Bzy39mexWZVAXZj8bZUyqJR1tEoF1bqauXSCR7tGOebru+ezi2NwNvkm0eoqHq2LzeIaZh6m1M5hVpRxKickC2gmO4NbayGoG6apnqelvEmhGGRTZNdrd+k3jDJi2kOXvp9kvcRWKYVOGeGw9TmUqnHK7c8RKf8+ZoxUG5+g2hS8BuQxVamjhDuXJX0+qHmQWEE0EHuwah0cHuhmqjtwJ5o4mS6yshGX99zhfg8+j1Wua84n/v+0O01OeP4R2rvYIbvhDC+/cAO9O8LBkz4GPQ9Jv6L33cPbVbbCL7CzraVID22fUg5RBHPErTeyUtxiNbXL9laOhqrJRL+fk4EpbEoLa8tRnn7mNCbzD3lO+g8QpAvPFwGq7y4Bau8GtneXAOUCdIsIWAFM7wbpAicK13MhjxaU9tslgLMA9clk8n3vVygUpHZdTNtvu6MLrCmAr6Cni4aAoL8LoP7d7373Hk36z/3cz7Gzs8OLL74owfPdIP3rX/+6BOTCMO7uEhN+QVd/5ZVX+EGUoO//VeTO96vvP0T6PiV2uOgO7O7u/lCDdFHf747cSC9xbucaG/k2X9j3KCOufi4klriYXubDwaP0Gr28vbMlp8djdpcE5fIrV5Z6L7fDzGC3S1JjP8hozOu2cPxYh8vzK/Q4Pkdg2CWpc2euvMX04XcBujgJwqUXWc1fAsVxHgo8fg9AFyVok0OjHr5+6RUCowpcxgBHggGSzV3avjKViJl0CcwLOX7+04+QS17mzHyYLydX+MkjLvrsbtZFpEo6w5DLSd+gh3NnltjT3aE2bOK762WywTR9J4qk5z0UciaGu53c3I5JHWmXY5vnV4y49K+zx29lPq9mzN59B6Dn6mG2i2/Rbz6OTTdAsrbA9HAPv342yrhJQcRSlJPiBw6M8OzbN3juyiJfOKCjWxli7vrDTBzq43J2F7dBOGGb5YLgJ05M86LByNdfvUFF3ebwZDfzM9tSny4AsahSM0O4soBdM8Ab0XmuppbQKzUc9+zjhGcvWtU7INUJ4723omZ2e/NcurzOnz53mZExP36XFZtJz95BP2vhNBuZLM1SnXKqjMVhJFuv87UXr0lN6/7xbnLpOi6HhQf29xPeTHHw2KCcuq9HUsysRSgUqxj1GkaCbvQKJbFwjoPH+7Fa36X+qpVq9jv2MWEbZzZ7k+vpRd5KxLieDDBi65byAjH9OODo41pmC7VCiUdvpd90kJ3yLNvlG9JQ7n4mcYLuXm1liVXmCRj2vW8RpFXb8Rv+AXNb/yc1fQ1N/cMYuky8Pr9GbCnJ6VPjaJ06FlMNRu17QL2JVjnAU90P8VbsbV6PgT11mFrr6/T3uujYS1IjnN2uU6/v44EhPeezM7j0gxjr48xdizM4NkK6tc2V9bc4cewhPrxvL/lGiSrXuJpIMp/ZZWczw6h+jGVLhgGzVyRDsfbmBVYKLWx+P0ZMNGrD7CivMD35IH22ftQ8zV+sfpkb1W/hbgzL6bnWouKLTx+WxzWdFPnpKQanuji/sI1QIoxbPSyV2zw4/jmi9UuESq9SL42Qv2mSOatDNh89Zpukt7ssJkntu12d/g7RQpGZcETmj7vMJnYLRfZ5TfLvwom3Xq3cirdr38qtbwmdpNjvKpVcnL4V2eClrSUCZiuDFicOvVEurgWwF8BHvE7VAbPewB5fP38+1+ZP5lZxOZScmOzDo/GRLFXpMtv4ifHDvBle57m1VQ76uzjq7cVm08sIsoz4qinZrSbZKF3CrNYxaBqk19R/R/v71y2h2Q0YTWyWw1xJR2S8j9/p4PpOFF2/Gqfp+4t6EzFGonl+ZuMmZTK0Gm0KUScP9U1h096aLooYphupKAa7FnVOyfRAFyvZtLw+uqz3Jh+ICcrPPnGMavVtzs5v8pHDE0wPd3E1HmFrMUuf0UGf0KV2+6SB0ycf38/rN1Yo6UoctitIZAYlK2cz08KaGSOnK7C2uMXur+cYfrCbze0Ue9t+AjY3X375EhaXjlfWhR/CMA1VFq2miEqr4sbKLsM9btnUi23FqGcWeOjYKIO6Ya5pNljeTYEqweSYgqDxUXSqWy7bwoBK/OkLmlgq7FIRpnWdFuLE3e/ou2+TRZwvA1an/Hqwa4Bvu+aZXdjh2deu4R53yPi8EYeLUbcHl7HAVjlOsjjE5DuxbXqVBv1dAEijUTN+oJeZtS3eWl5G69AxNdKNua2lmGtwbT7Mmc4GdXWbhmYVjTaKU3USrdpIWwnlVp18ZwNjt4EehYftnQt4hwbw+BwYdzP0txKM9f4UR4f6iQyleO2lOc69vMCpRyZw2YSu34PPe5B0LUIoeoVAuxdVo0xQfxRTx81CbIs1xxrFJQtrxSvULTG6DEbydSvRVpEJl0+6mVdbJVaKs7JJXdRfQ2mEVNhLq9Jhs+DmcvgV7K4mQd1h3k6fIWDoYtQydv8TNagifDPLgUQQa8DAhfgSS8UI/U4/zXaHm5llTBYzH5/uJZptQklHINjgXGIRU0HHjx0/RFNbZrOSoU8/znohxwFXL0Gjm5V0kq1cTjYWnHoDxXqN+Xgct0FPgRIDRg9fSc9gllKcFE+NTrEcS3IjG2HC7uXVtTWWUikZHTvu8bCRzXDU3Es915BgtanpyEaVAKmjHhd/tjTHkwMjdwC6nFpHIlInLbw2osUi+/y+OxGJFoOOgwNBnr12kzNrmzy9d4zRd6JF15JpluLvgHG3SzI+hKGkMEg73t8j7wNCj34zEpe0fuHSLoYEwgtHNMw+qMTrDnQFZHPh7Oa2/D5w1/UuJ/rhBMu7CYaCbtmIuBIO81x2Ab/ezJN7R/HZzPLeMZ+IoVAr2CrnOOW0y9jdL52/ysp2giO93ey2SjIdweOwUFG3OOHtk8Zz56PbbOcztDNtPntkHxqtihevLFFsV2UEZDXZwWeyyGv2166f5ZODU3xkcAKzWs+EtZvlfIQBi5vFXBjRLzcb2nyod5Tvhlflfp52daNRqKT0R2i+VbUg4dI8aaKo6BCqzBEte6iR5LBjmwnHCN2Wo8yWzmLU1lG0x9mux+moC+w3DrJQbrFcDmNQ61A0DSiaJix1I5tFK6/lgzzgv0JbfQqv8cM0W3+EzxEjYDsqJ+JindDpDBIpqbkQfZ3t/Bm6OieZ3KvEZBonUi7x6vY66paCeqaOsaVmrM9HMOC4I/HTqDQc8/wcZ2P/gYupP+CY5yelpOfSuRUun19n73QfJx48Rao2Q6Iyg9dw8J5hg5jKLy3t0u4MMDi0hs/tQa0KECnnWC8kWczG0Iph7K6Svi4LLr9o5JX5o9k3MMX0HPQOYTB+cHzcD039jZ3GbpUAzrb3xJ0K9/L/+X/+n9/32lwux//+v//v/Nqv/dr7ptq3sYqo9w5Cxd9v/+zuEtfFT/3UT8n3uvv3iYGqMGcTMurDhw/LCb3QgAsg/rWvfU2+RjRZRJNAeKXdr8Tvu99A9nttyweVaASIZoGg3L/XHf5vCtBF/ZVXW81mk2w2e+fvv/mbv8l/89/8N/wv/8v/Irs47/3gQrD/3oP8X2L9ZQcmVY5xNXKJXLVMR+nnMxOTjLg8vB6d5WZui491HydodJHJlXE2dZyZWWNGucNUlx+3wySNhoQu7fupTqdNojpDb4+ZbOIUz7+6yBc+dhT3Phvz56tUV1pwQEw182wWvk6ymqbafowH/YflBO7979dhrTNPyVqinXERDHjZrK7g1XnJFPUkTLc0SGNNA8X1bboH83zmwc/ylbPL/Oprr/MTB0/Irrh4iPXYbSi0DdTeKCvLDT7ywIexK3b4i82v4HO5mPAeoLDeILaZpn/Ui4IQL9xMk2i3CZgbRMpCh2viVOBW7IKguS9kvyl1Uj3mU5SaUVLVEDdzOp4a38PiXJLX59b4r595kN1ynuvtGEMt6NG8jcn8MQLBANH1FFOjXq7GIjzSOyjBirg4PnRwAqtCyzfP3CBVrzDusLK6EGFyuk9SwBdzl1jOFVjOL0hzkae7TnDQeW+G+e0SD8KaoFRqNRw40Mf12R0WFiJs2FLkSsL8pXMrj91qpG3WozaoaeXqjLsc/OhTB1nejHNlblvGDT16bJjN5QR79vewk8pxZTksHU0DTiun9g3Q7bFRzFeZmwuxb1/PPQD97tIqtRxyTjNpneBGfpaF3CoLpQTbhS48BgcDdgd7rF3MZLY47BqUTst9pgOEyjfZKl6TGaka5fs7osJsRujTRfyYU3dv861SrrF0tUyx/klqlq+hcegx8wksJQXD00NUTLCTTfNAdz82XS/J0vPEK5foNj3MKd8Rzm9f5rtb4vhNY+9ewK7qYSm9SGlNz/ThaWxGC2P1PBfD38SyU8La1ctqs0Np/Q28dSMPPmGSoNWuNfOgdw9bxbNcDW3j71j41IFD1AvDJKs75HYNXFqLM33Ey4+fPkmlquR3X3uLmMvJt0Jfpz/6JI0KWMt7WSldINFo8OkDxymaKjjtRuq1BvPXd1A79czuRGnRIZErYnBo0Xp0XEiHebjrIYZtQ1ydeZO+AR9PnnyEYqVNqlCWed03tqKYdJo7gN1pMciFos8yeisLOJGS0/FUqcLJHgGi3j8VEovJd0G7yKVvka6VJQ3+fHxHOsJr2ipq1ZY0aMqUylLvGY2n0eguY7MamerrRq3voFJ3aGrD9Bt8bGWFq3mB44E+hqxuXt1e5aXqEn02B6M2D8PmHjD3UG83yNTybFe2uZqd5UJ6hh5jD72GHhw6m8yR/n718qLKzRrLhTDZRpFDzgEe9Vm4lgqx2UrS77b/P+z9B5Cl53nfif5Ozjmfznm6e0L35IAMECSYRFKJlCgrW6J9d11eyVdrl+te1+5ep7Ks66RkiYoURTGTIAgiD2YGk2d6Uud8Tp+ccz633rcxg0EiQZHWrvbyqTroRk/3id/3fu//ef6BS5thjg324TC9u+GYMAXKNjKkGgmKzQITPVYSaSvVslpOjOdCKY7269kq5FjNpRm0OTge7CNdqHBjM8KA186NaFTmK9/V0t4tQcP8uccO8XvPnOfaZoTJmpeTA/1EWgWi+QLFnRqlUp1IucS8Pka0kMJpTbHPPYmms0q1lKIcm6TTbjLkd1JpNLhQiXHz2QR7vQEW4zGePLmHR6YHeW5lHp/PzYGhQSaCuywgUdfvhGRzRufS4d3bplvoMGWaxC2iOA92SJ+LcP5Kism+J9G9DlbEZ7B3NMCFm5vUMgYe7Jng+egt1kpxHnuP3ihCB/rk/j3YNEa2NxP48iYCe92sFlNcWrmAVtFi2HSAJG0uRcISrNzdNInK1ius5FJs5DOoFSoGRwKE19O8cnEZlVMvjbR0ShVGhQYF6+i6W7hrDzPg7KPfY8dnt1BurVNuqTBrDnLZ9BrdmxZ083qefGofxcDvsbw0wa3rHab3Nwn2ufjwJw7z6ot3OP38BY4fTeDv/xClRobnY59D0fXi0iiY9hwjaD5AvV0hm3qR455pXlLm2Y5usdeuxNk9iK1rpp3tcjsXY02bJNPZJmj1kevkSNXP4Df3YOg3k9xQ4u6tolFk0DdO8fTSeWqdCk/2HpL0buN9MgHBGJnLhCi16nzqyDHOX1jhC2evYB4U01k7sXKNzdIOdrUStdJJutrh0YE9FBsN/mzlNcmocG3bOX1pnv69GhkdWkXBgM0l3b7DxYJkc32sL4hVp+NqfLf59xOuvVzNbuLT9vNCZElmfY+O+ChniqzdiVHtVdBudfmr7Vu0210OuPxScvc3OzFGbE7pkxEq5WTEoIgKfGhySMrz/nr+pkyGOODxy+uhmMZfi0Sx6XWSMZSrVSVLR0zI7+47NjM5CcSn+3zQ6hJK5uTvC/mHmDQfH+yX9G+h774eimA36nlodFBqzUVUo8i2FiBe+EUUqzXed3gAy1tc279bCTM7MSEXQF1EWdr1ehmzmSlVWAun2Dvol2vNgMsh5QYhcw6VQUVT2cZq0PFg36DEO2vptDRhFN4U5VSdQrKK222ioGzyE1N7Wa/kpCxJmINeioY57AvSaXb4q7nrDHmc3CnE0eQUcm37xeEjLGdSnA+FpImdOFdcCgt/cusK88kEPzm6X+5hGlVYKcTpNtVcKUSwKNUYNBnsLRMXcmvcjiSkZ4n4zIQkx2W0cVh3lIXyWUbNIzRJ8CHDAV7eWeNGcYWAxYff4KXYHiNcv8GA4hReJkmpz5AuRXC2e7ldXuPZXJiH/VoeDZ7khL0fg2aK22kHlfJvY1F/m2HvvyBROkmx/gIdxV4UwkSy2yWWKrK+bUWvCoC5hNacwmkZwKBJ4dYOMp+Jysx7jU1D19EhTJFuSYHfZLnHDNOqTBz2/BKXk7/HudDXSLwWpJyv35P9iHIbDhCvXCRTX8Cln6Zeb7K6EpfsHeG91N8/TKvjp9K4hkVvotdkx6MycenqClvpNPphi0zTqTXytOMVbAUzpUCda+ZVqjJ//gdPNfk/uxQ/JJAudNtiUn1/vdsU/V//63/N0NCQpKG/UwlptCihDb9/4p1MJu/92/0l6OMvvviinOQLzfrdEt8LursA6KJMJpM0l7v/cQUmFcZwYgr/bs9FUNEFnhWmcd/ruXy3EvR2gTeEC/3fJsLth053F1QA4cb3XkuI6MXf/H2lu1ebFW7GrrCVDTPmHqbe9dFBxTF/D8/F5ljNRjhp3gsVFZlCVRqPeBxiqqblTj4pu9Nisvle6y5AF1mVXuNhum0lX/jWFfR6FcNHu3i7QVZf3GbwmJGi6TStrpOdyl5O+MZxvq7jvb8EpfBqJMSt3Lc54IVMyk+7auPx/ce4mk5wLrrFx4enMWcVbC1F0asuMXH4AHb3Loj+ytx1zq6s8UhwAmfQglpTwm1LYez6Wb3UZt/BQZZbr3IlepVYcg+jnh4aWxU0OTWpao6hY3GWSmZmzVmuZbV4XG5+fvqD6FS7J/pa4WW2y2eZcXwKszbAVuk8tzMakmUdB8y9cvOwEc+g0SpJmSoc8zkxRF/AYhlk39RPSHrlhVeXmdrfx3o7Lze3xwNvaMvE4X323DKXd3ZQ2jQM1nX0HzBypfESEeGOrh/iId9BpuxiI9KS9LxqrUGl1qRS3/0qNl+CliV0lWITZtRp5IRUGL8p6HL08LB83Psj3oRhnXCGF7EemkaXY4dH6BtycuXyHM2ykY5JxVa+KB9zasDHvuGA9CMQm22hP5+7vsWeySA+33tvcJVbggJ+k7XSOpq2E1M3iBo9Yk2tK6s84B2XZlziGItWlym3c/Qb98lJ3Fur1i4QLl8laJzB+HqEW63S4NVX5tnJCVp0k0PHFBgtX4Xcw5TT07T6dShVSo4GeqQ7sqh6a4t05Rx1hZse40nOnr/GciSEYbif8b46RuUc0fAEKoWV9808TLfboph+jqfvvErdaKDP/pP0al08/7k/46FH/Xj2D2PSBLFpd2MHX1y5wV9uXOJDw7NyamNsavjG8kvUN3OYXX5+4TERc1Mks+SBroEl6wah3MtkCyNU4g5aVRgazGMI1ph0HcCg9GJUa4nfyXM7mURl11Kr1uXEcHa8l0GPU+aVn09uMG710ok32QqFMU7Mo9C02GP7EGbNrkmj0AMLenu6WJbAXTiFi42fMIN0W4zS8OZWNM61aETGkT0+vBvX9k4lYoqE0ZqIGxJfRaawoHKGi3lK7QY2g44Ruwu/2SLzv29ubREUrucdAfS7GCxqaromQYsBlaomIw5VbSv1hlLGc3kMRhbSSVwmPV1VB7NGx7jNK53Y7z+Xdqoh1kprkpKpVpowqcw4tFbsGisOrQWj+p3BtQAsW+UEm+U4fr2DUUvwXsyloKYu5mJsl7PYuybyxQbHh/qkzvzNx3eJVD1BupGWExa31oNL55HNKlEbyQwL0aQERZF6kUmfVwLJ+3PeQ6kc89txLDYd6UqNg4GAeAL39NsCfIg0DRGrd2k1hMdqksBSNFkMLg2pThWvzkw8X+R6MsKB3hqaqoV9Ax6a1lt0a8cxaV0SXDTqLVaTSaLrOZqJOppah7ZGSVlZxjGmZkTbR1wwZ/xGPvPQcSyvg5udZI4vvHSVQUFEqSnI3VJgNBj4xCePsFO+yfz1GMmQmbpKyc9+/Nib2BoCRFy6vY2tR0NJU2XS1sNGKUmt3ZDTOZ/he68nm9EM19d2ZITlkMvC8OEODUWbas3DSjrHdj7PTqHAmN0lc8/vbK6B3Sx1yOK4sWr1kpUgmkuC4aEpdyHT4PDkANNjvUSq1wiVLzFh+TGaFSvxTFGum61uFq05gc05zEb9Fi5dD4edh1k7v47OeJre8SY6w2dYXU5Iw6fJfb243BbZOFye+wqJVBeFfZJo4EXUWgNB7SDjZiV+8/vp0OFi8mkW81nuZDV4dFYmajE8lSFOPfLE65PAroz6up2+Tb3exaoIsl36CnpFDLXKSrvtgWYvsfLL9PkHcLseYKl0mwP6ByjmkUkhdpOeoNuG02ZgLheSrJEDjj6W80mpwy4ux4g6d6hqLGRbeVzaNm6dE63GwpCxn1ipyrnMIl6TiX86/QSxUpY/PnOanUwUt4hHM6o55B5hyutj2O6UMWJiDRBSBBGJJSRft/M70kBSsD1eia/SZ3TyvuAEmiz8l2dPMzAboCbAuc/Ho4PD0h9DuKL3maxEikXZ7AuYzfK8Wd5OkKvVuF1PSvf4Q+6gnNruFAtESyUCZhPlRguzTisb+cKbQ7AzxLEgcsFFNvq+oI+AzSp/LuIGX1peZ7YvyKMihlCpZDmRZi2VZsrvlWkNW5mcpLsLbbpopC3FU5L10k7H2b9v3/eUJIqoNcHgE2Bc0OnFTTQERL52r93Gkb5eNoWXjEHHgeGgbIReX981ozw82isbHSI6TrADZgPCLFHDS+urzG3FWI2ksGq00rF9st9LrFWWjb79Hr/MTBdAXZR4jxSpDg19h6vlCJ1sG7NKy8k9Q9IIVHgWCFf4TcEUSMXJVivEyyXWqxkcWgOPB0c50tPDVjOG32Cn0K6zVYkxYLUwZe+j2UUOLToNjWxojFpdaFFTrte4kj9NpRvBhBpN14Wje5i5wjzhRp7HArPMuvpYqp2ho9TzsPdBlksvkq7NMWyepd6y8bn1y0RKCmasY4yYhemfCZfBQKX+DfSd7xBX/hwTtqM0an9AUTmOvfU42ztFWq0OI/1ubM46keIrLBVvywQE8sJAcZQeTy/D/W50Og21VpOdUpGdUp58vS4lBT1mK36TWfqVzC28yulrX0OrmOFTH/04dvObWU8twUYon6eYspLcMuJ2Wxgd88n7vlvVxiKNVoha/gArt5O4fVZGJ4PUaXF5cZ0b81sY/SrcA1p8OFleT/PPfvHTeM22v/d096F//IPT3Tf+23vXpIuJe19fn6Sl38WHAlyLWLTf+q3fkoBZJH0JQzUBoAW9/W6JbPFqtXpvCi5KaMLFFP2ZZ57hiSeeeNNjfeQjH2HPnj3STf1uCUq7MJwTOO7SpUscP36c3/iN37jXDBD0dkGdF6Z1Io5N0NwFuBbPTxi83a19+/bJqDZhOPdeS1w3hG7+P/2n/yS92YQ53lsHFwLEC2P1vxOQLl7o3fy391Liid1vEvB/1QO7Xq+ztLR07wLQ7rRZTt1iPrGIy+hgNniEfEPJrXicKbOLZ0PXiBUzHNTvodfhwuMwS325yfBGJ110ll8Lh9jv9dFrtb1HgH6ddqchAfpdTXCxVOV3v/ltxkbtfOLIYywsP8vi2ovsmX0fm61eZpw9BIxvvn/xsQrq2mIqSVe1SU15joBhlBHrB9i6XeBSZoeSu8snR/czaHPK379+8Tw0r9IqH+Pwk4flgSV+/tLWIudur2JV5lE5NHzywMN4jH7pCLwSXiTVf54DzvezGTZwOxrDJ/IyW1UWbt6kblDxr37yJNnKLf54TkW/fZhfO3ocg1ZLoRHlSuq/M2A+wpD5SSKVSywVKqxkDezR+2jUOpwaHSBfr/C/fvNZghYz//LhCNUa3Fh5kJOHRjAatIQ2U0TDGQ4cH+Z0eINRu0tuYO5WRZhTnV9hTZPi1dgVzNYow54xZsyncGDfBeKNpnjT0Os0Mn5LaBwlINdrZH6wQa95m2mX8Bm4cycs73/24OC9zM37I96EO/tWOC2ZBb4eHdFMCIXeitvr4uDIALPD/dLl9G6VSjWZzT487KX3dTOT77cKzaIE61uVLawKP5ZuD2v5HB1lkw8P7iVo3jWwSNQ2yDZ26DPuw6h++/GZa4TJ1DfpMx4hkirz0ou3KdUb0un4iYencTvNbEfOMbfwZ+B5hD7fo+z3+N72PpXrl8nWN0lnrWxdt6M05Zg4bCbW8JDKnUOV38Q38D4GbaOoyiZeevUCnr7rpKxZ9riOcOebTpIbUX7xNw0odftJ1dfwG4+RSnVYXIuR9mY4HVtn1jBMlQbbFxepKxN84qNPoNdZsBZqbEbmcftOsJ2ucin1HHplBZP+IB+aPES1UeBq7DrbjQJ6tYVIRgFJFTP9fVi6WsaDXmbGeu458IoSJlhnV1dxxrUcPT6K0aRmo3SGeO0Og6YHCZre3sEVm0AB1ndvZaqNFjajjkq7yWuRENN+L+8fGyNbqZEsvgHGBdAv1OryfRVTJ6ETdltM+KwmqfO16rUyq/f09gbz4QRBnZnjNgsPHJyVF4v1ZJY7kRi3Y3F2mjmGHU72Bmx0dHkqDRWJvHhdKtlAWM9l8JrMWHRCo17BoROZzV76zQ45rRENDMEayTQSRKvbMr9ZmAy2OkoKrbKcCknQrrVI4K5XaUnVC9K1XQCWPdY+bJp3pqoKE7O5TJh2BRR1JadGBjDoVKQbKQnO652aTLPw6LyY1W9s2sQmVeQcC6dlYUJ3cT2EUaWV+thJrxeNUikjC8XvSPf+TEFO7nRGtZycC32sTquRbuaiuSZu4vtvXtz1pvB7bRilpEBNb9DOszsrtLttBiwFanVQVy3cSp3m2OBDTHqnuZNNYtSqOR8OSXNATaYrGVaXbm+RSaepaEr0W3w4bU7S2RKLmRT+USefPnZQNnAWd2JU1BFUTTVP7DnOhfNrzM9tMf2ghvF9blzKSa6cXWM5miEQdPDhJ94cm3h1a4tzS6t86sRRPJZdOu1ONctyISoj0QRwFyZy362EGdbt0DaR0i36jB7ef+QJDK83TYQ7++VoiL+4MSdptZp6i4DLjUahod5tSwdyi1qHVaOTLuHivKmXGsRWU2i9YYx92/i0T2BW90j2iDD8bHXTbOVvspU3Uu5u4yHIHtusNJ6z6XfIh36fUvEn2XPsQZldnYzlWVuM09PvZGi4Rbt2mwu3XLxW/jZqbZsJ7ymO9JRwGx+l0jbwYvQ5LiRXaHTcPBmc5aCzRbfTZfM0ePvdDO3b1UjuVDYotHKMW/aRqc0RLz+HQ2Wm2nbTbrgJleOka3cILe6n6MkxYdrLkG1AmmIJo7VyrUm8UGC+GCFos7Hf28tOM49Bo8WtM/Bnd55lK1LB7FBztM+H36RktVjD1A0wYPZyJr2IQaPiH44/JI/bi6kVVnKbXFlKEs3XeaJnknGbX0plhFN1ulMlWSsx6w3KiWSsmudWNoxHRKttXsWuNvFIYIy99gDfWF3gmYt38BssfOYDp6Q07Ep0Rzqy6xVqydQZdjkZdDjuGZEKgPvvXjqNoavmnzx2SjaqBYAVbB0BrFbTGXqtVnptVulPIhrbIt88nM/jNZvxmIzy5wKU7uTzZKtV+Xflah2PzSIjF7sKZLa5GHAIPbpgyoi1UDQLMuUaM30B3CaD1LmKzfn9IF2c18LQTQLySo1ctSZ/Jj4PMZXfvRlkE0E8h0uhsDwXDV0Vj+4fRdCyrq3u0KXLoZFeed6LEueMkPgtJpNY1FoymTIvr67LhqjDZeLJiVHZ4BBrzpnQrqRs2ObgSnxHNvm2w1lqHREj18ONtR1WOxmmewLSp0QA0WmnV7LypJZboSBUKhAtFyQ74aXwmnzdvQYrh3t76GorzNgGuZbZJlJJ49Xr6VP3sFlOId48k8IkTVQHLXb2ODygqnGh+DS9RicqZZYTnk/KRvzzO88zl4YZ5xCnfD1czLyAXTPOhK2XS6m/wKRUMmI5Rboe46s7a+QaHd7vPcmoeUw2caLFJIXSX2DSCwbBkwTUEUydi0RKD3M0eIo+v/MedT1evsV6/DvM5/IEtNPs7XHRa3/0HXXkYj0RTZ+dckFe5+ILSXKbBQ4fL6Lp38KsfZBJmzCzfaPZKqbmS6ur1HXzTPafIODabdrfX61mi5s3XiSdKLF/5lF8Qac0Ul66s/sZDe/xkWyVee3WEtF6XBrA/n8++T9Juejfe5D+j34IIP133ztIF5TvX/zFX3zTz0QEm/i5AMwif1xMmf/ZP/tnMgdd0NAFjV2Yuwmq+Gc/+1npgH4X3D/66KNS2/6rv/qrb3ssAYiFY7q4j0AgID14PvzhD0s2tADrZ86ckczu+0tgO2HuJrxTvv3tb0uGt4htE1Pzuzp1kdkuaPPCwO77mYgLjb1gEHy3Ehr8u3nuf6fGceJPBbi9X5P2Vqc/oVe/3yTg/7qT9DrLy7sgPVLY4nr0unx9M4EZLCo/W4ksp1c38GgMbClCqI3wE0On6HWJhfDddQdCz3UxEpZGcmLz+24ltIOp2hydbhOP4dCbTLvEBOnVtYvcOV/lwYeyGK0ZKst7mdus8tgHjzL2ujPo/fErc7GojJ/x2FrcKn6FYYORg65/QKGp45XtNW4uhXl//zgPz47faxAUct/mzlUlzbyT3lE/Iwd2P7dSM8sz4VfIJuusLRiYHAzy8w8eko6ef/iNz9Iz2cePT/+E1Dx+Ze42q4k4peYiiU4d9aqJjx3OEXcGeLjvfTy7uIMWJR/cM8pq7a9Q0OKg+xcoNHZYLqwxn7HhVjjQNdUcG+6T08Y/nr+EQ23AlH0NpyHKqf3/gtXNogTDByZFVFeHS2dX6Btyo3ZoeXV7kwPOgNQ/VesNbmfXubB9k1wpgz8ImVU9bsU4P/n4QZxm433Tcc2bItDeS4ljZH5+R7oxz84Oon9d737/v4uc5RuhVU7PX6SaafHQQ1MEvEaa3aacNGiVwjhMB00VKwsperwuxoZ60Cl1aF6fEv5tKtvIciN7g51aFK+ml1zFwFauwKx7gD0uD0GzhWwjQqK+To9hD5bXJ8B3S0wYbiUusZVIEJ0z4zabcdlMHDoyLCn4wjTvW8/foGK5xlD/VSbc/xCHcfZtz6PTbZApvMiFGxGadRMn9j1Jx7pGp6Pm1UtlWu7XGPPZiacH2LzcZXSsh0dmtFRqr/JKdJOVb5j52BM/yfhMm047RlXRQyy3SXg1yPCQj0ipwOe3zuO1m5mqu3j6zGXGHjHx6OgQ3bqDW9eiOB0mcvUopbQdla6DeegWLutBSm0jTpWbZGUFRUfP3M4qkXSRoH6E/dZ+jk8MMNEnTNPefFyUS3W+8PwFRiYDPLznjQU9WVthtfCCjLEbs74P9TvICe5OxrdSOValS3lObk5vpxNoUDFot8tYPpEf7raYJRj3Ws3vqNUW08qVTFre8pmKjJexuXUshzfZPzxKr9mOz7hLJxTnyUIsydPr88RyRXxKMz63AodDTECdVKoGemw2QqW8pM8GLRbWi2nWCrubQYfOKGNtBLXVpNZgUKtpUKTSTmJU6xgyD6JVGcgJPXujIG/pekkM85myDrLH0v+Gz8O7VLXV5HJ8i4X4Np1WhQG3DovaghkH+o6VVqsrgfb9oFs0y7K1KpFqUUYvDdmdkpouNpYWo47jw/1SwyrBt0bEiqlZCCdIlyo0tV36HTbJeHrb+VOs8tnvXOLoVB+lZlNOha9GdqT7td2dIVLO0ix5MJlvoysF0bZH0RjVXEmHybSr/IPpWcKForxm5GMVzG4FLyzfILvUxlBRYzcZ6R3xUChWeXVtA5xqDG0V4xMKxvx+DCUPI70exJLy1W+/SCXd5Nd//eNYLCZikRy35rZYjKd56Pi4XAdFxas5buVDWAtm2lU4um/g3vWp2WmxUowRrgjfBg/DZq9snLxTlZs5zq6fJZPVUI6YGLE5OHFqXK5vIttaNKtdJgPRSp50IsnMyBh+ixWPwSQBnlj3hLu2YHGIdUR8v1OcYyHyPIroDKNDs9jcJvnzSivLfPEC2YYwjqvhVvqgGiSTK5PLF9gT+DLl2ihLl3ux+Wz4p3f10I1qk/h6ApdhFcvwALdZoFWL0QpPMWos0NW7adnHCLVW2Wmu49T28eHAKdz6BpX2Ol7DCRqFFrdfmWf/w1MonS1i9U32WA+gUnZYSv8hDo2OjkKHSeWggY/10qu49Ue5Fk/RiKh5dOxRlAa1nMALU8FoKc9CMYJNaaRZ7rKTL2A36OkYFMTacbraAnaNGWdGj7O/zma7zIh5Dye9e/ibrSt0FR1+YeSklBw8vX2d7XyGUDmKw+hktO0nM1/loWOjqC0aXtnckAwvIZUZ87nR6VWcTazQZ3TwhfXrMj7tiGuAIYNHUrAj5TwDaiuZiyk+8LFZ5goJ2ajw6I2MuF0SnN8fWVZpNviTm9fkpPiEo5db2zHaehjw7IJ44cY+GwxKLbqoSL7AnVhCAmLR+DK/TosVgP5qSABh5LRdNG2W42mevb2E22zk5MiAfJ8201mcRqM0j1tLpuVjCBq6UatBrVRQzaQ5PD1JpdmSYFyAcgGSRSygTYBxwy4gF83Gd9uTFat1Pnf2On6PlQfHBlncTuya1o303PsbcbyKSbi4/wsr21zcDktndrfRiNmjR61WyimwAMWTdqF7VrKWz0rj2Gm3lxeXhTu7kn39fukTIdafnh4bf71yi4PeoPS9EWZzBz3Be48lmhuiKTGfSrCWT0vDuHK1Qa3WQfT+bRYlR1zDbLXjWAyw393DIdcYtwthekwO/Honc8kIzU6bGU+QaG2Z69mXGTT6MGvMzDo/Sqq2zlY5wsVEC4vaxEG3mmhtB79xCqMiy0LhmwwYxvAa9xOthPhGdJVmW8X7/A9z0juFEgWbma8TTn6FpcT7uZMx0eu8gdvhZsx1kgPuaXltCMeyrG/HwXQDm3OFOD30Ghz0msaw695depNOFvj601fJduoMHgmiM2lpcx6dpozXdIRJ+z66dRUrK3HJNhSDDKdvd98shlp61RvpUoVcRXoQ6fRKeie20es9JEI+wltpegdcBHudbG+l5Doa7HWg9+u4UdzkVx/5GE6d5e8/SP/MDwGk/97fLoLtbgnHdjFZvj+CTUywT548KUHyiRMnpOu6mLyLyDUxUBATeQGkxfdion1/ien76Oio3McI4zjxvMTX69evs7W1JePPBOB/p7prTHd/TroA42KKLijxAmSLSb6IE38rwP9eJVgAYiL/3cpgMPDwww/zdw7S71LfxXT9fs3A3RImAqJrce7cufd8n4VCgT/6oz+S/H4RWC+6M+IDfS8lLPqFO59443/+53/++zqwc4Uy566cYauyIHWGQf0wVnrIFmryQhiqFwh6LETVYbQaDR/vO/G2bNJ3K9ElnItHOdHTh9NgfGeAXp2jQxOv4fCbuo3i41ko3sKggMWN77C9U+OjJ36ZhVKR1PkwM8ODjB96gyYrHDxvJxJYDW10hjKFZghFZ5599vcTr/XK6BRB4zru7iOxkKGn18ngkIdWc4V2e5tEZB/rCxE6xTKzj++lY82Rqa9jUPUyn6+jr+j40msLTDudTM1sc3MrxXT7ER56cJ88sZLVLP/l4jMkomGedB4ib1nm3M0YT0w/zicffJh0tcI3FxZRtJcxWRd4fOBn0arsLBUusph10q7rsbUM8sImDOD+ZOGyzKn+5FCHcvlpvn7zOCg9PDE5wsVrmwwNeGRcTCyaY30xSv9UgGSnQqFTw2ZusdZYp06NKfsgplyBPmcvfc69/P6Xz2DuMfPJUwfpc/5gngkyEmoxSiZbZnZ2AMN9bApRsVqEnWqYIcMIoaXwPSdkMTFodOrUO3VKtTJzd9YxWNX4e83U23VaEsQrJYAXgF2n1MvvtXe/V+qkidz3qnQ9zbXcHPFqAkXXBk07LpVbNlWG7Q4cwkW4sYxPP4JDG5QAaDudYzOVhXaTbOoqNpUXXbuXmYODMk9ZUJSffvWGpP3+2OOztNunSZafY9DxGaz6Nzsci1pcWGJ+6SU8Izamxg5h1w5xbeFl8lE1vgODPLf6Z5TW9ewbP8rHDj8mn1u3cYm/fu6LxDs1fun9v4VF66Nee55qfQ9nly6h1jtRKgYZ8jqxmNX8H9e+Sv2FAvtPTaIeqmHp1kivNsh2VZiadjrNGv6hGgHPOKv563QQ0V0nsRk0TOtdXFuZI75mJOnYpmpp8WTgERQdrQQafqtZuoi7zSY67Q5XL6xhchnYthQ46R3Grn2jy19rFVjMf4tmt8aw8X1UahYShSKJ1yfowk1Z0KHF1MZpMuAyiYm4kVZXaH13ULWUcnLbb7MRcFjl5FxMWAWd/y6NSoAbMfVezablFKyaa0gq577BgGy4Xb4xh32wl3itLN2L3XoTAZOFgNEqgdnVZEiaKmlqSraSGcrdLBaLArPGxZDDL13QPSaz1KCKC8RWKcNqISkn5UGjTRrJlVsiHqhBqVknVk2QrCXRKTUEjH46XSWpRkZqQN1aM41OjUa7gQE9xtf/q+3oJEXyLuguN8pkW2mK3YzMFo7lO5i7Lh4ZGJPUd2G0eXfSLWKXxFfhFbCUS1Fo1tjr9UvKrygB3BejCa5uR6Rh0xMTI/Kzu/+cvba+Iyc3FWVLZiq/1UhO1KWlbS4vhThyoJ8XVteY8fmhHaejLjMdmOEboa+Ryhr4zMwnmFvcoe0AhUpBPFemWm0y5fESq5VpV6torDUG1EES0Ro31yLYawosGhWD0z08f2WZUC5FzzEFAa0Lc8VLNFWgXK4yuResmNi60mBsLMBTH91thN2e2yYUybASz/LJjx5GbVZwLbvBfns/bq2Vy3e2MRk07B3dzZu9W/lGhfn8Do1Oi0lbEK/+zetfvpEgUl3Goxtic6NNKJunmCrTZzRjGrGRbdaYDQbkpLTRbLIwP39vTXu3EkaUa8WXmLB+gGbaxcqdHbxBO/p+uJw9J9cdn0GJQ+sgaJi8d5zXKl+hXN4mUfppwpEsa+dXGJrqYe+RUSxmPTQWuHFnkRc20rhHc0wGH6AYqbCcXKZcG6aly5K3RgiaenjIfhKtQkG5exlVZww6DnluJzcSRFa2sZxU4NQOocNCR/siamUGi6pJp9uHSmEnw5rYMpFtjUjRZ19lH9GtnIyCcthNZFollkpx/FqbdO4X+d4CTK7nsjL+MFcJYTDq8NucmBU1CsU842OjPDV0gr/auIxC2eHDPQdoNZSciy+jVSvItEO0FBoOufbwhH+a5Y0kX3j1GpZeEx+c3SNz7sPpvGSH7HTS+KxmtlpZSa8PapyMmfwS+C/k4xz09PJgcIDf+8qrrJZzPHZsD0d6eum3294GakUT8U9vXZfNyV/YN8tWLs/FjW2apRYmi04a4B7p7cGk1Uoq+e1oXL5WMQEX69Dd2sxkmY8l5IR+3Ove3c/Ek4Szefb43KzGhDdHRja+DvUHyZSrrCRSjPvckvreaHfk2nk7HOfsrQU8XjcHeoPSwFFMyeW68JYItncrsY97bWFLGvhWlW3OLGxIh3gRsyZYBAIsC7aTeO2pQkUy4SQrLlfG7jLi91oZdNhINyvyMVezGU709knderPTkTnqYsLr7OhpWLtsbqbxO6xUdW0mHB4KjSpf25hn2OhEg1pm1o9ZXHKNFI2I3VxwjWxUXk9FWCokd/XaSjU3kztYtBr2O3q5kFvCY9LwoH8P+1z93MhvMWEN0mNwsJbPsJRN0mO2sFETwKGMVdNixvFheY5tlC6gV/XyaiwmpZD95iwatYMeYz/J2ivUmmEmLA+CUkWi3uSZ6BVMKg8z9sNM6HqI7GTRaP93TAYLvf7/FyuZRZaS32KzPoGp1Uczp8WhEzKCHgb9OrKVb1Js5Ui2e/FqG4xa34de/faG6I1rm5w/s8zYngAPPz4tGyGCibpZSHAl/nUaHQsU3XgrXvb290mAfpe5WGyEyDVWJLtOrTCytZpgez3B4JiPviEP6VSSG3MvYDIMMLl3lly2zNZmCofwihrzYTS90UifmNyDWqn6EUj/IYB0EXMmptqC7n5/CbwojN+2t7clQBZg/K7Bmpi+309jfyeQLkpMzwWFXWSoCxr9pz71KTzv0Gi/W1/+8pelwZygu99f4vE+97nPSZ+1xx577G3U+vdab9W231/S3Fv4efW9IcP9Hw7SxQsSXYu1tTV+8zd/k89//vNvm6YLaoF4s4UD/P3di+8F0AU1QnQdBO1ABM0L13hBYXgv0WjC3U/oAn75l39ZAv3vB6Rnizl+8bf/V7xGPyO2MdxW+73c8s1KjkS1QLi1LQ3GPtp39J6e8r3WejbDUjrFA/0D92Ky7gL0ZPU6Xdp4DYfeRgdK1GKsl85j6K7j0E9y5byHhUSSR5+YZMbk58p35thzbAxbwM6NeIxENYfT0kCr6dBj6GEl/2UsKi35xkkabXEBaDPp8DLucL+RoT7uxO64jEZ7DKXSLbOvC6kUTdMWw4d76DHtk5RWMRW7kt7A1DByZuEsDeMC+5wfwZ9xMzzmpW6rMpdYJ5/cplzRUY1lGBwOc3VtgkKly0eOzvC+vVOcCd3iZurruLqjDNuPYLCvsFbSkStaMDa0nBgYkLTez965LM3aPhw0Y+ALpCuPES8M8Or8hqTd7ff5aDXbHNzXL/Vlq3d2cDgNJF1JvrI+Jzc9T/Xv40HfAZL1RVo1BTs3dDLPOx3P89z1JdKmrswuPTX2g7E9xGm0shIjmSxKoG406uTPQtUt0vUk45ZJ9AqD7Cq+dUMrJtLXr29JcD89/UZ0n6DUShDfFkC+JsG8+P4usG93WygVKvRK/b1pvADu4nuRBSq+qhRvPE68Fud6do75fAiP1s8Jx1GpgRSaQ79ZQVe1TbtmJ5+3ys2PoDDuzMeod8vktAscHn+EoLtX6g1fvLlIaCXFT3/oCI7XwU8o9zfkahcYdv5TTNo3FqRyuc6rL82j0ofZdxjqaiMWxQg3zqYo+Xco1uxUtnOoBy9h9OzhqPcUQ6ZhVpe2uPT872J/RIfD08Nhz89SLGxx4fZZMu1pBgei7PM/jE3vlQvhb/6nP2HdnObffeJneSW0zCsLN/AqOnSUDvQuDcd69+Mzg0oZwqV3kG8skqj0UK+7CGfSqKNpFHU9Tzx4knPN18g1KvzD4U9Qb0K0UCSWL0kH4kq4JI/PB09NsFZMSZr2YUe/1IjvasZLkqaebl6n2t1C2RzFpZu8B8YFRV04k4tN5ltLsAIuR3ZwqQ0k8mU5vdErVJLOKTbMDrOBmqJNqlnBYTTg05jYjmSlSdlo0H3vAnb/cVZpNYhWipJOma1XJYXdb7TIHHfx3A+6esiJtSC8zq34BvlaC7MAS06HzB4XWcnCkE1QvzeLGVbySVRdBYMGJ3a1cXeiLUB2rc5SboM7uTWaLSVuTQBVV0+t3ZQ06K6yg1rTljdULXQaJU6NGZNOhUErJkYK3AYXfoMfl95JplHhG0t3aNa7/PT+GbmZvf9828hnWcwkCZisTLl3Y73eWjvZAq8sr0sN5Af3Tkht7N0SU6xLKyFKwlVf3eGhocG3GcmJTfp/ffYchW6DHz+8j7XUCmZLGUdzlOXyy7gcOjKFfWwWBKVZjaWh5WePH5S61u+sr+DRGNnIxjkbXaOv7eJXHz7J5laatURaTjHjiwnymTJ7H+hntb4MVQ0Ko1fq3occZq5vXqdYVGPUeIhvZ6lEi/zETx/jgaPj8pi/fG6FeLFColZk6KSDvc4+eoy7Mhlh9nXhxqY0Le3zvzFluvv+hSsZlotRaSi5xxqUbIhUPUSytkWvcRKLxiXXpksL22zlcyxHEpIV8FOPHJQg7Z2OtXeqZHWRlcLzklniMew28DLFEs/OXSbJMieHp2SspVqho9c4/UYjqrlCrfI5DKZfQ6UWzacu0UiGM09fRee34+hR47Jf4ny9QzVfoBPqwebpx9MXxtnZw+WNDbYN67jqVj7a/xSTY32k61dQK4049W9M9FqdJs9852nMKjsPPPYQufoK28Wv41HbqHeUaLGRbilJNW/S6MyQbFQ5aH4AncIoJ3HbW0mMgwZiFDGgk8dCud6UE1+XzsC41clS8zKZcolWzYG1pqdliJEsaLAk3eRcLTTWDkG9G7PChJh3iF6+QdNgvhJmyDTEU/4Z2ZBdyCYJJbMkFrLsHQjwxKk9EjBulVJcjW0TzhSl9MeiMPGR4SlGvS6e3V7muK+PXqOV59fXZYJI43qeX/nkg7JJ/9YSDcDP3ZmTDbhPT89KyrdoZg07ndzciZJOlSWg3jsYkCB8OZmix25j0ue5R5MXQPdGJCaBu4hWc5mMlOpioh6R69iBHj+RXJG1ZIZuuyMZZXqdGoVSwcG+Hrk2Cl35nXCC+WhcnoeFTIpAIEi2WpN69QMiw9xikvupFp17LufCcf4u4K7d9300UyCZLTPW52YnlUepVtDVKuR0f9DpkNRzsY4J3XlGeIhUG3Ka/fC+Iab6/aSEuV00Iv1nKp0GVrWO85EQM14/+11+lsMJXl7dIOCw0Mq1SFPF5TXTY7TK9Vc07HRalZTLHPIEGbA6SNTKHPH3SgnAW8/PC9EQ39lcktIU4Wt0JxumUG7Rb7Gy1tghYDAwqOnDojOQ6uZ4NDhJn9khm6Y3kjFi1STJ9suMWfyYNRqOuT9JvhEhXd/EpTvA2cQqyUoSvTqNTTfAkMnGavFL+PRuhiwPUWrG2a5qeTH2CpbqIIqqj4f7xhj3hymW/wtG089hN36IaOKznA8nWMq7mPUfpd8dIF2pShO9LqKJfAGVzoVCoydgUDNu/ygqxe4go1Zr8MK3b8nz6JH3TTM6/vZozI3wEmfX/5pCc4ym1cywc5Bhm49es/We30i2vkSuHCa9FKTdVDI10y9TfNaXYyTjBfqGNTS7N4iHhtDp7IyO+3A4ze+IBUT9vZ6kJ9IM/xAm6esCpHv/9iD9/19q83W6+7tFkQtGwe/8zu9Iyv3fGUh/L+Zx4kIruiQCoE9MvEs0yVtKOPSJ7oiwshd6BTEZF3/7H//jf3xbB+StJSbvguogOi2CRvH9gvRkMcWf/s3XqRUNjPZ72DcekK9BbJrPhtdIE6XP5OGDPYf+1rb6C6kkoUKeB/uE46XmewL0eqvO+dSfYVAkGbV+CJdhhiuxLb7x7RucGB7mqYf3kgynOXv2Fkw5MdqamI0NeowBeg29hCtzzGeeptM+TI95llS1is9oYr878KYM9eWl5xgbc+DyPCp/li5Gee36C6hLOob9s0wcHLv3+5ulFHPpm9yJ3EKn9KHe9GPVqNHp6jimTVSzZQ711nCZj/DX53+bxY1efu6Bj3N7OcStdJijh4cw2y4xH2/yVN/HWIpfYV7ElLQGaJUVTFrd2LQ6zqQ2adDmx/r76bV9EaV6Pxr9BzAJ7qcCvnDhptRyDWgtTI0GMDs0fGftEq+evYl/xsJB/xSNuoUZb5COclcLIrTX2xsZ4rE8h44Oce38KjU9XMkkJLX4o7OT0vjmB6nV1bic6u+f6SOl2KHUKu4CdJVBbmiFOaHQu9zd0IqJ340b21IPf2Bm4Pui24tcUQHWd0F77R6Ar73+fZcOaoXQ0u4Cdr0E8HpS9TQvxi7Lv33MdxQHvVzcirCSieBzppnxjXHAOcONyxty09LuwNA+LU1DBLt6P+c3o6TupPnAA3vx+3f17feOj8xnKTeWGHH/L+jVPvmz61c32NxMcWC2H09wRU4dxIQykvLi93jIbixweN9hrIEq5xNfJdsa5wPBx/jaf72C11rmqZ9t8kp6E2NnkNs3g+wfWGZ24kkUGiXF5hYB4ym++Y0rXDy/RO19BgmU7RULdypbDHk0fHTvGH32IZkZPWOfoNpOEq9cJ1GJEU9VmU8Ooq50yJcz/NgJG7M9T9LqKvjD1a9gVCv56X5hBrcbc3V5bpO5xW1aXtH4qiFCIULVDBalHq/RIoGzmHwLerWY3Or1SWLNV7Fo/IzbPoBG+b2dY8WEXLj/Tjt9kvYpWAV7/V5i5ZKkW5eqdWwKvZRz5Es1Do32yE3kXQOxdzrO7pYAqxKwVwqkaxXpLi+aEUecfQyZnFQENTWywoWtNVYTVWptJb0WGw8EB6TGu9kS1OU26VqZlMhU12ikp4XLYCTWFBP5Kv0WNxZdl3wngUVnptc8gENvlw71YvouaLTJepbtckiyTEQTodkRzSYLTp0dt86GR2eXtEOhy31xbUWyDz61f4aA2SY3fzcSMTn9OuD1v22D+9YSdNsXFlYJ5wo8tXdcTgfulgAT55e2ZfSXVkynBgVlX3UPrFyPRaRxZTSU59CkFYM9SyLuQGfepkEMUkdBr+PV1BYBiwVrQyvppgdGhft2njM7q7htXZxdD1+9tIRdo+fYSB/hUFbqT8VntjK3CcosRx7cQzGjx6szknFUKdd38OFmbbnFcL9L0mpf+M4tioUaY0f6GQg4cRsNFBNFrjS3GHb4+YXHT73ptWfyFa4thDgy3Y9N8GTfUiLmTwD1nUoWh7aKWdNiyLQfw32a//V0hq9cvi0/a39Xh0+pZ/bIMGaL/rsea6LStVWWCs8yYnlMpkYI9tB6KclaMYpOGcVc0BCJ5An0uDk08gBK5d11sUat9F9Qaw+j1e9el+5WLlng5ul53PtWOFvdIFxVoG/bCHSPYUyvY7KbKPXaWS/dQh/p8pD3cTptLU3lDv6hOkOuR1C+LicT5/Rq6Q40IXmmSs+Eh7LnGWwal2SWGTVTdNCyVr5OGx/xppFjzqP0Ggfu/f2ZpSXOra1g9jrICndojVbqvR/sHUCn0vCnK8+Ra6wxZpvmEd8BQtV5rmXCeJqjPHNzlXyzypDHywF7Hxa9hrV6BHVNzY3sCkaNjeOucTSCRlwrSNNKYRJWKTW4dGUDk1HHxD4fG+0EnaaSM6kNVB0Vx8z9NOsdFhtJxq0uHMLssFZi1OnkZE8/ty5vSUrwB39sVk7RBc397jT96bVFUtUKHx+blNnnomErHnclnWbK6yVgtvDqnTU2MjlGelwc7Au+SYojmpVzO4Kib5Bac3E+CUnPrWhMSkscRiO3I3F5/Z4KeKnUm7y0uCYjTh+ZGKaj6HJueUtGtLXabUmJFzT4ciGH0+WUIH07XZAgXvgAiPNCNOiEZE1Q7UUcmnjO4iac24V+X4DUlVBSmrSux7MEXVYme73Sm+JyaEeyaDRtBUs7yV0KeqMl6d1HJvpkzrbwrBG3Yq3GfCIlhy5Cax+wmlkuphkzObHVNLIhdn51i4DbxscO7+VmKir3kSN2p0yfEX45eo2Kzy/f5IArwITdzZ10gr1un0yheGsJ6vvzW8tkK3XpE2I0dOjUdNzJRigocjwUGOQB914WsnEW8jvss/UzZHNJCUKuWePp0PO0lWvssdnZZ3+YgGGSrfJlLBofepWfi8k1YtU12m0FarWFAVOOdO0SU7aTKFpuIokSF8RjGTZ42PsETayMW31Ymv+ZUi1NNvsr1MoF/IFLpHX7WSiWmbTOcMApzg8FqXKZpcyLxAvrpFvChC/FoKWPadf7KCfLvPzsbcnMe/KDM5itb742FotVlpdjkpHkHcxQ05/Don8fa4U8uq6PYr0rP/ceixV1vsXm9gXsHi0z40+STpZZWYjK+/b3OghtpcgXQ/QMZBkZfBLV6xHG/7cF6b/+QwDpv/8jkP69aO7CfV641YvB8B//8R/Lqf79Ja6PgvIvGurid//OQPpdLboA06dOnZJcf2GDf3+J0f+7jf/frcSF/jOf+YzUBdytX//1X5fmA0K78N1K2O+L6b3DsbvQfb8gvVwv8u0rf41bPcrKcklOakdHvDy9eZtIO8SMc5DH/Qd+4Nw7Me0WlO+TvT3kG7feFaC3OhUuJf+YRrvAEfcvYtIGWc4npAPylNbHl5+5xsnDI+BQc+n2TdSdHMeOTjNiGcGkNlFr1fnG9v8XdVfJEe8vsFEoSb3QYe8bk1pRnU6eWPQZ1lbHmTk4SV0TIdcM00l52LndoFuucPDxfdg9uxOoejvH17e/wNVkh6PmkxwP9vKXl06zNZdlz0gfH36gTK/zJNciX6XU6HL6XK8EiqNeD51yg6vZ19CMZLE3D6JRKXDY02xn/ISjNR4bHuEDe8d5LrJMvFHilycPom19TqTxYjC/Wb4gnFE/f+4G6XyeljJPozeNRWeiP9PLhHmAfbOD7BTznI+fY6/bxbhNyAhEBmKXq5fWcXssOJ0mblxaZ+JwP99eXKVQrfHxg3t/YPr72nqMa5EbDI46mfEeuKcrFyfswsKCbCaJDa04j+7c2aFabcjpu/p105ofVjU7TQneJXC/N4HfBfCVdpXz8Tskqkk0XSWjplEOuPdK1/a13G0K0QbB1gQOpZn9MwPy/bqVvsxiOoRua4A9PQHGp95Mo737Gjdzv0u9FWfU9ZvkM0rOnVmSfy80rbV2ibmNL3JjtcXUmAtFaAh/nxFdIErAeJhE5RLX0xe4sdFL8Zkm/8v/9DGUpm1uR1/gcjbLrPUkj07tpd1eR615lI3ieRY203zhjzfpOzlER6/iemUNT13FJ6YOcVl/k/f7hxm3jhCplvHpXQyYAmwmt3lx4XlMuiyNWg+LO0YeOzpEwxBi1jGATT3O7XiEb0ReRNsBf2sP6XiN2Foa34Qbr9MiAZaYColNdrJR4gMje+h32PGYTW+ij9ZaRZYKz1BvF5mwPYVNu6up/W4lHJcFKD/V28/cTozXtrawmfQ8NjzMoM0uM4yXd1L0um2y6SH0k2KTKlzjxRQqvLnB2Ni4lCVI53JBKX994i2+ip8JHWSyXCJUzrFaT+PVmpm2+fFbLBIspBpxLke3WUhU6DQ1jNnd7A162dsbYMLvkvnbYrJ+KbVKpplnyt7DCdc4+tdlQILpkagJz4MIRpUZj85PpV2XJnCtbguX1oVb58WkNkuGQrJeIFZJE69nydSLMkNa3dVBR8VyPE+yWGHE55Yxk8LJftrllVM0YWan/x7XGnH/ry5vcD0U5YmpUWZ632hUCpBwfnGTYreJ32nhWF+vzKQXMWOiSXA42MOZ+Tus5G/w2OhDKPVpzu+8xITpg6CxSBqwE4OkTdrtBi6vbvPRfVNYrUqe2bzDiDnIY/3jbKYyfO61OU5NDBBPlXjm0gL7Rz3MHNBy50yK7J0Go6cGcdlU5Epb6PqD+Cw9+BQG5m6H6A06Wd9KcvHMMhN7AgxM+Alnc1xbXcbc1aNq6fjgI3t5+MgbTVVRm5EM29EMx/cPSsnAW0s0ixcL11krhjGrh9hrH8Kjt8pj5048wU4hL7PSN7bSlDpNNNU21raamcNDGE3aN61p91emtsFi4VsMmx/Gb9xHql6UNHsVCjy6DGa1kmZXS6XcILdgQa/XMXmgD71BS638JTqdBHrTr7/tmitA1GuLz7Cw83XillGO9Qywz/okhfwmc8lLXN4wUS8m2Tdu4UPj7yM8X0NratO03qEcHWB8ZOzeBDlcWafYyjNu2U8xVeLc2c/Rc6iLz6pCoXLKtTtcTZNpJMl2hhg1j7PfPnvPXPblyCpXY2GiiRKUO+wf7eFIXz8unVGyPE7H59HpIkw7ezngnEVBhe9EX6XT8HE7XkOvVRComegtO7AGzGx0okw6g1yrzZGsN/mY/xSlapclYS6oNWESE8gu0kdF1YWL1zfZVqWlxvZ2KQ7qDp8aOYiypeKZrSW0TSWKioJiq8Fej5dJrwe9Tku5Uuelb91i8nAfTo9VNt5E0+tqcod4ucyoxUGu2pCu3uLnlVaTPotV+lDES2Xy1TqKZkdSsQd8jtepx135b8IcTqwhbpNRflY7haKkxPfZrNIvJ1etS5aW8NqI5ksyNtJqMBDJ5mXcpWiODXockvIuwL+YhotJeDyRYKS/V+rvRVNd6NEFNV7ov8Xv323ICd25MDgV/777tc5WNIvc9ijBZ7My4LFLbwrBEMqXqlzd3JHPNWizoJWNIgWDfqfUugsKujCCFE0q6V2j0ZCr17gQ3qbaaTJhd/HFG7fl/sXbMeB1W0iqquhVamZ9Qa7EwpJZs8fp4WosIpscZq2Wr67dkVn1M96AdOcXzVCxpr3VGXqjmOF6Mkyp0uJOJsqQ08wj/kn+ZOkcm+UkJz2jfGL4ENl2gY1CCr/SRbpakx4aZr2aVzJfRKvsMm538FTwF6h1iuxUbjFkPk6jA68l5sk2RHPHR6yRxaO9iapRw1A8gs3ZZI/vBF9LvEimscMngp9kKVegllljQP3nqHSPs6f/V1C2XyDZylJiisV8Ep2il/2vGxoLJ/ZI/o+ptG1Eqw4S1QUi6wE2FzTs39PLqcOjUlolkgrE9bTRaLGxkSQazdHX52Rw0CPTIkLF5yg21nEanyJSizFoHKVUVXLh5hqhbI7RIS8OW4x2qoWmMMjAsJdisbY7SR9wyXi2evsGrU4ei/5BFPexDO/Wj0D6G/UjkP6DG8aJEoNjwTa/Gxn3d6pJF/R0oTsQLnnvhY7+vboSAugL/bqYhN+tP/mTP5ET9nA4/F0n+8KMQNDu/v2///ffE6SLBoO43a1jx47J/7945zSpxhYWlYfYlp4XdpYo2lI8NTTDA94pfhglp3GRbfLNm5KiGTC9WYMuqtTYYSn3BTKtJic9/xCTxkGoLKJjopzyDUvzpnO31/j8pSscPexg1G+ldqtBwOJn8ug4+XqV53deoN05x6OBf8B60Sy1d8f9fW/TntVrZ1AqHWyGrKylrjI67qXfOoNGaeTm5Q3y8SwaBRz9wAwKVYeV/LdZLGZI1wYolkT2uRaf2sHzL2+RXV/h2Ek/akcHNYsYux+j2VDx9IVbuN02jk9aiJaeJbbZw8SDe7mRWWHYNkqxoGbS4kGvVLNUTFLSNPjV6aOYut+m3dpGb/4MyrdMICPlJM+FL/Hy0gKdqJ5PHT/OBw8cpl5ryk3s/kMDVPQh5jPbaLojPNQ7cu/iVyxUuXZ5g4NHhoiGMlTLdfYdHuTlxXUubYR5aHzob01/b3YaLBcXSSbKELUye2AIm834jtTQpaUomUyJQ4eG7umr/keXpIzmi6zF02TrRbKaDEZjlWo3KZ97UBskv1Uj1tkk22hiNU0wGfDLDU6+2kBbjKIpWnnigUfRq9/QSN9f4nWuZX6bVrtKYv6j5LItHnh4D1mE82+KSniNIU+STMGOq0fDzPCTFJthco0t/PrDbOa/xhe+dZUkYzy4/wROlQFr6woFzRoNi8h6f5x2Y554TdDqTFw9+2W6nVGC3jEUTciq8uRdeT49c4TNcoT1YpyHfAFGzfuZz29iKDnIpOp0OkW2Si9j11bJt0+SVqvodopkmtvYamOYNCYK2iJKXRZtt4E/MsSjx/ZKH4S31svhVQrlOhb0EggLozeRie617AJ20UndLp8nUrlGn/kYfaaj3/NzemV7Q27Oxea4x2SlWK5Ta7VRNUGNkkNjvTKJ4C4IzRSrpAsl5lZ2uDG/xt7xIQa8TmmIqHvdNE2YJL2h7Va//v8qyu06z++sSmq6TWuQrtyCRm7Xqtgph/jOyibZopJJc5BcqSo/96DLhM7WwmM1YtVYSdaq0uV4zOqRunXxO2Jymq6nWC3NE6lt49C6GTNP0WPolwyBdytBrS80S+QaBTKNAlvFFOe3d0gVGxzu62PWPUS7KwzOmtI8T0wCjcLQTqOVXwVwF/nI4qv4/7vr3lwoyrN3ljk+3Mcj4284AhcqNc4tblJWtOh12eQUShgr7vX6aHQq3E5fZmWli1bdxdwzz4j5cZ5bysn38Kem9hFPFnlhfpXh4O7G/jtb8/QE9TzVe4BbiRR7PT65CT99a5UL4TB9Vhs2nZLnNy4w3TPEpGuctdsRbrw2j/9Qiwf2HKFbMdPt0dGgg6GokJPBsSEv33z6OmfOLHLyiUly+rL07sjeKZKq1FiOZZiZ7mN62M9Yn4fBgEOC3BvLu47Gh6b63nTOtjoNtiq3UKGWFPdItSDN5YwKPeUSUtZ1qCcotce5YpUL81vURERfU4Gu0mV6po9QeP1tdPdsfZvF/DcZMJ2U1PKlQoRkrciY1Y9RGZPN3rZil53SbzpApwWrCxFS8QLj02VMpm9jMH0Gpdr7JhbIRiHL9dRt2q2vU6/24cpqeXD2x1GbDVyIP0NTEZCNoXakSX3Jit3Rw/CYh2zhAlaNm4mh4zJTWRhfekc0xFvbEqALplOlGeXi/O+jTfnpOVDEathHoVlmszJPtt2DSzfESfdDdLoK1nJpnt9eZqecx6O3SJaJvqSknapjH7ST69ZJNtOotSJmrUbAOIFf4+frO99gM9el1XAStJmZcvqYsQ6wdCfCVieB3WNmM5bkYmqNGccYTrNd0sCnnX4JkAWQrNZbEnwKdsmVxDYL8TiVRh21Ucm42YcCFbFmAY/MiHYiVCB9RjuNWotcuSonzx6rmVy8SCpW4NHHpySD63osyno+w4TdI9f7AbudcKGwe067XZK6LujtAmAKeriYkEdSeWKZIn63hUStIj/PIUkd11Cq1VhNZaUbv8OgZydXlH/T5xDArSMbZqIxLtZG0SgTE+Y+h12CW41GJC+I6biWXodVrqPJ8Da9Q8NspfNy3RrxuiTQX01k2EhlpMmcAPbi9YnnIWjuYvq9spPixoZg7LSwmHSo1ErylaoE9EJ7ns6Xd+nyCNZYF6fewEjAJSfwVoN2dzqv00nHeHGuibhLkQWvVCn48u3bXFjd5lhvH2cjWzw2OMxPHzogGxvnI9vytRz0Bbkc35Fr4X63nyuxHcxaHXadju+EVhg0OzgR7OdWMi6bjYf9PTKG7P4S5p0r+RROtZEvrs7JmLafGj3AF8MXWM4m2GcaY4/dT0dTl82RQ85BSTmPFUssZBdZajyPpqtn3DLLh4c+QKaxKM2J/YY9cs1/LnqOTqtGNmVkvjjHqEdQ8mcZtB2n1s7h1M3w+yufpVmvM118jKKphcXyAqPmLfpd/xSDyky58iJFxTCFjoVCo0WmZsStN7PPEaDR2iZT+jyFxgGuXtuipg1zePhncLl6ZVSguIlju1tuU0pW6HPamZnsxWR6Y98njpO1wudQosGqf4z5yAKNVQM+p4fhKT93tmJcX92gYg3j1LkwZD0ymWVyoueeoa/waynVzqIU8aG6Q/+3Bekjv/aDT9LX/uBHk/TvVmKNETp3oa0X77s4ZkTE3P0lBtXvZqz+PxSkC2De09Mjb0Kf/t1KmL7ZbN97MimE9SLTbmVl5Z45gKinn36an/qpn6JSqbzr3wq7fpFN99/+23/jV37lV74nSP9X/+pfvc3Bz263y8duKxqUtDHObN/h4k6W6c44P3n4JFpVW/6e0MvfbSqIEq+tVCpJYCI2KcJAL5/Py38TH47YEN39XRFHVyoXiVeusprPYjceYsJkk91D8btiM7WTf41k/SwNdQ8+9Uk8ap806lmoZ5jQ2GSEzlohx2o5RFQ4ICc1/NqHPki31ubSt6+j2eOg7NFQbXyFMbOPWutxKt0u+y0uORUSz0+47otbtxPFaNwiVR4g3dwgH9OjrgQZG/fIqa5aqeXC6QXK6RxWrxnXbInF7G128n3YsXK9EqaW0dDfcXNgQEVsaYmbaQ3jE0s8Ov1T+C1j8oK5sprgC5dv4R69xpERG/nbRwh3r5P0eJmPt/lA3wQ/OTbJ6Z0Nnl9b59GeMY4FtjGqz2Mwi0mK5957mFaUeD58ge1KjH6jj4f8R/j26XWSsSK/8clHsJkNLN3ZJlxcZnTGgbM7xmuRKEGThUP9g/eO11ikSDZbYWTMxY2LG0zPDGFzGliOJvjOwgZDPjcPDwbltFSn08mTTZyQou5/D8XnK44d4Vop6OOh1gZWQdnteIlFC8TjZSYn/TLnXlxkRLNJGEiEQllSyTJHj43QajXk/YomlTCguNtAEvcrGmHi78R5JI4RYbohymg0yp+LXMi7vyv+TRyH4rmKfxd/e/eYFbTBdeEknsnL//eZdPitJrpKuFOPYW6qaHeKnF+akxRuR93L6JiWjq3N1VCXRLnGmIhzyhWx9iaxmwJYdC70agPdRheNQovT4qTbBGVbiVqhYCv7X4lHSqibn0YVsMnj21xqk97MoTamcAdaWIIOyXAY8TzAZvIy9W6WlasGLi5/CdOUD615P3qsGGpNxgK3matk8dmcjKgn6dZC/MlX1HSqCUYPQp/5FFPeAKlojkvuGFpNk1O9wzwXvohLZcSncLK+0yVUjKFJW1HptVS6OzhdCwSs/dRUR2m16zisSbmZ+/DAUyRyWS6mNsguJ6laczw1fRKv1v2m814yhrRqvrN5m4P2Hsw6k9Swb6cyMvZn0OfBKjeqOmrE2GmfRdk0Mah/FIvR+bY1IpnPSWmM2PS2lEpcKjVHfUEUKjXP315jK5Ph0GCQ42PDdFpNySCS763Zwvm5ZZkmoOmW0To8FMtVRoVevdf/jsesKHF8i+MrU8gzl42i1GoIas0kK0WStTJ2q41WLceNxBY7hSZPDU9RqBZZSqZoVjRYlAb6HRbGvS6cPiu34tu0ug08RiV6fYdGrYFT48JvCZBtJImVQ5iUVkbdk7QqHXkcv/WYvXt8FwRdMpcm223hUHcJZZMsVxI4nTpG9W56DS5c0ohJS65clhM/hV5LtlSiWK9JLbxGp6NTb2BQqXGYzBQqdV4UgNpp51NHDqJoteV5ly3XeHk1xEIxwVOjw5wcHKKjaLGYuYRV7SGVVXN+51lchl4stjF8dgeZnbzcxB8e7iNdrPG589fo9WjJq8oYlXacViMBvZmckLNY7KzsZHjx5jp9E3a8jjKZaJtWwcrRvX2sJDe5vbzI5mVhENfDo7Nj1GttTKM21lNJSLZ59PAEeq2Sz/7hKySVBR7+6H6sJT3b4QzRcA6VQSNzx8cnfPL5CLMsv8NEv3c3Js9h1jIYsMv3WwRKLKYvYVBaGLQKjbZCrifC6PRcaodmt8pxbx+jVh9Wi0Ve10S05HwoTVMD5kaXdrqGRt/kyHERA9fdNcTUFplLfAGvZgaVdpz1ShJLV8OoyYvGkCNdXqPZNkla86TnBMX87roq1rdMMkkm/h9AeYSxqZ+i1W6SKBXZLucpKrsUKhEq3RcZNbvwW/dSXFGzuFZFN1PColMQaVQJaE1MOIN0s33cublDvhnF2lth9Y4DRQtmZobI5nNsZzfZNzbOWP8wmVyOVOubqBV2urnrlEpBdG4nJU2cTKdBpTJIr3KKGlrWs0LCkqPRbePQWDAqVNhVepptSKaL1PM1DD4NeqtI7sjSUICp1U9as0qmnqXd8BK0uqRefVTtlY2kgqrG9dVVvAo7l3XzBPQ9GGoW1MLbQWXCYzVhN4o11oDJbGIpkWA9n6asrOC1WPnS0nUUeTVBsxujWY1VNKq6GtRqHYNGCzadRgJMn9NJIp2Ra0Sl0eb2uU0Oz/bS6tFwNZ1kyGSlx2iWDapQrYpVoaBHpDzkCtQ7XQZF9KOgj993DbwRjnFxO8GEx86Do33otFp2ShVubofpt1lRqDXERMqBQUup1mQ+mWNue0dGRwYsZkwGPYMOiwTy+UabSLYgm40CFD8wNUK9WqXWaHBnfYupsVE8Rp3UnYfyFSlXseuF+7uYtFZI5Ysyrk00lTRawdKosLidwmTQMTMimCl6qT1voeLm+o4E6+K93T/cx9JmhHCpiMGqZ9ztol7bnch3lGqyxaIE9ZVGi7ZCSen1/WipVCfbaUha97DbQdXQYcbl5ZgvKONbd9o1aDQ54PZyJ5+R7KMJo40bmQQGvQGjSsm5qGhOm3lyfIprWxtU222OB/txmEzyGnN3z7GYiUlAPmp08PXEokwPmLK5WWxtUe906OsE0Cm15BUVRqwOTrp2vUSsNht/s/rnRGsbVBsKuvUTjJvsOC1RDvkfgKaWW2vbvJI/y7BTTLXt3Kw+jUOT5yHvx2g1ahQzJsIpBZf1zzNs7uET/o8T7qyymPgzhsy97LH9GmbtDbYLYZSqfWSoYVG7CeWaZBtVjgSHiax+mZXlJZT2cfbNeInXYowaPoDP4qOQr3Lp5jq5Rh33gJNqt0m308ZlNDLg8aJpNmXTVa0VcpnPkdtyk9r2YRztMOQcILpYlizJ3n4/y5tr5IyLGBxjKPUuTCgJGM2MeHxigkC9XqTWfg2nfT+18q6ZoZDXipvIyRZr2N97kP4Pfwgg/Q9/BNK/H9r7448/fg8f/jDr+wbpAqiIjaRwwvs3/+bffE9t+qFDh+Sk+3uViGoLBoOSOieyMO/W1772NT796U/fW6zeWt/85jf52Z/9WVbFBc7rfU8g/Z0m6WKjezcn/eWdO3wr9BIPB/0MqfcQ31Iz0u9lsOcNLePfpjrdFsnqNfm9XXuACzsRSdec9QtTnDbbpWckncekPUa5q2faeoByq8Fr8Q0m7X4MSi3nd5YokWLC5WPcPMy3nluQObMfemIf51ZXuXVzjZPH9TS057BqPkaiYuLB4CB69VujwdpUq8+T62iodtTYVON0Ghbmrm1Kallw0CV1WZFIlvBaHJ1yC+fRPBX1OAqViR6zHbvSzV8uXuOxvhEeG4iwErFz+rUzTI56Wdwe5tS+IY5OD8jN9lfO/jnX83P0mx7n4Rk7Xz99k3jYQ2NEy74+r+xYr2az/Nz4ITqVDarlP8Ni/TT93t2J463sKmfjc8SqKcatgzzqP0TQtDvRFB3z3/niK5IS9T9/4iHyjS0u3bjKwcGH6An6pYb1THiT48E+3IZdWYZY0C9fWMPnt2Eyali6vcPRhybkRFvE6Xz56m2ZEfte6e/lVpnl4gIunZs+w8C9aZVwQxWGcvv292Oz6aXZol7nkOZRBw8OYhYOxf8D627Ul3BqF5sTMX0QpmX3a99LzRrnEyvU1+rYOwa26iHqgTQGi4FGo4Nbp2XGcZRXzm/RtqoIBNQY9XH2ug4LK+u3GNvt0usr9Rq3bq6isp3BYBTxPp+iz+rmxplNaKiYmh7A27eEUukl1ypgULkxKYd5ZeVV/urztxgf9jB0fJm1rINyaYCJfj+P+63YFBf5TjyJrukhshTi1qsN9p94H489qkGrULJySU9wysdaNcM3dm7gVujIlQtkqjUspgLu0iBKA4z6veyzDpPZSRGYCYFiBb/hQbZKQcrtCtXuTRy6SY44p/jmq1eloVHfXj0LhSUe8Z6iz/R2qr9wP9+p5HnI9wZro1CrSeaCuIlUBa/FjMusIt89S72TY8z6JA5d/71JoZicbxfy0qV8wumWE+Cz4U0MCg21bBOX1chI0MVCPCGdkIWmU7gpS/PB5R2ZGX5gLEB4e0uadsbzZamzNOg0TPX6JGX+u5WgON/MREhUSxzz9kvWTrJaIlIpyAini9ElbsWiTLrc/KOZxwianDJOaT6SYC2ZoK0q43aBwdRBpTFIbe+0Y5A+k+PeeyIYG/FaWNLpbWoHfkMfBtXbdeWhYp47yTgOvYH9Hv+uj0eny7XQDqu5BG1zFbdBj1Wrls74No15N6NdY8GsNsrHk9KsduueFv6uI70Afs8trMpp2ImRfvkYiVKZnXQeyl2cIgt5fIhydx2TxopXP8Br0S8wt6yjpvAx5fJJSrtgTVzZCMtG66GhHi6EV3l2cZ4ZUz+apobRSS9b1ZyM56oVmwwbHagVTZZqq6h1Th4KTvLca4sMBDoMjDYwiqbi5Rhf+eZlhntcnJoZxWky4Rxz7NLq2zo+eHyKVzfm+fJfXOKnHzvBgw9Pytd59domm9spboXi2K0GHj0+TqvdlSZYW/EMqVyFRr3J0b0D7J2wUdZs4tT24NXvmt2I+1hMptjMZtnv92PUq5gvhKVR1pStB7duV6ceTuRk9nNbp5CO7+s31nC7PQyN+dE5ayzkv45BNUGu4ZcMj1GLH7vGSKkRlRp1lCY6tHGpp1CglsecmGDKzXLn63RaGa4vPEK8XEHp1dJRI6Pdmoos681LHDFXULBHOj7vVKxEIyFaiRjGSRNevQdDR4FTN4pGpafbLRELXaea7iEwFCSZKRKKpGhZq1jVFrQ1PYP9Ltx9CWqdm/j0fbTaa6zfNKLr7ZAzJ0iXh7AzjVphwqbXsVAKk282CegcDFgcsNu/Z8TpkmalF26vUKll8Q7q2ayFGTPMYjV1mSu8RrlpY8I6Ic0bj3tGsWuNZBslrmbW2Wvq499/64tkrG0+MvYAxwMD9JitUqsdSRfYTmYJFQvUlG2GPE46xprUdf/F8jWq1S6eigVtFYJ9drm+jTndTLo8VBoNaYImQKaMiquK9Vm41nclq+Dy/CaNMQ3THh8fnZ6U0+v1bJZpr4das81aKi2d1sc9bgn67l1b2m1uRWKky1WGHXa2ozkcFgN1ZUfS2wV1/Pp2hFx5t1kkNOTiWDLrtZKyLqbqIjVDPF48X5LXcb9NRE5aJKX/ZigizTrFhDwrJlaRKHqLVTbTxPXLazXJiX22sssOGHI7JDV9J1eQ1zghaXn55hrJQokPHZnEZ7dQrjW4sRmR5nBC0nhgMIjHZuLmWhSPiPDs97GR3TXDOxDwS4O6dyrxPr52c0M+tmBQJagQbZTQKJSEqgX6DFa8GrN8j5L1MiathhGHi3Sjgkat5IAvQLxaFpdP+Tq2yzlcepP0/ohVStLPQkzU7+5X7tZSLsFmKcuo1cG3QrfQtU0yNWOjKvTubsYMg2RrFTbLCXw6O0f9/Qw7nLS6db4Y/j2sShVm5QhbmQDpchRVrYG12SMNwoYHtFwuiD3aFHSrXMn8Kd2aFU/lMC5zmZm+J8ko03wh9HlOuk/xhP9xVhL/jYvpFaZcH2DWdYBG7QKJjhGbbpb1yhrDpj3kyh2+9K1LlHfyfOCDiwT7j1NFS7OdJlVTo09NUUl3JB29v98lP1txbApD21SlLKM0hYRC+A+YFGoS6+t09Gc4MvFR0nETc6vzDAcG0HUstFtt6dhu83RJVK5g0ewjU9PK97PQqOM1ir2rFbdeGAqex6Q7gkrhYSOUZmUjwS/+7Idw2k0/Auk/Aunfd/3VX/2VjFkTw+t4PC6TxoSZnMCn75T3/j90kv6nf/qnEkiLrs3Fixe/6+8KQH/06HendooSHVkxPREdifvz5P7gD/5AUtgFuHlriSmWiGkT9vv/8l/+S/mz9wLS3zknvSYNcM6lFvn6xjV+bOAYR7097FQWpWtxcsOEz+5hctT/XXPRvzdAV+AxzEqKu+gGnwlt4TJ0MOhelZOIHtNHWClvMWIek0ZKZ+JrBA1WavUmNzOLeCxaDnsm8ep2tUuVap0/+MoZlD4NJ/YPY9qpcjv7R/jHxqm0HuSBnkHZCBCbW6FBFRf8Sq1JqXaddPMaldokitoAyq4GvdBbqdVsryZwuszs3dsrL6BLd+bZqD9LoeSkPujnlH8SvzrAtY0oJquK07FzfGTQy2ImiiNcY2zowzR1ep67uIjbbubhIw5uZP+E6JKLGykto9MdHIojnP7WEifGB8n1K1is7sgL1FO9vRgaf061M8O10DBpRYKYIkShVWKvfYRHA0dw6t5+4cwWyvzO35zGO9Dh4UNmbJUxdtaKHH1AGBopd+Oqcmke6Ru+Zwwlss2vX97g8LFhNpZiqNQqqYmUn1enwytLG1xcD31P+nuhmWeltCSnH0HD2/XGsVhORrRNTgaYX1ik27Ewe3AIu/2dzUt+GFVpNNlIZgilc9hNBgnOhZnZO5VwyD9/aZFb5TCBtoOj+0bpWBV8O3SJujJOwKRAmezQ0z3AzMxeecG7nrhNo13hiP8wAzbnvfdUlFhSvnPmFhdvrTB92Iwn8B10mj6y4RlW18OM7vPh9ltQCIJhc1lsb1nNrhJLm9la65DbjvLJnziIWdApy0/T73sCh2GGlVwCb2ObnfQcF5NFWotlDk/4sA5+gniuQCz5Ko12D1b7oHRf3+6mKXbKOBRdorkkvVYnZkudn5r4KPPFFcrzbY7s3UPHFqVQX6bdieLQn2A5Z6bWCqPUVKjuOLGUTVSG2pz0jxIqb3M9d5MH3McZtryZ2iQ2FqdjqwyYHQxbdp3W7y+xSY5IwF6QgF2pXaOjWWLYeoRma5TNQg6fySwz7O9PgNhKZfnilZscHOjhsck3WEYC+IvoI71aRTPfkjTrA+M9KOi+SVYhgPt6PC0N0ESk23jQc89k7t1KOLgLeuVBd690gs81yiwWtqU7fLna5bn1FVrtBg/1DXGidwCVqkamniZbbJPMQCTZRKVQ47Tp0VqU+G0mxuw+ek32e5nzbwLrGgcBfT96lVGCaKHRzNfr7HP7pDHQm97nTpcr2zvka1UU5g5GjZY9djfVdpVcs0CuURTOpRKs3wXtRvXbmxOCCvs3126RKJUIeC2SBitclEWc1bWNMGpXlEGnE492jHTrPJl6l0p+GHfHhFtvZLrXz1jALd9foWmN1JLYnF1aJTOquopIKCtBw4NHRvjSrdusltL85N4JFOo0kfUW+0f2sJLL0Kmn2Y6tc3LwKDNju3ry75y7zTPP3kCrU+P12BkMOpk61Mfzt1dwubUM9dqo32py5vkF/slvfRCHwyyB0JXzq+iMWl64uiKz001mnXSodtpETrySjWiWa+t30DpTOFWDjHnHGO1143GaJd1ZgIrDPT33XO7FubxdSbNSiOHWW5iwBjCotKyGkyyFEzTVXXYiYWw6J8lYhLbjJkpzkLZ2iIDBRsBol5FGrU6BQnMdrU4vgawA6ELvLeIAxaZcHBMaxRLazrdYq/4E4bKSUraCMtNi30AvNW+G87kLPGZX02fsYbuhJ9Xw4NWZ6LSucHUhhbfj4+AhFwHrXqy6oGxERyvnMGt6qaadLM1HCPTYSWs2CK1lGfZOU+t0uHVrBZXrHPtGH8DtuoTbeJTN+BrPba6S1frZ4zzCA4EDNGnwhY3rtFsK9lj9WESahloj9fpCkrJUSLBRTNNs1ri1GaLU2ubR8UMcC+znr7a+xE6lxF7bIWnidsg1hE9vlTF451NLDJm8nInN8+WVa8w2x/nk9CHGhv331pWtXI7ldIpOq4NNoeNOeodwJcftSoyqQkS37ZXn4t9cu0E+UeHR4VGeOjIpgeg7laAWl2oNXt1Y5w+/fBav28pUf1BeL3Q6NVNBHx1VV07fD/f3EHRY3wTQM+UK18JRrHqddGoXud8iVu1Ll27Ja49KrZBGjXaDgemAV3plpEpVas0m4l4setFA6ZIslumikFGUAsiKzehdIzhxPyIFIZzJMxlw0yxm8fh7dmPShIa+2ZZyn+ker8xH38rk5Dnd47DKvz07v0k+X+XXPnAMr83CRiLD5ZWQbAaI83b/YIBqvcmN9Yiktw8H3hjCCJr49Z0Ioy4nY543r+Xied9aiZDIlOgqYKLfS6/fzvmdbbazOTncEFG3T46McjzQT7pS5mxoW8pN/EYzdxJxivU6Pq2ZrWKedLmMSqOkRhOTUieTdwSdX0S9iSaLAPci+11S7fV6VopJ6SMSNJmYy2yj65gIlRLMZ2M80jvOYecQt9JRwrUkI0aRsKGmz2ajplznRv4lyZLy1Z/kSihDQr3Kfs9eHDqXjGRTaLfItNvYCBDOXqaqvYSRk0x4ehi3e+gxzfJq4iyvJF/iYz2fYMpsIZz6j5zLOxhz/BSzljjlTouGwoZKNcjtrXnWT7clq6HnpJeOYYWA5hoW41PsJEIkM9s0tYM8PPoILtObTWjferzeWdnh5lIYtUNHUR0mlblJQHkcq85KthRlZnyMmbE9cr8nqtyMkqnP4zMcRauyyOuKYAntlAry2tHIJ6hm1yhGelGqDAz2uvgnv/bjUsL0936S/qs/hEn6f//RJP291j//5/+c//Af/oPErw899BAf+chHpGebGFKLQbKIefuZn/kZ/s416T/sOnjwIB/+8If53/63/+3ez0SGngCj7xTjJqbsH//4xyVIFwBf1NmzZ+VXAfQFwP9+QPofvPplXo4ucMq1jw8O7b2nYUnWt4mWN0mFdZgVfmb2CEqX+vsC6InqVZl57TEclPTeuxUtLXA69BX6LCOcCH6Creq2jN4aNI5xPrEhN17pSopSN8MR7xjj1uF72djio1vOp7i0ucX6tTg//fBBmpYVLi18gXT+AR6cOIG6o5TAvFZvyc2QoGChi4DmJWy6h/GZDskLndCt3p2u1mpNrl5el+Y6fYM27qS+zpUl4XKsZsYzwWOHTnFpI8RkwEvAVuavF57jcrrKr42rCKof5tatDscfHJdT3G+dv8NO6xnGBw34Kid5MXWaxbQHm8HHL88e5LlnbjKnSPGBU3s52R/kVuIv6TPayCtmuZC4STxXYUDbz6f2PoBfTC2+S52/fZPnFy7i94zx6RMnuHN1G6/fJg1ERF2MhmTUy9FA772/WV2Okc2W2buvlytnV5g+OIDT/Yaz8Wo8zTfm5mVn/mMHp97m/p5ppFgvrTFoGpImWO9WiUSB27dDhLZDPPXUcby+d78g/SAlpv/riQyxfFFm5g57Xe8Y9XU/QL95ZUNG3Qm375KrRn+Pn2ylyawvgNuo59XFy1xZukLfPjjqfYwx6z46nTbXkq8RKylQdD1y8is79u0O5xc3uHFunX3jPTz1xAFqrR3uhP89C5fcHJn6RYam/EQreSKlLLej84SzYVwWJy5rijsvlpme7EPXVyaf0BHsaRGrLVDIzBCOqSXVe8qyQbZYQWPW8MgeP3r1DJmQE4uhwviBGkP2h1ErDYRSOf7DlRfxq4xkijGGex14/Wo8Wi/NDQ1ZfYaP7BcGMm3Wi+cxKopyKKZT9XMnoyMVv0U5ZGHq8BBOq51so8wJzyhLhXUupC9zzHWIPdY3QLOoVK3EldQ2jwTG0KvezF55K2DfyeW5tHObjfIFHAYbD/d8kCnfLkXxbm3FsyzvJBkIOlgtZ9jn8Us9893Klip849I8Ndo8vndU5v6KBtM7xWKJ6dnSToJUocyw3yXz5b9bmkCkXJCvRafuolF3GDL5GDB5pZY8Wsrw18vn2C5vSq+KUdsgs+5pBsxevAYzdGA1uTthX02kqLYb6M1q+j02TvT1029x3QPrgnkRq4VI1+IUanqyZS2DNjdTLu+bmj9v3bRd3hLMgTZGm0oa9804e/EZLHJdLLYqZBsFCdqFtl2j1ODQWHdBu1aYQ+1+NkLX+7sXL1Io1fi5g7PsDfrk9ebM+mvMRTeZ8BzEaF3nSnIbq2qGYYuXhbU4Kr2SRLnERK8Ht8lEsVVgIRUioAxwuHeAhViSg34/T798h3K7yeOHx8nrinwrdJWPDB7AV/NI9kPXmeZieANj2Y8bi8w07ws45AT6yy9eo7CRI1OuodCoMDkMKPvUXIuH+QeHj/LA4BC/95+eQ6fT8Cv/6HH5egRt9PqldfQOPVfuhPjZjx+V+t5Epihvscom2eYO2moPQ/4Boukii5EE8WaZYY+TR8eHGe/3va2JU283WSpEidfyjFrEceBmYSNOMlekmk/K9fNm+avEImaUsRH29/czNdmHwaiV5qex6mU6XZMwUWfQJDxP3rwmZaspMrn/SKi2F63+FCM2pzyOREzo1y+/wB3VIj82NsG0pcZrBRVdxSD7HcNEyufZqGwxZjlM6tIWaoWBh973lJR/ZOsLNNp5vIZjuw3tcp3Tly5T65Y5Nn6I9YUYwX4XDderrK/lqAsplKlCTulmu1Wg0i4w2Jzglx79GU7HNvnG1i1cGhsTFp+c7I873fJcFCD6XHRDNoEV7S4tZRm/tUMhE6UvP8OSb5XN2hrDxn2SgbPHHmTA5JLH6bXsOmqFikylzn+Zf5ZHA3v4dM8D3Ly+xeR0Dy2jkoVkUmrEJ90eHHo9l2MhXo2ssFPMsZRNs1/fJ9ls14tRCehGFTZWVpL43BaOzw5heRf2jDA++4tbcwx1LahWa+x5QuwtFMTSJVajaRl52O+yYdDtXvPEHsGs05CuVaWG+EBvgCm/VwJ24fMwF45KGn2xXMOuM/DQniF6XDbWE2nmo0kptxOTcjH9FuevmCALwzcRiyhYXuImALiYnovoRKFl73Xa5Hq4uBOnmUvz1APHUIjPtlwlU6qwlsiwHEvJ5tKY0KjbzBQbDTaiaVZCKWYnenBajNQqTdKFMl6bmcOjfQSd1ntr695BPwHn2xv/ggV1aXsHl8nAgWDg3nq1spVgZTsl00KmRvz0+Xb3JUJnL4C6aAIkimUZz/bBsXGeGhnb/bdISL6mw74eriUi0hBPaNHXs2nuJBOyYZOtVanV2pL+3mp2WEwnpVePSamV9yuOGfE+Fbt1mrSwGlUoVUo6XSXZbpqUiAd0jvD+wQk2SmmupTc56R6VyS47+TyrtW/RaeeYNO3h4f6fItra5lJ8mRHLPjmJ30rEuBh+hfWcEZ/Tgdn+GjZdgx79R8g3NphxPcSgtZ8vbX+R5dIKPz/4izg7zxGv3uB2eR9W3TQHzQnyCiOhRR2vvrxD76SJn3zqSTQqDdFyjlvhP6SYrWNQTdPfp0CtV1Fs+9lr34dB9Q4JFOK6dSss14KRPQFSySKRaJak+irJegKb8UG0Th1VZYoRWw+TzkGcBqOUQOTraxSbIfzG47RaajktX91MsLKTpKFto3PmsTtbHBx4gD6bi0ePHJOP+fcZpIvG1siv/BBA+h/9Oznc+fv6XvxdlWBhCzmKGAz/3M/9nDRS9/l8Mqb8wQcf5Jd+6ZfY2tr6u3V3v1uRSITTp0/z5JNP4nL9YFRwUf/5P/9n/u2//bdcvXqVQCDArVu35BRegPH3v//996b4wiVPbEAvXbokKQb313PPPScv0OL3f/u3f/u956RXi/w/vvI77DGO8ZGR6TdtlEVVW0IXN084WkBRDHB4chTre6AqvwHQVa9P0O8D6OVXSVQvYlafZCnlYchhpKrckTT3uXSMxUxImnYMWl2c9O/DorFIZ2YxCReOqMJVVhgeDRodbGykuL2+w8jRazQVDrRLe5mZHGRgVGijtBKcq1UdEvVFyvUbeHU92Iy7G7t3KrEgXr26jm14k7BynUSuh9wGjOUd1AdsHBb37TKRLT/Hs1t51nNxHuwb5IHeH+P29ZCM5xkZ97NeOM3FzRfYWZ7EHMyRShpYTOqwWU18dHYP58LrdG/UcI07+eDBTWK1O3wxJsyNVDwZmOF9wcNsJvNsJrNM9/rkRfudqthMslmYZ+u2kXClJRf+D02OsXo7wrEHx9HqNJL2+kpogwmH+17ciWiCCNp7sNchO/yhjRRHHtydvt97L+6jv39sdpp+1y7AjteihKvbjJonsGm+N+hOJvMsLS1z4sTBH9ho8W33XSxLcC6Oiz6XnUG3A9Prm6t3K0ENu3Flg0a9Rb3doXfAxaoqy51CmE8MzTJocVGtNOR0bnjSw7rmFkvFS3h1Q5xwPYZda2a7fAkdg+wUlFzd2TWnMiW62BpqnnhyHw6HiXyhwhe++CX8+17C5HmIcueE1IYWCjXMGi2T/gR2g5avfWuHWPY2Q3vfz/xmgpY5TRs9au0itW6RcnYYn9NCuROlVxPCPuCSekxPU0Nmez+HDk/RUIRRdJsU08Nsx3JEqznmqiE+OjXO+fIFPt7zKKc3XiNYnGBiv58mTfbbxonVFqUjvU4paKBGikUl33g5xOQ+C/7giGzu5OpNpu1BOR3cKG1zJnmBGfs+9jsm3/S+Xk2F5Kb6oOuNrPj7Syy5gsq9mE5JEBo0atkqniZejmPsHKTPNoLfYpbxWUIDfHC0V+ajJyplLkVCHAv2ydgxYeR1fSlMr9cu6dk3d2JyCjXicLCxusrs/r0Y9W/O/RaVLlZYCMXlxlHEEAka6Ds9x51qmrnsJjvFCrOuAQ66esk3s6QaCYrNAmpMbKQFhbZJrJLEYTISsPjoosZnMBMwWvEZzSg6ClaTKe7sxLkRiVJo1fA7zTwwNMTx3n4p1xGSlEvRLdL1BH5rmyFrD359n4wPfLcSDaHLW2EJwAJuE/P5GAMmhzRQuruhvt+Ebhe0Fyk1K3Ky3m6p2MpWmHQESGYr3InEOdTXQ7+/RamdJJfw8NLmZVp2wfJ5Pw/4J+XnlciVuLURxe8yE8oUsAUV7FST9OuDrMbyErxrtCriuRLKepdCvEr/gBFPb4N210ay1GWPw00pscH0qAm9apyXl8IENEYMTTWzk72ScrmdznHh6iqmMpKGH83lUftVOFwu1gUddryXQw4/f/G7r/ChHzvIsZO7U/jN1QQJ4YZfq5HNV/jkR48glptIdYVMLYmhOsClGwnK1RpWn5kSDfrMNrq1DhvRDOVqnaDHJmUVEwNe6fNxtzL1knRo79Jl0tpDOl7hwsJF8p6rNJpOxjWPEtDZyCdKVPJVBoZsWAdCdNUa2l0VA+ZZtEJv8voxFikX2Shk0Da/hEuvxOv4x29ikZxJnudc8irT1UncjQVWzCoGPEc56JpisXCTcOm8ZKIEDS4q9RSJiyYMRgMjx1yk6nP4jSfRKHcZRJlGgu3iOuqoj2yiRv+Qm62dqzTsFwh4PsRa6qush/rRalPUHUkUpWEUy0Os2SqkrU322ns55O5l0u2l12KVx52IVP325gKlepPD/iAVZVpKOxaLV3jY/Sh/dfkya605BjwjTLv2MmDysMe2myywXoqzXU7Rqmv4y/XT9Fh1/O+zn5ZNsJVQnOevLuEbdHJosEc2BdYyGTayGWKdDC3aPL21yEO+UX5m5CB/NHcFY1fNAbNfAuN6pcnGZlLKqY4eGMDjfPM5/srmBn89f5OH+gd5oKefz37+rPyd4f0BKcmZ8nkpVmqSfbOTKUjjSaGn3sgJ6UYdRUuwk4oy7lI4nQundMHU8tstHB/qRdlWEM0UKbR3JSbDLodcwwRzQlzDB1z2e9cn0cwXoFxMzEUjMWC30OO0yen6XYlMrlzh62cuMj48xKHhXpkNfz+zRrDGboajxHIlcqUK29EsQbdNAthEvoRGreLBqSHet3dUymYWQwkpITg4tru2vlsJYHw5FJbNzMO9PSRSRa4vhCXrZmaihx7vm6/7ollwLrwljeFSxTJfW1rgkaFBfnp6v2xMiOxzAR4FUL+eiEoPjRPBPuLlEnOJKF1FV7IZRbzbmN1Fj9kmhwvCrG/G46faaEuzPZFbfyMZIVzM0WjX0Hf1ki2YQiRnKDA1RJSlGZ0GMq0SlrYJY0uD1lKi7j6PU2vmyeBPMyUMK8uX2E5rWQ43sLd1TPQr0FqrbBQsbBQ2qSifJqAZoc9wjHQ7yojlFJMOH3+5/aeUWzV+vu+DqOt/TKypIa/4CPHcOtWVKtVqngdmfpy2Ny8TfnzKIVZW4mTzYdT+p8lq9+EV1wh9i2bXQbFjZso6hf6+NT+dKLB4K4zdacLqNLGxGqctHEMVYHUY0QRekV4+veYfJ1RIcS01T6dlxKxyYDfosai0xJK3yGUj0rDYbDQy3OdmfMRHj89OtdZgPf0Km/ky4XyA//enPoXLZPz7DdLjP0SQ7vsRSH+vUm2BVwUu/eIXv8iv/dqvSbAusKiIYBO3xcVF/s5B+s2bN5md3Y0jEcD5Ax/4gLwJYP23ASHCvOfHf/zHJfAXL1aAdRHJJnLSRWUyGdkMENP1d5qsi/qFX/gFaYrz/dLdo8Us//arX+Enp/bjMLwzDVlE1SRqmyxFlyglLRwc3k/AY/u+AXqrU2Wr8A2q7QSDlo9h1vaRLJf5yto5jgcGSZZbnInewKnVst88hkPhlBcvQc1qtTpUug0itaLUc+31BiQNyqDX8IXzXyGmPM+nZn4DT9vJzVfuMPvEPqxOC5VWhlh1Hp1SgY0ERsP7USq/O916JXqZl8Jfx+s8gd4QRLmhZH4lSr/ewEc/cYpGe45XIjdRYmPcUOXlTIATvXvoUzjlNGfquJXbxT+nx7SPeF7LC4srrCw6sOm0PHhglC+t3uETB6Y5bPXyJ89+FnVvDF//AQ55TuDUudmqZGQm55DZLS94c9tROR0WYP1+yUGplSFcuUOPYZJ0XEE4lmW9mpfT4VmLC4vJwMT0Lg09KYBOLMyDvYNYX98M5rJlblzb4vDxYZZu7l4QhicCb/4s30J/H+hBdnHHLHsw35cp/N3qe2UK/62c2nNFOU0QNEIBzAfc9jdtYN79uXS4dWVDsiYanS6uoJWEvi5phn6bnvVSQtLm1uZiWCyGe3FrAkSdS32LdL1Mn3GKPdY+IoVVMvlejBoz5VyVc3NrBAecTI0FaNXbXHplUdICn/iAnkbzSySzJ9lJj8rJjNiE5aslyqU7LJ6tsfeIGZOjS9B2HGFjvhJdplU04e29iifgRJt7jOvP3OLQx4zoHYuEakpMpTRDvpOY7RNkqjmW4pdp1M1omx4CDgdbijwo1WjURbLFMv60nW6fkkeCDxKp7RAwePDprKyXLmJTt9F0e7h0YRWjS82Wscgh90FK3bbU7ivR8rB/Qm42w+UYLyfOMGkd57DrwL33VrjlvhJd4bC7X7rb3l/RUpGFdIJOF/a43FIfd3cjGi5fYSV3DkVzjNVNN4VqnSMjvXLaJHSaAiBuF3Iynm3C5GJjO8NYv0eakwnH9VS+xJ1ogu1MDk2jxp7efsxCs23UYzXpsIivRp1s2slGQSrPciSJxaBjqs8nv4oqNCssFkI0O20mrD3Q7fBq7Bb1roiQ8+M3+HHrPGiVWknbF9Mj6eJeTco4q/3+PsxqF4lqhVKzjttgJmi04DNaUHWVMjbp3MYmN6JRudkScUpeh4UT/X3scXlpdGpysp5rpHDqvBKsa5VvbzaIEhPnS5th2VTdE3RzPR2WOt1Zdx+m16Pg3vY3nRbXElvMZ3YIWPUYtSqpYd9JV1lLbOOxNHly5HHpEv4HV5/H1O7lH594H732Nzbkl5dCkoG0Vtwh183zicnjmISJYrfL/E6C6xs7kqIspnZ0qtxM3UarcGI3uok0C+Q7KbKlIgO6fh6bmCBVqnBueZOH+gfoFjs8cGAEi1HHmZVNOqkauWKe+VSE2kab2elBsGiJqMvUum3U8RahuRj//Lc+gsth3tXtX1yTucOv3d6mr8/G+IG2lBcMmPahUeokAPvzM9dQa5Xs8/iolhsSyIhoQeG/EM8UJGBPZkuSKj8UcDLe76HHY5ef9VY5zVoxjk7R5Eb0q0x4Jznh+ji1WotipS5v8WSG2wtzdJQVgqNm9viP47Y4JJ063a4SKufFx8+IKYJb9Qpm6/8sk0bu1nOx01zP3uYjwfehbkW5GL2MKjHMpH0/lZ4SheYFfIY+RiyzZOuLBI1HoaXj2ovXUfWsMTn1AGbNbqOs0iqxUrrFkGkPVo2DRCzP9bk1thWvUOw48VvDTA30YNE0eDG8Qq2uxWf+ME9vr5P0XNQ2AAEAAElEQVSMpDloHODw0AiTQQ8eh2hsNJlPxbmTjcmJ+qO9I8yX1rCpTayV5hkyuVgtariWuUKnXMVdH+bU9D4OeQbl+S4iBk/Hlug0tNzIrZNlh//n1E9gV9ulaWRKxJI1VZR2StiG7GTaNQIWCxVVheV8ki+v3mLaEeBX95zg66sLMv/8x0amJIU9mi6wk8pLQJlOl3BZjBzbPyjpvKIx9+zqMs+sLXEy2E+/2SETNwoiV/pKmKc+MovTapITbTHpFcez+IxEzrnwgmi3uhg1GswGLV67WUaLCTdxKS/R6+UEU8gDF2MpboeidJpdxnvc7OnzMeH3SO2zSJMQx6hoLIczORKFsmR7CfAesFtlo/Ht16s284uL1PRW6e8g/B+EvOet18MLy9ucvr0mNfganUrq70XDTIBqcb1xicx1nRGvycixPf1yLfye18pOh7lIlO1kjmqiJpsLR6b7ZSPrnUp4iwgZY9BipVKv88fXr7HP65fMQbFvuR+ozyWjlJoN+VkIDfbFSIhyt7HrRVBvEjRb5VDhaiIihwzH/OI6q733em9momwWU2g1HQ47R/jG1g3WSiECeg9BpY+lUJJQLoVCpFKoBWNBOD7eoaRao5r1QGkvhm4LtSqJRTdCx6zCYdTT70gTNA2S72hYLJ+l2Z1jSP1+mp0q2boBrSbIrMfFS9mvYNd4+YSnS6u5zvKOg7krHjrBOLPT+xl3ubCqpzh95zUqCQ2TAyMMDXlod66wUbzAWmUCjSrFmMVIVzlGqd2RQF1Q9NcWo8R3svQOucnnqsSjORRqYYRnkLpzj1fIRUosZ/9UJkgETY9QbVe4Gp0jvt0hFu2ylc6iNCiwevL0uswMWvejQ0231ZHHiNgHmfQKTKbrVLJOfvrHfx2bxfAjkP4jkP6eS6xNbreb3/iN3+Bf/It/IanuFovlHkYVmFQMtMUA+f8UurtwCBZj/ZdeeomXX35ZHtxOp5MnnnjiHmgXU/H3WuLpiBg2kUEngPrMzMyb/l28UKGHf6vV/d169dVXZffigQce+L5AeiSX5zO/898lXWxPr5dBn0O6fr4T4Cm38iwkrhPaKTHlnWG8/83Z4/cDdCVq3IaZewBdxLys578GHQMu9VM0m1pJR98pRJlPh7mdS9NQ5Zi1j3DYOYnNaJLZnAa9FoNOzVYlS7haYL/TT6/5jU1jvl7mL5f/LfUdK+Pa9/Phx/azNR9iZy3G8KNWSp0IHv04+s4aSpUbjea7R8rFK5u8lvo83doopbAX/4CLdklNeSuPuwUuH2R6rxOpuvh4nxWlepBnN1o0dTWOeAfJLRVYqz1DcLSDQ3eMG+kFKpkJliJZEney5GwNZvf52c5v0+uNsU+1yvMXj/Dxk0/yxMyEfA6Zepkb2TAGlYYDjl7oKJjbisiNxuxAELNeR6WVJ1S5iV8/jk3rk4vu+avr9Pc6ObO+RS5fYUxh4tSDezBZdi/q8+kE8UqJh3oG74H9laWojGYbG/dz/cIaB0+MYra+vcO+mkjyhVuvYjV3+dn978NpeO+Z6m+NYPvblpggiqnDejIjJ7aCpio2OO/VK0G8R7evbko/g1YH9G4DKWNDUjen3bteBxulJJfurOCv2njgQZGB/MZ9NzpVlvIXWSmEWcpUsSi77HUFCOiO8p3Td8h3GjiHbCRzJWIbGRT5NsOjAZLNGgrVPNN9N6D1FE7TLG6zUTZeTn/tVVq1mwwefIq6MUKuXie86ULRrTG9p8XJib28EPp9Vk6b2O94kg//5Em2M8/yyuppWhojjw6YUDZ+hoXtHK12lo5unvHgA7gcdrK1In+9eZFxs4Pz2xeZcPdjs3aptkyMWwZJN3Lst4/TaCcQysDU5v+Pvf8OljQ7zzvBX3rvfeb13lXVLV9dVV3tG+xGNxoECIIkINBzRxq5GWlW+8fOrCI0sdKGFCPtiDszGokkaEALb7oBdAPtyntzvTd503vvc+Oc29WoQhsCJEciFHgjMm53Vd28eTPPd77zvO9jdjG3T+IdLxAub7GU03IuIAB9nI1SmlOuMYat+9KGeC3Fa7E3GDQNcNpz7KHInJ1ylsf8I3KqKwxwFtNJGRk25nRJJseD0977lSzv8trKV9CpjZzp/xjFukpqz8X0ShwwfWYz93YiXFnf5Uxfv5xgievBbjbgEAdQq0FOY165cg1PIMCAwymvn0K5Jh/iYCIOwQIAioc4pIoGmDBXCrgsKCwNUs0CIYMTi0Yp5RzCFNCmdhIptWh3NZzw9Mmos/slDo8iU1yUUa3gVnwNt0XJqeAEJpWDmDCeKxcoNGq49EY5YQ8YLaQrFf5iYY7VeIJmrSMj38S0aibkl8ZYtXZlH6w3M7i0+2Bd6Jh/uIR525WtXQwataTgLuXj7FVyMqdXRME9tPZF9FM8SqZa5WSwR2o8a+2GjHrbq2xzI3mDeNZEp62iptnhmdAJSjEP0UqZXzxxUEYviRKH/6/evIW7R0U3Y2Q6FKTf65DgY2E3zu3NCEqtgrauSV+wRTmiZcTdR6Yk3OqXqBrEBG2Wr95eYjDokpPLq1t7rKbTDNps1GstZob8oj/CUjxGq10iULHL/PKLb6zg89oYnQphHjCxkc5w/Tsr6LQaPvOpR+h3O1B3FJIB4xu08PLd1zhxcJhHhs9InwDxvt/Yi6BFST1Zl0ZyghWWzpUlKJda224Hp02N1tAiVcyxk0wQy2TRaFt4XRq8bjVWq4JYLUo3p+W5qd+SCQEPNrTj1esUG3kSmRa5FQe5fIeaXUFaXRf8GPotdvpsarymL6DRPY3FcloaHIr6RuRVloprfNT/EfL1IvnKG4w4DuJUH+Xb967S7azS26PhaPBTpOu3cepGsWj2G7GR7HWWbiwx6H+MwZle2ZxYLt7BrQvg04VIlMts5rLci5ynvJ1k0juAw3GZTnWQjG+bnXqJpY1pVhMtRjwefil0gNpqhp6Twyym0iwlxLSyg0av4MxQPyd6+pkrbMjmRblVoNHeo9QIcTO7ilWbw68fQhm3MtB2ceTEEG1Fhy9t3qDVVKHWdLiWv8WTvgP0a0YIC9NIm026q+/k8twTU9tSm+eePEhFVeeb23N8b3cDp0HPZwZOcC8Vp99u4/mBCbn/i/OTuB5E8yyWLXJndY+bS2E5Bfd7reQ1DdZyGQZtdhm1WKjXpP/AiNtFbD4pGXfPPHNATnPF88iG2vo2m5kcfXarjFcT+4mYoJdaDdxWkzRWne0NymtJSFu+M78qJ+NBq0XuV6lsSf47u8UgJ9MCfArNuDjXDHpFhKxbTuHfL87z/e6dW6kcq7EUUyEffe79M5C47oQhnJA4re+lpWZdo1Xjd1kYD7hlfKEwuPzu3RXp2D7qd8kzhGgKiH3VYTJI/4gPqnyxyhdevykbC588e4CZ/g8/0wp9tzD8HHG45P32P9y4JtlPvzp7RDqWPwjU7ySjFN8B6iJHXnyfMJsTmeklEYOq1THrCbCYSRIpFaRcz6nfH7CIz/t2OsJifo+AycQx5xB/tH6exVQEd9PFccsQGpuGuVKEfptNeh9sFxJst75Ft1WE2BFKLTcGi/BDsWFR+lkriIFOFIs+hbo8SrxdoG6+iKmroFd1BoM+QbzQx161is3UpG25x4RxiOOtK1y/YWNo4gyHD1m4nuuQLyVxpPswaJ0QSDLlm8GmcdLt1siXvki6bWCv5iRdXWTE0oNBNyH3m86aCa1KK6flW+tJuRZF03F4xE+o92GZlogsvhf9I6qJE0R2jezEMzS1RQJeO6OBQRQqBelKkZJykWZXNM0Dcp8Rhqsi3k9dg+h6mFL1Hn/v7/9zNBrdTz5I//W/gUn67/x0kv6j1r/7d/+O/+6/+++k7FoMmwWGFYNrkSImHl/5yld46aWX+FuhSU8mkxIo/+Ef/qGMTxMg+0dxd/8vvbDzlTL37syztJeSOiUxRRIH2D6vXVK4RK6oMO+4fyMRh5CN3BL3Npfw6oc4OX7o3Q6wAOjR8lVaIku2M0mt0ZFAPFmZJ12/hKIxiFFxBJNeJyfgGo2CucptdmsFouUa07ZxPj15FKvuB51iMZG6kdyT5nJHPT2YNT+YLImO95c3voFWdYUnXP+EP/nGHI8cGuTAtJdLV18GZZdTx55D3c3RbN5Dp38GxQ9lsz9Yu5Vdbqa/iFkT4ojjeb5y9wbZrRbPnZrGozEwd32VrchrVIct/NLJE9g0VdCeZSOTYzEdQ21qY22HuX3lOo+fPcdSfZNaboha18jxnhD/6dpbLG5u4PErGfGZmFLPcWbkZ9kOD/NnF2/xD184x0ifT74W8Tks5qNEq3lmBNVYb2c5lpRU0PGQhbp6HY9uEKfuB4ZtsUSelc0EJw4P8qWr99hdT0it5clH9umgQkN4fm9L6uaEa7Sodqsjp6e9QqNYa5JJFjl6euShg4PwClgvrZCvlbm30qZUbT1Ef/+/GqSL6YaYaAindqNWw5DXScBm+dDDzXtfQ4e5m1tyctbsdmmaFVQccMgrtM4PNH1yFb791i2s0yYeH5iSZlH3S4DCuVhEatIb3SZxcehqr9DMmsgs9+APuGXHvhYu0VZ1KRu7KB1aJjwenp8cxaS7Rbz0Tfodv4VNP832VpL/+K+/ycg5FQ1Ll3IjRFe5xERonCenH6Oq2OVueI2lG1HqvMWzT/wGE57TrC5sUqq9zA1dFlU7T6A1SKfymJzK9vYV6SjzUoumUCi5ltzmz29dZ9yopuopcco9KlkBtbYNh1YtHeZ7DTZuz99F3ykyMN6DRS/MF3fYLa5Qbk5x0jfNSjEq88A/M3AW/TuT2lQty6vxNwjofZzznJJNQrHG3oqtSVdrcf1nqhWG7U7ZBBSHs/croee8uRbGblGjsd+h1IoyZHkaVTMgzcyEIczdrSjJfAm324zPZeal6Sn8DutDhxaxzgT1ytHbx3IiLQ+o0wGfjAoTh9lStb6vHa3UZByZ+Cq0gusFYZ7YZCLkwOtS4zEJXbAPp9aFSqGSB8L5bJy9co5jnl7pRvzgmrge3aPaakot+fXIJslGnAmvjSnHGFaNTf6dcInfLmS5l4pJR+9jvh6OeEQ0W5U3NtbZTGSplzu4DEbGfB4OhHx4HTpi1R3yrSxurQ+fvuc9YF1QZi9v7so848O9AWLVgnSpDxhtTDv8kvkggItoJggwczwQkmZXD8qZNst3COhH+db6BpeT36NH72DAPo3PYuHmUhq9Ts9njh3FrhPT0j2urm/Ro/Uz3RPg+squpJ+vRzPyOhUZ9iupMN9cvca4c4gneie5ubxN73CRVLbBfFiF121j0uSSNFer38i4zS3NrowWLa62iOQEX5+Fr67ewqmxYq1oSedL6E06br62RrPb4fRHJvEGbazvpZh/ZZ2TZ8YI9DplA1NRLZOqLGAW+vG7dX7uhSnidWFAFmfAocdrURJJpdlL5BkaFLnPDVqdGs1OnVK1SrncQqROdttqLCYjNpOJZlNJKtsmmW7Saqrx2By0cnqOHpjG57TitpmlVjdZu0OuEaXdNWJQjrJXarC1naSbaNDvcjIxHkKhVVEv/wG1ep1Y8SXpvC3ub3PdG+QUaU47zyCCCUOGOQImFQbDcyzkd7GoaiTT52H7GHZvm74RD37TQfk5VloxMrV5rK0j3Pn+CoMHeqn603S7KlRtn6RrCzDtM7Wod7/JmO2TrG5+hdyug4Jpi7uaMJFSCLXmII97B+nNWmXUWjyXJVErc+z4OHqdktV0AnfHgqIKyU4ajA1CIgZTEabWUjOXL+PUl9AqlQyaDnLWM87KvSj5UpUlR1rqqqfdHl6OXKXTbHPCeoyA2SrjziKFIvFSSYL1YZeT8HqK3VSWe5Y4c5k4xWaNx1zjNFtdDFoVs/YgnXaXarMl157YewSzROSMizVeKdV5e36DlVyavKrOgZAfv8mCWqdhxu9lNhiQcWepVJH/9Pk3GXmkl3SzJo3fmt02fU47z0+PMSAi6ep1adooQHi12sSo1uAUjSuVgo1Mmp1MHrvJyEemRhnzu+XUWew1r91ZJV+tytQBk063T3Xviki9uqRvi71ANBzlQ62Sr1+Yp4l9TVC/680m8b09jh2YwmOzyN/xzk5UgvvJkIfbGxG2k1nubcTQ69V89NikdGoXDW1xv1yOJImniwz7nDjtZi5v7MifK3Tsgt5frDek1ltQ7J2i2WkyyGtIlDDt/c6FRcq1JlOTfiK1kmyqiaz4Dysh4RHU9xmPTzYHP3/7FmqUvDg+waTHIxl94l5w/J2JutDSC4262Evf3N2Uju+PBHrlaxP3+BP+Hml6Np+Kc8gbkD4womSyQyrMrcwmfSoHjXSby8KPQQOHvSN8YmCWbLXCl9bvYBYGaUoHNxJXyJquMGHr41OD/4D1fIKr0RuETBNMuAJy7VyIXUClVHHUeYxrqauSQedTjjBmHJBrL1fwczcdJ15boaveZahdJmQ2kOt68egmcXQ3uFYQsZxVzgaeRVgjFLp7zLoPS7O3VnOVTOVtWqopEvU6u8XbkO2hmDRgcWmxl/wko2UMJi3Do34Ghjwyfed+7UQy3FkKs7aVJFtbw+rZxtQ9R0+gB4dDT7qzh8tsZdI1JhvSSlWLWOUyFk0fnU6AzXhamtGJhlMgYGe4R8tnn3kendr6Ew/SR37trw/S1373pyD9xymBe8W6EZHg9xPKvvSlL8loPzFd/6vW3whIF50DAcTFRF280EuXLsmDqohp+9SnPiVzzv82lzSOq9dZeSeCTVAoI6mCjOkQUybhei4miaL7JqbrXqtZRiEJK9JIPsLl9Ss0amrG3QfkzSPfuisBurYr4kwEEFdTU16hpVyjx/o0Acshacwj85FbVb6+8xqruSQWVYhPDp+gXG+znc9ytndAUsvCpbykNfWZ7Uw5fA9N4MSG/tbeOnuV3+cR32lG7M+zvp3gGxfOc/qsjpC9n63Xy/SOB/D2L6DWTKFWvz8LQWg3VwvbbJfeQKvscsLz89xM7rEezuFvmHGqdBw5Nsj521/mzcUFjmoP8JHnNahNj6JQChpkl9c3NlBqc9wtvEx/vp9UuYnO70XV6ZXdzfPJOZrdMn0FN+VNDc8dvUZNHWKxeJLPnTzCd64vyqn2P/y5x/G4f2DmEheHbmEwpjMz4wiSyGe5GH6TXusgJ3oPv2eKfPX2Fm6RD9zj4k/O32Ll5i6/+XOP0te7750gnD7FjfCILygPLKKymRJ3b+9w9PgQ8ze3CPW76RnYd3ZtdpqslpZQopQadPH1Pv390bEBzo7uxxj9X0F3L9cbUm++l83LA4SYnLs/wKn9w0oait3cplIWMWmQ1TTRhwycDPRg1/+ANSAMra5fXJOmSkV7jUyjxJghJJ1rb+5FuBOJUajXMapU2C0CBCoxtr0kS5dQ6Mwc6T+BaceJSqtjMRLnwMF+SZVN16tSi23T6TGprqLiIkOuf8Dv/PsFViIxXAeD6DRhRgM+zs0+Ql0zj1M/Trls4eUrbxA5v8XTv+QjY77DpOqXCc81GD6oZzf5Nb4RLzBqi3PE9+vM9IqJdpdY5RIGtQ+7boSdzSS/u3yJkWEvRcUmIX0Qn15Bu2ui1TFj0LTo5CG2FGbymA2tLo5Ze5RmV8FW8U02CmFq7TGG7A6upDZwaM2c9Y5LzbROqZOmPxeS13BrXTztf4xmB67GdrkQ3eJn+iYkpVhICT6o4tkidzejchor3PiFIdxm9hbR6m1s6mEGLCfJFWpSwnFkMkSp1eT1zQ2K1QYne3sJ2a1S/iIO5Q+uM2GEtxxPspvNM+QWTsWuh66VYrPC3ewakVIMLV1q5Q6JWIdOzUjI6sTnsGA1/YAyL77uVfOS5nvQGaT3ATaPuP5viyl1rSqnPZFCnhuxDYzGKtNeP33GQRLlGvOphJwOiTzjTL1KqlbGqtXL6bqgqm+XMxKsN4od8sW6bPgImuxIwILGmJeUes87U1H1OwZwogRAubS5Ix2lD/X4qbabkv4u9sghk5uFZFJO9g56H9asN9pV1ku3sKqDrGZbrJUuENRrqRcOoOmoEEMrl1XL12/PY7YrGAqZaHW7HLaNs7ZW5MhwrzRQe3NukyMjIQnQS+0866VVVHU3r93b47GxPgqldVoNNc8ePksyX+GPb9xm0ObE1FDSN+his5GjXGxIkyuhSe9mGmRNBWZDfezslWVUXHg1Ti6fwzNk4i/+4iKRdIpHXupHaYGrc1vUkyUOnHTTUVSoNBNU4wpseiNtVZtSvUtvSKwBITkyoVEaUCv0hPfqNBpqDo6G0KmMUsMt/k6jFOZLWsnASKSF8VxJ6tWFvMLrskjgsRVNs7CyicZokVFU0tjKlENjTdM1imZVPzajk0P+AKNuD+qukt2tFDtbSVyuXYKhq9jc/wil0ka1UedPtr5GpJJiUHmAcqNLSJHGqb9BvP4MOVWLfpONluYS49YTKFpm7t1awWuaZGp2EJ2hS7RyEaduEqMmQC5Z4OVvv0Z7VIfNOSSp2IN2Bz6jifXCH2BUBzGqzNTq13h7Wcn376yhtoLecJyPjh9mqqef9Uyapa0YqmIHW7aBc8ROrVf7rpQlXc9xNb4so9yW0htkchlKwpvBpsVsymPTjPJC6CQGtZZoscDvXrxAV9Hi08eO88cbl9nKx3i+5xiHXANEcgWiIk/cKLLIzQLDyjUt4gK/tHKTbLNCQd1kVB9g0uVFoYFHvH3y9xI6awFw7xuw3b/GxWc0F49LqvqtnT3piN4ud6R8ZtrvZdzvpkaHeLHIZirLxmoCU1cljV8FI+dgyC8bBeKsImQ0V7fD0kFd7DWTXq/MP39jYYOVWJJqoyUjIU8M9UizNmHuJuRYYvosTONK5bp8XcLrQLxWAcTFYEP8mbg3CTAuJqai4SYd3FttuZ8JGY5ZryEdj9Pb20u+WpdnNPHnonm5k8pJ+rLw53GZTfzyU8cks+h+iabm9ZWwlFm0lcJ4TUOvyyrjKS+ub8sJ+rnRQXm2E2Z04nWLuDiRSiDc6+eXI9SqTX72iYP4XVbJRLm+u0fIZmXat888+6AS8jpBYT/qD8kzx9eWF6Wmetbr52gwxEI2IRuIJ/wh7qREokWN08H9JJnXdzZYzid5tm+EQqMhm5wCtIsoseuxPcnGmnTux9CG4zleXplnox3jUyNHMVpUvJ2cI1OBoNHFpwePEE5k+LPFG9DScCgUJKU9T7SxzIT+MR4NPk2DHcKFAsXqfnZ4r/DFqFyn3PAzYR/gZu7PWSpsc9L9FBNWJUHjUdbninzj+7dJja5gDOY5Z0wQ3nOzvCOYClq05l422jmS9QaWxjD1ZoF6t4JTHZImhP22OzKdoNseo1hYodWOky9P0qq2pGP/qZ6jEqC3Fcjm8vpOipWNuATooknk91gZ6nczOeyjbbhMRxVn2v0raFSGdxg0C+hVBoZMo9LrQZhY7uYuUNjzUojp5Pku1O+k2GpKM8TnTp/ApP3J16T/FKT/11N/LZC+u7sr89/EaF/U6dOnefzxx2Wouxj1C6D+k7KwRW76/Zz0B0vou1bDSanxEvqrrkJBub6vuROUMJfFhNumJ1Vbp9RMMdpjoM/RR9ByFL1WS6NVYKv4FdrdKgPWT2JQ72+qopu/XtzmrchtUpUifZZxTvlHGLTsg8h7ibjUr9pMWhl7NOsOyiikB0sciq/EdolUruE23OJs4H+S+vdkbZXry3fYXjXwuY9+hE61wfylbzF23ILT+/z73lRq7Trz+XXqrS3a3TBjtuepNQx86d4dnhmYZDrg5+7tbQrtPVZUb2KKzTCpTWC2hRg5/ty7zxPOZXht9w/QmzrEig4yN6rYhvvZUe+RaeTx6r38D4dexNo18faFf4HHr+L80mNk2k1MLj2fOTHLH755HUOqy6/8/BmsFsNDDsP3sntkG3mcugxubYDdqIhygSMDwYeM0nKFCjfndjlzdEhGq/3O1y8QDWf573/9WQk05Gst5plLxXm8d/DdHPnlxQiVSp2BAQ/3bmxx4tExFNoOK6Ul6Tx6f7O/X+vJNF+7+cHu7w+WAE+Li4tMTk7+SCA9V6lJp86E6PTaLHJyLvwH/iolDkHzN7cplepSxxrpVugdcXMi2CvX8YM/89KVVVLC9CpoIJzPSfpwrlbFoNBLmrM4mIgDhsiv9ZhNZNvr3Lg7RzGsI3i0zLUbJbLdJmaNg0eDB3j0xPRDxjq7hRzr2SyJ4vepl+b47p8FsHv7mJ0e4ImjIfzueUzao7TQsJW/xsaOk63vRQiOtXnk6SG289dYC6/Rx6+Sb3WxKDdR6+4xryoSsug57vstOQFutIWb9WWMzRnmr6fpnfXyZ7HbDFjUKFQ13ForZnUTukFKhTob21ucHZ9AZYni1giGAjj1R2h3Wizl/oRoRUejPcmU08eXw5c46uxjzCo01HVqnTr5Rp4r6RtUGiJisAe/yYEYh+rUeo64+tEp9VJbLbTc99eQ8JmY24oytxWTlFBxcBVaZ4fFiNNiQK0vslX9DslME1P1NKcmJ2XTUJQAn69vrVNrtHGo9eQFJd5kwGs2kYuEOfQAYyNXrTEXicvYx5mAD7tJy+3cEhulLSwaDaPmAfyGAFa1TV5PIpN5ficuD9NCjiBc1AUIEwd0oe3saDtsN7KMO73MevfNKUXJaXsqIWm7p0K9KFFwPbJLuBylqc5iUTulCWaPxf7QmohVCkQrRZnJLtaYeB+EB4DYc1VVFblcna10Vh7a+z1GPO4mFnMbjy4oTTDvJ14IOu2ljR0poxATQ7FHvhFe42JkR+qGz4Qebqa1Ok02SrfpdIxsFTSU23P4TTVOun+OaKHKnXAUkzA9a3fpdVj5o5tX8AZUPDUyQbW9b6wVj1el+VSrqmLSF2Ko38RmeU3GaDq0Tm7uChbHRV46NEgj6Wa4102Pz85eLseX793GXG3hs6k5NO3lXjrM7d2wbGCISZpPU+WA306lU6HcLOGz6kknC7Rb4PG4uPZmmmS8zqknBvF43Hzpu2s4LQqOnnTg1A9Sypt5661tovqOTMoYD3g4fXBA0vaNaq2chOpVKlZWkvidVmaHgx8qmxGMsH2n+JKkAJsMWnKpGIcOTEotZ7i4yuXodZLVKt1KH/qqDSoduUYFlVrKMiwGbIYGhtYXyKZP0D/4KJ4+C1+OfYtsvci4eRafwcW01U658nskWzNslmx4FHZitfOY2woq+YMUm9sErRNU0x3KIgVkJkdvyIvHNCvvnXeSmyzsrGLbM/KRx47R17MvUUlUrpCoXiNofJGl1J9wNaYl0l7DSBdN+DS2tl8259whGyenBum32Snkqnzt+9cJL+/yy597msH+INV2nRuZRUIGN1vlKPHKJhvZJrRNaNtxUhUVz/sfp8fhYK9eZCEXo0mFTljB5fw2LUODQbONkFpMS+v4zRb6nTYZT3YfbAuGydXUNqVumTfW1ggqHPy3584Rb5Q46e3FI5IUPqDEc96IRCSDZKeUYymepBKvMmZ2olGqaWo67OaKNJstmVAwEfLKbPO/eOUGI9N+6acg7ovi+1cSadbSaQm2BW263mxLs7ZKs4VRp8Zns3BQNMaqTdZjGSnrENeEkA5OBD3YTAY5Nd6KZaTxomhkuawf3miWrJ+6YHU0pHHc1bsL9PX1MujbTywRE9AvXbjH3Z2o9FMY8Tj5+UdnGfA6ZHSsqJ1EjqXdODMDAYIu60NSMdGoCzmt7KbzXN8Oy3v4E+NDUjom9kAB1r91cZ71SJqZiaCUhDiMYtJukPviajojY+OO9ATfYzT8YIm1eDMekc1w4d7+6uaaNNMU6QUzPi/xWkk2BB4G6n0SvL++u8GdVFT6DQiQn6pWOBXY91m4HNmlVW1jKivl/WSwx8V8M8JKMcIvDp3kTm6dvXKCaAZKuSaPmobx95gJK1K4VE628tus1b6HTaegX/1x3CYLZsMmg+Yj5GoqKb3JN/cw6IoousN0u1WWKl+g2HJyxHaI2lqS1KKfx56awdFv5H+d+w84uqscNjmwWT10FAfRtuKEGwepKeYpE+KoSzSOk5KVYFP0UaruUcy9wcU7OtA46BrmqGWbrIaH0Aw0sBgMdDMO2tUOrWoTrUot986xQR+Hx3r2m8h67T57rdNiLf8F1EojQ7ZPPTBcWUSt0NCnHWZ3I8VuZB2jP8Jk/xPYzN73YAFRP/Eg/Vf/Bibpv/fTSfqPU/l8XhqZi1jyYrEoHd6feeYZSXP/62DhvxZIv3PnjjSOE+6KIgNOjPlF9NmPo0H/27KwK5Uqr1+8Jm8+97PExQFa0INF3Jro+ApqVr5Sk4eNoNsqo00EFSldLCNYOKXuZdKVJNP+MxzpPUa1tcd28esY1QH6LC+ifid2JtvIcj05z06+gF5O6M2M24alEcz9yter/OnyXXmj+szk7EPUd1EyviUZIVsrg+r3GbI8Qch0ilh1Tmaw+w3TfP07C7Ib/fPPTxPb+hI7i0GOPvOYdDp/sITr8WJhA6ugJrduSmAS0E7x+VuXmfT4eWp4XyNeqBT4Txd+m15LP08PHWR3+QqpvXFmTk/i7dufOAs39zd23kCrGONGYY3otg5tXYlr2EefqZe/e0DQhNXUq6+xvf0qV+88wQvPP8bLlxa4uLGDL2Dh+eOTfP/SEt6ylk///En0D5i7tDoNrmfOE63UGbMeYsziYyWakhmth/oC8kZ7v+4shuXNWxiYiQnC//f3XkVh0fB/+/jZd02ybiX2DzGCZiaaF2KKfPXSGv2DHoqZMqVGEfVIBYfGKSeB79fg+CD3978q3V3og4UZnHg+ofcb8Dglvf2vWgKgL9zeoVSokm81CbfKjIz78OrMpEplksWKzGpNlyrSFbqaLOOYcGAw6+mxWtCo1OzWkvQ7bHx8ePZd45r7FY1k+c7517EPtkjF6qhMLUKuGZajCzjHdUzbJ5ixzTwUHSi0g9+dW+X6+p9gMFWY7fklXjp6Uh6+6q0dqo15DJpzvLV6m9jWLbq7A/zCrz1DvH6duWt5Nrpvo1V6CameZTDkYDSwzHrxOnPFDDr1CNPOFxi0+EiXV7kzd51hzxP0D/l5I7bK9dQWVkOOI/YpYrVt+rUBrl7KYevVEuo149e3Mah0dDthXHqRseqg0Nhlr3yB3aIZFP3YdEbmC9s86ptg1BKUkx3hrruQirLdnMdt1PGE/6Q0KbuUXGXQYseoVkqphKD1NmpdKpUOsVSVTlvJbH8f/R4PXqsNs9b47jprttrcWN4gwyVsriJj9mekt8SDUpfz4W2pYR20OYgVSuxlcsytrnL64AFJGReH/fvv+2Jyjze2F8h2Eox4HZzwTNNjDMmIsh8uMdFaiaSks3ifx8GIyBHuin1A6NvrxIsFrqXCqFoKxkz7B/H70/ZkoyyNwY69czB9a2eLWrPGkFtJ0KGlz9iPS+t5z/Uk5C3CLyJaKRCvlmRjThjxCb35lN1PvdiRchcx9VOpWnjcbYIuDTPeYbz6oNRci0aCmKiLBpJCs+/APeC0sVPN4NVbmHEE0ChVUrK0Wb5LptogVrJg0cVRqjc57vw5DGKkKqQzhSK39qLYdTqW8js0u02SkS4/e+QAU0Ev28k0f3rhJkN9VvxBJdd3FjCYaxxwD+LRib2oSrK+zGK4S6bYZcqnlg2HgT4NqBpEizUy5QaNbI0+r5c+n4+tVIXLiQxWnROv0oGrpeLA8ACrySIT/l56rF6Wb0dpNFpMH+7n//yPr8tr8NRTE1h9Jb527S1mek7wq888yU4+z4XFTdTZlmw8fvH1u4yO+Rgf8EhQrdEqpU+CSIW4txjBF7Tic1lko8Sg1sivoklhfOfr/WamKMHqiKcL3Lw9h9rhZC0VJtPZotevYsZ5imHngHSGF/dPKffKlqRPRTov3PX/nEqtzc3lM+SzWWKKbdS9Skb9kxz1DDHjDYLyW+RaedKcZcLaQ7h8G6Nil37L80Qqc2i7fSiabtkw344tsh69TaY0gtZjQq9XojfkOd1zAF1Wxd5CmMNPzaCzdJjL/AfqzZOsZu+QqqZoqmp0VHla7XEGNOdQJ7soMk2sSo2k2A7NBLmVCUsn6NrNPNG1BC989gybKqHr1xGvptnIxkjUktB1MmDUsFxeZ4zj1EoKlrMpWt02Oksbm9pKtl0iXUyjU9Y423+Kg/4gY163lGq8u2cLA8JUgpVsklwnx8tbq+i6Gj6mHqdkavH41Jh05G+2OrJZJ/YJsQeJabT470ihwGIiKe8bIpf7XiSOWaHBoTKQzpQwaLVYdVpJCR/v8UqduMhIF8CsnWvgaGj49M+dkJKKG7sR0uUKox6nZAMtRVOSdTfidUqTQRGhJnTWIvZTnI9EzJlNr5OmpJFsUb6GXo9dxp6J+/FuMsfiTpypfh8972jK/7IS98679+7h6RlgJ51nS2SerwjDSCUvnZySMpNkqSzliULWI0B0udqgWmvy6MwgAcfDEWviXCWYC4KhJt43EQe3lszI++6g286p4T5WVuMsbSb4xNOH8DrN0hckU6rKyDnxVZi1isQNkat9bnhAutJ/EFjfzuckTf1MTz+xUpG3drcwKjWSQWTX6Wko2pINIYD63VRc7plnQn0SlIqJ+tXELj8/elD6f2wXcgzrHESjORbySTxuC89NjGPSauW6+fLWTXLNMk+7pvjy2nkUdSUtnRGzycAvjh6h0CqzVoxz0NrHa5FvcyV+izPeI/SbT7FbWsVrbnPK+4RM3YiXilxNvEWjacak8ROrX2endIWdhX6mnQo+9chzmNX9rKxESTcy3DR+k3HjCm7jCXotdnr1PTQ6ATZKbdbz86wWPPgMVtz6Ch6Vm8I6lAtvU6iVWVo14AiaGDiQQNsd4PaKmZ3GBkalniHzCHanGZNVT6XZoNxoUqk3ZFNW3EPE/UEMaYzaFhrT9zGpJ/HoT0gmhF6jZHF7jkK0xmRwjNHxEB1dgnxjDZ/x5LvpD/81gfTRX/nrg/TVz/8UpP+oJeSFIuVMAPVTp07hcDikr9qtW7d45JFHeOWVV7Ba3xvz+J+F7p5Op6UbuzCNE4+FhQXJxxcdBPEQoF043f1tX9i5YpmvvPIGZqP+3cgy0Y0VmvEHJwticxeGLLuJrNRaBV02Ai4DyfoNCpUukbiT1eQCDk+EkKvEhPNJBh2Pye+ttWusFTe4l9pF07Ez4nCwUtlgwDDBcU//uwdWEUkjtJ/DVhfZUlX++UkxlXrgQDuXjhMrF/Gbl8nWr3LA+eukGhvYNb24dEPye2q1Bn/0tStMj8Q5OtPPyjWRvdnm0OPT7/6s3UqMrXKEIaOXTP0CLeyMmh7jW4uLNFQNPjNzXHZp2502X1/7AqpOGXfyFMN9KxRLk+yuNVEL19HnD1NTprma/B3mUxquhnNYjXa0mgC1ZRiZ6OXvHj8to0lajTnq1S+h1n2Wz//5Lo8cHmJmuodLc1t8/o3rWO0Gzh4dJLGQwd7R8slPHEetUdHuttgp35HuxHbNCHeze/JQf8jZQ6XS4t5uTILaiYBXatkq1QaXbm5wYnZANlQSsRy/9+WLmIds/J3Hjsqp9H39l9B3CZdeUelUkfl7YUYOOXnj3nkODk4x0/dwzNYP14Pu7x9Ef/8wkP7goUFMFgfcdvpcDqnL++uUmGiIyfheMs9esUisXsbVY8Oo0kodol6nRqVRSjDTabepb5SYPTzAaJ+PbrvLYjwp153Iw12vRtEqVRx27DsUixJNjW9+4xZbuRwKXRb/YIOZMS+RpRoH+s9Qd5S4k7srp45T1gn8qn7mtuLcXttj4U6Y0nKU3/p/VsgqQKl6iYDZxZDDgUG5wGJkj/hOP7sLFzn3sTEmQ09w5cYqr9+8QnDAQd14gaP9j3Ks90W6nQqt6re4kr5LXWGlyRgB0xEU2y1KiruMj4/gMkzLz+k/rJynQYEhi5F+Qw9vXb7IIc9hmr0iJqqKU6fGos7j0bpodfN4DKelkVa4fAEFSu6kU2iUg1Q7TRSqNnaVjUpVIQHNlNuLWavm1dib1NsNTttOsyE0kckEfVqnbPqZTWqEuiCczdBVthjvd4CqTb1TlxQ9EfcmJu6Ktor1nTxWvZEDg30UGutEqlcJGKYZMj+G8p2mR7FR5/zuNhMuj6TzinV25eYt1G4v6UqVkMOMzdoi3oixU45DR4e5GaBT10n6+7DnB5nl71cClC+GE9I5eizopsdle/fzF4fGK4kd2XgY1bup11sSwBerNQmO57IJhtwOnhgakvTFVUEHbhdw2Go4DSb6jAMfmI4gqLqJWolouSBpn2LKLg5jh10hpmx+NpJZFiJxVpNRuuoiPqcwEhvlUGCMYq3FF27dlmv8kzPT8gBbe4f+LtyXD7t6yDU3WC8kaDQC9NnqJBpXOOz4GHZtgKbUZpfl13gxzZt791BpGlg7WvKVCslCkfGggWarglGvIpmr4vN1STUK1Epq3DYHTUWbSquIQ+fBpeljbquNXqHEgQWPxcnhsX4UGLgYjtIsNAlvZJkaCdByVJnbjdPn9BGplFBUuwworAwNuNnK5nl8fFA2S4T5o9g3+ka9/PGfXqKi3sbWp0GdDHInlmboWA9jQa+UQ0SXkzKOSlBL3765xpnTo2TrNQkMRFMx6LDKyfiNxV2mJ/ygUVJpNeT0TsREia+1dkvKEcQ6vz+FF7vTxYV7eEJ2dKp1GanoYoZ2xUy+VJP0eMG8EFNIAdjFV4PmLt3W9zFY/gGRSpU/WvsGu4ky1qQfW8GMwWRE61zB677FUuYs/bphsCZxmxKM2WZRmjoYdDp8hv1EhXg5zY3425SqAWqRLupKC2Of0IT7UbeschKb3kyQj2SwnNwkr2pSpRebfg6D1s5iaZNay8IT3k9xIjCB22AkvJfl7s0tYuk8OVOd3jEfw3avBMBX31pgtRjDN+zG7dMTrWXpdAtUlVrOeSaZr11k0nKIUdMEq/k0XqNR3vMz+Tq1coPtWgyNrspAzc9Z3zSzh/tpC3+QdwB2udGQGmVhrlakyKvhNRrNDr/YO0uyXiEXKTHm9Ep3a3HdCmAowKpaaLgVCsliEe7wKhS8urHGXq7AgNnGueEh6bA+7HGytZGSTCHxM91OMx2jgmixyKTPS6vS4g9//20MAxZKpq7UZwdtVim3Ej/r2EBIUsTFdN2u18k1KHTm4t4bdFgeMtsVk+topiCTJMSeIMByj1tMqrvcWo/I/x7veW+z7oPuneOTk7wxv8E3ry1KWdDhoaDck8W+cGZqgFvbEdQKpVx3yUIFn8Msf0ezXitd7oVMTEz474Np8TrERH49npHvu9BiC0fwhfU4lVydz3zkCEeGe96XXSJkaKKxfX0nLM3semw2yXgT75f4GSLKSzQL7tdqJsV6LsvZnn4JtK9Fwlg0Wjx6k5SPtRQdvGazBOr30nFpbnk61CebZW+FN3k7ssUzvhHC0SzrhQxPj45yoC/w7lnwZKAXh95Avlzl/3f7+zQqHR7vGWZTs8Nh5wjzmSzVZpuP9ExS6pRI10scsHv4ys7nWUrlOO36WQbFvlq8hEoh3NunCAmH+laOhex1atV+LtzaJMG3wKDH4ZlmSFkjkD3J4ECIvj4XK6UFrkT/PbquEr2ml0nrOAGVikz9FPHqLTIluBFTEMtmqW/l8CLM6hSMDa7QNPTTVjnJ1aIYrWF82idxentZVC5h01p4JnDyIS+m/fNHR5ofiuaQSEMR7JFcdYdC57vUyidI7ZlIhnO06aAINDA7dAT1PdJvwGiIoteWcGqPYTNasBl0PHn6lLyGfgrSfwrSf5w6dOiQxLnCIM7j2WdLixIy8Oeff57PfOYz/Nt/+2/5W2EcJ0D7+fPnpXHc1772NTlpF3nmf9tBeqPRkDl2P45WWBgubcWT7BQuY9KaGXWfwucwMpf8MnN7tynVQjiM43h0A6iNdZKdGNW6ljH7IJNuN9+JvYldFeKJ4AFJbRLgTDh15upVjnhCuPUm2eW9GN6VtKqj/qC8ma3l0vJx0h/gZvp/xqmbxqYbwm+Ywqh2PvQaY4ktLt78YyaGf4GxgT6uf+cOvgEPfdMhlgvbFFolpiyDpGqXSdTTTFie5/pGnO1GghfHZ/C+417+6tZ3yFTu8dLoL9MpL7G0lMEbPCtN2WqZAnqnisXgt9goic60hmZ+mBO+0yxXEuzEI7zknOFjjx6l04pRLf9HNPqPoNWd4ObcNrdubvF3Pn1aTvjDyRz/7y9+j0q3xRPHRmCtIl2rn//oIfaq90ChpM94QJqBiaW7XkyyVkwwbPEQ0NrlTVrcUIVzqzxIbMSlFu7IgX0dvogmurK7BzYNnzl7WAJ1QeU+v7ctb4j3XVOvzs0Trm8y6Rkjs9rixLkxNA/ccD+oHqS/vzQ7JanLDx401tfXGR4efnedic9X0O2EuY24OQhX6x6n9Ud2ar9forsvaPHxQln6KIjDQ7ZSIbWXR9USDIQ2KoOaR4+PYBc0Q2WXfFNoBBUyg1ccTKNzSRw2E/1jPhbiCWleNO5xS0dfse7EVPhKah2bxsCMvVcefr5/eYk3rqww4LBy+sgIA1NGbm6cp1ROc2bmWRy6/fd9KbfG97ausLGXR5GxE1D62XhjjcdPjfCzv3KW9cy/od4SQP1XCBfLJHI59K27ZC50OXrqDP4DRVa2Utw8ryDYZ8UZSNPTqydc+x4nPL+KSz9Btx2hVPoqb6Z2CVoPspt0EAtr+blHDlBR3MGtn8WgdrNbyvK7qxexGQscLc+wEtsgeFDNI57HuJxep0sFr65Jr9FPp7ODTTeNQR2g1IyQra9JZsybkXskqg5KjRZ6DZzyDXPYNSCBidCTp/JFLqevU+uWOe08TbRdZsjl4kigV+otr6+G5YHw0PDDVEkhgxH0+XSpwM21bawWNaGAiUa3Qb1dp9RME6veliB+0HIam8aDTqWTFPs78RTH/f3SPX1tbQ1Xn5OdcpTF1A7Jcg2jzswjoQkmbb2SXpmpVCUFXoDh6YBXGih9WInm5NJeQr7eyV6v9EfYf83CYXiPdK3CSW+fdH8WMXMrqRT6rpporoBPZ8Gk0Mj1XmjWSdcreBwKHK4GvTYfA5ZBKQP4oBI/Q2jXF7IxuUcKwD3j8HPE3YNTa2QtkeFWeJOV9DZtRROdzsGEqxebWk+/0yQp8s1OhUa7wkYxwlJ+XkbN2ZVB+m014o27uLU9GFUWWt06XTri9ohaoSVVb1IUJgN1HR6DQ5qnXVlKUqoo+dXHTxJyeLi0Ig6GRZ6bPE0y1WQzuUOoN4dF2wMKq2QrrWeSrMby2DVa2jklzx06QL/XTbpakQZTqkSbtCZPudXgsHNINhADQSuvrK9QyNY47ehBaVbLid2ozy0bPnevbYKyTda8w/paFEXUR0EB9/aiGPwGnj07zdPjo2i7Sq5eWGV0MsDFu1uymfLJ52flfiFMOIWJlnC6FlrQaqXJqQP9EvQ9WGKdCMC+D97f+dpoUEmG8fckEbZv/eaT2LX7Zpz3m3iimV0oCTfnKsViEjV/Tld5joouyBuVC7QVKj418AwHnf0kInkW1+6isH4TpfEobv05VvJzlMsxGU0Xzzgp1Ip4zD2gV1FXt8Gwx4jTw8nek9Lk9erGJWI7BQ4EZhkc88mIq3vROJeuvCb3gYrxFHbTAmZq3G510GkazOrOENAckk7QEr2+Q+2/PbcOuTbjfX5mjw/hsBpJ1TO8dfEquraRqL3AQMjOai3Kz3jPMV+6TqfdIqg6SrxURouKnXKaFg20dS0blRhmlQoBNUKdXsI7Gdm4mBj1S8PLjgpWCykcOgMNRZ1vhhcptep8bkwYyQo5jJIZo5f5u2EmxgP0vOOxIko0eb85vyR14AKoLefSdNVdfunQLL9w6CBq9QMJHc0Wt+fDEuAsZ9JyIPGJUwdkrJmQxPzOK5d5e2GDoSEvhUJdTsNPjfUx1ePl5l6UdLFCv9POsHc/WeRHkWGJZl84lZc6ctF8FoA5li1IBs7BocCHUsbFvfONa7eZS5bZyxR55tAoz8yOyQbAd26u4LQZJTD22kxcWtyRE9ZPPDIjp/qCESRer3yUKpI1YDPp5c+/7+wumvri74S8THg7LG0lGRnxyEhCt9nEiM8lDfTeLx5O1GYmy929KH02u2xki/uxAI1iuitB+zuGdJuFLLFyibM9faxm09xNxGWza8zuYiubk+aEw04np0O9zKUTpKplzoT6qZYafPneHNcyYT49dpCRkIe7qZg0vu2z2FnPZbiXiOJs6Gnmm1idei51Vhm2BnDolayXwzzuOczlxK40Mp11hahRkfd1mybLd2JfxKEcxqN8nDYFVOoY7eawZHAK47tEYYnLl5YpRZx4jsNC68tsR4fQ25V8cmSax4MfkZpx8biUeJkuX2K3PEaloueo2UmP5QBKXT9NzW06yWFurCVYyEYobOax6lw4fHG8zipqm5/DI4cxOLbQKusMWD5GvaPgu9GLlJtdznhm6TfveyR8WK3uvsXy7pvYmz/D2Ngodo+ZbKXKQnaBQq2KlRCVeotSa4Fas0KxNEip3uZ/+W9+WZoR/sSD9F/+G5ik//5PJ+k/KuYVEWxvv/32+6aK/Yt/8S9kdrqILP8vBtLFBnrz5k0ZwyaM4y5evEipVJJj/s9+9rP81m/9Fn/rjeNqNWm29OOA9Ha3QaJyDdBTLw6wGd8h0/o+bquRGd8n2Nwts1m7SdOSI120UMo7GDB5GfO4Wauv0ta0+OTgE5JCJg64N5JhbFq91J8/aDIlplXnd7aloYzY8MXmfDrQx05JmOy8zQHnb0qArvqhQ66MY6m/ycYOvHq5zS++cAKDUsml126gOazH4bIxZR0iW1tkrXSdAeOzrIYb5Lolgh4Tx93D8nmuRm+ynHmLjw4+ikPrg9YCufJx7tyJYg1oeGXjAunSXRyhCibLILZugGO+Z/jtm5fxOoz8/PA0b9yZ56UDU3hNf4FKPYTO+HH53GJy8EdfusR0v58Tp0bePRz98y++ymo6xccOTdHdKePoLzB7JES/+Qdxdvcr36hyO7MfaXLAHmI7npcHldn+AA6DgQvX15kZD8qJgYhZu3FpjYiuSbZR47NnD2MzGmTTYzOflfr0TCPJdnGT/JKameEREntZ9AYt4zM9P9K6+CD6+4OT9GanK4H5dioraY5Cb+63mT/05iOmwNlKjXi+SFIAwXfAuABb4gAtqF1CLycOFeJR2itQL9VYKGSoKFrMHOqV0zTRiPAaTRKcCxM3UVtrCWLRLJ4JNyvptNQ1T/t871Kl75cAR5eTq7QqCqqZLnevbOLsqHni8Sn5/lQrDS5dFK7wKRTaMtP2jxDLdLi4sMXabhL0Zcw9eRI7Wdo31fyP/+xXsDmt0rthPf1v0KgcaDuf4+3NHTYWV2h1wvzME8+TTjbYFDddYw+PH34Cl1tEHAqgLOJrVjjt/UcYNE46jTtE83/OtZwVdcKBPXiMik7PuFWJihgBk4ih0vCt3Tm+v3CbQF7Nrz/3Am/kv0u/aZAewzAXk8soFQX6TchotWprF6/hnARtkcolak0XC8ksV+W/s3HKMUy4nMTcNOPXOaXmVmjK7SYd10s3SdZTnHSeZDGfYdbSKymUYsIjqKbv93lnChVuL4fpDzgZ7nH/0J6zP51dyX+PZH2LgOEIRk1QAvtYJct6LsW43UM6FmewfxCV0kC6XkfR0tGt6qg3Ogy7nQy4HPJQLPaIrYzIlk/KNSPAupiuflBJs7BElvVYWhotCc3p/egikd98IxGWGbcho1U6EJu1WulsfyUSllP+frNdHtaj2QI3dyMUKhX02gY6fYteW4B+R0hOyESmuzDX/OFqderU22VW83vcSW+SqKWx61T0m83YdUqZS3x1b5d6M0unVZNSDdpa+txGhr12KTkSxnbzuQyttp1JIY9RbeE3jDJgOiL1jFppnmZE1dWxUg6Tb5Q47BiVjsZvr2+Ry1VQdhXcjcVxmox8+uwQ28VdUrt6npiZAHWBi5vnsSoHOT16+AfXb7fDG+urFJtldjJx8pUiTxwcw2N0kCjWubGzh6ELz40ckiBBTECfOjyK3arnzxbmWAnHOecbQG3Q8Pj4kLw2K/Uyb955Fa3CgKLeQzRTlM2RWqJKLVJi5slRQlMeTvb00i40WV7Y4+DRfv7sW7eYGvVz9vj+niuovMKAS+h19yJZCdifPDqC7kPWgqh6s8yF5T/C6ncwbD2LQxv80H9fLf1HGi0dd4uzfDn8JoqmmjOa41gxYzLoUBtqpLtfxd5QU409TcebxxPU0GdKotXOslNcIVPoYy1ZljF1WlKoiZOPD1GotKh0C6h0HXx6H6lkkUq7gc5vQGdT0lK/yc62DYOixuxomeWGhkY3zaxxGHvzKaoNqNcakjnWUnWINQoSAGnysLMSQ2PU0HvQx14nibqq4trmHRxGHztEOewewexQkmyvYWpOoejoZbMKRZtUJ0NA4yLeTTNgs1Hqxnix53ECJje1aoO33lqm0mrRtKlIUeGQ3y+OFHxx6w6RRpYX+qc56Oyl1KhzJjAgpRrS5PTWDo5+G4lGhVvhKCvJNAHr/kRwoZDEYNDwa7NHOBL4QfLJ/RLXvaB3f/fmMh69gQGHQ96L3UErX7u3KNdBdiHN5HCAF586hHCgfHtpk7m9GL0OG49PDnOwPyA9CX7cEnuIaPgJwJ7Kl+V+YDfpeezA8Pvmlot/+/b8OhfvLdMXDPD80QlJ0RfPc2F+S07j+30OKc353t016VsxGHBIGdvB3gD9nodd2AVIT5fK7wJ30TgUYF1o5OOxPG/eWOPAdIiaskOxVkOn1sjmhWiQDLgd0ovl/RhuiVKJG+EIQ04n4163lBoKA7r7FHkx7RXPkWpUZDPoqaFhdsp51rJpNAoVh/0B9vIFbkQjjLpdPDM4zOWdHeZ2YwxobIz1eNmjyJvRTT4xNIPbaORafI9hqxNtWcHtzT2ilDk10seRYIhINctXd24xYekh30lKP4ETzmkuJTfptlTS+LClqOLW64hUL7JYvM0nQ/8N5ZqdK7FrBE1uHPoQd+d3iN2O0neowPGx00S322yqvkVKs8Nycpa6bpuD6sMcNk9hNugwGdSsNf9XuooUdeUk3ZaWwzYzfuMnuH3nKvMbd1m74aZmAeUE0hD0Z6ceQa29yF7VTLSSxqweRa27Rr9ljEHb0zQ6DS6nb5KoNAgZ+jjkCmF6J13lwSrkKqwtR6mU6xh67mFw5Zlw/ArKd87GYg/eKK9Sa1cZt0xJA+Ct9GVKBSWdai8ff+EJzKaf8Ai22N8gSPe7fmLfi/9cJbCuoLcL/Pvoo4++5+9FBJuIDr/v3fafFaSHw2H+3t/7exKYCy6+yC7/yEc+IrPRRU76X5WD/5MA0u8DdLXShFt/kFx9mXDpFWgN0igcIZov0DHlSFQyxHMFhoI6TvcdxKbs5XJ4ncuRe8wYZ/CaLdRULTKdKseDIYZtDx/K75fIz/zW+pI0knlpeJKuYpdrqX/DsOVnmXK8v71/q7VLqzkvI9dePb/MbjTDc8+Nc2N7jsZGjY8+/QQtTZb53Ms4NEeJxW2o1QqKhgJnPGOYNXpWsqtc2HuDp0IeemwfQdF4CzQHCVcVfH35AgvxLYIWHc7WCvmUA/OAixeHfp6vbW9wNxHl44PTvDA+wVsLi8zvvcIvnjBitfzWQ0YK91b2uHF1g48/fwS7c18fVGk0+Jcvv869cIwnh7R0ikWO9Z7l7On3z3cXGrnlfIzdcpYJmx91Q81cOC4zgw0dJZF4nlNH9jXlS/fCNFstlhsF4vkSnz1zWOpoRXZpqZPEZeowah6nnoPFuT0OzPZy99oWB48Nvvv6/rJ6P/q7AOlXb93G4PETzZdkx1Y4td+fSD74vUIDmCyUSRRLpEr7EwAB0MXBRBzCBDgQBwvxHMLYS8REiUmJ+HthLnP97obMn97OFiTt7sVzBwlabTj1hvdM6UXc2oULy6h6jfIgesDvk3re9yvR/LgTjrBajGLMKEhfz/L0zxzg8Il9icXd65vo9BoGJh1cj3+bzWSE3eVxOnUFZ6YHmRrwcv3ONt/7/ht4jykYP9bHQdtBhswD1FsZFuP/HxJ5K8bMzzJ3YYXhp61cj4aJxo349FqefULNpOcwZk2AQiNMqr7CZukOZqWC456/JxkWrfLLXNr8GqnuKY4PDdNlmsV8Cq8uRq/JjdtwiHS2yL/8yjdRDVf4+8efR6tU8Ebidc66n6TVUXEpNY9eleUR1wEU7GHU9FGsubiwtcBmdpM+3Tg0y9yqrmAwOfhE/3H2ugkOOPsJGX8w3RJ1PnGV7coupsYA0UiN5yYnGfA9zHi5XyIm6N56lIl+rzTI+bCKVefZLL6BSzfGiOUJSX9fzSaYT+2hz2dx9YeodhuMWkIEDPs/T3gQLMdTcgI64nHJaZhYD2J6thBLSE37mMfFoNv5oRT4WkPo1ZMSbA/5XDJjXeT4ruRStJUtHg0MMmj9wfsg6JzC6Eg4awt3dbFWGu06K+k9lpNh9CoBvlNU6hVUbT3dTheVsolO30GjbaMVWkNNE5W6I79XpdBJwN1oQ6RcIyOm3TUVlbqWaXeACVcQjQIW43usREss73bpsXoY6NFQ1e3yaPBRhixeXo78Pq2OnmeDn8ap+8F1KPX7hW2KrTKz9lF0Kq2k9F9c2mI7l+fQUACPycS/e/27WExt/umTLxBL1glnw/T253FrxrmzUmHQ73josxYU5jfXN5nx+/jO1UV0xi6PzIaYz21zKbaJs2rlscFx+uxert2Lspcp8EuPH8Zs1PGlxXneXtlk2unhxEAfkyEr25V7mBROIrdhMZ8l2alx0OZGWe7w5uvzVNptTnx0CkuvmdlAgPxmnmZTgDEbX3zlFi89c4iBB6axYv8QfhGvXl1GZ9BwcCRIr8su95p3/023Sb2dk490bYPFnXlODn8Cr/HDEy4atQvUa29yvfoEL0dv0mN08OvDH8csYgqFJjqT5Ebq6wwokzSrT7NXK1IsZ1FEa1gCdoqONi2llaAxhEdvRK2okW9dp1WbpFbXkapmiBUSaFp24rky2XKNSqVGpl3F6Ytg0tegPsSkeYWErktF1+KAXUuP5uNoFN533MYVREp5GRMY0tkwKrTUG00K6Qp7awnymgxThwfJmHPYizpWSlsyM7ubdhDW3QOVl179qFxL3W6b3WacY94Bwo2UlMwoVHkCejfnvMfffV/q9SZffes2aUWdo4N93IvGuJxaJ67KM2b18HOjRym06pwLDkkK+1o8La/hhc0Y8WgOf58Di0MvIy6FQ/WNZET6AHxycpoj/vc2TcS1fnsvKvPCDwX9RMI5mU5wKxnnwtYOQbuFk0O9mKpKFm7tcvDxYVK1KjqNinOjAxJQRtIFCbCFEWDIZcXn/GA99oeVmLzuJHNcXd6hWK1zVtwj+nwSBIs/v7S8LdejmHrn0wleeuwUg/799bqwE5fJAycn+sgUK9xc25PXmmiSbiYysgkugPFkyMup0b4PZKcJFokA6zeWdzl/Z5PDEz0cHN7P0hYNBPFeC++hPqdNxlmKs5iYqot794N09vvNrqu7YTkcEO/tgz9TXFvCmFU01y/t7Mgm/pjDRbpVo9Spy6n1mb5+KRH483t3UdS7HLEEaFm6KE0qHu0dkFKTi9FtSX//mf5xdDUlrywtETRZeXZqFLVJw9XortS5H/YGmc+HuZLYos/kIVLf5pBjkIDBz830Dgb0VFstuqo6IVOHW9lvybSSzwz8D2RqKb63eZG5m0rKu2U8wrxSm0aryzFgOEYoZGRX87voCbFX6eFmYZVZ2yP8wthxghYrxXqMK5F/QrY7Srtpp7NVYOWWmo1FOyOH0kxOzvD4iafRmFW8HLmAWaPhGc8Ais4i2baPdLVEuqwg03gLs+I0Qes0DqOGcGONckNNra1j3OZl0OyS9wMByjdWYmRSJXoGXPQNeFCquqzm/xCN0sqQ7ZPvfg7lSp270QXi2Rzmhlcgdzr6LQLOID//0c/Is+lPKjD9KUj/L1MCiAsc/OUvfxmbbZ99LEpMzz/2sY/x+7//+1L6/Z8dpIsX8E//6T+VoFw8pqbeH0D9JLu7fzhAN+PUThOrvkm6dpuQ6Skc+oNEqhHWC9tsxepEEwo8KhOGVou+0TpaK9zNxnnUe4KgoPttb0ig6BX/RuiTLCY8NpOcUj2o7RIU+Nd21qjWK0x6atS7V2l1yjwW/Ofv+xq73Rb12qtoNAdQqXskQPw/XnmVur7CZ88+Tup2iko5h3p2lU7XSyk9LHVlHXNNgvNJW4hoOcYrm9/nEW+LUddHUbW32S6G+U6qxV4lzoilj+FGH7HKt4nWMiRSSk5oH6Uw5JfRU//tgUfYTuc53tODsfM6f/LWbUKjz/Ds6LGHHNJrjSZf+bZ4/4w8+uTUu9NFoS/6l2/+CZVKBl92gnaqxQtPH5Sa6Q+qZK0oo9qsGgNDBg/zuwk5YW9k6oz0e+gJOKjXmlx5e4UDR/t5fW2LSLbAZ8/MkuiEuRBd5oz3GGPvmPjN39uVGbR2m4HIbobjZ0ff16lRuF+LSYfIsK00ajLXvtKss5nKcGltV+pWhwMWssk8T04cYyYYkhIGAcYF5VRQ1UW3XU7Gy1VJ770PxsWEU6wHEXvjMZsfoi2Ky1dEsiSrZWlikxbZyOE8xew+rW/M5eGlx2dRPfA9D5YwX/n6t2/SMqs4cXBQxu2832FGON0uRhL7zxlwUy2U+e0vfJuTkyN85hPn5GeWihdYurvLgUeGpLnX+flVqrqLBBx2Xpr4ZfQaHdfubLO7FCWyGOYf/POfZa2xzmJhGaPawLR5hs2dKDrdH7B924xG+wlUNgOl/ALKdoeJY+fYrcTpKsIc8R9jwBoi21glXtlgu3yFftMYk45fZHVhGTWfZ8uoxWI6SZ/JjVY1w430GmrFIlPmU6zcqNJywZcq1znhdfLZwee5m73OZiXKE94n2S3neDN2FRctepSDbBSuEk6PMmj34LWkCDkC9LvGKbZj/B+Lr3LENcHpwAFuZTeYtPa8C4rv1zdWznMrvkDQPsoLI0fxG97bwNyOZVndSXJwJCBplj9KVVpplvIvy/8es/wM8WybV+YWubu+ydnxcQ77B2SEmtGglQ+DdMJVyOaPOHwKWqiINxNgXYBysR4FBb5LV7rAi7X3YSWo/a+vbrKWizMdtHOy10uxVeBWegenTkmfWSfp461ujXKzzHImg1bZImgRtOLOO4dXFclSk25XLRtKTUUNrcKMlQA0TdRqwl9CSb2mRKMUUXC2d6btOklbFZrn83tbzGVi2I1a3Abzvnyo05F6T4u2Taq0x9cWVuhoUphqI7g1HpzedXwOJcO2Z1kppBmzeRm27DdJFwpblFpVDttH0ao0+yBgfU9O7QZ8Dq7u7FEljUJT4uVLWUacXl464eOthXlODR9m2Nsrv0fkp58Y73soEmojnZFO9QI0//H3buIJGXD1aBk2+vj2yhKmdofRYaecHt1aiqPvGDg7NspEIMi3l1b47uIKTmuHp2dMTDgn0St8XN7aYXsljrWuYmyih2apLr01Xnv5Dmq7nqPPjqPz6xmxO8kuZegf8hJO5yXl+TM/e1x6sTxYAvy8fWsdp9tErlFCoRSGYB0c1joKZQW1wki926TQKFCNmjg5+eSH3js7rRT54r/n+9kJLuUyHLAH+czAi3Q6+9re3UKKO5k36demMDPEaslOrBwjnVSwm8qQS3fQlCDo8ODy2zAZNVida2hUHgyqIVA0iTV2UHTtNDtq3EYTpW6dcEVQv6NYVTexl04z2F9mrb7GXiSPX5XDpD2FrjkraewC3BWVdWqaJk8MjtDrcD5ED3975x43LmyyGo8RHHVStXUphKP0aftIuPLEM1lC9WFmBnsI+RzUtEUZsSd8FTZLCcasDrYq23y677l3pR2CJScmp6VajfpmmZSmAV54O7WCsqXiMcMI66LhhkkmDAiwbjUaJEDsddlk3Gp4K83gtJ+6os1CNimvhycHBjke7HkPU0dc97f3YjL9QFzfovEkmq6/f/4GuVKNgwE/dqWWkN+B3Wbk+lsraF16zp0a51DI/xAoFbIdkX6zly5IDbhw2haGuiKl4i+jI79nfXS63FwPc3V5V/rMiGaWAKujAZeccIumnaZe4NyJI3KdiWvrxmqY01MDcg9a2H6vEZ1gtAlT2QtLW5KV89T0CIO+96dKL27G+N7lFc4cGWKgx0WqsM9Sy5X3PYGEy/x6MiON70SSjIjGFbp/wSoY8roeMnYVTZBrQlIHHO8Nycn+D5cA7Bf3dqRRsYgVvBzekSaPQobiRI+ho2KHopRAfG52lnC5QLRclNR3AdRfXlrkO2srHDIHJKtmo5GTMapHvEH5/l2LhWX2/HF/kOuZTXaKedmILnVTPB88Sa3dZSWfwKu1sZRNUG0XcWgiLFUvMqZ8HFVihPNv3aCjVmAbCUhWgJA2aPx72EweTvmPUmzd4kbmLzjl+ix3s5u8vJPCQj+PeAcZMThJZ/6E9foVrt0YQlGCw5YaJcsTnHh8iIBll5DpDFqVhWqrxtf33kSjMPK4s4FZ6yXeyGHR9JCpb5GqzKNqf4RkqUtb0aCujhEwBii31Wg6SmxZDflYCX/IwcCwVw4J3r1uWznmkr+Pun4AVWOSTK4sDTetFj01XRalscbhwCwalUgYucqzJ/4blArNTzxIH/sbmKSv/HSS/oGVSqX4x//4Hz/0ZyKCXAyrz5w5Iyfr29vbXL58mZMnT0qA/q/+1b/ib4Um/b92kN7u1IlXr6NRmrFrR9gqfpVmO0+/5eM0MbJV2aJUb5Ir6nDq7HJqJPR4S9txri3tULFvMjra4rD7DDsFNX6TlRmnX5qdiK5volCWuZ5CzyQoVgKcmYxa7mSj9FoUtNlmNVVCo32bI55fotcsMqHfW83mIp12Ap1eZDa3WCpski4XuPNmmlOTIxyd6eW1y79DywpmwxOYNSZ6/Rbm8rs86pmg0irx9fXvM2VvMO2eYrVQZDf7bW6VfYzaxnkqcBy33s5m8S3eXPs2y2EVw+1xqhET1815/tFHnuGILySpl4n8DWZdl0mkP8kbuymOHRrmoGM/RuR+3VuLMH9rm7PHR9/NJk/UNtnOb/L5S1n6NC6qO2VK0RK/+gtnmJ76YOq5yKyez0VI1UpMWYOkMlVJtdY2FDz3qMiJV7G1FiedLHL45BBfvTHHamGFczO99JpGuZNI8ljPoIwmypZKXLi4grffyvZOHK1Vg8lnlAC82hLZpXWZx9wQmUhC+KBSo1frpNmLQa2TBkt0Vdxcj1KttzBqqrSMahQNHTQ00FVIR3MBTgQg/yAw/mAJ46tEtSwzWAU4FzdjoSkXcojsRo7V7ThZmow6nDx+ZvI92tL7tZvL89r5efQKNS8+feghd+H7JQ7QS9GkPLQISr7QzDfrLX73f/8ebV2XsY8HOeTqlzf7K28to7BrmUuKmJMsPQ4rTx3rJ6V7A3XHSmlrBJvBxFd/502ef/EwJ56aeefzanAnM8cbW3ewqEx0bifxjbyNQvEoJp6gk8kzc2wPn/cUKALMpxZYSK/j1o0z7PBi1O0Sra6Tqt2mt3Oa9Go/x090qNT/I5fKMwxZewkYhzGqB7mauMnCzdvM+s9x4ugEf7x+lQvp2/zfp17AgonXo9+jUDAS6PazWN1ltbVIr7qfk8Euk95hApaDVFtpEtU79JgfldT5ldw6v7fyOp8eOkWfpZ/buU2mbL349Q55+BQTH3FN6zwlbpXu4dEM8cmBRySQvF8rO0n2EjkOj/dgfyB28EepTCnP6yvfZC26hU4xwGRwmnQ2R0tvJmi04tEYqFSb0khRbPbCDFMAdkFVLbebRIpFVBoVUyEvPQ6bjLJZTUVZisdwmJQMerSoVA2p6RZGagJwtzr7oDtSStPo1NArFZJ+rFHr8FoEHdTAZrGBXqVnwu5FrzKhVhqgq2U+WUStMHAqOIhBbZFNL0m/zWTkftFnF8kZNdLNOG6tl6ChV7rPi/eyXKtLjbNw9BZAUhykl/MpqakVoEStU5BoFampmrIRoldqiFVK3E1vU2ovoahaOeLro0mMvdweheQMZq2FkNtKS9eS+lqDpkWz22LWPiIBuojfnNuJMdXrky7VorZK21wMLxDQDNJjdfPbr31fgtjnpo6Rzys4d0BIDZRsRNNyIihMrcQBX5T4XS9s7shrvlyp8BfXbvDEzCRPj4+znEnyxr11XpyaxOMxspTY48b2Jm1lQ072poI93AmvsxhbwmEa4cnhWbKlGv12B8M2O9fOr7ITz/HsswfY2kiyNBdmdSmCzm5g7HQ/Ko8Wt9pAZ7fCyTNjvPzGnHw9P/fRo++8NuGJUJRT8q1YhJXtGNMTBupNA4m8cGnX4LaqMVqKMsbNrR0gspFmaHhEqvil+Vm7LdM0xN4hH7U61eYfc1HEHFYs+HET7IxKgCLcySvtKk11mCFXjhG9lrXqKPFODhoObNoEvfYADmMbS32c7bWMbLJae3OojCXapUnqnRY7rTX0OhvTvhHJTLubjsvmqlmvJmi5yrRjlMSWjru18ygtHby6DdSxUfyqF3EN9BPPFrm5tyv3ORsGGvW2nByLa1FkfjfNZfLKIo2ugka+wNqNLPaxFr2hIN++u4PBVqRf148x5aCba2Ed0mILGLBrTSw3IpwNjLBUmeNR7zFGLPs52CJq62okjF2vlxr0uViMxE6K66ptioo2s/o+YoUK2oYar9aEXaPHotYQdNhQGVTsVvNSvpQPFynnq1QCKnlWOBII8kio7yEmjACFIoJN7PlTPq80ABQxZFc2d5mPJeTkd9BolRFqU/1+6qUmRouWZLFE+E6Cf/gbT2G2fLDuXEzBJWBP5WV8mYg7E9eUkK38KCXWzHI4yetzayzvJvE7LNLsTUiMDgz4OTocJLq7w9jYGF0UnJ/flFFrAjyK6+vwcPADI91ECsGbixuSNj7odXGoP0Cv2/bu5H95K8Hr11Y4OtnL8Zn9z+Z+iUaBSD5IFSvEc0XuheOy8S405qdH+mWjUOxBQbtVglhhSHb//b4TiUkp2om+kLxWfriEB5HwohAT9FGzg2/cW5TPLbx5hjwurBodb25vUmk3eWZ4BKNBQ6Jcwt8w0Gl0yZob7DTzHPP2cNgb4Gp8D61KxXF/SN5b7iSjsnF/wO3hbmFb+paES3HMKnjENMtyLs5eOYetZWKplkRjzOKzbZIspTG+/Rg9fU66VsFGnMLV42arWkCprFNXrNJpDuI1OMjzpzS6JR71/Cavbr/K69tdigkdnYqCXmGk6v8KCxk7JlUvZ442ORL4CEulAJnaMoNWFeP2J2QTpNqq8N3YeVotNcetGTyWR4jXFvHoZ9kufRejykSv+QUylRqb+Th3MvfoJAwUwm3UdhVPHpviYDC0z9BqtsjmK2RzFQnK06UIZcVlxgNP0ecZx241oHrHW2CnskmmkZbUd0W3xsEDh+XZ/icepH/ubwCk/8FP6e4fVIlEgl/7tV/jRy0Rx/Y7v/M7/FXqpyD9x6C73wfoWqUZvdLFdulr6FROAqafYa+WJNfIUa+ZKJRVTHq8UoN5v2tbbTX5xsptFtcXaVaM2IIlZkI+zvWexaR579RMdKnFdHUvW+DtvXUcpjxDThiwHiBcPc9CZptPjv4TCcx+uDqdCvXaa+j0j1Lt6GX+uYiUmrAOEonk+cprt3jsCRVZxTLzb7qYGJ/iiaMTXEqvyqmjiOb6xsareLQdUKe4mVUQUi/jMh3jpO95aWAjqtCIcjH+O9yMtvBXe2gmhnglvcpTXTe/8bmPYjDpaTR2ubH1v9HjeoGQ4zRvv71AylPhaN8gA+YfUPtFXMp3zi9gbcK5p6YpEiNd36HfNMvdaJbPX7/J031DrNzcY2s5wa/90hmOHx760MUdqeSYy0Xw661Y2ga+fX6JkZCLYzM95GtVOU239xnJmiLSTTmbMDA76ideL5Gp1wia9PLz6+TblPeahMbt5HeLjE/34rCKmCLd/kOrl+wD0eEWsSXvV4LC/tbKJtfnlxgb6aOpraLWdTjkGaDP7H2IWfDDJQykhLmUBOZVEQtXl3Q2oSmXPgV6474j6b0drixtgkEjJ2aPnBxFo3nv6xGUvLuxGLG9HNpcm2efOvBQ91mUMNtZjaXZzeQIOWyM+t1SA9uoN3n5qzdZW43xmV87h9qp4lZ2G3VEyZ35KHnaGNVqnjw8ypHxHgnACtU03139Y6zaAJlrdmLLGf7+/+sTqB+YyiyE49Lt/O7STZltPHnQzIHgMqbSo/jNT9E/rqTSuIlF/zgqpYlEdV5O38r1Hgr1BgZNhGpnk0ruHsf9n2MweJRm+c+JlK+y2HiUMauWgPEoOytNbuxcwTTWZsLyKM1ql38z9wqOjpqPBk6hMOaJdXeot9zYdE62GxsoVEl+c/QlivUbeIznpG45WrmOXmXDoRuVr//V8A2uJu7xi8OnsOqD3MltMmnqJbxXkkDkyOi+I/J8bpmv773BMecxngkclcBzfiNKtlDlyGSP1PT9KCWYG0vRCHM7YeLZPEGXgx5fg7b+Di79ILUdP30jE9yMh9GpO0x5LChoUKqVKFaKUgteko8q5UqNtIjnq9dQa1q4HQqcNiUanZpkRUOjrWHIa6LfaUarMqBCT7zSYK9Yo8fsZdwZQq8yo+wa2EpmZXa4cHEeCjiZy8VkE+uEp09eH/fX87WocFlv8UhoP4v53bVZr3MrGpWH3HGv0O8mKLeKEqh7dfs0+fuVrVYlyBGH2T6jTe4hMh6uUidTqZDrVKgo6zTVTRyWNGOOIfIVM5d2LuJ0rjHuOs20bZZcRiVZBWvJFDFiGMxKfmH0DIcDPaxGUhIEzA4F5YRQ1G5lh1Q9wah5gvm9LNnWujSkuzoPAy43bp2RmT4/I0H3flTm2v5UTWRDP3gNvry8hMHeRpfWkys26A06ODIQ4luLS9RzDX7h7GHpYfb2wqbMc47nc2yW5zA4KyyEVdzazhNw2zjVP8ALQzPYdSapcX715TvUux1efPEot65vcv6NRQwGLU26BKa9dD1qVJU2/SorEwf9/MGXzzM+ZuLAAT31dl5KRnQqO3qVnY3NJvmSgunRIIV6hu3iMrF8llzOTKdpl54De5EILo9HNguFS7kAaUL7KfZCsWd0dDeIKZZJt3oZN/Rz0nUCq8Egp4/pToZEUzg557B2uqwUDayWGhxxT9Bv3sOkVZNt1fAbjqBXO+T7uRPeZDXyJt36NC27mb32OpauiUbDxo3EnrzegnqzbH6O+TLYzFv4rR/nVvab5ItZtJ05zDo3Rzy/web5Bp5BN3FvRwKbY54+afwl5BzJbFFSurdzCW7lVsklu3S0ZRoKJbVSncxKkbJVy/AweJtlPnv6c0z0h1iNR3l57haOuoVtc4Yeo5tcJUGHDo84jsqYwjIttio5Jj0eyZqKlAoYUfMHG5dYSiYItO1MBEMcDYR4Znj0XWM2AUovrW9xaWOXWqlJwGxGa1KzEo2j0ak4d3CUx/oHH6Kei7V2MxyR151Lb5R0a2EqenFzh0SpzLTPy8mBXikN69babOymqOuRTcPpgI/kSgqbzShlTX9Zic8nXajI2MZ4piiNU4NuGwGn9X09JsR9Zm47zvX1sJQVCCq7WgHL4ZSces8OB0nmyySyRcrZJM+eOc5uMi8p6nrNPh1dXFc/yr4ZyeR5e2lLAn+7UUePy06r1uLG3C6jfR7OHB6SLKMPK/F6heTr9YV1bm5HZGqE0L2b9Rq5n4m41DG/W9LiRa0kU6ynMxwJBfG9jzFnplThK3fmoNrlRH8vaXWNJh25//VYbPRZbHxjeYl7e3E0NSiXG1jsOn5meoIeu5XlUor1fIYJh5ujIr4tGZeT9CPugGw0zSXiLKYSmFVK4vUMlbqCNHGOuft5xDPNdlOwgeCQq48vr95mefU8Wts6fuUYhzUv4OitYnV36DUdlq9pXdyj07cxarrY1GOs7M2R736DdnQKbcdMw9kgr3WiSxlZWIoz6IkyfnCXlMHFtC1EQJNlyvtP2C2VuZt5VTbPD7uPSbZjvpnhWvo2pWqOMYsVv3mASjuOTTPCevGL9BrP4NAdJBoW7vub7Gl26XEPUWgpmYtGMXTVDOucmBRayR5z2I247CbsViPZ5nXilUuM2n9Z7iMPVriyQ7Iel0D96MHD/3VM0n8K0v+rqZ+C9B8RpO8D9GtolRY63Saxyps49YfpKkaJ1qNouxaSeRV6tZbD/qA8vNwvsWlejG+SbYapNVWUk1q0BQVmR4WmNsGgfYxp/5ScBj1Y4vve2luiyxZ+vQXqAyTyGTbKf4CWp2krfDw7OkLI/gMNhKhG/SooVOQ6g6wUt+kx+ug3Bt494J6/c4Xb6W/gdz+GuezHsFfC/1gfiW6RU65hvrHxGuulCC1FmK7CwxMeJ0ftQbRGYZ61X2Ladjn5ec7vbsqc5RO+j/E/fvd1/DU9H7P2Y3caOXiun3r5/yBZG2K1MMuTw0PEIznm1nZojyg55hrALX6vd+rOyp50iw+EOpgHKvSZZjGoxPvd5UsL89zc3OP5iTEWroe5dmWdl148wkcfn6HV7UjgWhY0c/FVUM5b4v/r5BoV1ktJ6ZCrKSvZWijgGTAxELTRyTfIFvboHfPToxPRYBlyhTovHptgr16mx2znmH8faM7d2ZGuvzq1imKhwuGTwz82pe+HI9jS9TxrpbD8u2FzCLfO/u5BRwAmAcpFJ1xkphrUagnI953YTbJj/mDdurPJ5YUN7E6LpM8dOzGM9ocOReKQtpxIsZ3N4jeYKaxmmTnUh9trfdgYLJWVukcx2Z8IemSMlVxXjRZXz69y49oGR04O8ejjk5Iu//Lteb504SZBo4tnZ8d5bHb43Wx7SWOc26GuitM0LvHm17b42OmPc/jEwXd/pjApuiEOaekq51++zeHHR/Ae7BItv41HdY+Z0G8y7HiWSv0O7U4es16Yc3SJVW/KG6qGUVbTCb59/S20jiiHBzo8HvpNtEoDjcK/ZrGqp9A9IriexFa9BEe9RFoXiZZMDNon6Wo6/EXiPP+PQz+DrmvhcuoSjbaaafcQs85h/tPanxAy+XjCs+9a7dDPUmvniFdu0GM6i0qpk4Z6f75xkUojwnN9h6Dj4Zsrt5g093NubPQhV+DbmWW+Gv4ez/sfRZW2y0mPAOiCpvqXVTSX4+7ODmuRuNSdToaCHOjtkxRYUZVWlsXsNwnHN3B7XLQ7Tdngqba7+I1O7HoL6nf03GKarVGKh16EGNGqq9lL1NmIV2g1FPhMFnTsu8BHRPyZXiNjlnLtmqTNH+sJ4bdb33OwFZII4QKfLpTlQbuiaRCtFjju7XtX9y2u6VvxqFzbp4K9D+2XD07VBx0OfFYVkfqOjKbrNQ5g09hlzNSdREzGzg0/QEu+XwJkbWbSfH93hVJrFUVDj6szhMvcIt69TDY3iMPmoqYv4DYLY8FBGYEXzuZJxrvcjcbRtlQMOZy8eGSS0cB+rMpOZZt0PcWEdQq9Uk+0usB8YgtFY5BOR8OdjQhuk4lGtcVnHjsswYMw5Do/vyVp8oP+/ddaaFb56uptLJh5dnCMi3c2URnVEmiJmLsvXLnFR0ZHme4PSAfrhXCM4aEG0WyS5J6NbLfDtcgu3XaDM0cCJBt5Rq1eRmx+9C0dr355npGhAKfPjvPat+9y7dIaEzMhyuUyht4ueUuVXKzI0UEDap2J77+Z48mzI7gdHpottZRBVBstKUVa2w1jsGfx+VQ4NL24db3oNFpJARYgIxLeZWZ8TK5BQYcWcVhyLSs6XIhfYz37JRSaEKOO45xzn5X7qQDxS4UdYtUkrVqMalU46Zfp6t2c8B3ArqlSbcyRb5uxaHtx6PYbsuLeu5j5PpG8gfi2nmIiSsvYoe5wotCpOOTxycm6siUayyrC5b8gUzpIprOD2ZDFpkrRUuWwFE/haJzF1+/k269dZnR2kKeOHnqPD0OlVePbkWuyUWXTiZiyMouxtMzpLldbuLdAo0/j6PShqGrpORggbynQr/ewGA+jVah4amqUNf0KH/U8Sbeh5k4synomg6WtkWtYNKa0HRUpY46MpsSI0cNg3cFEyM+LR36wTwojtLe3tllLpemz2WTqxlw4xmY2Q7HWoJ1pcMwV4PGzk7hsRnl/2s7kuLYTRo1CasnFBP12OMLNcFSmOXz66AwzoYCcDMv9JV/kzfl1GT/29OFRUpkysViOtTt7fPaXz+J0fXgCxA9PoQVDQUzXs8UqLqtRAnZhmimGEHe2otzeiEhpzajfhV6nlettwOsk6LTIqE5xPzoy0kOr3eK756/R0lkkk0Zozy0GHYdHQu/RhX9YCQr8jc092eTM5arcFAadXgcvnZ2RdP0fp0Sj4NX5VZYiSUl/txsMMkWl3m7LfXK2PyhNYyOFInejMZmUMuTav/6FB4NohkQSeewOIxFlWTZsBu1OLu3tyN+70e5g1+jQlxW8vrVJQ9NhwO1CeGFmqzX6DDZ5/10qpGRCjV9lkvvhdilHrl7noMMn5ZN1ZZvNSg6jqYvLrGe3lGezus3nhh4nZPRwLbVFOl5k5404C8ot9BPb2F1FPjf8TwiaQmyWLuHXT2LWuOWwYWl7j9e2v8v2nhZN2YY9tIDes8WTA79JvbzNV7+VYLfW5NTEBD3jHiz8MQtVNZm6msN2JT22CQ55Pk22nuBG8jXgAEc9I3LYEKvtsl3aIFvawmk8iN9Qw6Sx0+q22Eh8m87uOZRtuzQ4LFFhLraGte1CpzESbuTZaxbw2+3M+oPSRNFnNr8rN9gqfI1aO8mY7XPvGsndr2h1j1htj18688tyYPKTDtLH/85ff5K+/Ic/naT/baifgvQfge4uqJ2J6nXUChOV5i7F5hp2/WOkW8LGRUmrbiWWrzPmcjPifFjzJA6j15LbbJfiJGoJznpnOejqYWcvIzdpp09FrLlKodyg3zzFsE/QtoySlvpm5DrV9hbHPLN49AIUKplL/yHJSpwh/a9L8xdBYTvo89PnsuG2mnEYq7Sbl9hrTxGvFeX03PUO+BMlsn/vpr/EazdK1BND/LNfeIq1O5ucT6/w9OkjfHnjVVaLwjFUzUn3EI96H0fZugq6cyiUP7hBb+Tf4htb30KLnecGPsX/dncFp8bAkZyLXCSHy6Bg+tQVbB4nWsMv8/b2Dr02G0NOh4wCUvs1ZE0VHvGMYFLvg0BBX/3+7Ru0WpucnDyHweyQQFuA7nChwFtbmyRTRcaCduIreTYX4thnDAyOuDDodehUGvQqQTPXyodRo5MTbuFWnW/VidbyqJJKFFU1Fq8GkytPcavJlHeSgWGffA1fvzHPViLHx09Ocy8Xl9Qxr9FMo97iysVVRsf9bC7H6B/xEnzAcOlHBemiESQoe/fXmQAke9UUy4VdWiJNCCulRlt+/l4xKX9nWn5/Cvl+denGKteWthgKeXCpjRw9PoRW9/DBJVooSlqjiP2a8XlZvxvFZNYxPh1693UIbf5yNCVpuZNBjzTruV8CoN+5tsnWVlLSVD/2yWPs5Yq8dnuF5aUobreOg2eDPDMwjUVjePc57y1HqNWaMgLv9//0D6h2ojz54mn6TAcwa5xST/j1awvSJGfu7WVGRwJ89hfPUS3VuH5jge74Naqtt7EYP8oR1wuoOrfRqAIYtJO0Ow0ilavSRC6zbWI3GiMXXGMhu4FXq+Og/WPYWEbRfIWvr43QCBs4ftTFeOgcJlODdOs24WoAk9rKn65dIVUp8xujT9Fn15Jrb1Ftm/DrPahp8YWtV/hI8CwBbRiX4RG0KpvMfRVAV8S/iVotxLmR3KBQ3sVWdRNy99IwVZh1DOHUPXwAfGXnBm+sX+So7QCfOPjoB0oSRAnH8rm9MEu7EXJlYUbmYaa3l8EH8jgfrGazzp21C4wMjKPXWNAqjUTKZe4mYnI6M+32fmjEn9izdrN51hJp6UYswIAAG68ur3AnEmfIIlzR3bSbnffQ5+9r38V/lxpNFnfjsjlkdmhJtEsccgUJmWzvro/5VEICbkHPtf0QJVSAl9vRqPx+YWbYVuYJV3ZJFkUjUsTJDUjztvertXyapUwcjzmHz2DBphniXnqN+cy38ChnsDcnmN+NS8p5RVFkvbNBU9nlkGOcSWefPDzfikakl4OiqZKTN4+nhcep5EzgOFqlhmh1XtL/Q4aDLCVy0o1dmEHlshUUHYU0v/rU6YMyhilbqnJteYfj433o9EqupNfoM7rZiZWlrlXbVLIZSWNx6inUGnQUHQnA/u4Tj4idg1eWvielMH22Ga7txCjmaoRMFr6ztEKv28FLj0xyJb4ptZUek450LsfNi1scnuylJ2Thm1+Yo1is4hnSQ11FS60moVVSrsBTBybIpStEozlefPKATCYQU0+1uk2pu0epkWR3Bw72HKDP5/lL9zRRiVqBN2Jz1GovY9a08Fhf5IzrEQnQBZC5EF+UGtx2I4PPZGDamqegMuEzzeLS2CjVvk+5I6IiLXKKLipSKjKfvkyjXSJgPEGylubi9jKkDARaJvoHPDTdCmY8AYasTjbzX2SzXKPZHUTDXZo1ETW3jIFh9LWn2dpssR6JM9LjxlmC2dPjDI7+oJktkhS+uXeVQr1Jn9nGpegmy/ESzWYTq7nNr08+Ra5zj50bVRorNiwGBYWhFg6Ph9VkknSphLNgYTG1htvg4GD/COFOcT/6sqMk2agw4LAz6wuQVZT4bmYeTV3NhCaITqHCGlfR3+tibCxAtdvi7d198PboQL9s0C0nU7SUHalrF/n0UxY3Ny9tSjMwT6+d3UpBMsL63XZJqd9IZLi+s4dSreDFA5N89MD4u8wvAagXogl5nzgYEvnyyL17bNArGSqvvHwbv9PKL/ySWI8/flUbTaKpgmSmyAZeqSLPOcIhXtxvqu+Ac0Fhvy8LeVAqdGgwwN7OFqu5tkyXEM2vczODDAfdP7ZhnaDWf/PyAvPrUUYDbqZGAzIrXatRM+hxEPwxIlC77+yVV9Z3pdmtkLmJKbpoJAjfCcEWmQ56cdnMbOdzBKxmjE010UQer9PMUK8bk1Enm/KC+j7t9hE0W3h7Z0uedfYSeYJOGx+ZGeNmIkIsV6TRaMvmpgDMgzq73K+XqilpzqltqfflDDolDVWbJ/qH6LHbpG/Npcg28WaKWVcPb8aXBa+Kvzv6HFffXuer927is9r5yKEZruuvs9e4So/Zz28M/feka2HmNlcox7zy3CqGFcE+JTpfFr1uilKzzF7tj8lsQO6Wl8FxDd6Ds9RMCnnva1aukixf5W5Nja6jJ6ROYzJ/ksdCJym3VtguRgiXgwzbXFIatV1eptZYlwa4DcUY5voO+XU3qeYN9NYa1u5zaDVanHYTCkODjCbKQfcUNo2NTL3C5diWlIs61SYazQ4uoxG/xYLXpGe38sfoVS4GrPvpQg9WvBblkdkzGFSGn3yQ/tm/AZD+Rz8F6T9K7ezs/KV+bP39/X/lNfVTkP6XgPT7AF1Uob5Mq9sE1TFqHbCrveymW/KmfiQQkNqiH66bqV1uJvdk1Mu5wAQzjv1YM1HJTJF7K1F6AzY0jizrqXVqeTtGpYuMdg21vsrjocexafcPRuVmjCvJ/4Vx2+cImfb1vPfiInolw7DZIQ/wiu4FUkojekMfp3yTuIw/mJIKt9ml3MvMJ+K4Oo+yfi9Jr9+OaUzJN66+Tk6TQ23R8OnBw8w6Wpj1T6BoXAJ1Lwr1flSPfB8aUf587bfJVhR8dOijfGW9KoHbPz12DmWjy7e/cRuv/U3cjij9U/8TJquTZLks40SO9QRk1NfyUgTluJpUo0Cv3kmj1aTYyhDOzVPK2uXky9PnkGBbr9JKU71osUql1iKeKnFuZID0SpG1xRi2XhvPPTLN0Yn9TO4PKmHqdjW2yd07u/j72yg7Zsb0AxR38pw6Ny61YKK+cXNRbnSPHR4iXivxeO8QerWaWDTH2kqM0REfK/N7nDg3/h6a+IeVONAuLS0xMTFBR4G8Cd3XlRcaVVqKioxEEdmmhxwD0lH6LzsgfO/qIovre0z3hyTd6/CxQfQPvCbh4j0XjZOr1Zj0eeiz22XcWjyW49gjI1KbJeiPi5GknPiNB9wEHdaHGk33Abp0xF+OMTrbw1alyPJWHLNSQ7/OyCc+fpzdRobtcopT7hGMah1L6zHS2TLHD/Wzt5Pm9/7dt/jo3/Pi6/XJCBRTt49vXYrSbXQobGfRNVr8t//oBUmXvfb2MoNjftkIWU3/GVuFl0l0j9NvmmDYkMNtehyNyi0P7Cvxt9id1zMyNkOxlefq3ltkGrsoFV5cxiOMma+QWy1QCg1zYsKPS+fFqZ8hU1skXIpwKWogXilyu7jCP5p5nMf8B9gsLdLsdEjUm4yYe1nO3+BGNsnHgqPYtR3chlM02kUilStymi4m0yJh4Curt9iMpjGbs7w0MUVXEWS5uMdhxxAOrfndiMErC9vcKW+g8yU54pzmpPsHUV2ixAFsM5lkPhxmK57CYTYy1RNiukdM3LU/8jp7cD8rNxvcjO3TXgU10vo+HgQPPU+nw042z9WdXWlaNOZzcyLYIw+f6XKVMa9LurVXay1pHCU075VKQ36t1ptybRn1GgnWxSFYZVLQtnaZDYSYdv8gS1tEEK1kUhwP9LxHviPWuJg6LqdShKxWCo0Ke9UYvc4uA+ZeAgahv1Q/9Jpvp6MyX7jPWkWjajFknpX79vX0F9EonNCdkQaTpq6eVLqCwSYSvjvoG2ruRnZZ3hY5znrGegIo9KBQdzFpa+SqeYppq9zn/e4SQ34Ls76T0pdA1FIiKZkqSXHgbwoA3MDrNnNmbAC/zcJmLMNqLIna2yRocjBhC0mzyMvbuzw6NMDCagybWU9T3ZVmogvxGBN+G4N9VcplBbfWwOOycjgYwG8xM78Z48ZamDc2N3l0cpCjA35up7aJV7I4VW0SqQSRWIngoBWTxcTCGyl6XD4GfUH8OqvU9a+VctTUbX79Zx7hwvk12Sx66SPTUmqUbUSwaDx49IMUi21uLYY5caBfUkk/aK2Ja2AxF+FOdgM9d7Epb2M0fo7T3nPys9nIp3k9vEi7AzNOLT5Li369it3KOibDYwQMvZTrV6g001QwETKcJFqus5pJSfd/vWYLRfsgm8UCu7VdDrlGOOIdYCEaJbaRIaAwMzkeQu+J81b8W5i1T+HSLVNpV+g2r6BQGBh3fJYGo9yI7uCsGogvZSgUyxSzJQZn+giEnPJ3vFleJdMtMmjy8/LObVKlrqSX9zpbPNlzEJtWzXzhFs/6fpaVO3G+8upFOso6x5+fYU+b5/ngLJulbS5vrpFfMnEvl0CjVWPXGmggstQteHRGOqYOVxSbkg5/0jnMkNPNE6FhioUa166uEVXV2KgV8GhNHPT7KLWb1LttzFYdVZqSwfBE/6CM0yyWanzpuzdYKGYwmHQYOmppslbo1mWu/IFeP586MiOn6PdLNJZu7UYkO+twb/DdSMVsvszthTCDvW5qtQaf/923+flPn+TIoYd12z9KCfd0YQy3tJdErVBI48dcsSLPDTMDAY6OhGRz6P1KXDcr4QRrm9so9RYppfLaTazupSQYEzFRfd79lIq/rGRqw2ac1e2knD5bnUaODIXocdlkfvtmMis1zb1uu4xu++EI0g+jwS9Ek6zFU2hVajRKBV6rhVqzKbPXK7UmpVKdvWxeUv9fODzBcMD9EAtANIkv7+3ibOmIhQus1jPy96y127SaHQbNdmLVEiqtEpvBwF61gNNq5MXxSbRKJeej29K0TviPDJochPMFKZ0Q4LfPYZfSg+VCgnArztM9k3xh6U0qi1W8uw4mj/TSHVVxMNiDV6/nD1Y/z1Z5CVf+OOa9ASrdBKP9IY6MTtIXcshm23b5NqqOgdXFLl+6+l2U7mVGbccIDhnwmPooKlRUWl2mrQFszT/gfNbGRj3CrElPoWGm0T0t/Wws+iX06n5W8gp57z/o8rGZnaMcnefOqp31ZIk+h4LT08epm79HyD7GiPvZd9+3ZD3JVnmLCcsEFo3lnaSfBFvFNL1GByb0xEolKYEya1u01a8wbDvFgP29cVnjU+OoFeqfgvSfgvQfuYrFIl/4whfe8+eCtSai10RE2z/7Z/9Murz/FwPpu7u7XL9+XYrpf/jpvF4vn/jEJ/hJpLvvA/RrNFpF8o0lhO9mSzGOS+ehWTOzkRU6cSfjLvf7xhXdTof53t4a/RYdQzY9hx2z76FIlyp1eSMU2YxDQya2K7e4l5gnmxc+mYcZ8PjkDUgYlMxlfo9Cq8gZ3z969/vF+30rFpWd0ml3lXuZy3TahzA1XeRLdWk2JCYwXquZimKOq9HL2HmCx4anWY7v8O8vvEzNVWDIJFx/S/zGI8/S17OLQXsIdbcEnThoH333dQua+5fWf5vVXJinek7ydsRFvFzmhf5xXAZhqFajnL9ELfky95YfAaUb21GP7PZvZYro1Sp6bGayS2WcXjMNT0dKBCYsNuqKHUydPmK7Shx1BaPDIXoHPQ8Bzte3N7GrdLy9usWLByZYuhaWdLymWUVfyMVzpybeN2v1fqXrab546wLFgppnDh8inaiS3soy2etj5uAPQP43by2yFk0zM+mXk7BTgd79iLHb2/tTz1ZHvvfTh3+0A4vodqcqJS7dvYMtFKTQrMvp+P28cvHeifxbQa9cL+2RbRTpNwXoNXreV68upgGvXL7H3k6Gw8N9dOptCdCF9vT+zxO0SPEQnfQJr0cewkTc2u1rm5KujlbJciQpHb2HvS45Rfjhg06z2ZL/Xm/QsLKZYCmRpmlSouzAk4eGUeSa9PW73/2cFvN7JGsFfHUHsWiR4wf75WT1f//X38SgVvKL/1A4tF+nWXHyyr3LdEsOelX97N3a5rO/9YyMerl7bROlSsHMkR+4+O9m/5hE5TIZxTkS9QReRZde7QuU8gqu376NpSfBgOsUbouYIuRZrr6OVRvHqjzJnStNyu0FeifUtAwTHHKqUDHIRlZJqX2DQesIGk2I/7j6fZK1PP/n6d+g222yVLwljbHWy3GGTXYupq5RaBh50qsgYDyGXu0jUb2LUiEyZ6dZj6S4Ht5B44SgxcZeeZ7Tvn5xHGetFOWIaNA1lNxcChNwWzG6NVxLrVHpbjNg6peJD7lKmbs7uyyHo/IzHg36ONjfK6ccf1VZxQ+vw+VMivVsWk5thG/GB5Wg195NxuTh0aY2SNBp0WsZ9wn9cUc2f8QU60DQj/0dDeYPXkOHaq35LngvFGusRVKsx1LkqcmIt4NCFmQSubqCuVBjrZjhRG+fZNz8cMWKRf5iYQ61QsUnpqaw6BXS9KfWqdJj6Mel3d9jrsRFc0ZBv7VFtSOal4dRouZW9mt06XDE8bP7PgmNGkv5GG9F5qiW2/ydyUcxq3TcXAtjtbfoGLIk8y1KZR3LhW3S1QwBhphxBUjWtsiUG5SrVlwWE5NBHwd6fDJbXDi3C3qxmP4ZmmrsRgMmq1YaLg55HPzp3FV0Ci0/N3Pk3ZSIe5EYpUaDAz4fl+9ucXyqTx6wL60vst2Y47HBw6QKZhbDSSbdHhmRJdyvm+06hUqO66tbxBp5TkzYOdnvo46BcKVLn8VDcaVOO9tg+miIcD7JN1+9TmDchtdvxa20kw/XWI/naLv1vHB8ikvXrtE/CgdHRvDqh6TXwP3a3EuzG8tx6mC/nDr+8FortxvcymwTqyexKLMY21/EbPo4U/YX2cplWc4kiNQSTLp8HHbbyTeX8emGSJZeRqF7jF7TNM3WHsXaFbJtI632OLuFjmwqGVVQbF2j3emh3rWRbOxywjuMQ+dhMZeUk3MxhcumSywsbHEh/zJ9/aOcHAgSrtxB2w5Tae8SMj9KV/k026UyR919eERWdLPNysIea3e2aVbrzDwxyeXcJjf2tuk29UQIo1YbGfO4GXYa8Zq7PBl6jNcSX2XSephh8wTRapaLa0vc+8YGW60kZ584KiVnb8fuEtCF0OsN9GssVPM1HH4Lzx0U9GEdm6k0/9vym2wUUgSbTozo8dSNqDtK1FoV67kMmXSJ/z97/wFleXad96G/m3POdSvn1Dl3T47AABgA5BAEAYqiTQVSlC3rPUnPT/ZbS1rLtp4s0U+SaUm0TIlBBAkQBIk4mMFgUk/nVF1dXTnfujnnfO9b59R0T/cEABQpmtDCnlWreire+v/P/5z97f3t73tyaphTB4ZYz2XkTLUQgxWdWQEOJ0xuLDo9+VpNzgwLrQZ1poXTaUZh08jnWLyJESchJiop504LbrtJ0uGFE8eIx8WYd9/O6sEQore37obo8dpYWQgzvxTmpc+dZGzA80PHvcT5KMTWbmyEpU6FzWRgosct945SrSGBsBilSuRK8k3YoAo7N7/Tcn99yTXW6fDG3Bq/970rfPLsIT5+Yur+GS+E/oTgnJjVHw24pPvCR70uydzZiBGKZ+m24eSBfpQaJTe3I7gtRmZ7/XIsSfxMAdbFuI4QsBvyOqWI748SgiFwJxyTdH5BgRdiwO16h0y2hJDtFIWVcqspX2+PxYxRo5U5kUYIB+er3NmNEWoWONPXz4jPzVoljddslowecU2ETe+tRFT+LQGjhde3NiXr5qWpWUnrPh/dxqhUS52Ww96ABKxXw3sMmOxyTYnXdz2+y0YkCisNMsE0nzx2nL967HGS5SLfWJ5HmVSQLm2T9t2gpYXHrF/kyfEBErUlhi1C8HRfxHMntMebC68Qv2GkJ+CHkzdIdXNMWj5Jm13q7WGqyhJWrYUBfYwBzSIvp0xsl8KcczQpqZ5A0xmgXi9iUO7iV59hK1FgaS+GKt+iVQszNdRmZPY5Fhp36ReFausom8U/ZNj2WWzaoffOh1qMvcoeU9YpTOr9Qm+2XuF2Jiy1Jg45g+iUamLFEju5ZfbKr+DWP82AbYKAxXJf2E9gARE/9p30L/45dNJ/7yed9D+P+PSnPy0V3//BP/gH//eA9H/7b/8tf+fv/B0ajYb0RX//BnnkyBHeeOMNftxA+j2AXmxsk63v0lKMYNPP4NEEWUsVpDKn8CAVqqgfFpfj23w/vMZTPcNotAkmrbOY1R8+8yQqt7dXwhRbIXDGSTRaTDh8uFWD5LN6Iuk8BmOGjPpPOBb4BXot+xvJg4n3K9tzpOpvcq7nSYath+XHRZIvKtjCbzucW2Oj9hrKxlEme4ZZqq0SqydoVLQUN5VMjBo4Y5+kuXOLwWMD6IyTtKtvk2ofotTSyC6cUDRfK1xir3YHn97Gaq6fQgP6jQ5GrG7Z8XZosgzpX2U7dY6r56FPq2f25Bgj0wOySnpjL8qTI8PUCnUW5/c4/sgwF9JLtLsRTroP49D2cGVhB51CSSlS4ORj4/c73CKWUkk5Y6tpK3ljdYPPHJjmxvkNtColdaOKfKXKx09PMxz8IBVdiIPsVrbp0w1z/WaMhquNy2GmleqweDXEp184Sq//PdDy7VvLLEcSDAw7OBzoYdTukp62Vy6uMzbuY2MxyuTBPty+D9ppiccqV6/JLrnomGdqguUAhWiM07MH8Jutkhr3USFA+lpxT1Iuxby6V//e6xIJ/bcvz1OOlTk2PkCpUOfIsUGMpv3OaLJU5k4sLsVYDgR899doq9Xm+sV1PAEbFSEMlM3T57TLecAH7f7eD9BFsijo0n/42i2cXguPHR7lmWNjZONFonsZjp97z5ZO/N1vbi2ztBfhZw+floq7C3M7/OG/e51f/e9fxBV0cGtngYvrF6lmAhya6bJxKcXxqbOcemSave0Uoc0Exx8dR/NuoiYSAkEfXEv+JsX6Frnix9mp3aWrrWEsjjJtmuDAUROl1i49xtOolTqilUVuZL5HY6uAo3OWmdk8u4UIb8baFLt+hq1lTvieZNBuJ1W7jt94ini1wd+5/h855Rzl7x94gXgtRKGZxaQOsF2O4tSUmMvl0CkanHHZCZiepNWtECpeIJcaJV/qcmy0hzvlPTx6K4lygWx9lRPeAPVukNuJXZRJPbO9QQZ79mcTL8Q3odvgevga5bQKQ8NBr9vJdF+QCX/gI4UI/1NB+r0QwPtGPCIFCAXdVicGHR9Yu1v5LMuZJH6TRdLjxefFfrKVzrKZykhQLnzWxbz6ejItVeEnve4PXUfvnwm9uRnmSngHp8nAKU8/baHwXWkQzRUkyBhxi4KRUybiQq26Igom+bS0BxSiXqvpNIN2B5MeN/lWhlBlh0qzS7ykYcDsoc8invVt2UHXqYws5l4n29jjhPslSf2X16jTZj6/SblVJ19Q8M7KLn6tmU8enGLE65bPXbIWYT53g6ZIiDUzXIlF2c1u4lE56NcNoWwqSGTLUnxLMFUcJj2TQS9Bt01eu3yxhqrc5elDYyQqJULtpPwb6gmVpNQGXFZJ8xXCXuc3t2WyWM7XiWUKBIMqYo1Vbmw2aSlsPD8+RtCsZSMa4/ikAa2mgkbTxqCx0qib+N1X14mV2/zUucM8OT5Crd3iVjIiBbw64TrejpaJ2V4uvbNGaC+Ns8/M5HEvlVaV+VvbROohNAMNgiYvpRULP/fcUwR9HywMzS3vWzsJDQVx1ou1dufOHcxDflZLcbpdofTfolP/EjrlCDr150hWShh1KipkmXH2ETRYJQPFpZskV36VripIn+UZujTIl19lpVAhUupBr9xfd6I7qNGsS+2DcmsQhSrNgMVOqWGRgOeoOygF0UQIx43vhL5KPpUmmDtG3vwmbrcblf4yBk2AruLjFNseTnkGsGgeBl6xcJYLL9/iVmKH6AHwGX1UdSk6HSXDZje2roFUKcSYcpK8Zpeups4j3mfQGlVcSC/TKKt4a3OV5LUU3ryBwMfMeAdcjFiGGbO72C3kUTS7aBNtWbgcnfTztfAcbyfWCOjsHHIO8GTPCE6tgfPrO3x3cQWbSkefxsLCyh5ZVRO7KOZqldTVXYxGNSMONyLjEmd8vFKW+hZWpZZauUElW8HQY8LtMvPIyACzQb+8d6lcmb1kTo7KibGoc+MDkvb9USM3osgmdEVEwf/S68v4hl2Mjvo5MNHzkNbGvRD7tVh3QgwunMnjMhuZCHrl/iHnyb0Oqc/w4F4hWFzRTJFIKi+BrbShtZnls3F9JSTZAL2mLhPjY8SyJSnKKH6GWINiv4pli5JKL2I86JHg+sEQX7OwHiWeLtJpd5ga8dP37lkv9Bdube8LDh4bCsqOswhhT7edzLCXKWA16OSe5LObf2hxQvz9ovBxdXWXerkpZ+e7GsW+DWOnK4XndrI5WVSccLrptrry7xZ53NSAD5fXTLpdkYKBgsF3Ibwr3VvqrbYUID4ZCDKXjMmvn3X7eHlthXCxwM/OHJACg8JH3as3ESuV5c+3aHVcj4eZcnno0Vj4/T+4wPfXl9EMG+jrdbBc2CZYDmKq6jDbNaj8Cl4YnyKjmeOt5PcxKyc4ZH2OXksWm86Gsuhn6W6YhVvbVNURDpzx8vTRF8g393g98i+hPU2t3ovDoKHcshNpxPEb7Azr3mTUdpjXkrdI55No6z7oHMXedJHIb1FT1rG2B1HXOnTsCtxDJnps1xgyTdFSHOD70ddwagMMGBsUmvMMGn8epUIvr7dY17FahHgjzpBuDA06qXshxjg2y2n2qll6dHaCWpvMQwvtG6SaNynlnyJTU0p3JYdOzz/8hc/J+/XjDtInv/BnB+nLX/oJSP/ziH/xL/4F/+E//Adu3779Fw/SRRvf5XLx0ksv8eu//uvSG+7HdWGLIoOg7YmkVgD0SPkCqeoc2WYFveYYI5ajlKsaVtIp+m122dH4MHqVAO9vRze4ltzls4PCozwr7YMGTe/R3N8frU6DaGWBud0tlqNGPnfoFE4bRKorspPhFtZRe/+B7USLfv0npQ1Qn9cuaWliI9oo7REuzUGtiFH3OCcC+1YU772mIt/e+PespZWkWhrS1QLGpgOPxkNBIZRYE6jras7OeKnkF0nFvBybrdJROql0h6WCuaCdF+txFssv02vSU20cI1O3csjVyyeGp+Rh0unkqRb/DWrtUXSG57h0fpm5S+uM9Fg59+JxTFbj/RnT48Egt65uYrSpqHq22Sx1OeU+RNDokKqwgpLm7Kqk+JkAwu9dqw6vb28w7faxmUhzeXOXF6cnufzW6v418Zu4cneXmSE/Tx0bv29jFqnuEa1FGDNPYNXY2ItmpSaAdURPvF6gvFElHanwzFOz8jC+Fy/PLTMXitA/5OATo5PSizSyl2FrM0lfn4PwdpoTj4zLSvc9v3JRREgJUA5S5E0csOK9SaVmY2ODkZGRH2r1J0I8mtFams1SBKNKx6ill1qjyyvX7qLOtDk01kc6XeboiSFMJp1MNu7G4xI0iM65mHd8cB3cmdtlN5FB5TPIBGgy4JEsgQ8LAdBvX9uWs3IrpTzvXFhlJODil7/wGEGPXdogXX17hdljgzgeEBNKZUvM3Q2JCQn0Jg1H7QP8H//zN+kL2nn+C2e5sbrH4laMmnqbxw8HCV3ukldv8fTzp7A0Brl9eYuZY4N0tUopNiRm1nOlqiw42Ew6Wpo/QKvJM+H771jY+RNup6sY/V6mbJP4deKa1QgYT8ju9lt3v8v80hynTikYsD9JKLNAuRbnatGNVRPAoe1w1HcamyFHs5PEbzzN10OX+e316/zXo0/ybM8Em+V5/Po+Mo0mkeouNnWd27kaPbokpz2Po1f28cbiBTln+9T0o3KWN1Mvcz29xVnPKNcSuzQ6m/i7Jhb21Bg9Sp4dOohZbSCWz3F5Y4O319fps5hpWlKMBQN8auAp1MofXQzp/SGA04+yzkSSeDseI1uvctTXI6nm4n4LMSuxjwn7SMH0eH+IzwmroK1UVooLiplqYe2Uq1SZ9Hnk//+wRDaWK/Dt1WXK7Tovjs8w6HLur/dcgQvbO3i0Rvx6M+uJlJyNDxj2bQkFcFdoFISKBZRaJUf7e2ipO1xKLWM3NBiyWOlQkh10k9rGTvkmW6UbHHf9NGa18z5Av53fkP8+aBtmPZzh0uYOmW6F3qCVSZeXYYuLeG2XcruEU2snWduj3Nqj2XKTqLhw6c2Ssi2utUWhR9tSshvPsxpJspcuSFX2fLsuu1oevZHRSSEgVcDSsUjWjBDTmuzzSjAi9nHBEtrK5Xh0aIA7OwvobKLz2MOltQTz4SgfP+LkdL+Dxa0uXquL6WC/1EUQ61zEaizJty8tsVvI8cyRcV44MCHvwVY+w8vzy9g7Gnpqenr6Xbz28jwOt0WO3Dz5iX5SzS1uXF8jFlVSCBpptKrYmgZ++vHj+MxObBoLmnfXoyj0Xb6zg99tYbTPI8U6v7t4BbPbgVbTotttsJ16FU2zidvyBQbtbgy6LjvVMOOWPnx6uwToBpX43h0U7TBB28/TRclm5k1Ws8uk6/24dWMy8RaFC50mQ6g8j1F9HLepLQU3y3VRJNu3LxUMpHtifOdjN6m1zvNM4Ass5i+QihZJrm2it5dxDB7AaH6CU15hr/nBAmm4kOf/vH6Z67cW6C8b8D7tpaVtccw7iFNvpdRMMGuzY1QFeCX0TezlI2xHKtzKb9KuKGSh0ucy8uLQQV7+2utsUeCJU6c5d3yMzUKOUYeLcadLWsMtr0R4NbTMgj4ix1eOO4d5MjiKTWXg5ZVVwoUCz46NcijglwKKd0JRVLGGPN92ann2UgVapRaNSksWyorNBia1GpdOKFqbQbcvbNYttnjm0Dh2q4lSpSZBS0vRIVwqyTn1XrNVirWJj7tsJnwuC16H+f5c+P29ot7k5kKInY2EZAPMnhqk1e5yZLoX/btFdAHCdxM5bmwKJklZAtqJoEeOvuTKNSnQNvQ+cP5hEc8UuL4e5vZ6mGK1wVjQzdNHRqnnU3JPy1fq3N2JyfxL2LPds3kTYG0vnZeMHSFcOBF073usC22UtSiZQkUCdDHiNzbg/SCwjiYJpXMc7A/gt1seKiCE0nnpXCFi0OOQHvXvv0YihJDbymaCtd2k3F8LnQbVTgu/2SxZR4VaHafFgMduYSORkqrto1YHzx8cx+e1ki1XZbdbsJQE8D7T3y9n99eLaUacLtmBF/PoYuzoTiougfqpQC9vbG9yLRLmhdFx+uw2ySgatjgl26LXaiNgMvO1K/Osvr6NXaln6kQ/VxtbxPIVNOoWKluXp/zHCFjt7BTTJNp5DrrMhFrn2REUdeuLVAoGWvFtiLiJ7xbw+a2cfWaKvHEZq7IXk9LLevnrhJs3CSg+w3ouQrcVlAyCvUocYyeFVxGjUxghXNnBpM+Q6oxjNrsYanqpNefIFrxUjC5MJoMslFaUUaZd86grz1Nvq9hmiW4nwJBtFY1Cg7L8pMyzxF4n3hcUSaqqAq52H1rFe+Nc1U6D3UoOJQp6jeIZ1lJTXaCrKKFrPkWx3iZfr/M//8rPS+bpT0D6T0D6n0eIscVPfOITEiufP3/+Lx6kLy4uSoC7tbXF4OB71NQft3iwk95VNNkpvMJO+TL1rpVh66cI6IZZSKSoNBsc8gc+1PZMRLpW4UJsi91Shuf7JvEYVGyV15m1Ce/FD++alltpYtW71FsGNrJGBlR2kuESE8M+Al4T0do6qeoC8eoVZu2/hK7dz25CUDHL6I0K8roUSnWNAc0GheYRrkaLaFQKfGY95Wadcr1EtP4GuXaFEl68mgCjhiEsahPL2SjRbBq7wkw9riLojPDkkbN0tuME3CX6DnwexbtJYKpY5HfW/gU2fR6N8gCJyiDDFjePBAeksJqgwdcr/w4wYTD/gvwesbS+/pWrJLbjHD7cz4nnDsmuyPc3Njk70E+7UuX7l97m3GPT6LQBSZUUYnVWjYGL81vyoAwvxzh0chib471rLoSmFlMJnhockd30+b0YHx8d5eKbq7JCPjwV4DuXFuXXfuLsNHV9imwzw7h5CuO7VCjx2i7f3CLot6NzqplL7bJ5O4bP7mYg6OZAX0AKP4n47u1V3tna4vB4kE9PTsmkcO7GNm31vtq2sDzX+wxSREt0dKRnucGEVat7CKyIhF5s/mK9/Sgg/V4IALhbiXM1sU5kt8RA0cHMcB/JRFFS3IUA3FYmK4WEhJqpEI55cJZO/K1zSyEuX1tn6tgABwcDOM3Gj/59zTYX3llhMZwg1KhQz1TxqfT8N3/zWQzGfVC/eHuXbudhun+hWOXGwq68Bx6PhRvpLZbuhNj62jY/9beeZiOZlf6ltW6LT5+bYSP8NgsXYvz0z7zEXv0ud+/uYWEco90ihZFEMiPmFEUHwmzQymvZajfYzPwatZqwQHqUiUM56rpp5gsbsivYZ+gyZBrD2BiXLIDywBKZ7gqqjoYh0zAHnDqqrS2uFEdwqQ2kK2ITDGLShhhzCaA6wf9463fk8/jJ3kOM2ywUWhEmLUe5W9giXl2mxzDAXHaZPl0DReYURp0ap3eDPstptKr95O5mekeuk3Grn68uzJFKbfPctJ+OtpfLOxt080rZoRr0uTHYDZIFccTVw3djb0hRsmf9j/9QTYKPij/tOtvOZ7mTiMtOpaBHCjAx4XD/0BlPQbVdT2bYyWTljKsQTNrO5KS692zAd9+G6KNCJMZvbq1zNRzihLeP04MDsoslBJAuhncp1GpyzlYkpOJZepA+Xxbz1PE0V/ZCYoFzprcfmxl2WvNYjDbGnBOY9F026t/nkPMTePQD95+l+dy6FOGctgxxdzsmqbfHRnulboYQ43Q6dWzX17BrdTzuO4le1WWnfINWV0mjo6ZUh708uNUurCoD0VKBaKkowY5I/oRSd7ZQYTORZSkap1lr4TDreW5mQlJ6RTIYtFklxfXpI2MS5AgP+svbq2Tb6+i1Ga7dUdDf4+WRkT6u3c1zOV7gl06flqBVzKE/Pjv8ENgRlOA3lzdJRPLMpxIcHurhM0dn5MxrqlTmS5du4rYZsadB19WwsbeNMViirazzwuNPY1H6+OZXrktl6lSgy3IozIGgk1On++QIjlljxKGxYNdaUTY1XF8I4e4zEO/mSIcjOAJ2kpUKq+lFZs07nOr9efodBwhV4uyUY8zYhICpTY6HtLsNmh0DNN7CY/oMe2UtG5lVKvVrZBo+fMZZhh0euZet5aOkaheZsJ/GrDPyTmwRgzLAce8AgQf0VlK1EtdT2yg5z7RthFzbQq5+C21XQaF0jd0tP+38WR6bOcLwqP8ha8p4qcT3N9d5J7SD0dLgid4hXr22QLae4tmZowR7hE1aG6syTqs0yDvJtygUNLgVY+jtLTx2o7zOO/k0Z6zj5As1fuvum7SWG7i7DuxBKx977AAzA/uAUjxnt1J7/O7yJTbjKQ5Y+vjsocPQVPLW1pZ0B/jk5DgmnY6b4QiVZpMTvUFubu7yJ9cWaOgV9Nrs0p6rq9q3InRoDTi0WjKVOtupjASDZqGVkG+Rz1QYHvHKjnqh2ZDCdaNup1yDAvQJjQyhdt5sdqQrgjgvetxWBnqcku1xj3rebLa5Pr/D69+9w/PPHcToMEhdnckRH5lqlVubEdkpFyyRsYBLPlc/KjgXv1PkNNvxDMlciUazLe+R6LqLDDWazhOLRjh37AB9XofUu9iIptmOZRj0O2UB+d5+JQoOO4ksm7G01BZo19oSnIsD2mrWc2Cs5yOLiKLLfWc3Sr/bIfVZHvy6ffp+ia1kRv5dTqMeh8kof3a+VGMnkiGczEtRu9E+N72+/THFoijAZbLSEnDC52Yvlefy0g7lch2320ysXsFhNHB2uF+OnN27Tlf39lhNJKW9ZLJYZkUUKezOfRX8botTgSDLuZT8ew+5fCwkE5wP7TBhc9Frs7JWTDFgcLCRTLP+zi6xrRx1v1LmUkOi+ObWkzEXaXYURBURbFgZ1wxgU+jYrmSINXM4tEmK2hVKVS3tW1PkyiX0bZgeGSUwvD8e0VEVaen20FXH6dCkZPoG7a4JXWGGVClHLOWgUK3Q1TTp6V1HpwrgM7cwWcJkM7C+MkVH0+b4iB+frwD1g2SFBWK9LCY7UKrm8RrLDJpfokWK7VqEusJCwHwZr+Y0NtVBOeIkXot4H2uFKXcKjBgm5Bm6/7n9e7hTzrBbzjJkdTFktrFX/TJ6lZc+8wvy+08eOyKfzx9rkB79c+ykB1w/ttfiLyrS6bScOX9/CIHRq1evyubv7//+7/P5z3/+Lx6kV6tVgsEg3/72tzlz5j9N9fMvE0hfXJ5nIf/7hMu3sekOccjxEoUaLCQSBC0Wpj3eD1USFZdwLZ9iMRun0q5zxB1kwuZlIX+LgKEXj873Id/TIVXfIN8Mo2OA+VSdQx7R3dOzl85wayWEyarB6dZK5cxkU8jonKHbdlFvd8jUCsRqcdo1FZOmDHajDa3hMFqVlq1ckYDJSE2dYSP3NihzHHS/yCcHnsSo3k+ct4sJ/mjzLcYsdl4YeJK95BW+ef4WBv00hwbWWbztZGzyADMzA6iUCv7j0pfoaOcxqXpIVo4xbRcURRsH3rWlqpW/SqcdQm/+FZTK95LzUrHGV3/vAp1ciSc/dZShmT6Wk0mSZeHtnGF3oU6fc5TRiQBbpaR8O+sZI52psBlO02syko4XOHZu7KEDU6ifuo0myWj45p0lNlIZnuod5Mo7axyb7efA4QHeuLXKtchtxocdvDgjQM/DoCGVKbGwEuHc8RE6yg6vLy+yEUkw3tePpqPmyGBQHqwiXrm9wrfWljkzMcCYxy07geu3IoyM+yhHS5w7MSGThx/UQfxRaMgf+n2djrSrWlrbo1XNYbBpUWd1PHP2EB2NkjvRfeqboLaLBO/BECJW81sRVuf2ePTsBLNj+2ruHxWVWp0//tYNbm5E0DkNnB7rI7qY4PEnp5mc6pFfk8uUmb++xclHx9G/OwMvgNO1+R0Gg04GevdHDSqVOv/9//472NwWpvrGJCgRM25HR4Iomh2+/Huv0ne2jtsySzGqoK3fY3zayaT0Uf5oq59KLc+11X+M2WhnIvhZOqSw6B9jq7zDXPYW5coareVBhgaPkjPWCNeuMWEPM2jy0KPtQ6vsslXeJNQ6yqi5QbcbJFZUs5S5xah9hqqiwldDt3jaf1SCQ6u2QJ/Jh18/wDvJS9AtoGz1cDP6KjP2Qzw7+jwZKSpZxWfYF4ATFoBvx1fx1Gwk0mX2SFMt79As1VDqPNjcZj4zeQKn0SKtFt+MrjFl9+PWG3g1+pYUkXre/wSGd5/XP038adeZEC+8HAlJivuYw8VjfYM/0E3g/SEYHILyHsrmcJtNMlmOFYr0O+1MeH+4+vJWPs0rGyuYmlpOBPsJemzS/1wovx8LBDjd0/+BgoHoUglP7Fy9irKuoFarotPE8aiDNOta1tLLhHIL9BinGHcelPRinU7FbjOG0aBh1jXCUigh6bpiPd7rii1HE1yI3cRvM6BsuQmV4ig6cfy6AcxKH+V6Xfr5ljpZiq0WZp2T475hXAYT9W6LfKtGplmho+hKVfndQoIvX7tNK6wk4LJJgSqLVkOxWqZaK+EwthkI6DAZO7R0BdYyVazqcWxdJ161lXOHhuRc8O9duEVe0+DzBw9KurIA+6JL+WBEcgXmQ6JT1WQuE5eJ+gsHJ3Hbzezspbm8vUvDWKGR2qGey8p9Nxc24PXaeP7jh6iU63z7a9fRG7VEDHXeWdrh86cP88zpMXLNIrlGkWyzIMX7NpN5kskax4YGuL61iMXuoKGK8axrmxn3cbT6T7JaDJGs5zhkH8WiMZJv7Mg3pTJIuXIRdcfLYn6AihDNbN0GpRAVfIwRW7+0kVrNpnAZdhi2+am3fXw3fI1x6yhnfeMPjWeEK1nuZMP4dDF0ilVMuufYLb2OWmmn23xbKj67jZ9mxvgcG6sxioUqg8Ne9C49b21vS3Cj1UHApcKk0RAu1Wgo0lj3lGyGMig9duzmLrWmAptZjcoa58X+n0ZrULJWjGJSGbiZ3eEp3xQmpYnfXX0LkxY8GS9z1zbwqmwY9Hq8/Q4sDiNldYPrtW02qnGCOg8DNRu1dBu8Ws6M9nOqr08C8+vhsHwO/UYzb6xvcDMSpd1sYa9reGpmjN1GUdodHg4G8FjMbGey0hFBrOWjvQH6HHbZybmzsMf8yh4FU1d+vU10EWvCXq8lhR0FkBXFMZ1OLXVLxFmSK1TJFMq02108DrMEnAN+hyyavvLqPIt39vibv/qMtFB7584WNquB6UGfFHETdHXhZtDvsTPsd/5AcC4ApmCVCFAtWBqCOScEDYW42lS/976wWkPYz12+gdHpl2Jxokvf67GjVSulz7o4I0URxPmA+Jyg/n/3yjKhRFayBHqdVs4dHvmhXuj3bNpEoVtoTdSabXKFiuzgF0pVCpU6qXyZbLVCudGU55q6rZA2dv09Llx2oacgqNZtyQYR/xYFTTHnLgoHqgb7CvL6fXtLQWHP1msouwqMQh1er5PilKLrG6kWqLabBIXQY7PBdi2HvqOSe25N0aZXZ6XWacpCyqDZTq5Zk3ZrYh1ru0p20mkqy2U6lTbeQTsz40Fqxi5Wg5YRm5NCp0qsnqPYqLNHmCHNAAccvfSYbGzVkuzlwlBbJNyNUIn4MKdGKQVK9LqDHPINyJEl8XdXlZvUqwo0tQBbqTk2y+/QZz8sGSgBRx9tjZuLyTUMyh3UyhUy5Wmc9R2sqggV4zQ+/yOsFCKccGoYtnnxGA7tMzPyOZZSMXLVr1JTjvLcwAuoVavkGmo2ikl0iluc9f3XmLW+h/LxzfImpVaJaev0Bxpk+UaVuXRY/nvaZiJW+TI+41m8xpP/RcykbwqQ/nN/DiD99/8pwz8B6T804vE4X/ziFz/wcbVaTX9/P1/4whd44okn+E+NPxNIF9/68ssv82u/9mv8D//D//ChnRuNRoPtQ4SA/jKFeN3VeoV/88Z/RaWTYMr2MwyazjKfiEtqkZjZFFX9D4taq8nNVJhyq0G728JrsHDE1Uuktke+mWPCNC09lMUmWGrU5Fx3oZEj3Vih3mpQaXhYTAtxDTVmjVDH7coOnKqrJJeqYjclMLjv4tQ8j0GrQqFsyFm9UrfFpHWQfoOWRPYNQqnD5Ctd7DYtK+11LiaWsSqK9FmKfGzwFxi1T91/zUJ05t/e/SZGZZcvTLyARlGiUr9EsXCUS9e+ztGZCaqNMa5cXMY27mWhtIHacQGXXkW28QiPBw/LjstjwUGZPDdqF2jW38Bg+mWUavcHrtH2epxXv3kDY7vDZ//6U6hMKr658V3GXT0MaWa4dXWLUwLw6TXMZ0PS0/yEc0h6B4/1uQktxugddBMceO9nC2XWd0K7UtVWeIh/7faiBAanPT3MXd7i1IlBNANlwqkci7eauCwWPvnIjExuH4ybd3aleNX4sE8mNN9+6xYlZxO7oAHmOvhdFrQGtZwrv7q2K+nknz92iEcHh6gkq4R20vg8FjLJIsfOjd6fzf4o8LS0tMTU1NSPDNIFe+NqNEw+UsCSV9A34GYjFEc93CXeLqNs6CUdc9TzsHihoDoKxfZcuUo7VmGox83UbO9H/h5ZaAon+J2vXJLJ2dmzk3zi9CRXz69RrTZ58aeOy+RGfN31d9bw9tgZGPHeT4au3d7B6zLL63gv/viPrvLd12/hedSPz2zFqDagUavxWkzMXVzBbTPz9IvDJIuLVDcCnDw7S06xTamZps908CHRqgfj7twujVYebe8foNcE8BoPoFI5MGoPUqs3+J1XXmandQvbcIAng+foNzm4mf0OTlWUgM5Cj/EJOs05bhXbqDRH8OnTePTHKTSyLKZXKVT7+V78Gm2Fjv925km2yzGahHjS97hwG+b3l/8YRc6DxddAq93gmOdz9Bic7JXP4zMeQ68SyXGXr9y4xt1QRFK1a50WDZ2CE8MqJn0G8q0AmUaV484xqeUQqeRZyEZ5MjAmPeBfi70tFamf9z+JWfPhzJ0/6zoTQHcxlSRSKkh/3QGLjaVMklAhL4tvfdY/3b4txMwEWBde46IzJGjx4m3K75HihT8o0rUyb+9tks1WSRdqzAZ9PDY8yM14VK7rk4He+2A/36hxNR6SKtlHPD10uy0uxt4hUYQpxwzDLhM3M3+ERmGDjh9FQ4u57WI5E6VaaaGvmljaSUjruKDbLsWjhDajEGDKaaKywKKouZkKWqkqdmljp4KRfmE95/TL4mCHFrHaHvPZZbL1LidcBxi3vTeWk69XuZUJcTu7i6al4/KdLawtJScnLNQ7efYyDUpVDa2akkdHB/H4G+xlSyyFtHRaCp4aGiYSzzMYcDI16GNzN8V8IU5XpeB0sI9ousATsyMf8Ii+uL6DQaUmEs4Rahel48OpoX4Geyycv3uZtkF4KOvYWWjT3Wnz0589yVtvrjB7oJfT58YIhzKyACeKb8uFDG9t7/BXnjjGx48Lp4Ium8UEi/mwBFRr21kypTIOdR2rv8Uj7jr9xhx6y99mrRKm2q5x0D6KQaWj1soSq94Egqxl72JqCn2Q4wj5fLchgV2/waDzcdrdoKTxins9YhVE2QjJ2iBXU3c56RnlqHvf7vBerBcSbJSSzFhtZGpfxq57nFB1FyVZ2q0Cudo13IZjHPf9LdTKfW2O9d0437yywFYxz9Swn55+Kwp1k3ApQ6epJdOMoW3pCOdKpEJ5/Hk9PT74+OnH2TRdYtZ6Ao+unyvpVbw6G1fSm0xbg9iVdq4ntgg11pg0HGDI6kGxmiUTL1BTqlEolej9Bu5qE1zJbNIqK/G37RhrWrrtDj1qE2dnhrD4TSxlUig7CumOIZguVUVL0qzHXS7yyQpv3lzl+NQAzxwelz7cwjpN5A7iuTvW14P5AecG8Ty+em0ZU0fFp588dJ+eLujvyVxZAs50vizp4LlilVK1gVajlMBdaGIIdw9BWRf7vBB5NBg0XLiwRsegZGq6R3qCd2odrA4DWr1Gds6Hfc4f6F8utBh241lCqTxGIW5rM+930IUQXq9XFgME8BbrTCjA1xsNVlbXGBgcolxrEs0WiaULkr3mtBrkPLmYS7eb9BLgi/13cy8lv1cci0LXR6xpwcpymA1STEyAZ/E79t+6klUg/MsFI0aosYs5/6rQWjLo5UiKYNYJMCxGmgTTq9lok8mXpf6DUqeSXXOP2SR/vli/4rwU+ZE4lfOFitzb1HolTQ3yHgy7HbIJkKvWpX2joKaL8bMBu03OnwfsFgbdDjaLGTrAiZ5e6u0mV+NhxmwuqcovGkg9OhNb2Zx8faMmOxvxNDfCYbLREu1ag94BB3/vs88Q71aptVoc8/Uwn4pJhoLYV5cKezTbLa7FN9mrZjhsn2RcjDqGqyxWY6SbK3Q7qxTdGp4f/Glpwfna1hKKih9rU0cyU6JQKqHQxxnxTjLs6yGh/goNTYHDjpdodOL0ms7RaMFXlq6QDH+PYtONztLmUF+WsqJGn+1pdMphbqc38euSHPM8gc+4v59KV4jMHLdi32S5eIRDnj4mXUkc+mmuJL8P3RzPBP8GBvV7+lAiT1kvrVPr1JiyTH1gfEwK6xaS8q3HUETRPc+w7Wc4feQT8vM/Aek/Ael/WeLPBNKFovuJEyd+4NccO3ZMft1fdpCer0f5zTf+Bqe9/40UpLkTj+MxGZn1+KRq5oMhwJwQqNkupOXMqUiKSg2xATbpMVoptyqEG1sYOy5aHaXcEATw1qs16FRl1JokRpUPk7KfddFxsto44Apg0uqwaPXo3hUUqzdKvLH262TLWl6c/VWpsD2XvcleZYVJ6zQj5lnajfOoVH0UOj6+s3OJm/E1lHUttq4VrWmBk32P82Tfsw+9/q9vnWchvcWvHngRm9YiPWm16iE5w7O1+Q4vX3HxhRfPkd5O8O2FBWrjtzCoEmzHp5g0HZdCTk+NjDDkcmJQ71Gr/C564xdQa8Y/9PpKYHdhlevnl+ntsTL7UzYS5Srlko8nRkZYmg+h1qiYmA7KGfsrqU2Mai32uoVIIsd4wM3S3C4nH5+QlfZ7IVTtBX1VHF7invz+jXlJkZ022rmxdZ2js8M8OnGKel0ooS8TTuR45uQ404Pv2T8VyzWuzm1z5ugwSo2C1d04126vUx5Wkq1VMFYNkv57engAr8nEH99a4PubG/w/n3hUClzdurGNyaQlnyrhDzroH3541u394GltbY2xsbEfCaQLca/rsTCaXAdNqknPgJvwXhbnsJ1wvQSaJlpTA6vWwJi5F5vWLJOftVhKdtUGXA7UpbYsINyzW/uwEF2Pb12+y6V3VqQ3+l/93DlG+jzsbqd45Tu3+exLJ3B796ml4Z2UFHc78ej4vudxu8ON+R3ZqZydeLfTXqpx8c4mv/Pbb+HpsXPo2CBRRRaX0cLPHD7K+vwOizc3+flffg66Ct6++hqBET0zvY/LGVupnt0I0Ws8gEn9sHhVOJRmZz0hxeo6yjQbqV/DqB3BrguSrU/w9rW0VLp/9BEv8eYlInUlWpUVh8ZIs7WKXblDn2EQj/EZypXvcrkUYMA8hkmVxmc4S7p+BzHQeT1V5w9W5+jR9/CFsSNs11dpK6qMdw9zJ7xKzRbhsb5HWMm/Qbdr4Iz3BRREKTfSpLMBXruyRDyXxxjU8PTENGcGR8k2alyJ7zBiK2PV1sk2/eSbDQnUdSoNlxPbUvF51hGg1WnxRvwCmWaOjwWeknPBP2r8KOtsr5hnIRmXGguHPH4Mmve6DbFSkblEVI6xHPD4/tQ+xKV6g7VEShbNRKIuuj4CPAgKvFBz/qgQNlt/vH4Xj85En9ImhRXFPOpGMSOTyzPBPjIC/CYjjNpcjNvdUrF9qzSPRqnDzCBXd3fYa7yO22Bn3PC07FLtFPa4W1pDrzDT0+4nka1IZemgwyqc1+i0OtJeMFzapd0En9ZPtJQiWolwbmyGAVcvaBVEmwVSrZLsMo3bvPJeNTsNlgtr3Mos4dV5Oec9gl6lIlQOMZ/dZMKqp92pciNc41uXkzhMJj52eIppXy/ZXJ3XF++yXriNzeKk1zLFp2emJOCiDVaFluvLuwwI6nC1zno4ScutwIoei1rLgX4fR0YeLryJxF0A9Rmvl/nVMAVjg2Yzhd1cYMjZT2xLy+lDE9wK7fHH37shO3EvPXecV7+7wNlzo9Lh4vaNbTny0my0eGdxizvVDE+dGsPXq6fSbqFqazGr9AzZHKzsrXFh+5ocVwjqL5GuPMdWGVQKBaP2IEadFrWmQ1F5i1RVz2Y5xZg+Q6s7QsB5kBGnig7fodwdIVMdkx3FKaeXHpOazcJbhEp+Uo08h90BpmzTDwuB5SLSj/24a5BU5RtS4K/Q6aXTXqDYcFCrfwuX3s20629g109JF4sLu7ssJhNybGBMa+XOyg4lMa+qy4FKR7GVxW7Q4DBZ8FkdPBWYYPGNtzHobSQsWdS2Fp+e+hw3CpuY1Xrms3tSgM6tcMuC6nxhHk3HyotDJ6RzQqPe5NrLt7B47eym89zJxdlppUm66wyZe5i2BKRQ3ITdRSFb4Tvv3GU3m8Ng1+O0mgh4ragsKmmLKWjTqYyYIVZyytvD1moMvDpsNqMsmg+6HNJm8x7rRHQixcyzGHc41BsgsZmRgPvwscGPPAtECKCczJYkY0MonKdzFQnghRic8OkW2hO1UoNWukbPoAuP10JLINFWRwpIjg54JJgVdHXhTCKp9K221JMRtPB4tijPHCFEJ0S6RGc6XSxLmrjYH8SP6gr43d2nKQuwKz6Wy+VwOZ1S4E4tPqZUSkAtvl+8F+BZnEfi88pOVwJeoSgvuuBifFChVEggL77eZTFgMxokmBffKwoQosghvsdq0mE26mSHWIymRPMFpnt9jPhc8rXEUkWpZyPWoPA5D3isMsd7v4Vbn8tOJlNiYyclGQujgx4cdpP8nULTY01obdgsTAU8km0Qzxf53vK6fP5P9vei12jIlCrSmSfTrmLWaznV0ycbFIL5JHJTMaLw1uoG6nyXuVUxw1/HotGSyBVod1ocOjqIpdeMy2rgE8OTrGXTUjPnhD/Iai4tm0cn/D3czm3LgtMfLV8gu9nC3rVywOUnv5tnz5LBPxulqcgQy9g5pn+MfCFEvqZHbbRwZnAAj81CorlNrBRBWR8hXwuTVHwdr2maUfuE1GCph/2Ew2mylpsozJvsto/TYZ1RY5SVhpFP9f8sja6GneIanWaWUduTTDkD99dztvQdbqVjLKRGKTfyHPK3Oet/jIvJ36be8fBs8CXMD4hBilxytbgqZ9snrZOo3h3dfDCEy8dcZo9a8yZOXYhfeOLfyRHPH3uQ/vk/h076H/ykk/6niVardb+DLkKwGbe3t2UX3fwRTd7/7CBd+MNduXLlB36NUHw/efIkf9kXdqke58qNReaFmmepQJ/VjEmj3p/rbtYkKBdvoisu3mcaZcqdJr2GfbE84ak84+zBpjWQa0exaM2MmEck8LbqDIgzMVlbpdxK4dNPoVM5eSeyg02r56h3H9y8P1LVGyxkv4Wp8nEySRPaYA27xcSYOUiqsUW1sYWyXeBq3sl6IUTA6OFR7xFaRQ1zyT+m2dWQyk7wxNAoh/oDshq8mFnld1bO89emnmHUPkCtsUCrk8aoPYWi8RZoDvHd80liqQKDsz7e2vk6btciJeUInx38a6ylMzhUenRdNelCDLv2TzCbTuJ2PCVVXD9M7VVErdLgrVfnWd67yMSRXp458yLnt3YZdDrwaY1cvbjOybOjcjZXVIsvJtfpMzoJrRY4MNpDbCMpPWYnDryXlMr59u1NaUsidALEAf0frl0i3w0xqPRQXFLz3NMHCPbtC0bdXgvzxs01Rno9PHtiApT7OgLXFnekh6a7zypnYLPLGQJuG/YhC6v5OPVCF5fSLJVfRVX9N69cY34vyt9/4jGcegPXrmwwNORhezUmwavBqPsz05A3cxk5d+9v6KnulQgMuFjfTsikTG3SMOP3ErDue4LuluNsFaNUSwraZS19Dgfjfjetauu+3ZrF+kEXAmETc2Fpm9eur1LZK3JqaoCXPnNcqqqLDsYf/v5levudPPr4PgtDJHhX31ph6nA/Lo9FJhtC9VckBsEeh5xHFMrUwidcdLvbmSr/4O9/CpVew3IijsrVwl03cvlLt/nUF87RP+Tj1uUNjBYtxqE4OqUFn2G/UyY8muPVdXqMk1g1+4WPcrHGjcsbHDg6cF+srlzfYSH+v5GsDZEKu3BUx3j+yaOya5KTzgxb5FtWlgsb5Jqi61CiT73LiO3nMKsUJMrXmKseZNpmQacEp+4AsepFrNop/nDnInfTbQ5bR7AqdSxnb9CpWfnioceIdW5SbOnx6OzEy+cpVGbQlk2s7d2gkLEx5OvnU+cOUlY0pHf8I94xmbCGy3nmkhEmHXW0yhyZVoByu8Mxx6jcQ96Or3POOyz3EVF4ejt5mWgtzrO+J3A/oPD/g+IHrTMBJG4nYzL5POD2EbR80JngPkMoFpUg95i/R4L5P20IZWYB1iP5/Y6XeBt171s9PQj8pXdxOsl2LscBr08q8Yrf68NCOFnAZTFSUbdYyiakQOWs3YdVrZPdvUh9iVqrga45SKcDqc5NSu0UrfJhBpxuRtwO9loRaXNUL9XYjqc5OzbBjH/4vrWhKIisllYkvXTMMkGmEiGUWyGZcJHKdRl1OiWQFyMdomuW61QpUCVgtTHp8WIzQUOV4XbhBsVmGIfOSb5p57hrnB5Dj2RWqJQ6vj63yPcX1mXCfHiih462TL2zw/JOk81tNTN+YW2HFMdrdNt8+uAUnUpHFhKPTAalYNtuKU9OUaeSqMvu52PTw7itJtnFE7Rlq1HHeioj14BWleNOdJG6zkpAHURT1UvXDHEOHD84wO3lHf73r7zB8WNDHAv2sXhzjzNnxxgYdHP14hojY37C0TS/dfESEUcVr8PKwR4XvR4tSnWZQquAoqvAlbVybniZjmqExdooeoWOYUOQVrNLvlJhIfM265kMuQYMqBWMmpU02mekpkW2fIVwtS7dU3osDimOZdJpCDUvkKqrsOr8+C1qphwHpMCaVrLNOsxlQlTaDU64Bqm11tktvkxH/Qit1hbRahFFexuXJkmP5QlMqk9xLRxhMZnEbTTy2OAgnVabb6wuSg/raCSJrazGM2hg5oALl9Uh9QcO2vtx6yGUXmT3UoOIb5lJ1Tl2y2V8ww5KqgaJWhGf0idnwteL22wWY/zt2U/gNb1XVMsm8tx84w65CT1vbi6zmIjjq9h49MAkJ6aGmPV6WYwm+MadJekW0I8Br9pAcMTFejFLLl9lJ52T9222x8/hvgDRcolMvkQqksfTZ+f4SB8u475Imug8CgGyhWgCnVrFhGdfX0IkkYt3wpI1Ehxy02p1aXRa0l2hKenZ+51r0VEWFoqCBSM+JwrfiUJZsibEXLpoNoj7vitE5DptFGqVBKECdAuwKn6n02aUQF2AXalq/u55LVB3r9dGn8chf4dguum0Gqb6vNjMBklfF2wrsT+IYoQoBAt2utwjFu9y4MCBDz07RXFazIPvxLPcWtmTRYuDw37a9TbTIwEJrgWNXryJDrmwWet0YazHJQuBAswL3ZMPU7gXQPnWdgRFG7QthTz3BDgXtnQfRp1PFcvcWhMCqXFZnDwzO8hY38OjKfeYR3cjcXmvBFAXTisiboTCXN7axaEzSAcNEYliiVitxJjPxemePm6th3l1ZQ11riNzrrq5y7jZQTiSJbmTZdjvpvdED1vVPLqukrv5pPz7PjdxgBrCuaIku+h75QKxcokxq4PzdxZQFxTMtzcha6IaqXNibJDRsSAXIrco1zdQmpWYLD08P3wMnSEJnQmWsykOugP0ma1slq5j1/ZgVPi4Ev0ym/l5FOlDlPMJ7JpZJsYmsTuEyO3/Rqt7lHeSDXL1KH59mVBHx2eCn6errlJuLNFoCLeoIQ57eqTWT6eTI1n6OsnOIOXqAG+FLku3j8eCkyRa36bSPsxZ3xn8BttDQH25uIwo80xYJj7Uzlas2Y1CksXMH/B3nv8nmDTOH3uQPvWzf3aQvvTln4D0HzVu3LghrcZ/8zd/k2eeeYZ//a//Nb/6q78qPydGwi9cuMDAwI9m1/yfxSf9xz3Ewo4Vc/zsb/wzzFotQw4xN6iXiuYmjV56WRrVOvlvMZ+9WsxIddhT/gEpWLNaSPCIbwSTWkumkWanvMkB25H7FJtauyDF4dQKHX7DDEqFlkvRXUnjPOXv+1CP9Wa7wGL2d6l2jEzYf5qLe3fJx5qc7p9iuNfDRn6LS7HfZLvWwKOf4OnAc4xa+6T1x3LmDeyOMsfdL7GRKO3b+2jMOCxKXste5Vz/JC/0n6HdzlKqn8esfwJla11sVyi0x+VB/c++9BppS4zRiVvEoxUedfwS1p4grW5XeoZ3Og0qxd+g1LCRrj0vZ5/FjJuYCfPazHgspvtWJiLEMpvfuczd+TXS1zV8+q8+hcZrZD4a46mRYTaWY/LQnnlXyT3fqMiOuqNuhuq+iuvV8ysfEJETfs+7+TxPDAxJJea7ubtcWkljV/oINAykdrM8//xB2QkWSYcQUfmTKwsSnM+M+Rn0OLGqdOwsJ3nk8Ahep0XOLN68vMHJR8ZoqPcTQiEYo6vpONoXlF2NX794iWiywN9+/KxU0A3vZbBb9dSrTfka/1NBujgwhLp2vFxioGMktZnF2+eQhQRtj5EDw0HGPC6pdi6/vtMllMlxNxKj2C1iscOEK0hQ65G0f6Hm3D/o/qCSbTjB1y/dJZ0pMaQxc3yyl2On3+u237y+xfzcLp//+bNyDEHEyp09OWceHPdJ1fVbS3sSKEwO+XDZTfL+b4ZTlITf62vL/PznzzBybJDrm3ucGu2no2jxr/7Pr3FgeIiXXnxMdoISsRzHz43TUdTZLV/Fq5/AotlnOhSbacLVRby6IWzqHm5cWpd2d8Nj+58XHQEB7nKVVdSVb1DcGuLsmSP0+J64rw2QrC7Q6JRw6Q9xK3ebC8k38Wr2GNPXOO77X6R41UYpQbxzihFzBbPGh0ZpIVtfJtFw8f3oMs2GncOKPmlZWNCHpbrsAY+NDlFiKT2ZygLVaolu6xB9WgWDQTg3+gmZwIkk4Z3EGv0mF4Pm/fuwWUizkksy62zT7SZINX3UO0qOO0dZL6TkDO1Z79D9v+Fi8jpb5W2e8T+BT//BcZIfZZ2J5094LguPdAHMp11eOX/6g0JSBrNp+T2CDi9Ei36YavuHhejuriZSknYrnkFhZ3QoGKDHZpXdPlEMyNUqzLr8qFDI5PVOJkq0nKdX7SCaKjCfidFQtek32zkd7MdlMlJVhukoy4xYDmPSGog15ojUFjjheolOx8CNSIiV0o50grDVnZLaO9JvoqCMyaStzziISWVmpbiEWqGWAD3X2CNd3yZoPIBR7WAhEpcJ8pmhfjmjWq5VyZdTxPNxNtJ7RPNJ1G0tdqULq85GslNnvrzLiNPM6Z4J+u0DOM1WmfyLbuK/feOKnBs2GaoMDtRIFC3YjD52kmky+RqHewP4DRZu7USlEOSU1wOVLo9NDzHW4+bi3CZKvxaTVsudlYg8rx6ZGJKd9kK5JueBy+0EO5U1Rr1e1BUftaoepUdNn8lKOlEmEsnx+LFRBoJO3n7jLn/w2jXOfGYGY15JN93i0OF+OoY6ry/dJuIssRfJk1os4h5Q0xO0csDTy6HgMD6DB4vCwtb6/4nLV2Kx+SwBo1daRlZaTdmxvp24SpM0Wq2DY+4xZs1hVPrTKJROtnKXeCt0CYf2HAedoxiVWrKVCrfT12h2EjgUByjVM/g0g3TaClotMWTQZrudQqfRMGsJoNN0SXe+Rkvdi0JpIlmbR60K4tddwKD2kCy/yHq6g1GrpddooVZrsppISw0ZnUGFz6ljzGtFp9SSzybIZuvo7SbODU9x0NXLZukKTu0AF/cukLldYXT0GFutLMlInripyoC9V+rPhItZ5op3+OmBM/QbApI+LfZyUWgTAPiVuTnmI7usefKoCzomq26CXbPUFIlpGpIhMuR0cKq3D6tex2YsxdvrG7Kw1TAqCejNDJpsFCsN6RKgaHdlwYgWmMpd+gc92BxG2ZEVo1mpUgW3yYjTsC9oei/NE3t/NJSRbiA9QacEwmKGXQA98V6+qVTyHBAdc2GhlilVpcWpsD3rddrJlisSWJpRcefCFk8+d0AKMKp1KtKFCtFEXoJmh80ox66K1aYE306rUdLYBTOxrejI3zHZ52O81y0LTALkf9T+8sPOTtENFy4gV+/sSABeESNYq7tYzQZOjvdycDiAzWyURQMBVoX6+4/qsS4cS5Y24yxGEridJp49Oi6L9R8W2VyZte2kFLkMBGw0hJJ+tiAZAkNehxTDff/viOWLLITjsot/IOjDrNfJbvql7V30CrW0bjWpNezGsryzsgW1jtyPg712SuYWB+1ewqEcNyJ7qOJNvL12pk73c7ZvgHCpwN1UnCGTg5c3ViUgP+EIyjWZa1U52dtLOlFgeTNKwGUmUcyxt50k0SrgcQTQuvV8YmqKoMvMm/lv0FZEaOLGrz3AmFWNR+el2/VxI7FH0GRj0KYlUr3LgOE4kd0Eb27/a/RmJ4f7z9FRNVA2pslW6uSrNzBrv0NN8YtsVO4QqWZRqDRotAaO259GpUvj0IYwq06ymW++O2rkpduaJ1pdp6ock4LOr+5+h0jehM9QQqvfpKt4klnXMMMmUYQSDKk21aZgOy2j6KroUfbRbAmdgLYUJ2y++zWC/VColfmVX3gep8nzE5D+E5D+p4qJiQn59tu//duyMd3T08Mv/dIv8Yu/+IvSJ/2RRx7h3/07Iaz9fxNIF3R2MZd++fJl2V0XlYPPfvaz/L2/9/f+TG3+v0iQnimXeOv6NcbdH01X3ivlmc9E6TPZmHb4SNZL3ErvccoziFNnlLSahfwcQUMfbt3+z8k2dknXNnDqBnFo9xXwheCRSGLOBgbug633R6JyicX869h0T1Nqaxkz92Nsm/iTW1fYVuygM4cYt9o47v0pWiRpdRvUSx52M9sYHMtMOz+JT78PeIX38I3ILneTd6i2VHzMc4IhrxOb+RZGXS86lR2at0EnwI2O5WiS17YWCVe+jtWa44j5ZyjO61DPuPn41LTsZlXLv0+3k0JvEkJx6vu+oolCSVaqha+pOHSFnYWga9VVe1Q7OQrLdrbmI+TTRV76m89wJ5fCZTQwaLFz5fwqx06PYLbsH4CRSo7bmV3ae0oemR0hFyuQiuUfEpETidCbO1u4zSqaqhi9hn7MChe/dVkcAhpUyRbpZJGxU720DGDW6nDq9GxtpVldT8ju8WOHh9kOpUlly5w8vH+Plu/s7RcNDvfLzs1KPsbddIxmAWZcASmK8++uX6WWbvJfPXqcxEZGqqxnYnmGJwKS+v5hicbKyop8mD800Wg15fy5eCQHu2Z2VuLoPAau3t1hdCrAIzPDD9GFxeEubGNETAQ8+IUSebPMenGP1btRPEo7T545+NCcfDJf5E8u3WV5J8GE382Y2YbdYuDgAxTIYrHGl//jRR55fILBUR/ZYkVa1t28sUlg2IPdZqQsxJWqLR47OSqLMfObEZa3Eph1WqJ3o7SSRX7x//VJLm+EmOzxSOrf6y/fYm1jl4HPDDKi8hC9nebo2VHM73b5BcskWl2g33gCrWq/EFNtFQhV7pDdVaAuezl6ckTSPpfSCZmMCuAY1Jm58M730Xq+x8jQCD7Lx9C/O3ohVJljlRtyHtVrOMB2aYvziVfott7CrvFw2vO3sHbf5GbJjEF3FI82glN/gHIzKumC39oLcWe7waDVy3976nFWi/PcDiV5eylNNpui12VlatiN27pGLNGH09rH8f4SHv0MpncZAIKSK2ixj/vG71tZCZFJsZ8cdIkiXohkw0sHLYdsw7yT2GTc6qXf/N4aup6+zVJhlSe9j9Jrem9c48Pi/etM2KoJ4UGxjg95/dIO8E8TQpfjRiwiRY2O+gOyk/anCdHZEwUcQX8XHcONZIZqU3g+6yXVWHRDhixCU0AjKZ4GrZj71JBqltkop1ApVbi1Jsx1IepVpKOHEwMGusqs9ELXKvXEqqssFd7gsOOTOLRBGu0mt7KrpMsN1rcqstP5mSMzkl4rCifJeozdyg7ZRoYeQx/T1lnSgnXRjNBrPIz+XZV+obp+M7RBvJBmtk+FUlVBozShU9nQqYTytImdUpWdYgZdR02qnMWOmXAuS71eQN9pY1LY8Bg92Mxmqbr9+s5VupYsxbyLv/3Ec4z73JQadb5xa5FIvUBb1WE24Cedq6LuKCnma9zejMrZdItSQ4/DQsumkDZxL19d4uR4H2dGB6i0s8Rr61QbdVIpI5GkklGXS3qbV7stWlYFky43uUSFSCzPz71wlB6Xlf/r//oum4UorsesJONplJ06eZNSqtj3qRx86shBSpstvvetFUZO9qJ0ahm3ujk23otWGWZn738lZvg0g/Zj2NU25uMx5uJRumTps6ewmwKM2kbpUQsfazVVxTS3k2usZF5m1nOCY97H5H6+XcywkN7Aqd+Wau6h2h4jpmksmv3OmCjkXIhtYEDDsM4ru7rRyvdJNXYp1CfI1W7RrPoxa9ap1QvsZEdJFfswdDXQ7Eo6tOjqZtUVOTrWazHSUpVRKAyY9W1q3Sa5ShNNUosjb8Ta00TvFTPHJlLKNVzpg8xtreD3+VjW5GglYVjhQuMzyuJdr9HMrP6gdBvYj32gfisTYS2fZKW4Rb2rZlrThyLRlkUVQ0spAfLxw0MEXXb5jAoBRqGHoxCe5qUKvXoLR4d7KbQbkrItAKJ4pgNmM26dgVg0T2g3hdVjJlWrSpr5bH+AoMuKTdC6xYy0Wim76eJ3iVGGm9e26Ol1MPS+8SxRNBPq40t7CQlixfeILrcAl4IqLorx/W47Qz6XvJ7f+pOb0n708MkhltZjTI765Dz169dWubsRo8dnZ7zfLc+YRqPNZjTDWiQp750ApXLWW7NfHBB6MQG3laDHKqn+Qgn/Xnf73p42MjpGtd6SRal7nXHxb8GqEcUBAcKnhrxs7qYZ6XdT77S5uhKSedaJiX7Ggq77lm3yDv0Aj/VMrsz6bpJKtclgr5Nev106SuymchzoD8iZ8XtRKtcl0024lwjh1P6g8z6r8J6F204yKwsmg8JC12V/yMJNXPfVeIrddI5hj5NRr4t4tsS3r92lkKqQS1doK7r4AzbKpjYBp40evYVMqsBuJY89o6RSqmE96JJ5QrpekeMFoqEigPpiOsFxXw/nwztsZjI84h8gHsrx1vVVdKilLkcsWUCr6TAy6MQ0rqDP76bZMLNVzPCzY4dokuSVyFfRq0SzyotPN07QWGDcepZGWyl1QoSInrEZJRnO42QUbd82IcWr9JqexKE1YdcOYtMOSNbGXvKfspbX02pMsFNZZKNWJ1VR02sJMGadBv0aUw4tw8bnmIvHKdZrTFhsaDvXCFUNKPHKIuFS5ibhvA2z6Za83/HiAbx6KxN6nzxPxHUWOpMxtjFpTPTrBu+PY2jvFabe/feRw7Myn/2x76R/7s+hk/6Vn3TSf5RIpVJ4PB5u3brF4cOHJQ4+d+6c/LiwJf/n//yf81u/9VuyyPh/C0j/oz/6Iz73uc/J2fQXXngBu93O+vo6v/d7v4fP55Nt/r/s/ukPWrB9GHgSm91CJka0UuCwu0dav+QaVS4ltjjsDBIw7icRe5UdSq0iE5YZ2t0m8doijU4Zv34Wg3r/a+6kYiSqJR7pGXxIofbBqLeEUvyXWS936bM8xqRpkKX8DpeS8+QbJVwVG6ftWQ6Mfg6D3iUPmlvRBZYzN3HYhO/mE4zZ3hsxaLQb/Mbct1gvlPnlw09ja5tYj94hW4wzHDjBiPMuBtMMCnW/9D6+GNqkpL9Nsfom6c0JfvHkL3F5exN3usNznzhFt3ORZv0iBssvo1R++L0Vm7Dw+0zmS2wXVqh0UgwYD+MyWNm5HSaxEUNnMXD2M0clABDd9L2NFNVKg4NH36OFrBZiXN/ZYUzj5+hYH9fOr9I39LCI3HJ2m9d27vKZsWNoFWYJ3nZyOb51e0nS4J05FdaOik9+/Chux3tFo3Ayx7cuLMpk42OnJllZjzM+5MXvtUkfcFE0OHR88H7nft/mZ4dYqkSf1kXAbeGV1TUamSafOTxNbC1Nb5+D6G6Gk489PD8vQiQawo5hcnLyA+ssU61wLRaW1m2Blp47t3epWhTs7qZ57OQ4h8bfo/nnKjWWIwlJJxa0dkGTe5B2F4/muD6/hmVWi16vZczSix49r91a5fydTRwGI586NUUrU5NJg7jeqncTBlFo+fo3bpDOVzhwYlDO6olEKb6Voq/HycFDA8STBbZ2U5w4NCjB1pXFXZLpIiM9LnwWE7/z//suX/xrT5A0dOVc32yfn631GN/58kU+90tP0TC1+ZPLV3l8aJrZ0YcpQKnaugTrfaZ9r3N5nyJRrm++w/jECJWWV1I9B2x2xhxumRTcvLop5zIdA+tE87+PXT9Nj+3nUav212a7UydcuYJF04tdO8RqaYlM+QaZ6jfIdCYYNY0xqIlwpya6A6NoFHtSbGorc4WL62WStKmpjEypPeQyeZKVPaaDUyRVBRKNLN2mGW07xLgfPLanUCoKDJqEPsWZ+8Wkq6lNLBoDU7bA/b/1VmpfnfygU0WxtUG8LsT/jPTovSzkhIjcuASw92I+u8Rc7g6Pek4zZO7/0OfuwXU2Oj7OWj4jhadG7S6p3P7DbNU+KkQSOZ+Mk6yUOOwN4DfvJ6hi7xGdKNE5E7Pnogsuulr3/l+8F58XbCGRkItutFCzX0omuRWNShG2T85MyA7y+1WgxT75WmidUqvG4z3DjNs8cu7zjc1bRFobfGzwaQ4GBsk34tzMfp0JyyP0GKf3AXpuDU1XQzmmoquErkEh9/FDgYCkPItZ8rv5BYqtPHqlHo2ygUHZJWAQxZ0mtXaWejtHp9tEozSzHldQqWl5bHQCo/aDRQ7B/PnW3hy1VpuDjn4GLS4JOlO1LB5dh1q9iLZloVDN8fb6XZJRB26NQ6psP3NwTHpTiznclXASl9tEpFHCaNWymkxxpC9AI90kk6+i0Kpkh9AfsGK26pixeIkVkgQCFQa8Bjz6IZxaIaan4K3VTYY9LvwWM+dvbNDVwUotgUXdZnV3l1QljzugxmxQsXu1iNNhoxTQs1MsMqn289mRw7QzdYZGfQR6HXzre/PMXd9icNZLy6WiVxul33eJtYyRgOfn2clWpBChEOWadlmwmzZposeoDBBQm1B35lgszLApPLp11wgYtVh4gVqrw0opSaVZo98SwoiPVKeCseOWbwK4Flt1Nupx3GozAbV9/7lSx6novkOyOi3V9jWKIs2yhgbL7GZ8lLKz9BhcBEVnw2JGoYZ30ttoUDOitxEqxWg3NZhNXUqqEjUUOLEzpg7QKNfZ2VtFr7TRGgox6JghJ87SXJOL8+u4Bz0c8A6wHU3TKZZo2ys83nccrUoj92IBCsX4ylw6QrRRIN3NspzPYIvrmLX2MDsUoFSoUShVOBzooVtpYQ1YSChqrOXTco3GqxU+NjZKOVnl5kaYQ6NBrC6j3PeP9PVINsm9mFve5c25dQ5N9zHu90qLQlEEEM4AolBgMekkWBcWZDaTXo5vCD2V0TEfPb1OOfq0nciyvJeQ3W/RTZ/q9eKzW+QzJ8C5mLMefhec34tMuiQLuj/1uZPS3u3NGxtyXU4P+WVRb2E1gtGolfdwL1PAoNNycqpfqr6LzndCAP9smUS+KGe9xSy8AN3iGoo9Q61WYjHo5esvF3IEe/xYzUbpHS4686IDL0TcVrcTsikwNezjxt2QVKSfGPLd37uur4S4uxOXBcAhv4s+rx2/03J/7OZBj/W22K/aChQdpFtJf8DxEA3+PZs2OwNOuywIxJJ5aec63O++b1n3/njQwk0wXoTX+oDHITvn92IvkeXVG6uyKK5uKPA6zbQMCvr7nDw2NUQkW+T2bpSbuyHsLS1mjYa13QRKq5r/9pOPyQL65fAefRYrhVb9PlCPlAvcjscYMzp4a3GDubU97E0dE31eIvk8qlIHpU5Jzt5GbVVIi74ddnnaf4RMvc1CNs7nRmeI1K9zM3MRi64fp3YQrULJQYefoHGGRKLAa9fukqsWmD7c4PjAOYwqOxcT/1L6lA8YH0fRLeLWnKTTVlOvrZIrfYnF0tMElFGi7TiX0irCsS7athdj24jFtohb08+I8Yi0vI3VS7j1VfotebJKO35TD3p1nWI7Sapupan8HkrG2Sn5MRk0fKJ/hqCgF8qCa5O7hbtY1VaGzR/OdvwvRd196mf+HED6H/4EpP8oUSgUJO599dVXJdX9H//jf8w3vvENSYEX8U/+yT/hD//wD7l5Uwin/gWDdOEDJyTmBUj/l//yXz70uVgsJmfRf+EXfoH/6X/6n/hxBelCWOJ6ck8my8c8vVLMqNJq8E58kxGLmxHrPlistissFuaZshwQMFvS2w0qO16DEKzY7zyt5VJs5rM82jMgKfQfFuJ27Ba/x9up8/gNj9LpWLmdEfZObY44J3ncfxRF8ybb4QrJ7CCHp3olKF2LxzG7rlDuVhk0H6PPNI1BJfzLO7waeotIuUi362bQ6ONsr5NG8zzt9gky6RWyxQQd9SnZXRA03Lw2Qqn9R/h0vfTkf4pvL23x0pNHMGyVUGu26J++ht74V1BrRn7otU3Xd0nXQzhV0+SLHdlp3w6lSO1maMTyjB8YxHvAJw/aaaeHy/eAsd34np95XBwqYX7+2CkapQZLt0NSRE5U8FcKG2wUd9hJalGgZczlkkDXZTCi7ij4g+t35IHVidSwqNQ8+fTsfa/veyI537uywtpekul+P0aVmjPHhmVXWajSiy780dMj98GWmOFbyEaYj0bQN3QyYQhn8+QTVR4J9qKodTCIzoCYszv0ntrzD6Ls7RZE5yTGlMuLsQJvXVymYVehKLR5/OQE/X3vWpo1mrJzLgRmhjxOhr3OD4h61YQV2sV1Jmd7cXnNbJfivLm6xO2lFPq6jo8fnebM9JAU6xOvZ3iqR9KRs8WqFPOJx4Ua/h6f/ORhOXcnOk+CvbC9FpeFB6HkurgW5chMn7yXN5ZCwjmJ4yLx6nXz7//VK3TrDY5+7qikkp0c6aNRb/Af/82rHDw5yslHpli4uU28mafbr+KES8xfv5dsivsdrtxErdTL0ZBqpS4F7VR9WqKqJVwGG6d8p7G++z1350OyoHL4+JBM7KKFbxMv/TFe4yMEbF9E8e6z12gXiVSuyQ63RuVgITeHrv022cYSNcXj0NoQPT5yPMtJl1fqLexETHRU21yKlshmtKDT8jdPnsPpbNPoVhk2TfGVxW+xEGljsqpxmJfw6KfRqPtw6iMccR3BrNnXmyg0q1xKbsjZdJNad/9vvZoISdB6wKkm21ghUnNIobtWSy1HbA46H9arWC6scyV9g9OuE0xYP3qs4u2bN2i67Bi0WmntaH1A7flPE6LYVmu+C7obLbayWe4m4ti1enwGswTg+3Oo+6rH94C4eH/vTfz/g0rPm1mht5Ck12Qhni+zEk/hMhl4YmyI4Lsq8Bv5tJxBP+QKSJ2IK4ld3HoTIzYj26U7ZNIOLm6nOBiwY3LeIGiaYtx6jnq7wVxuDUVLTTGqxOewMNO/n6xvZ3OyOOC3GlDqU9KOMqhzslG6zG5lQ3bIA3ofXn0fBrUDndKOVmWTxSJZCA1FKdXrnB7ql12X+9eo0+ZaegOTWs+Yxc9WMc12KYNHb0arVBOu5Og1Gdgt3mIjG2fMdJj4ngq700S50JBK1S/MjEuq/1Ykw1YkjdtqJJIvggbUBjU9HgsLW1GGBtxShLRcahBqZig0d9F1K3gM/Uy6p3h2dkLuCWLfX89GuLa3xkCPnkQ5xVo0jNaopVgzMOP2kN2uo+5YMGgtrCSiXI5s4rOZ6dW6JU3XpdBzyBdAWe/yyGMTck/7va+9g767hMG5Qd1Woqro4fraAG2DRYo2Tdvd9FsttNR3KVFFr+jFrx5CxXlWSlZq3SBD1gg6zRxW1V8h3xLjY0l5bwcsBVAUKLTNGNUmeg2jcrwsWS9wJx9hzOwlqLfTRbHfWS38FruVFnd2LahZZDfej8G8jdfQoU9/mgnXKbnuxBoOlXKcj2/j15uZMXtZLuxSbXUZtNvIqJIUWm2sXSsT2j7RVyRfj1Fv1kgWU+TyabrVICq38EIv0S43sTS0BEe8zPp8XE/OYc/bmPYNMTHdI8eDIsUitxNR9upZqRp/vRhiXBPglwePU11PojrgxWw24mtouLsQom5UEI3m5Wyxu89Oslbh2dFRSW8XJ49drePtuXWcZiMvnj0gHUnks97pSHaKUAd3d7VU4xUOnxi6r0Ei1q3QUsi/C9jzxaoE71J1vAu7W0lcvVYqwq+g20GnUTEZ9OKxmiXVPZH/cHB+LwS4/aM/ucZ2JMORcyPSPiwZL8rOs+iip3Ilvnd1lUK9Li3chKiiKACLeyKE4gSQ0uo0+4BcpZTPlTiTy1WhsN6QrzlbLEsx0mQ6g81qlTPs4nwWqvCiG1+u1nHZzByZ7CGRLkkAf2J2QCrTPxiC3Te3EaFYqUndB1GhFkrwvR6bPOeEvdrKVoK1cJK2Eul1Lmzd3u8II0Kwy165sSK77WKUa2rEL8VTf9QQIH0rkZFdfDUKWuUmqURJFikEMDc5DXSMSoZ8Tsm0WUyI4kmdHqWR6G6WDFXOr2yiDDdkvqQNmghXi3xsbIx+h50rkZC08xTe8/lClT6NlfVIktW9BD16M6peLXVVm0q8jkMA5m6LQ8eGmBrw89ruGulKBrtGz1J+m+P6WRKNKmulFJ+a6CfZfYu9UgWr1odTOUY+u4c3M0S10MXT46BoaEqLU7epQa/qMIV6hO3619FrhrGrnOiVVizKScnuMKq/RrppINr0ccSeZKWp4E65RrelxKOapSZckRRXUdcPSpZk0GYl0SyB4q60gKtplAwbJyk1V9EorYRLOTaKr9FjeJ501cSdTISDjiCnAoOy8FVv1yVQd2ldDJg+OCP8E5D+XvwEpP/o8eyzz7Kzs8PP/uzP8q/+1b/iH/2jf8Tf/bt/VwL1z3zmMxIjC7b5XzhIF/Qj0RUUL06A9ffHP/yH/5BLly7xxhtv8OMI0rcKGe5mRWfaxYTdI4Fao9PmQnwTt87EgQcS6JXiXdmRMam65Jp7eHRj2LTveVLvFnMspOOcCwzIpPOjIlJe4mLiy6yXRMfJj06p4aR7hrPeQ7JK324naDauodM/w064xKWlbZQmNTPjCQrdGIftn5XCSal6SNrErGXibBViOM19HHUNsZ0pUqjNcSY4iEm8vsYVWqpz3A2VeHVhhaKhiNb6Oj2WFj818neIlWz80VtzDKlt/NQzvYSW/gkGyzP0jX/mh15XIf6VqG0yYDp0nz56j/514eIK6xsRQvEM7lEfeLQ8MzaCIt+iWqxx5IG5bgFivnznGhalnkfHxrl0fY0CDTreEo1uiXHrJE6tTQoDPTs0Ij1G74Wg2P7ulZuM2pxUdksErGYeeXwKre7hhGN5O86rV5epl5t86rFZJkf8ku5+5e0VRiYD+AIPq4wLKv6FyCbpTBXRonGoDOzsZZjWOxgJukiFc8wcHcDptnwkSBfgRsyL7RUKHA8ESUXzvH5+Ef+QC2NNycGZPoKioNJqS1uVnXSWgN0qu+cC/Lw/JJC4uiVp9xMzQUKpHF975w6b0RSjo2aGx614VQ5i8yXKlQaOPrssdIgERWgJCNGpV795m95eJ489uS8W12y2uPLWChOzvRIs3Lq7x+iQh814lp1wGr/TysmZfhxWI6uLYf7j//Eqz//VM9RNGs6ND8gk+ZtfuUi1XOOlv/oEsb2sBPzHHx0n0siyWUpw0jXykCprq7M/n25VD3D+UoqMqsH0aA8TLifF9oZkqfQbDxLZLbC3k+b46ZGH7mco92XS5Zfptf0MbvO+pYqIcjNBsrZAwHhcqlRvFG9ibr9KvgP95p8jVfwTrubL7KWmMWZqKDommXgZ7GWaFhsdpY8Bk4vneidYKtyglXOwE05h6amSU9jJN9bREaLVPEu0kmbWBR8beEHStUXcye7JtXzU9V5yIJLsi/EdyaqZtqtJ1O4QrtlRKqxka00e8Y1Kq7EHY7O4yzupyxyxH+SAY/Kh+5+olFnNJLmztsZzh48y4nB95Jyn+Hrptys63sJ66F0wXm28+7FGU3ahRAItqejvgm5hxbWez6BSKTgV7MdrNv1Q72ERYr2LYlS8VJJij06D8f7YxoXNHbbSWUa9TjwuE6V2g5PePhzvCtaJUZAL8RXyrTXOeU/iMwTZyab5481/j7Zr5GO9n5czlbfz67RqCsoJlfQRH/Tti0bKtdypkChHeCV0RYpoHfM4UOvyKNHSZzpJvaMiWkugVWnpNw5hVj+sqC+FEkNhqs0Wp4f6JBgWHcIbmU1UKDniHLwvTCTs7YQYkQDrajospG8iWkGfGHoUjbbMwm6YUAKm+wdJJsUMcVl6kgvf4bmNsGQjDPtdXF7dlfOqhwI+VE3k54w2NZvZLTy+LvWuDnXDTaVeJ9XOozU1Ge03YLV20euU5Asd3Hq37PpSMRDZqTE04pFiT5a2mqW9GGFVgXqnjn1HJeek/T0OUs06cU2VaDKPo6HFZdFwcFYoWt9gN5WkUJohHBuk6tRjMcBPHz/JuHtfWTxSvsVeeQOdcgivZpTtzHXqzRBG/VO4NE0iha9i0j7JXslEolJi2OLEoqlT6S6QL/uoNjr4dANS2CtSyxJuZBnQurGrjHKdifNjt3SVSOcm89t9eC0ZzHoXFnOLo74QLuMwPYZfkCq7Ylneyca4EN+R7LXT/n4upe9KQPNkYIqNyjbRagmb2sGzgVm5DzU6VbZKVzGp+7iWeYcRwymu3t1jYSmBwgFHx8cw5LvoI1XKE3UpDnnGcpSVpYi0BctomqTrNSLVPPVOiz1Til6di789eU6I9nN9cRNrW8mJU5MSzBcyZdqZGjl7l0KiLP++08dHUWlUjLiddBUKqaUy5nbRSNSkYvjUTBCdWcvN3YgEt4KJIgCrAN3i7ciJYUzvjo194DkUc+mZAgvbUW6thgnvpnG5LYz2euRcdqnZkG4Ko0G39D2XNquttqSoy/ettvQS30vmpVhbvd5k/UZIOogIQVGxl2zvpTEZtXTVQqFdgUq4FRh0zIz2YDRo5My2sHsTYFd8vsdtk3anQtvkw9g+4uycm5snODgsLeIyhaq81gtrEblvCdbaXiIvmV+CWi+K/oL6LlgDgjovuu4eu0l6mIvvF4UxYfsmgKIojAmauuwKj/Uw2r+f623E0tK/3Ws3M97jkWNdIicQXe6tUFoyBJqaLrVOmyODPbKA8qOGYKOtbMZY2U6yl86h1KvoCzg4Mz3IeN/+cyT24MVInGSxjE9vZGkzSqpe47HxQVavhYgVSjBhpM/lxKzRkm9WWYwlCKos2LU6SZ0X11xrVFMt1OlVmTB4DMQVVaxFBUv5pHRCMQl/9wGvHPcwqsReaOG1kFBFFx7wTakgP6EdYi4SZiERZ9BXoq2KU+sacdStVCJagn1GHp09K4sfgjouvMhvly7Sb+7nuPcwa2UBxtfotzyBQdUiYDyGQe2k1dygXv5d1tufotKc44hJx6tZHcvFKA69jeOWx5mLL5Jq7ODXHsOiNOPTmYiWd9kp3katGiNgVXLIO0FXtUrQcohI6SqLuWWs2mcJmHxcim3SaSkZs3gZd7mxGdQsFhbx6Xz0Gnv/ywPpkTTTfw6d9EXRSe9x/dhei7/IiEQi/PIv/7K8Vh/72Mdk01qcP3/rb/0tFhcX+eM//uP/ZEb5nwmk7+7uSsW627dvc/DgwQ98/ld+5VckgP/Od77DX/aF3Wg0JEVUgCchbnQ7HSFbr3LUE5RV/ntJprBJ0iiVHHf3309+M40UW+UV3LJb1MVvmEX3gMdzrFzkeiLMaX/fR86DittwO7vM5cSX2CrmsOsmeSrwOMed73kdS2pp/XVUqgHUmlGp+Cq8u5WdEDrvGqd7fwa3fr8wUG0VuRj/Huu5PWbdj6FVW2XXslJf50JoHqvhMCdcO5LiXmr1cmF9m4y6wFLuDXy6RZzV5/BbT5KgzNP9w3zz5aucnPk+Qc80828Nc+jJGeyej/Y+FhTUaG2VfinA9DDAFSGsaQQALsczZMWh79eDWU1AbMDLSY4cG5JWLl1lV87ZbWRSfGNtjpN9w4yaXCyu3GZ8ysPp4HE5IyVCCBWJ+dlzfQ9XSEPZPL937RYTNhelrSKDfgdnHhn/gJJroVLjq6/NsbIe4xc/e5qpIT+xSJbN1bj0cX+/bY1Q+b+e3OFKaJdqDQ5ZAiysRxlTWzgw1kMuVZJq7/e+TyQaYhRkdHSUFl2uR8NyrQmbq9sreyzc2pGzie18i+ERr6QhCmC+FktjM+qZDHjk+4+K7Y2EpLpPHOzl5ZsrXF3ewWsx88jskKTgRXN5lpe3QNXhsXOzzPh7JV3w3jqeu7nNrRtbfOGvPILuXbG4tcUwlVKd4Zkers/vYLUb2YpnqJQbHBrrYWbYL6+j6Nz9+v/3m+j1KgaeGef0aL98rQtzW5z/7hxf/JXnJFi9cXGNA8eGcLj3n4+1QoxwNcMpt/BT1t5/zlYz21zYfI1OdogXz57G9662RbfbIVJdIZpMkF+xykTXavug8vhW5jfIVd9hxPX/wKo/cv/j2fomxeYeQeMpQtUw1dolmq27VNp6lKXHmFv8Hu/EdVgDRh4d0fD44DM0OglJk+0xHOFCLM5fGTlBNBZlq7DOc2NPku7exqoZ5WIyTKb2Fj3GAZyqo3xn5x3GLAOc8M8waLOL3Za34qsccw3g0r23PwhAdyG6LRVsx+xqYpXbhKpmCk0tVpWNx/zvMTnur+lyhDcTF5i2TXLYPkOomJeOAI1OhwGLlZZI6kdGaYhOuPA5foB+fu/f4uOCYi0KKbLr/e57/UPdcPUHaOj37tFyOslWPsuM28ug7QcfQELZ+Vo0LAW1TvYEH7J827+vXVZTaf7j7Vuyy/TixCRPjA7f74Y1O3XWCjeIV8Vac3LS289G8XvkG3kSmVkK+RptbQG3zoapYePwUAC7tSsp6/eo67V2lXAtj13jRdUMcDO2QY/VzGP9Z9HdX3sdYrUw0VoYh8ZFr7EfrVL3EMC5vhuWxYsTA0EWi3vS8eO4cxj1A6MJ9yJaTPCN7e9RaChxmgalSv6jvhH0yi7fuHGdjKLIpDdINqkiV2vw08dnsRn0XFrckfPiQ34nF9d3ubi9w88em2EvtUGsvkW9CbFch2ynyXYyQ7fcxWM0UykpaDZVmHRGAlYXA14nTdp8+visLMRt7CZZiSRp2OBybBuadY4H+jnqHWDuzh6Ll7Z49MwY7UabtlqJdVDBrc1XMLU3cLkMFNSzzK872VsrcmQsiLrQpCrGT0Z7sTrNdHQJ8qoFmq0ArWoPuVaew841tIozKJUusvVXaGIm1RjFotMx7fRh0Cgpdq/T7loptbuMWWfRq3VsVlLE6wVOuAep19qsxVNsprJspvfQ2L9PvNZPr8XJtKdOn3UcheINTMomg45fwaQdkUDz1d1VFrMxPjM8w6TDx5X0MjdTu7wQPMJeNcxaKYFWYeJjgcM4dftnc7hyVwoLLhbWJN19K68mXqyRqZYwF4wMtW2cGOsnGgvx5vpl/vpLP4dCoeetlS2pH1ItVGn5FbKAudAKyc7//3z4E2QKNVmIcmp0LJxfQWHUMjk7KIHia6trJFNF2YW3oUVfVXBwupeGWUmHLgd7/LjNJjm/ncuUuXp3m4quw9kDw0wFvA/tD4IBFt7NyDlxk1n/UEEwlimyFk2xHc9K20FRaDK2leQTRbBrSRWraJVKCViFx7jY2016jaTJCxE2+fuFQGG5KoHvgM8h2Sq3r20TjeT4uZ8/K59lISR3eX6HyX4vT58ck2NVgoGVLVQ5Mt2LxbT/usTXSlu2TJFEpiiLAB67GZ9zH7CrP+TsFPmQKGJdXwzJLveBsYCcHRd0+ZlRv9zfElnRld73f88WKvL1Cus1wSoQ11PsK6Lw12l3sBsM+Nxifl+PTqeRIFmMbonnReyT65G09FnXKZW0qx0J1seGvLjeHYPbTmbl+JnQhRFaPx8V4WiW5a241L8RM+xixn10yMvYoBedTk0kW5AjB+J3Siq9x0Gn2eba/DbzezH6hNBfC948v8Sh0V5+5lMn2MpluboVwtbWEopmiZaKNDUdhpz7PvVCgLZTbKJTqrG4jXjaejZCCaK1kmRDtXxKeu0Ouh0F5XZDFmSFVsi4082biRW5/zc1eY65RjnsGWUpl+C7G7cxtZfI7Dapu9XMeA6QIc+jwYMc9U9K20URiWqSt6Nv4tcf4rDbx+XkP8eoGcStH5OMxaDxNAqFkmrp/6KrcDJXtmPvzjNgOcq3ErtslnL0m/180v8xvr/3HdaybUasM1LkU9g/enUrzCUqLGRB3Amv2k5HkWTYMUFHe55sS0+ze4hBq4d4LUep1pQin4LF2m8zkenu0mvoJWAI/JcH0l/6cwDpX/0JSP+zhmj+6vUfnbP/hcykHz9+HJPJxFe+8hU5g34vvv3tb9+nwf+1v/bX+Mu+sKu1Gmurq+SbdUlvt2r1HHH3PDQ3LkTiSs06Z7xD9wXf2t0W1zNvoFPU6DGO49aN3p+lFZGpVaSS+xFPDz3mD7c72i3G+KPQ90nWlgjoqviNw/zM0L58/4Mhqo6t9hY63VPsZQtSbfRAv5H10jfJRQdkd3F2vEcebKFimO/tXmDW42ezEuKs5zRBvZ9y/XXU6hPcjd3FoS0RdHycCxu75FUlbubuMmB9k8OuQ4wYP883V3bQNpT0mW14Dd9gO7RLX+9/h7WrZmdxjxMfO4z2AQX3eyFVuSt36TWKzsRHH1rJWI75Kxs080W6DjNxa1cKua2uRFneitEN6OShIWauh90OEpkC8W6ag31mSskyxoyHU2cn7ycoInF+fXtT2jj1vM9aaiOV5is37jBpcVHaKTA56OPoyX1a+/vjS9+6zvJunHNHR3jq2Bi3r23h8VsZ+BAPdPH4CHrrHyzfpFhqcso2yM3bOxwL+OUcpOgsCCE5uVbabbn5946OcCMelRRkh8bA7bU9KjsFzhwbJR4pSDV2jV0rk2kp3NPjkfTDHxT5XIUrF9fI6tq8tbRNt9Xh4GCAmSG/VNQVHYXYZkpSaoMHnezUovL7Rs29uHQ2yuU6X/qdd3jksUnZpRFREir3l9aZPT7E7dUw5XaTVKEiD/HTBwbxu9+7xjevbvC133qTo587wqmDIwSdNgr5Mr/3b17l8Y8fYWK2n5sX13B5rfevx724m9sj3Shx0jlMqlplOZ2Sv7uZ2ObAIQtj7nOoxEDpu1Ep13n9/CWcQy2OjJzEoP7w52o1+U+pNJaY8PwvGLTvsV4S1Tu0OlW8hiO8tf062dgtVmJ5mnUDBwKDnJyMc7U+TqtbpsMaA6YTtNpx9mpmLIoJroV2ecY4iWuwgMPgRKsUoncZAoaDfHfvbcLlt5hxfRKPxsL52C2GDceoNTsELTaUmjaldpWzntGHEmthOXY+usWAxUG/WUm0cpPNso5QGZ7wTjP07ljNg7FTivL10Gto2nZGjJO4tUYMCo1U3r+7ukagJygB9r0O+HsgXP2uQNs+GP9RuuAfFclKmZtxIbZn4JA38KGK8flajSuRPVwGA4d97/nePhhin7ya2MOrN6FtqXhzbVuCiifHh5kOuNgq38aostJjGGM5l+B66jxuY4YnfV+g2lLwpfXzpFMl9HmYGdIyGhSWUDopiiks0Oga2KyEcWhdBPU9hKu3abSUJPIueW8OB/y4Te8VUBudOqHKDvlmFr8+iF/fc79LLl7XtZ0w29U4PS4Tpz1jktb+/ljP7nI1doVh2yiHvbOyq349JcZ/ypz0DBBUOJjb3ialSeO1KIhHxX5i4pOHpqWa86WlHcYHbTQ1Jb67doVIcQuvS0MlZ6DXFaBWUHBkcJRsTUkkWcek1GCwatjYS1MrtmQ3LZOpsB5No1YoGfE7MZh1JMoFFOY2waCNbl2Np2Lk42empSjZl756mXg4y8ee9FKpvo7RvUlB4eO7t3wkcw4+/fgxTgz0cfv6ruyyP/PoJLdv3sVh8VAoJah77tDRedHqJ7EYzRyxh7FqrSi0h4iVvs9G7jrZ9seZcfQyZN0/G9K1O/L5ybS0UijOqLZwM7nLciqBvqYnnC5SrtdlZ1QwfypaIRbXYchykhHnNoc8p9ksvIJNEcOsP0a/7edlh/6VnVXyrQo/NTxLj8nOcj7Eq9E7vNBzjHq3xI3MGo22lk8Gj923baq28oQqt2XBYKVwl2QpQLWhIF4t4NXZ+bnxYxg7ataWIry88Q6qvBJlzUg6YJCsmym/l2g7RyiSJq8usaPJ8/858jHUTS2xYhGzUiut53oMRhLXt+k5PsjL0R05WyxmsZO7OY4LzQevjbeuruFymjl5cBjBeRfCa5VandW4cAKooKq2Jfjq63diMGjl/ZP/KSAey5HNlBkc8aLR7QNr0XkVc+DiTBUdViF+6rKZ5J6+s5VE11HwxGNTuO2m+4W5Wr0p6eS78Rwb4ZT8ftH1Hgm6pcibOFcE4BaOML/z799m7ECQlnGfnTXic7K0FpPXZXaiR561wl98O5zhwHgAj/NhpooIQcWPp4sStIuOvJgtF4DdadGzsrIsczWhTH79bgibWc/saIC9eI71nSQnDw5i+iGUc6H4HUpkubW8x1YkRbHWlCONaoXgwkCxXKdSb8iigugKiy66tICsNmQBwekycWp6QLrNCNr9vRBq9ze3wrKbfqDPL3MwUbgWbLO1raTsvAsFceGoMDLgYWTQ+6HjAyLiuSKr4RRL61Ea5QZjQQ99QQfffWOB5Y0YvYNuOjol2o4Sm05HpdOi2G0wE/DJLvZyLkWokMNT1kqGT8nSkfmDItuQNpOjwmLQAA2/mqO9vWxWMozb3VJA7nY0JvUfBKPnkNfHV3euS92XhirHz/Y+QSXW4ML8OgvdBXz9EczWAbL1BlPqWeYS20wYZnEbxTUz4bYYqap2pI2thkF8ph32Kt/DZ3wci1qNRz++LyLX2qZW/i1Uxl/hcvLbjOvKKA1P8Vb8AuulLtP2Pj7uP83V5MtsZL1YlH5ZENULhp19ka7mLK9HV7FrjAwbVVRqTTotLenm21QaQ+TqvbgtJmxmjRSQ82sdxArC/rIKuhRH3JMEDPtirD8B6e/FT0D6X474M4P0tbU1nn/+efb29hgfH5cqd+Jj4XCYv/7X/zq/8Ru/8Z9k2/MXGeLBDGdz/I+/8zv09AgblAFGrPtzwPdiJR8nVM7xiG9Y2q/dU45eyL1FrhHhqPN5zJqHvTCLjToXIjtMONwM2T4IVjeLEV6JXGS5sEnQ6OIpt45yN8WE7QX8UsDovegK9fba99BojxErGLizF+fYoJdw87sosDNhfoqF1ZikpPUPmfh+5B2O+2eoIWa1a5g0BdrNdXoMo1h1UzSrb/FWNEg0p8Bh1XIhu86A+Txjdj3H3f8161kh9tLlhK+XeOpPKBWvcnH5WTa2y/xXnzlDeTtFq9Hi0BMzD93fSivHbuUOPYaJ+/7WPyiuXV9jbTVEpVZjy9JFZdPw/NQ40dtJDh/ox+E0kypW5GxcNJfjdv42Lr+Vzw0+yd5cnP5hj7QZuxe7+Zy0jHpqYPgDYGApluBrtxaYMruohkrMTgSlaNr716cQ3Xnl/BKJclkmFo/PDBHfTstuupif+7AoNKr8xsIlMoUKYyovy9f3eOboBPpah6Nn9hXMBUh/48Y1qg4bfqOFcq1JMV1GGa0xe6CfUCiD2WWkouvKbsCYFIX7cFsYea1rDTlnJ1TpX31tnpV0lrZOwZmpAZ4/MSWFcUQiIJIF4Vter7XkvKJaI6j2oiMtGCBRrGoToSs56oU2P/UzJ+//vpuX12UnZidfYDeVlyBlcsDD0ck+9A9cB5H4/No/+ioqq5pPfPERpoJe+Tu/+ttvYjTr+eTPnGX17h7FfJUjp0ceUpvfX9td3oyuys7sgNHDuNVJbD7J8LiPriuEEhUBo9B6QPr23ri6IdeFa6hNor5F0DCFRfNBECvnVlP/b9pt0a38NTTqfTpivlLiwub32YlWaLSsmI1r2IRiuWWHg71HGNYbCVdDrDVO4NM32Cpdp9RUSHtFa+FxFqtlnh2Z4Gygj9XibUbNs4Qrc/QaD8jO27f3vsRKMcoT/heptXYotPScchxjr1hkJ59lr5biTGCIw+7gQ/dWJIsXYttMObz4jcJT/Tq3c22ydT1fHDp7X1W9UK9xJx5nLZWi3qwQay3jUHo4aD0gk0SrQUtke4ujhw9Kb+n/3CGYAELNW3ivH/UJYbb3wG64WJCfE52ZMefDe+qDo0Dz6ajsqg6/C9zE+rmyE+Kd9R3UhhSnBgOcCYrOi4JIZZFLyVepNycYtdqIVEPEEmLeVs+o38WA0UEyq6TP6ZdqzR1Fk+XCEg6tkx6Dn1BlDr3SQsAgRjoU0p99KZGk12ZlyuN5SOeh2BTqyVuyGNtrHMSp3f8bVvIR3tpZY9LUx7mhwYf2GsEyuBJZYKu4xAnfccYc743uiHGpu9kob0RWpWVnoGqnx2Zjp57GbCxwdX2LrrbDaK+dYlU4ZaTo9yoxayyEY3aMXS89aheatlKqd4uEdGYiwKub61QzDZ6bHaOrhotb26wkUvT7bSi7Sr63sIFS2nbV0eo7mMpCdK4Hi13P9VBYUmTPzAygUaa4cesrOAMxGjovm9sDmF0zHBkf4vKFFWqmLj/91DGGLQ5+/xvX8bst+GxNpmcnmM98m4VIlmpoEHfbwvSAiqA/hNXzAslGhFvx30KveZ7j/hNYNPvshEpLCKneJt82YaWXaAreCK8SL5bp17gYdDkkOBfK1gqVgsXsNRK1BR7r+wQuc4wBo5tUIw5NYaNXYdjxD9gotLkS20WjUfCJgSnZIY9U0nxl9zJP+mbx6o28Hr9JvtHlY4EjDFveay7slG+i7Oq4krlFpGBA3XUSLpWkZ/XfmDkn6fDxQok3Q7e4urFCd8NGYSvN7Kifl/7KE1xM7Ej9F9Gp+/W75zlOkFlnP12dCr/RLFW7B90OucbeubXCV67NMTs7QK5el8/NkwODvH1llUipyMmpIcrRstTlCI64KXdaLCdSsnEQtFjotruk4gWyyRLegA3nu+wkkdGJPTUazhJJ5tHYdXLdiUKNEI8b9DpkFzxdrEgRUkFxHwm4iIUyNGstTpwcloKjYm48nM6zG8/Kf/d77dJeVYBn0f2WM+6lqqSAC3B48+4ukXCWv/7Fxxh/lzIu8pG5xZD89+HpXtmZj6cK3F2LSpG1weCH7wkiSpW6BOsCtIs58kwyxuT4KKF4Tgq/HZ7slWff/GqYo9N9cuTqB4UoOGyG0kQSOVlgFr9fAHEhlnp3JybP4+l+r9QAEIyD22th5tfCpHIVDIZ9hpEY/yrU9kG812aix2XDYTHI6ylo9vFikVyuhkOtIZEqyU59MOCgX8zoe4WeQldaf4kzU8zeN+/bgLX2LcGENVq2TCyelwUpjUlNOFlgbyuFQaFibNxPR69EoVGgNWsYDXo4PhBku5gjXi1zwhVgbyvN1d0QaW1Djjs1kjUWknFaGjA3lIwMeXjp0aOk61VuxSNyX94opDng9OPSmbgVicgcSrAUDgc8vBq+SzKSRp1u8WzvEcYmg0QVeb4V+gN0yhpddQCPXsx4C3cBFccshyhVREG/TL5WpqVbRUEP5Y4Oi/kV7HoTTv20FOrsNz+KWqmjWvptlEozNeUR7qa+zKjlKImuhaX8XZYKCs56pjhqd7JeXKHQ6IeGVeocaNnGayzitT7DtcwczZaeEWuFKeck1WaYUHERResIywkFu7ksRr0KtV7BEVcfNp3QN4kTaW5z1DnNQfcQh99lBP+4d9Jnfvof/Jl/1t0/+l9/Qnf/SxB/LhZslUqFr371q1y9evW+BduLL77I6dOn+XFZ2Mlikc/+039Gq9lhxh/g+elxZnr3u2+7pSyLuSjnfMNY3p2drbdL7JSvs1fd44TzBSzv6xgLKtXb4W36LDbp7/hg3Mmucz5+i5AASDoLz/hPMG5WESpfo9xRccrzxQ+8xmZjnk63RLo6y3woxtGBHordyyQacY65XpKUTEHFnF/b4evrFzk3McThvlnmMjs85p2k09klVDpPUzGAX13AphnlzW0t1xIhwqQZsW0zag9x0PEZup3DLGWSPNE3jLqzRL36NXSmX6RS9/HV791kNZTi4+emKK0nmJzqZeTAPr281i6yU57Dqx/B8UDn8sEoNRqka2WSwsu1WpbzZInlFIZUjZ6Ai/lKkaePTuBS6giHMpw4u99xFFTVO1lRSc5SaOhoaTr0t5yUY2WeeHxaUgtF9Vos57d3d/CbzUy4Pgjcbu1FeHlhhQm9g0a0wpGD/UzOPDyXJGJ5PSbntnP1mhSt69EaODwRZOrAw2JwD/9tdX53+TqpUgllWkFiIcsLp6Zx6/UcODnEYirBO3fvMNE/TKvdxavUU9rKMzTmk9X2qqYjEyohCCeE4e5R/USIv0t0WoTAmwDm4r2YDRRd0O+/fVd6tp86NcLnnjgiuyP34kGAfujEIJr3Kc82Oy2uba3y7Xeu86knjnO0TyiK///Z+w8oSa/zvhv8Vc45dHV1znl6cgYwCEQgCYLRoihSMpWD1+nzZ3u99tqy5V3LcpTtz58VKUqUmCUmgCCRJ+fumc45VFdXzjnuubcxgxlgANqW1kfw0YNTpwfd1dVVb7313vt/nn9QEw4mWZrdIdKsykmc2BSdmOiWm6q3Nw3eeGmWP/3KWT76K4/x8ORePN7lc/PcvrrCZ3/xSeliLMz+Dp8ewGC838AsVSpKE7FkuUBVWaLFbEK3rpSbxNF9HdQbFTbzV3DqurBrO5iZ2pIbm8lD3fK1Z6oRgoUFWgz9DzznqrU8C5H/E4XCjKL2y8zvRNiJJ/DYjLS2JGi393FrPYXPeYHelhOs5v6UfsvTOJubzBcMFJSH6TXl2cmGeGXzPIlGleP+Z7mdLPDzQw9RboQpNYrY1SYK9RSdpgOU6xle3Pl9bmdMnPEcIlNZx6Yb45hnQLrtXgttc3F3gwlnu3Rc77Da7gLDeKnApfAmB91tuPSC1n6FF3ZS2JV++tRtLERj7KYz0hhRaFSF0ZpGW+dy7pLcKD3qPSkNkYQOanR09IFpFf//KkG9FB4LYmM45HCxlIizlkrK2LY7bvD3lvRkSOxF0R32tkvDx3tLZrtnZrmwtkkgosZv1zLYViDWvEincZh6s5UXtsNoC0bOuPexr7eTm5GgpDlPuFrYCCWJ5lIo7XFG3N20GNwEClOY1C5a9EP3ncf5SoWp3ZBMK3j7VF08j3glSqC4iV4pon9sBAppDtp7md2JyvfucGebPB+FuePr21coNiI81HYKj/HBjcpoOcnz29e5Fd6gFm/S3qmSsZx+k4WNzTxGW46RFif6qg1jo4OHhjUCOQABAABJREFUhw4QyeW5vr2DTatncS3MiN9LqVCVYCWvqPKDxWWGrW5ODXXL53x+fZPX19exWUXUXUFmEY94vLgaFpKxMtOru5JO7/dYWd25zcmOAApFnNVdG5fP2dC7fZiqKvRVhWTYOB0mXnr5NrpeE/v2C8dlJ995fppQJIxldIecIYMpd5hBYxt6pRKn9gqxmIeNuIGS+SrjA908OvHj6N/0jxCpCzORF5kJFwknTGRzeop6kRfu5PHOIRqikZ1ISFPCarPO9egaKs1rnG47hlZnx66Mo9e0Esiew67cRad+jK38ONv5JGa9mjP+AennkCjn+ZONs+yzd3LA1c2Lu5fZzmU50zLJfudb0qhsNUK4uCRTUKbim5gUfcQLZQw6FT/ec0QypYRJaDif5mLmCtZKGyc7BunVWLjwvSk2mzkcx1t4eniIf3jz23iUVjoybsrBAqN+L/v37cVc5ssVZsIRmfRSjOYoVKsM97Yz4fSync1IszxbUUm9UJMGoPl0idmlHdRuHccmevYMQ9UiMmqPBZNK5Zm9HZDRpSMjbSjUCrajKdZCCVZWw+STeQbH2qVXikmrZXVX0LczsqEnjALF9UJMecsVQSkXhnk1zE6TdHkX1O4Or01GfglKtqBQC8q7kE8JkzkBukWk2txGGJNWw81zq3jbHFKuJSnyJr1ssmztJOQEXxiOCr24MGm7OReQaSvCdO1HsXnE/c9fuUmsuCe/sVsNsnEgYtf2DbZJ01IxWb831uxOCZ36eiDOTjglJ/Mims30tnVIlDhmC9sRyTJQ1xWkRJxam4sWj4VAPMNWKCGb52adTtLnhdmsWIdFVF46VZTsBtHgF0BbNJQcVoP8e2ajXj436fti1u95wNj22G1iGn8nAkxIAFdXwiRSRZnwoFSrmJsJSBmbaNK0DXkwmfQywk28x4uhGNF8njbhC9PWxhvTK2xux3hkvJ/BgVYuLK9zbXGTNrWFVCpHsFHA3GpBo1XJSfdHRkcoNqqSCSXo4xu5JAc9fjlAWE0keH1jnXy2iC3bYCsbI+3O8eTYBE+2HZTH60pkijci30Db7CbdzHPSc5ByI4FF3c8Jz5CcdotzaTO1xlZ2lVTSz1x8BbPtAqPuI1K+0WHppsU4Qb22QzH/2xjNf5Ng/iLx3E1a7Z9hKXeTVKXB1USSD7Uew29IsFtWoFX6MeOSbJtK5RoqdSsOUyd5tqQxploR4RH/CXK1K+RrVbotj5MsK7i0s02hUiZVyWFpGnErzRRVebZr6zhVbfzzv/Z5GTH8vgfpH/8LAOnf/CuQ/r8NSH+/lzixs8UCS4uL7CQz/HB2kVvBIC6Tif1dftR2Jadae3Hr9zrVqUqAWGmZVLWKVz9Ap6nnvscTOuPzwQ2pPxQ09ztTvWuJeRmjlipn8ZvcdFlaOewcxabREsq/ylpB5CM/9Y4peqORoVx6jXTlCDe3MxzqagPNJkvZC4zZn8Oh3dsIVutVvrf+MqWcAmeug4KnxP62DjpNFnLFlzFoD1KqhdjJX2Ur1Yui6ufV9CqJbJAz3TMM2/fTaf4YF4NRjvjacGmzlPK/hVb/QTS6I28+lwZf+tZlSvW6pG4t3ljnxKlhBobdhCszuHSduHRvAdlCtSLd52OlPVAuMlSFGZTHYJRAw6k3koxmuXlhGQpFdP0uru+E+akzR1iYCdDd68XaomEpO49L58FYcTO1tIO+U+S9NsjMF8jWqrjEJMFilLnsYhGaioZ4vLv3HdpXUZc3tnl5fpkBrZ1GrMKRgz30Drw1TbmzsF+4tsrkaLvUyH7n9dtkAxk+/9mH8Le+u/5WZJKe31knXc5x+/YO9d0Ghzr8qFt0aJ16kuGYNB7q0FpYub2Dv9vFtdktypomBye7pSmc2AiJhotw5BXGOmIjIGiGAtSIBV507oXJ2+WlTX5wfgFVpsbP/sQjjA/cTyOXAH16Wzq+iwn62wG6KPHx//KXLuL0G2k9aCFVydKha2H9UoT5WJJ4vsSx8S5OTPbIDdfbq1Sq8E//wR/TNujhl37habnhCO8m+drvvsKznzmFz+/i6rklBkb9tPgd9zVrRNa50Mz12p30O1zS5Ol7szfIxIp8+tRJNG/SAQUFVTi+NyJdxINVDgmjuHuogvlaikBhBqe2HY9+L+f+TkUyGW6u32R180soVF6Guz7NZE8PTpOJ1fA2M6HXGW89TkM7ixoR/eMgkHueCetzqOo3uVbox6oYIhK+gcPk5XbzVaqKFnYLaswqL39r6MMs5m7SZugiVl6iwzgp4xYjxSneCF9kp9RCt0GHRmWi1djDfseel8X5yLJ0sK1XVeSrFTqtNnrsDowaDSuJOBd3N+nWOaiWS0xHbnCzmKLb1MljbeOM+7xyg3MvyMxV83w/9CpmlZEznlNsrK4zMDDwvxSkixL5zVeCATbTKVpNFh7q7H6gs7yYvl+P7EhjLWEQZ7on7UIYFlXqgnY8S7IsTDhdpAsKLq3lmItusL+1m8cHHmYxt8nObgGVzsCwz8shT4cEAiITXnhTTLa4mE3MkE6osKos2FwhOmw9ePQPTqUQn4X3mqqLabrwDbmWWOK4e4gR6yAi3+3S+raUErTaLFwMXcZqbHDafxqjem+9yNVyREoR4pUk8XKcdDUj6fQWjYVmQ8ulxRgqhYFetx+PXkeXrcz17QVqKiVtdh/NlJNBbxdD7V459RbvurapkkaXwrleGPAdnejiwvYmN9d2ONXfQ6xSkH9bJFwsJnZxOnQUsg067E5UOoVkeTVKVXa3zuOxLrOWKTET89LmGudE9zjZ20koNuiYaOXKuSWq+RofeGaf1E2//uo89n4bSpuaVouFpcg1tLY0XfoTuJRu2UTTKTfEp4+rO34y2WWMpRyleC+NBjRNKqoGJVrvJhXKNKsd9LrbaTiEn4IDm8JMvFrCaTZgMevZzqUJldI4LVdoMzVxGR9D1dzGo21lNX8VBzHCxRrp6iepyag/FSdbemRDPV8t8+XN8/gMVp5qPcBrkevcSGxy3DXBQ963GjXC60KYxa2mqlyJ38Sg6CJf1FFulNhn7EJR2jP6FIyumdKsjLF8ruO0XF+2U2muB7dZn17HXzZxoytFVl9lotbFkfZ2hjwuooEUlVIVT4+TnWqBjUwSjQDjBj217RQHe7rIWdV0OGySMi/O483VCEtLQaoewYYDTbJOq9cmTUHf7qcijvntmW2WtiNo7HrUOpWc2gpfEFW6Rr1Uw9xhJZ4v0uaySenDHe3wnRJrzGowzqWLy7Ihc/RQrzSjExNeAbYEkBf/vgPoE9k8W9GUpNn3tjjl+hsKpuSa8+QH99GUFH1hSrlnTCliOtVKBYcnuvAKlpdOzdxKGLVKwb7htneNLhMlouq++/JVJscHGOvzyyn7a9eW5QRbAG5BkxesEkF3F4BYMAaE+7uYtAtwLvTtEpwbdLK5ffd2jxlevlhhdTPC7bVdFColI90t8jUJ0C0kCqIESE/li5JBUCnXyGRKRBN7XgLDPS2M97XidpplJvqtjV2ZCiSYlwLUi0m+8OQQ0gAhmRFrpXg+gk5eSBfJZ8tYLAb6ut2SZr+xGKJWqPGBD07S3evZi3ATkbaRJKlCUTZY8tUql2bWKSdKPDzaC16NzAp3pJSU8hVi+ipbkTjHWtvRe02cFyC1XpXPS7yPD3X34BBSgnRMDpRE8/FYSwfasoLp2S3OBbYoGRvsG3FToMRUYpWfHnhcylXEZ+aFnW+wlJ6mWR8l3UzygZZxco0mXn03+x17LEXxvDfzN6U3Ub3i4RvLv0e5GqfVOIheWaFVf4wWays29bcxavVoDE8STH2ReNWJ13KGucwPaTY7OBtb5+NtR3Fqo4QrbqwaB72mTuYjsyzFZlCqx6gocpgNOfQKI6FCksPePjTKW6Bsocd8mlpTyXR8l91CmqaihlNjok3jZDcX4VZygV/9+N+RDdq/Aul/BdLf1yD9woULcloubqmUSA9999JoNNhs724w9pfV3T1TLPLt6RleWJiXtMRH+vp5fLSPhmabUj2DTuUjWkkxYdt/n15WXHwvhbalZv1oS7ucVF6ITHMlNkulWWOfYwCvwS67jKPWPhkDlCxNESzMk6s3HjhFL5cvkCoouRFwcKDTj8VUYjrxTdpNp+k07RldiHpp6w0ylTzP9jzBfDTMueUlzvhH6WrblAYdBs0oVN5gLtbOcjbEQmWVdMnEMc8y4XyTM/4fI1TYiy8bdVoo5f4rKs0AOsNH7ns+2VyRP/zWZTnBsWnUXL42i2E8i9/eTZ97RMYGSWBezMvpkKAKug1GaZontKsP0qQu3t5me3EXk07JllMFuTrHB7tYFqYok1U6TB1SFyrq0u0NXA4jO+o4HqWF+M0kA/s7KCkaRDN5OWneKWWwGQ2c6enBYX7n33xteY2LKxv0Km2oMzWOHe2nvet+6t36doxwNMuxA93SwfaLX79EYDfBj33iGGO99wPie2sqsivdTePZDH/w8kWKySb7TB4+8qGD1FNx9vUOcfvGFiqXjtuLQRlV88iJIUnlvgvK80V5DglALjTl4iaAuXz8tSB/ev62NHTr11r42IcOvsN9XgD0ueltiu8B0EXdurnJ1StrfPavPyQnJYlyhu/euMrl6U3sCiefeuQwE4P+d83X/sqfXODcK7f4Z7/xE7jsFrkB+ZPf+iHtPS2ceXo/01fWpAndyGTnXYaJoNJtZdISmA453Xdp3OlknmtXVmgMKfDZ7IzbO+5uotd2Frhxc44nTj+B3f5ODXqpnmM7fwuzxoVD1cP8bpC57R1i6SxdXhf9LRmqii9iN52g2/ELLAaiBGJpRno0VFUirWGE7fRXcJueIVa+Qro8x6T5NPH8LH+62stR3zB+b5BQsSq1qiP2J/mDtTfos9g55R1Cr1Tg0TmoNAp0mCapNytsZL7PuUQOZdOBopHGphtgyNbGoNVHspznanydE+5+mZ17OxxhM5VE01Ti0ZskkFouxGg1WPGYteQVC2yWqny4/SGGbQ9mcxRrJV4MvYaiqcAfd3Fw4sD/cpAuJtJiWiEMjKx6HQd9ftot91//05USV8MBOREWTcwmJWnsdsfkrdrIka+XydUK9JsPYdG0okDDlfjXSGctBMI+ZqPb2NR6PjF+SOY5X4vtRdkd9XSiV6m5Ht5gOjXDad8YbUY7t8KXSCRMtJr7ZMSUmBC+12uYDoXk1/2trXjenKrHy1luJNYZsfooNhLkahn8hg4sShffuDVNvL7CgQ43fks3qWqGZCVBspKWgNysNuPQOnBpnbh1Ljw6D+o3dezxQp4/uHgBvTdJthLHo29n0jJBMFygpM2h0WWIRcs8NDxMh62DN1Y3ONDuJxhO89r0igRizxwdIdko8YWbN3BpDPzEoQOgqrGQ2aVWalJJK+h1u2Ss28MDfgrlN4hkX2EjE+d6pJUih4mHG+SLdSnNajEaCV4P8eHHJ/D6HXz9K5ckYPu5n3uMxdkdLl1YZt/DvWw11gnGznLI9yHZJBPNzXIpRyx1heWsG62yhlklnKL3EcmoCMbSVHNVrJosNrfwyOjE4+5gmzRNYXqXBmUd6srmXoKHMPkCWlvSWNy30WUfRm+o0eEuU1I1UKlFYkOQevNhWhyjCCXacW+PXLOFsee3AtdQKup8vOMkt5LLfH/3Bv2GHs64xmnUmxKgCeAZyQe4Fl1jtxEkW6mRjXupNEp06p24G3Z5bonme9WQQ+lI8lzrY5i0RhmpGinlqOvqjBjc/OZL32e9muaUspfPPXScibEOOSUVAP/s9DIXZzfI6Ru0eK0MtnpkQoI23+T65UU+/PghBrrfWlcCyTQXZtcph/M8cnAAn9/J3O29a/r4ZOfdmDVB1xZxXgIwJ+M5GdEl6NUnD/XJpq5wKb82vYERFc88No7dej9LJJzMsRFOkC2WJfW91W5h/lYAj9dK/+CeVvfeEoB2KRCVVHhBnReUbzHVFoBcgPlv/+kNHG6TZELdAfYCoArKupioC1d3j8sip+eCQi6mz2KtOzjWQbvPIYG2mNbXa01i6ZykuyfSeWqFBM88dkK6/l+9vSm18AJ43wHbAmSL9VPEmInJ+VYoKZtsYhJuNe6Z3okGuJjkC0aDMOwTQFkwFwSYjyVyd8F8udFgPZTAbtYz0d0qJ+ClcoWltSgrGxGpgxcidqNZh8djlcC8UKlgNxsZanPjsprk+3J9fUfGyu3vapWNd3GMI7GsZABsibjF7TjxVE42pEUko4jBzSYL7K7G0Bo0dI/4pC+B3WLEYtDKRrm4ifz4zd0Ey5sR+fhVg4KqHg5Y3KxuRLB5TIw5PMQjGUp+DRqrlpPtnQh6yksrq8yEQtI/RBz3brMDrfAtaJTwm8zMbQRpLxkZ6fPT1uniSmiHVzZWcdqVmAxNltIhfnn4GTotDtKVKN8LfIFCxUqkDLWmjkd9LVRppd3YwqC19e76vJG7QY/5EOVaha+t/TpaZS/dVjf6uolmcYR0IYhV9U20xs9i1gs/nqtElQ9j02nYLc1SqndyLb7Bh/x9tOh1BEomvHonPaY24pnXWEgo2C26SNVCaLQFukxqkmUjDl0JlyGGQy/Wgv1yTyEiGafiQXK1ohwYHfP0UGpkObrvKEa18X0P0sc/9uefpM/86V9N0t+XID2fz2O1WnnsscdkSPuRI3sT1nerQ4cOce3aNd5vIF049oos9Da9lWiswKtLtwlVNuixe3h66BQNU1TG9Di1b1GqxaEULu6Cbrnf4+VcZIqbiQVUCiWHXWPsdw6wnN/CqjYzZO1CpVBRracJF86xVthk0PrEO6bo9XqIeOo8N4PD7OvoxGvVMp38GlplK2P2x+6CmCuhG6yktvlo7xNo1DrORhbpM7QQXF9Gr19mtO8TaBu3CaSqzMd8rDZDLGfWeahtm3pzlw7NB5kKu2i1Wnmme4Ba6Yvir6Mz/sw7NMSiNgNx/vSlmzz16BCLu+dJpEHlHpB5rTatjqEWLyOtHrwms8z1/VFVq9a58sYC+UgKW6eDW4JtoG0Sz0bYPzDCRP/A3fsKndr8epgD434ux9dwpgyQbHDoTWq81NKlMrywvEir1oJOqZLGIUJPJybtd+LLXpxf4sbaDj0KM4aSguMn+u8Du0Jrd+H6Gn1dbgmkhR7tK1+9xE6xwPBgK08dH3mH+YvYyG0lU/zx3BTJQgmfRs/tpQ1KlSZ/rX8cv0VBJA4Fk5LEblZq49q6XOQKFflYb4Fyg8yRvbdCyQxffWOa1Z04x4c66NaZcTrMcrJyb4nzUAB0YbA2eaTnvqnzvVUsVPijL5zl1CNDjI61y+Mm3Im/+u0rmDxajj7cSofPyYC5HYvmnXo/YRz1q//PP+Yjzx7ig88dld979YWbBNbD/PjPf4DARkyaUB06OUBDKYy0BP05QYvJzLDLg0X71usTx/bahRXau9x4Omxcia3g0VsZsbXJ13H98hq27jQunx6/YfKBOv21SJDz6xfYjRTxmDsY62xntL0d85uRfLHsd9lKfZ1s7hSK2uMcGmiXYC1ZXiVb3UGvUBApLtBr/wyLif9KOpvHUTTTtGpIaE8zaXeQr6xyMX6LLvMwWsb4+vZ5RhxK6qQYtozi0DbpMh1Ar7KSrayymZvlUrKGT6smXdFQq1sZNbWhr+u5FtuQoGbY0ordZMCg0xAq51hIRMlUynIS5DDqea53BI2ywdc3nqfUbPKQ9wQD1vvf8zslcsJf3H2Vzd1NDnaN4NCZ/5d5ggiNoKC4i4Zcl81GslSS77dgzgh3e7EZjhSKzCaitBqbtBhr1JoFGk3hMm1Ao7SgUZgkIBIbLa+uG53KJDe3a/nL8n7thkNcDq4R2K2hV5qwmFR0usxyAhkt50hVinSZLSRqYepVHfF8GbcpT5u5U+aeC2ARz+bltcDn2JPIPKhknF0+z1YqjdtowC3ATj5Mh8GFS79H3U+U46xk11mJZGmSRqWqotFY8FvtktFg0diwqC3YtNa7gPztJabz2UqIQCpAJNNAa3IRy1axGrWoayqogMmgl7KNXClLd5uJRsVKIqPmUJeT2Y0w0zsxOb060u/HZlBxbWubbp9TgsNeix2XziiNrTajAUzqBRz6dUoKLaFSFxXFIKqSRjYhbS4DV1Z2UWv1dDuMRAJJAoEEw2NtMmZv6ea2BCGPPzbO8uIymUIIf68KXaGDx8Y/JtdOwZBYi73AVrpEKttJIHaWfN6OVTdEm81Cu92OTa9gPXmJYKxBOmplMRZHX9PS6XHh89vIqYSruBKDSkWmUsCtU5Fsvoi50Umh4MVnj1Ao6gjWxOc2T62sJLV2gFodfCarBGIC2QdMUeraEsPVHiqaMovGFcwNJycNozhMRknDljTjZpVXd69Kw6ykchNNqQ+DTovXZGVA65cASsRsdTqtzFavc8A5Qo+hm2s7O3LinRIGk2W4vrvFD2KzHA87+JWHnpA57NlMEU+HnRAlKVdYjcWopyr0WGxoWo3YdQbpcu8uNImuRDjyzH5QKZkNRohkc0y2t6KvK7h9fQOfoJEP+dhaj7G5FqWl00FR0ySYyMjPuBgQCAq7OM7ba1FJade7jfS0ueTkfGMxLBu7Yk0QdGwRoSYixkR1eR0yL/wOc0Rec6+u093joeOe5rWIbpvfimARcWpdLXt542+r7c043/3WDT73+YckBf/uud4QQL7O4npY7h/6uz1Uag3p4yLApgC+8vHeNMkTTABhYie03C1OE4HtbVrb2lnZjMnHEkw+ma8uqf8qCfoF5TyWzEkg29Phko8nGgRimp8vlWWihQDrYo21GPWy4RGLZ+X9hdO6w/bWOifA/7XFbW4uBmgU61SKVckA6Ol0M9TbIoG5uE6IprqgyovjLeR7gi3Y3eJgtLNF7jUuL25K471Ws5lGZU+/L56vaKiIn4+NtWO1G8jmypx7Y56F2R0GxtvwdDiIpvbM/sQ6IV6z2JOIZJVkOEO5WMXsNqKz62VDIBpJy0bBeL8fVbWO22biU08cwm43cy20I2UVJ9s65Xs8G4lwLRAgni/Ipq4w1F1ZDbGzG2dwpBVPt50znX131+jVRJwvztykqSpjt4lmjIrP9j8kp+/z6Qtci/0QRfMga/k1GnUXz7R3k2vYGbL6aTfuSUFDxRXKjRxdpv2spF/hYvgHKJqT9NlVjDqOYVF3Ekv8IelChWjxIQr571BXW4gzjsMSwC4ah1UVK+kYj3qc9FrHWMyl6TH58el0lEuvk64fYzaWYyG9hEpZotNcwqgZJludxm5QM+o4iUvfe9es9UY0wGouKplQp7y9PHromLxWv+9B+kf/AkD6n/0VSH/fTtK/8IUvyHx0cUJcvnz5Pe8rAP3Ro3sb+L+sJV5HuVyWue9ioyF0oxcia1g1eiadbSQq6yTLm+Sybi4spbgWWMFu1PChkaM8NNgnL7iibsV22chEKSkiLKTXMauNnPDs46h7lGglyXJui26Tnw7jW93pePEKkdIWmVr5HVN0QSeKpoQZj4kh/2H8dgvLmRdJVlIcdH0cjXJvgVxMLHMxdItne87gMrhYSAfJ1kocdraTyv+QjW0P9XKFVm+Y2cQIEXWB89E1fmawjVD5a5g1nehUI8yE9Li0Xs60LqNXrKA3/6I083g7CBW6WTElPz+3zHLiOkcHB6gvGenxt3DgwKDsem9FUjLSrM1tk4YzYkH8UZWM5bh+blHS3jOjTUL5XXqK3ZiVFk4+MnTXiV3qLafX6fE7UVkUTMe30Cw3Ge5ru89EbjkRJ5jNcMDTKifs4iY2qwKYCaqYAO5vrK2zGIjQ1TTL7NrjpwZlZuydCkXSLK1HOHW4T/79wGZMus9vV4sUylU+eGKEthY74WyOnXRGaiijpTwmnUbS7j/YO0RwPcYfXLvCfDKCp6ilu6UNQ1lBh8/BvslO2XUXEw8B0h5UpUqFb12Y5cL8Jt0eBz92Zj+VdFnGrR0+3i8NZv5HAbqol168TTKZ55M/dkzG05y7tcb580tYtVp+/icfwWrVs1kIEShEZMe619R6N6pKbGD+zW9+j2IgyT/9jc/Kz83Gaojv/sl5PvUzj0lN+fTlNfYd6yFGWb4XNp2eUbdHykDeXiJ+ToCxfYf26OqFWplLsRXadQ6SszncXivdAy7p22DV+HHq9u6XLRa5HdhmYTsoXXl7W914PDmZgSvSBdRvfkbkY5YLvD7zRZT6a4z6P0KH4yP3Ob6LCW69PEde2Y8628Olrf/KcLuTCaeeuYKPuvoAPcYCq9kFlrOrfKTj83x7e0u6Ag/aFVxNnsWitjNk6eaI6zEqtQqbqZeYSza5lYjhqKiJV2zU9Q2e8U/gs1qZzQd42DcoPQpWUwlC+Rxeo0lOg2OFgtyQiI3cR/tGKTaKvBB4GYtOzX7HUfosD/Z9KFfL/HD2DRRuk2Ts+I0OfHr7f0ez7H8ezG9n0izGY4y43dLF/u4xrxa5GdkgV06j1VaJFDOMOE34TS50KitapQ2tyoKCvedWrGcJFOZpNfTf9flYyVwkUQnQb36CVzcX0FQMPDYwSrleZyYQIZIroNMo6HTaqGuKLOREzN0QbSYLM/FZ4jkrh30D0qdi75wpS58FYRTVKzTZDgvSEvsBJTLRb+wGuJ1eY9Blw23UyOl4ppaWUpBYuo7FkMBjMdCqH6aQtOG3umQs1nuVMB1NVXZJVXZkQ8eh6eDmUhy7U896OUY4VeBQWxuzwRCVUg2PzUo1W8dpUtLaXuPGVhKVwopeZSIYTFEtViUw6Oiy8fL2MqqKkl85ekq+/416jHzxNWK5q8zHm8wnexnzP8KE2y+9AgTQEYweAXKMJg2vCmd9q5JWh4Hli9uIkaGn18VuLEF8fZU2f51jBzrJbGig4qRRUDE80s9mOcNSbha3eo2t9H4c5iDDLRUOdn4Gh8l29/oULJxnLRtgK9XBdrbIYXsnxqKSqY0g4USGNpMVlV5BWlXFrzcRKFyBSpZCvhenoYhak2c9lSdfU9JuC6Ko7aem8tFrFpN70TCrs1QLkVGkGKIDdV3NNdUtSlUl45k+GhWFpC8Lmna6UWa1GqFJGbU/gkHhQFG0YzBrOOUaoqFUSnfyIz3tzBfniVWSHDQeYS4apcVkkvFuwjldfF7/KHiZCZePXx14ktmzC4wcHyBYLvHSzUWqxRpap5b+vhYG3W6+d32WSrzCw2O9nNy3F7E4/fqsdOou+S0SNOzv8Mv0BXkeFsrcurYuNcmCMj+7FpL+HCarHk+XQ9KjRaa5WNvEub0TS4uLKKpSk9GRNto7nJJddePaupyam1rM0mit2+ukxfHgRl4mU+TmtXWGR/1YHSZmN8NyTR/u8Mp4wPeqb33jKgaTjieffmc0rygxRV7ZiDI50o5Wq9prvK9FWFoPybzwthYbzaZCatEFyBaMg0QsCmoTtUaTsf5WDDq1jFKTbvaxLKFoBoNeQ5ffid1qlN8Xr0uc33vO929ek0oVGVe2uhWTNHybVUSwWSRQF+ZvwuxtN5wmEEwSTxewWPUodCp62l0cG+mUE3z5mG87ZmJNFMd9YTPM4maUbL6E02igt9WFUqOQ7MLRjhY0FYhFs3R1uenodMl9RSKe48XvTkkQ/uSHJvG2vHUNFc3zYrlCKlNkZSkkzfmsLhNGh4FkOk9gM0E6mpXN5N18ls1QAr1Ji91lwm0y026xSGlDTFmSx/qQ1y9p/KlGmWA+Q3w3TXAjQbfbhbXDwmohJYcEbpuRD/cNy8iyO/4x/+XmeWLFDFZrhQ5jB2f8w7RZdJyL/DHZSpNE2UOkFKVQ0vHJvhNEKhUOO3tw6syyIbmWvSI9iyxqD+civ0GuYiNW0tJnsXK85VkUDfE5/88YTD9HoRKikHmF6+kjBNM18s052g3DbDUiVJRVHvK6GHGeZja9yZC1G7tii0Yzj1Z7gtVkjJe2r0rDZatWyEuHKTauU8PIsZYnaXlzD76XzpPgYniDUqPE//e5n5bGjO9rkL4TZ+IvAKTfFiC97a9y0t/XmnTxqwLcvlsOnMge393dlVnq7xeQLqbGV2Nb1JsNDrp8REpzkrraapiQ2eeFWp6rkesEtnVc2wjKY3CspxOnR8uF5KycqLWaXDzkPcA+54B00V7JbRMrJxmx9uLQvrW4lWsxYsWrrMop+mPvmKLHMzMsBG/Q5fkI7S47u4VpVrOXmXB8AtubLsPBXJAXNy/wWMdRuqyd5GtlzkeXOOEeQNWYo9ksY9AeYGXt67y8YMLS0c7r6VV+duAA+aZw5zQxaP0Il0JJrIY0mnqcZmGayY5fwmzoklOtRLFItJiX4FxoToV+1K03UFOuMT8bpp5o5aOPTDD9ygyjJwZxv+nYKnRiAqyLjFFhktLhdeBz7NHc3q2WZgJMrU5R1KYw+Ifx5szEt9McPtpLV+9b7vk7kRRrwQSnJ3tYyUaY393Bsqnm1JnRu8BUUAxFJFu/w0m33XF3IY1l80Qyeek+WhMb/VBY0uSGNQ48Gh0nTg3KPHBR4v29MrWBx2mmt8sjNzpXz6/ga7czHRJGcOt4WqzsG2yl3GzITOLJFp/UWW+kk6yk4jzk75Y5spcim1xPruPQWBmweTl9aEjqn9wm4wO187IZMbvBdy7NSvOk506OcWiwg0yqwM2r6xw81nuX8njn/nO3tslnS+w/2vueAH03mORPv3aVT376GJlalfPTa9IboBTO8zM/fQbPPfFqxVqZ1fwO8XKGLlML7QYvr15f4tv/9+v83M8/zr5jA5SKZf7o//4B+470c/DYIFfOLqL06kibGnLRG3V7Jfh8UO1sx9lciXD41MB9z1lM0b559gp+nYMPnNr3poFghq3cNYoZPyvBDIFYAq/dxmiHn5E3I8cEAAoW5ynXBfV8H1qlXlItry3vYDNVcNlfJl2Zw2f9FF7zo2+eK3V2C1dRNIRx1hrh2GGOD3vZLP8XOnUDOFQFrhYm6TCNYFSucTZ2lVaDh3H7R/itxct8tGuSej3M7fgsy6ltTM1WWhX9eIxNjIYdlktmysoIT/onmUo3CeQT/FjXUZkaIZo3fq2LLqudXqlL175FRc3neGFjiXixwJn2XnLNHNnaMnVFjUnHUXrM7wTqwv9iYWGBoaEholVBM4zK64KYaHSZ3Xfz6P8iSnzGbkfCkt5+xN+GVcc7qOvNpo7XAyU20xU+1DPGQW/PA9k54v1aywnjSZEjv8cU2MpPs5a7TL/xSV5cXcWlcvDM8L69aembf389lmAuFCFbyRMth2izeykqi/itBY57j5Ir67i2uyPPQaH7v1OhZJaFnYicLI10eOUUUlShViBajhErx4mUo8ykNuWETFU1yubChLuDfFEj/Q5anFlGnCPYND52ilsE8yECIRXDrk72tb3zvRHvaaq6S6y0IV2NxYbVpLbfnVIubEU4Mtou48M2kil+fHSSa2sBNjIJVAYF2XCFIb+XjCrHcmyHh3q9tDR93F5JsKNIoTdrONHayxsrW3xgwEiH5TqxwjSBkoNw+RBOzSjLGwnaHTY+dugtqZS4Ll6Z3sDrspBI5kkqKjRNCjwqPd/93uv0nNBgcZSJ7ja4eT5PvmGhw+eiRaUnnE8SF3Twcpknenew6ibQWlVYLMu0uZ9Ao23f0/0KWnlhiZnEReajrZj1NkaMraSKZRl92mow49UaWAmFySTytKhN0LGLxTGL1XiEFnMXBs0mt6JFQrkUY9YI1aqOcvMZBi0tNGtNOVG8FQuwm4vRY/TQYnBwvTpDtFDgI20n5HRcTBSDyTTz0Sjxao46SbLqDCpjGl20h5quSUvZST4lqPoaud4VmiUCbONW+Wkq1FKqEVHk0JvV+NQWvlOexahT8G8Pf4J2p4NYMMHzr9+k0W7FIqKoMkVKsaKMplxWZBloEdcOD+HlqLyGD060y/P4+z+4zpGJXk4eut/YUJw3gWiKV88vyCZTT79XDhMK4cJe/OHBTsL5gpyq+53Wu4A9mcgxN7tDU61Aa9eRyBUpxPIyDvHUqSGZ9PFeFYtmeOXcAhqXnoFOL0Ptngeas729opEMX/+TS3zqJ07gvqfpfafS2SIzK7tMzW/T4rHR3+mhxWVBo1IwuxyS5+FQT4vcKwiQnszkee3CTTR6G/uG2+VzEIA2FMsQ2E3KaXp7q11q0cWOVlwXxDETjV/5X2Pvexkx9d5NShq+z2PDaTdKd/WdcJL1QEKyw0SGuXBzFxFx/habBO6Clp8sFOXeQTT4BRPnDlDfo9qXpdGsaI6LDbV4PqV6jUg2T42GbIaY1GqW1sJ7sXoT3ZiMWvkY6ysRbk9t0t7p5tDRvca6+L7oMsivzSah3RShQFJS4rt6PBiNOikPW1sOyya9u9UqPQwE5V/rMXIxECCYyqIR2voWD712O1XRCC4mpMzDpzDKz1gwmCCrrGHzmGUSi5AmlpQ1kgqxr1djNen4xPA4Q61e+VqFx9D/desN1oT7uxkOu0YYdvow6cPcSj2PWXmcmcwS9ZqRZBGe6zpNupHjuHsAk1onjV5DxWX6LMdIlte5FvstPPqnWEyt0m7o51Tro1SL36TZLKA3fZp87gtoVO3cKvaQLe+SLC7j5Civha9SbxYZt3bSZ58kToSjngGMzUtotAdRqVpJldO8unOFSHrvODj1atSaIPm6mXHHI4w4Razm3mcsWy1zPrTO5x99WqZB/BVI//OBdIH9nnvuOZxOJ1/60pfu+5nYm/yrf/Wv2NzcZP/+/fyTf/JP5P3ulPjc/s7v/A7f+MY35D7hM5/5DJ/97Gff8fi/8Ru/wSuvvILD4eCXf/mXJbv73vryl7/MH/3RH8n7fuxjH+MXf/EX7zeLzeclG1zIt0V8+N/9u3/3RzLD33cgXdDYxYsSju7mN6cU99av/dqv8cILL3D+/HneL3T3uXRY5thOOi0kKouY1V6Z5yiyz8WhWsjOYFFbaTd2yc3wN2av8dXlK4SrGXqNDn5i9CRP9u+/Sz2dy6xJoD5m60OveoveKx4rWjxHopwkXcu+Y4qeyKVY2vkqftejdLoHyFXERfDP6DQ/QrtxWN4nWUry3fVXOeAZYVxowUVsVmJdGpUMmrUUylcw6x8nn5tiNhhmq9TNVzav84nufQy3zRAvrzBsfZLdXA9NFOxzVVhP/heWsn0kChN029rI1SoY1RqpJ9/TlRvRqVRsF2ZoNuu0aEdlFE+rx8bBnhYWr65y+KlJDGbDOzrMArCLrrCg1Qm38Du08zsljtNqZpmp24uYti3UPGZcvR5y8ymy6RLPfeqIpIrJ+zaanJ1aZbirBa/TzM3kFovzAfZbO+9zYA/lskyFQzzW3fuODGfxHmSKZUKpDF+9dltqPDuUJhkl8uhjY/I1iQ91Ml3g5uw2Jw/2SJO6ufUgt6a2GDrcgQ4VZ6fWyDWrPH54gNM93fcB7ku726gUCvp1DqaurRGMBjD2eKl4mmjRYlEYJQVP/I4A6y6jEbegdcUyfOX1KUl3e3Rfv9ScCgqo0HwLWri/w0lnj+e+1zJ/OyDzxYUG/d2i4u7c9yt/fFE6yGp9Zkk/9FhMBOZCnHlkhIl9e/rxt5dwRF3OBViPxbn57XWpW/vl/9fH5DH67tcuUMiV+ORPneHc1UWWMwk6+1sYcXtoM1vflXKdyxa5cWmNfYe6sDvvv4asr0ZY3QxR628y6elEU1Nxa2ub2e0lqs0Ek52H2N/Vh+sBzuHiNYZKy2SrUQy1PhY2MnJq2ud3U6zME8u9RrI0S7v9J3Ea95g+lVqJy+vfo1leReMYZtx7hlJ1jYXU7zJqHKYmjMNKx9hv72Ut+0Nm4xvst5ziVsTAVDzAo84BqsZNTEodGVWKirImHcX7DFUc+j6+u7uARZXmydaP8dW129xK7nDUPkBDVeGR1kE6zA82JBQ0x1cCq4TzeYwKDZvFGCOuEgVyHHKdpMt0vz+CuC7NzMwwPj5+V76TrOQlWI+WM3j1NrpNHuza944s+lFVqgn9+QrFWpYxrxqFIkejWZGTcZ3KIenl9YaR69GIbDL1WZzcjkakOd7BFr900b1TtUaF1dwUNo0bn2GPjhgtbXI79TytmlO8vr5Lt9nHBwYnHuiPECnE+eHaTahY0KlrhPMhmmoXh9u7OerrklMgkdUuQLqQWtypbCXH9O4qi7FtlPoyOlOdGlXMKhMWjZVIsUyr0cMJ1zjNpoqrgQC3Q2Hc1jIDLXX6rePY3jTuFCWauEvpFa5t7DLq7uZE51tgS5yLkdK6BA1efS/Wt0V2irq0sInDbGSwzc23l+dYTcd4tn+EjUCKxUyUmXSIUqrOzx4/jNdsYSa6hcISZ2otiq1g4+mxw8QLU+QrrxOrhLBYuyg1jzPsnJRJAqIBFMvm+MK5G5zs7+LkwFsNdKENvnxrUzJ8NnfCKH0louUw5myS6Bo8/PQZElW4MrvG1nSIhlFNvlYnEY/jMzk41VPFYS2xkWqjoZhFXXZSLnSjN2jRmTQUNHmyxkukVe302Ido0zlJlEp02u2Meb3y2n4lurknD/N0shCbZz38PQoRFYrCOG1dBYIUKKjjnGzxEM+/ikLzsxxpOSK1taKxfiW6TqAYkRFx+6z9/DB4jTdCc3zQfpJmQcNOPCV106IpkCkViWdiZMs5tOYsbeYussKcU2Wjx+aRZoRCkyyuJd8NnCWRVmCuOtDWFdTUDdIUUaYVXK8HSKoynCn34cQifViCtTzZXAFDqkzHQCtam16uoZc2N/E2DJzs62RstB2rzcDqQpDpQAh3h4PJFjebl9c49OQkZrtJfvZ34hmpOS9VqhJUbC2G0dbh8cfHsdlM0uB0bi4gadMnDvXd9VsQa6Ro/KwEYqythDGpNJwWki6Pjds3BHOpIVMyVO8CuoVx6e2NXeKxLJpik4dODt7XFP5R9YPnpykVq3zkE4f3aOEZ4eKfJZLIyn2A12GW4CkQTDHc10L7m4asxVKVqfmApKULQzlRGztxzl2a4uMfPI3FZCAYScvMdbEmCoAvQP17lZhqL69HSGeKdLW76Gi1E4plWVoNy4m6aAR0+B30d7oZ6PFKgCxo5iJqTpjECUq7OPaiaRCIp2nUGnS4rDRre874wuBQTOSF67yQpyiUSLaGaABMLwXkXkXE3Y32+bDbTei0Kvo9Tm5d2SC0m+bQsV46Rf65bC7srV/i3/FoVsrGxHvU1unEaNFLw7rAVpx0ukBrmzhmTXY2E3Kw4Gt37En+hGlsMMztnRDRXIE2q0UyOHRKJfORCIVwHjtarB4zVZOS3VoeZamJpqHEotYRyecIV3LUxTZCCe6aAY/JjMdilAzB+VqQuCIj15ARSyedgo1kvQaNCsXyENuNeSgLeZiJCWsXWq2C/c5OtCo10docWqURl6aPhexXqTSSWPQTBPLrGDnMIZcPTf13UBs+R6NRRFV/AXSfYSqToFBfwKrV0aLfx0uh16hXyrSpx2lWDYRrUQ7ajfjNCezWp7EaDCSrMRZSc4TTCdJFKwbNNipVjbrChUe/j4Nev5ScyM9Ls8ngyPD/HpP05/4CJunf+p8H6f/hP/wH/s7f+Tvy+Yi9yJ1aX1/n4MGDPPvsszz66KP8wR/8AfF4nKtXr94d9v6Df/AP+MM//EP+/t//+1SrVf71v/7X/B//x//BP/yH//Du44j0MBH7/Uu/9Esy8lv8vW9961s888wz8uf//t//e/75P//n8ncMBgP/5t/8Gz7+8Y/L+4kSn6/HH3+cZDLJr/zKr3Dr1i1++7d/m3PnzkmJ9vsepAuzuNdee43V1VX+3t/7e/zJn/zJO6bp4uCKTkdvb6/saLwfQPr3r19gLRdnxN6g2ozj1Q9j0bzl+h0rR2R+8rhtPwupTc5GbrKeCaFp2jhpH2dtO8PMbgifxcLhPj92bx233sGARejP799YFqo7pMpzrOSFo/uj903RxcX81uYP6HIZ6PJ+gFq9yFTyaxjVXYzYHpYXYWES9a3VH9JhaeGUfw9kxMpZGbn2kLefSuUNtOp+ajUNy4GXSSmP8tXgDCecXbhKO+TNrzHsPoZO8RBT0TRDdgO62u8Tr/QQa44QLq5jVLp5tlcYd7y1mReny05xjqow1TFNStO8eDLHH3/nCg8d7sdQqJKJZzn0gX0PzMMW02sB1mPpPB6bia4Wh6R715t1VnJL1BpVvNVObp1bo5zLku2zcKK/h1e/dUvS7o6dfEubLoxTBJgV0WC1Rp3XdxbYnYnx3MkjWO7Rll0MbElt1bj3fgf3e0tkln7h0g22AwkcJTW6poLecb/Uw4nNwtxKkEylSluHA7/NQmI5gc1uIutokimVSG7n5fTg9L5eDo+8BXKFRvPVrTXaLE2iW6tsbAT4wBMnMel8BAolgoUUrXo7Lo2ZTLHCRiLJK9eX2QmnGW738qmHJuj1uNC/CfwFEC+Xqkwe7r7HmXgPoMsc8qPvDdBFzdza5pXX5nAPuSiV6+zvb2VlNiiNvp768J6xyrtVMJHm21dvMHX5Js8+d4zTI5PszMd4/YWbPP3509zaCbG+FeGDJyfo93judqofVHXRcLi4itdnkzF091YskmHuVoDRgx3MxLd5dXkefU3DkK+V8c4OzJYIDWq0GQ+85/O9FbzNQmSeQ/7j9Hk734qzK50lWVwkVZ6hy/HzmDQjTC/tUKik8LZPo1NWSTEhP+uB3A/YTL9Ar7KNpayT5UI/PtRsVF/BZ7Kzz/kBfhiN0ONwcaLFw25xHY2ijE8/wWJ2hbXcbdyaDK2GZ/j2ziu0qBz0m08SrEaJVjIccnTKHOiHvAMyi/5BJWQmF0IbGFUa6cwtosZaDFkKqjQf8D9Cr7X9PUH6nRIygs18jEAhgVVjoMvkpkW/14z6UXXHdV1MyGOFGFeDQWx6Dft9fswapwTlWpVNNjRFRYo56eDeYbYx5mzZmzrV69yKhuRkU2SqC88KwWJYy02jUxkknVHcL1eNcy3xTYyNQa5uFxl3d/Fwz97P3l6pSkpeO7pNPUSyIaZ2NrFrutCrDNyIBvFZzTw7OEqlXualwCwaTQW7sUGqmqJQL2JSGTEpLRRzKso5DRMt3Qy0+phKbaBCyQFnt3xf4oUC1wI7ZOrblIkzYJ3kgK/vHc0/UdvZEC8uTtPmsHC4rYt8LUylUcSj78Gu8UkjzweVoBNfmt/k9FiPNLj6xtwsM8ldKRGxVHTsa/WxlIhyfWObA+MifizJsL2FMZuZazPfwueZx2RuMhdr4+xqF8d6xvi5I0Jnef/fmwtGeGlmmTPDvUx0+O4e12Bsl+n1KfSmLM2aDp2jm1xJT/CNXQb6fJw+M0y5UuX5N26zsxOjaVdhNTZ5ZLgfdeU8O7EeNoLzWHVNutofRWUysplJE4wlaahvsF6oom/249A56HI7Zcaz12EhX6twObohp1hCYrZbCrKevYSivoBWe5pKRs9a7CrZVIUWpRWV5Rouxzgn+39Zrq2iwXs1timj7Ww6JUedoyxktvmDlZcZ04zgV3jlBFT4fFwL7xBIpanWytgsSRSWNOqmke24AVvDwuP+ETmdLpf3HM3Pbs9ycWudDoWfLpsDi0nHWiGBRqEm0chzq7DN450DfKr/EJupFNe2gpJaPdbiYXthh7WlAN6JTmbTcXqNdlowEN5JkUrkaRqU5M2gR4WhAF6PFYNKQUmYqw37yFQrkjUi6MriY9XZ4pTT7OBGnKszGxhaTHLC7TYY2FyMSNDfM9hCKJVlM5KSILirxSnp6ZFQmuWlEP42h9Saz97clO/5hADq93gziM/o8k5MTu4FVbvX52J7M8b2VpxDR3sxGP77mDgiGu53f+d1Dp3qA42IR0U21MXE3Gk13WXUiSb49FyAzjanzC4XJUzozt1YlY1zh90oI8tqhRg9vf1s7CTl8e3t9OBzW97z2iXAt6DVi2x2v9cmwfNGIMHGdlxO4jvanAx2e+ntcr+ru7w4BwS7RGjmxbosjN6ExEEwDDta7BwYbMNtt+y5yktTtzelO8WKPN4iyq2nx4NCr5KfbWHwV85XiC7FGO708ukfO4H1nv2KqHSqIKntJSHJ6ffia7XL1xkMJFhdCuF0menpa2FjNUwimmVovB2P736DTrHOLUZjMopxIRjBVFbhKqvlEEDRqqHV72TM4ZUyse1khuvhHdlU0dQVdJjsxIt5ZlMRsvUyRpUad9OEogk2nYGaospscYtwOYWmYMGoNOC1FvD4VzHmx4lqs9QUBag5USgc+LQW2uxWhiyt1JtlIs3bOJvD8j1YKn0Rh/IAVW2WfEFFOt3PPuc8BlWBYu1DqHgRvVpPpHiMpcwmTd0aLbpuyjUtu8yhUmnx1idR0iRajdOrCpDKOilUOmXWe0OTA3UKpbIqGUBNzSz5ihaNspUGwvXdQZfRRqVQ48c/+SRmk/59DdLXBUj/yF8ASP/2v5Z+Fv+jxyKdTtPX18e+ffuIRCL3gfSf+ZmfYXt7mx/84Afy/4vFIv39/fzjf/yPJeAWcd4ul4tvfvObdwH3N7/5Tfl7iURCfgbE4Pcnf/InWVlZuWtK/rf+1t+SEeAXL16U/+/1evn1X/91Pv/5z8v/F9PyM2fOEIvFpAT7O9/5Dp/+9KfZ2NjA49lrlov7BoNBXnzxRd73IP3OBP09H1ihYHJyUgJ0Qbv8y35iF8olfvPlL9NnK2LWGGg1jKNRvtU1rjVq3E7fJFVqcCu5JqOqRCSSvunl4bYBGTckSmiev3rrMheCyxjrJh7pHuapsREcpntpyYL29zrJapF0NXXfFD1dLHF1bY5B1wLt3o+gUJhYSH9PulAecH5MmlrUG3We33hF6g2f6jwjwbCkRkeXaDM68WlD1BtJ1IrDLAW+QZEe/iQUZdTh5dO9fbwR+s+EYsJVdZKEysyo280B6w8waUxYLT+DRaenWMvzcuA8olV8pv0kZs2blMziIoVaWpp/3Kv3FTSuF87O8MmnDhCc3sIq6GqHHxx1JEpowYTZiripVE2athgem4UR24gE/ivzQdZmtkk0CngPdtKrtvLCt27y0b92hNY3o7xEN/7szVUm+v3SYKZQq/Bn01ex5fV88KGDb02wKmVe39zg4XeJg7pTpWqNL1y8RiZexF/TUadBo0VHulxBVYdqosLjxwbp9DlZi8Z44+w8Dz8yymS7X26Cl7YivHh5QWa2P3NiWOajiuzdpdQC05E0H+jYRyoYx9VhIF8X7qVaVLgIFSFZrrC7meXWTEjGgz15dBCzzSCBgWgCGLVaVPk6qc0Mjz46ivVNpoJciGd25KIuJujCSf29Kl8o8e9/80UUdh1jQ36OjXUxvxgktpngmWcP3NfceHuJ3NyLy1vMfEdEEGl49OcPshDZ5MJX5xg8PoLZa6O4muHxoyO0tNzvNv+gEhF7gh544Gjv/TSkXJkXX5qiYqkTq+Qw6nX4vFbqZjjtG8ShM0lgt5W/Ipku7gdEasnGxXZETpL6uzUUFVu0GoawafeaAfVGgWzpVdLlCKniNLnEJ9EqO+WGK18PsZX8I+L5fjKlNkwNN6HS9zBpVxmxutlsjmM1j2NU73Ar9QYnXcfQqg/yBys3+VzvEYrNTaqNrDSV9BtH2c3HeTX4xzK/uaFso6mM81M9n8Fn9PPq7jzruRhqhUpq0/ss765lFs74Z3c3ZJZ2uJRB11SzlV1kKRfkoZbjHPcNyim1AOliAROL37u5uwsZiwDqm/koShR0mT34DY77dOvVRuEd1HW10kiqqGcxVmXY1c6o+y0H/ntrNR2XNP5JVysdlneeC9uZFLeiYTotNszGGE3q9JgmJHgVDvlXY1+nUDQxHzJwon2QI239D3wdwkF9NbdMj6mPaiNGoZagVb+P1ViGm7sbNFRFVrIhIrkcHS4NXU4LqYICj8HJCV8/LXqv3ADeKZGqMLsVZjG/g89l5smucQkCRW7wQiSC15HBboIW7Qhz4RTZsnCA9+F9AJMsmo/x/MrLqAxJxtwjjNiOoFf9aPbCzEaIWCGP3qaVnhrC78JjM2DUqqjGod/n5IX1OdYyUSY7W1DkFjjkWyGZzXB1w4mtfYz9/j4iQQMvrW7zU8cOcaTjrSbOnSmriKFMZIsMCIZJq4JcbUe+x5mkkXBIi6pmYrCnhUizyNpOjN1zO3z6J05J128xxbt8aRVVvU40EuHIoTw2l4eMoYJOsU0hPcnsJuwEk1iVWqxtES5X13CoJxi1deAXVPZCnUyqSL5RYZcs/a1eDnZ2UteXWcjMQP082Xo79coEKsWMNJzM1YNSz0tqE3P+c5hNDjw+KyF9jqyyhFpZolvbwWYiyVdCL9Fn6OJTnael0dlsKMzZ7Q2Zc+0QWmFPnlB9l+VUgFTOR6+tlc8OnsCk0d2N2/rO/Awv7Fzicf8kHx48SFPZ4Cvz0yhLCtm8/c7WNC1aIz/VfYKprRCbsSQ+k5keh51EqUikmCcbyxJMJPnA8X1Mdvpl80VMgBd3oszMB3AqtQwP+FHr1MzMbhNMZYgk0mh0Wsw2ozQKE0wUwbYSHzUR2SgiUA0qNepig95eD36/U07dlxZ2SWcLjE52SL13Z8veZPVO5fNlZmcC8t/Dw62sLOxKgD5xsEvuI8LJLHObYemwPtYlaMxvrfGL80FSyTwHDr+714l4DrFUnkg8K1lgwgStXqzxE585JXPD3w1Qi0n3jdtbksYtdNOCxi52pgJkl8o1hro9LK9u4PO10t/tpdXz7uwsUYKCLtJZxARemNIK47hwNC0n5N3tLnlei6/ifXh7Cbaa0H/Hk3npryPo72aTDqfNJOnxwlxOAHHBNLi6uEU8U5ANIAFgxXM16jUUMmWyApx3uBkbaZMRbXufuwY/eOk2P3x9DqVTh95j4EB/O6dHevDYTbIxtLocIhbJysl6Z5db0tnFOilSFQTwHxzxy78/P72F0aRjeF/He677SzsRvnfuFjuhJD6fU5rjimZVWlGmz+PidOdeVFqiWJDJHIKmL8w+RWZ6JJvl1c01tlMp6sUGPoVZeoGIUprrxNRxQvkk/ep+8vUKZvsCDl0OZ/FxrtfOkYvrqVatFOtqVOom/QYn/cZW1JY4On2ZdsMkBc01UoprDDk+Rrq+jEExxma6zH7zN/E6fl56E1QKf4LB/NOk60bORc7SbO5wxPk0s+kVosUp1IoBes3jqKiQqYYY0oUpVk8RywljwjzLyTVQCPM+Cwajllhtla2kBkXGTSWrQVtp0mGy8Y//wV/HbP4rkP7nAeliev3SSy/xC7/wC/zH//gf7wPpbrdbfu8nfuItzPM3/+bflCzm73//+2QyGX7v936Pn/3Zn73Lzr569SrHjh2T9HQxFRdg2mQy8Z//839+6/qRzRIKhWTsbK1Wkz8TNHkB1kWJxkBnZ6cE5UJ+LR5fNBO+9rWv3X0MQZ1/8skn5RD6Qczw9xVIv6NFv3HjBqdOnZLdCXHQ7i21WixE766J/csG0pPFNN+6/N/osQzh0gnQ8NbFu1Kv8p3Ay0wnltEojex3DnLYOc5UNMKI00u3dQ80CrrdcnaTZCXDkLmbqfUwbyytEspmGfP5eHJ8iCFfC7nKGrnqFku5JQatZ+5O0QUIury2Tb9rmXZnBxrtBDv5G6znbrDf+SnMmr2u0avb50mU0jzb+wTaN/Wl2/k46/kox50eipXzGDRnmNu6SJM8X9xVYtCqeap1kK3CN6U5U4v2KCs7Nix1PX9t/yZa9c6bRnHG+6bLL29fpa6IcLhlQgL2bD1Bt+kAGuU7we7rlxZZ3AjziccnmXtjnsHDfbR0vZPSeW/lqwWu7t4gnW5gqLTIDFdhNCcmB9fOL5EMxNix1Hn64QOsXA0QCqX44HMHZJ6oqNVATLrDHhndm5LGClm+fP4Cj/WNMtr7Fu19JhKWYP2EiCF5l8qVK6zG4nzx0g3y8RIjWpt0aD3z0Cg1QaW8vclSMEJKX5NUXV9ZS4vZzMkTg3ddonOFEs9fnCcQj3JoUkO7X4tL181ORkUol8OVKTAxNiY7+rlajHRll+m1bV68liKlqHFooJNP7D9Au/GtzZWYou4m0pw/u4il04LCpMak1eIyGkhvZlCU6hw5PvAjAbrQZf+3L75OIJTiM584xsSAn6m5ALGtJIN9LQxN3L+Rv7fEuXB+cZNqvMi5L1/lV/7Rsxg9Zv7LH36fsDrHvuMd2MJqxjxdDI2+++PcqchuisW5IEdO9ks6rHx+pSLT61u8+uosSoOCAwd6mOzqpM3hvHuOL2V3Oerqw6IxUBaxa4Vr0i/CpH7LMFA0b6bX9ozkDvW3S4ffXDVBoDiLR9eNS7d3XlRqOyRz17m1tQCqDTzmX6JQssrPoVo7jU63RKpxnBHXIF1WH7cT/w5DM0yrrpWbxRN0Wwa5Fv86Lm2TcdsJbiYNrGZifK5vH0u5KfLlPNQGyVTqtJnVaFU3CNdsUs+uUWj56b7P49Q4eCOyIAG80MX9ZN/J96Shi3P4fGiDFqOJUCnDIy39zCWv8XpoCY9qiBFHB11WG+H1DUZHR39kBNueLCDNejZMuprGq1fh0QnxS/4d1HWd0sZqKsdqMsEBX6vc8Dxoky5yaIWHhcg/F5u9d6tcpcKrOxckMHys/Qx2nVluYq8n/pTtZJqdpI9Hu8cY9z7Y0yRRibOWW8GvEwaYS8TLEVA4yVTz5OsFVA0d2YyWZlWPUW8gWWjQqnUw5PWQqBYk8Dna2n5fFrqo2dQ2K/EohpxJNscq6qakwLc6UzKGrFMaEu591sTkdC4SkXnho16vnKoLllG0tCH1l5qmi/mdOhZzHYu1ImMkffq2d2VMRPN5ZiNhLi1v8chgDwfb22Qj4NL2Fi12E9di6wRiSR7r7KCUPItac5NIVc98qps27zG0QR3WppYzj7QSKgX4wbUQ4bKCz04elk7h9wKbYDrM1a2bqNQJjFozB9omsenEc1NzeykozbNEhrWI8pqJRzh7YQlfUcOPf+703msX09XtOJX8PF2tGZZ27SRSAdQmIw3LBON9fgZ9Hq7vzvGluRdx1bo5qOzFozfidFtwus3kdFWmdrdpw4ahrCKWTrOj2sBhDBJpJGiqT7GvVUWrqch6fpFM1YVHeZ4hx4ew6J6S7KXzi0ts78Zp6CrYLHY8LheXmtfxGR18svUMW4k087GIlCS1Wi2SMTTk1jObusK56CrahocOWy+f6jkq2SVikjy3G+Hl5VXCim0OtLv5dP8H5GfvD+duYFJpGXa7+cO1q2QbWf5G3+Pc3AhL7fCZ/h4GvG5WEnGubG3TrDaJ5Qs4I1WcaOk70EO2VGF2JywjxtptVoq5MoHtuLzuaCw6mZ+eDmcoRVIcfWycgwf6ZDzmdiwlqdY2vR6P2STp1JFwmqlbWzJ+VOjOBVW3nquSjuUwOYzYXIJarZYgURiTiim4+Cr0zPlMid4eD8VMCZ1Bi77FSK5UkcZwwvD1QdeK2VvbEkjuv2f6LkCtAOaCyi6izETzQrigi4m5wMBf/N1znHhoQMqzRBybSPIQEri9f9clpTwcz0gKe3A3JYHwQLdwWjdJCYTQkYusc52yxIeeOI5TdMnepcRkdnUzyqWbG3KCLd5LwXy4A8w72xzvYPiJ3xEa+USqQDKVl89Hr9PgEoDcbpKgXBzDB5U4JtvRtDSfFeZ9ZqWahcVdqs0mTkElbzRkQ0xM2VVNmL68LjPrn3l2PyqzlmvLAaY3grI52qYzoSk3GOz3MfImsBe/u7UelW7+QuLW1esmsBEnsB6lZ9BHe7f7XZsVgnG3sRohtJPE6DawUE+TqpdlNFsmX0anVjETi9Bms/JEfx8eq3lvfQlsya+C5XSirUP++8LOFplqCRNaDFW1PK7CcV6sxzFFVDLyxvQDrBW20FqnGDOMoVf7ma1No6u5cOq6yJcgXM5wwOzH0TQRqk1TzdkoZk3kjN+jWXFiEKkLujrqylGM5tfxmwvYjb+MXf99rCKCzv4ThIpx3oi8gFOn5ZjrKV4Jv4SquYNOdYIWfQsKpXDxn2Pc2opBv8cyLVbLXNy+TGgnQClupd7cJF6tEq4ZcZk7sDktWB0G/vknPiNNIN/3k/Rn/wIm6d/513T7nVy6dOm+7+t0Onl7UAkwLIay3/ve9yTTWtDL74D0aDQqQbOglk9MTNz9nd/6rd/iX/7Lfyk16g+qf/SP/pGkst95Tw4cOCCn7lqtVurWLRaL1KSfPr23Lj2ofvM3f5N/8S/+hZzsi8+LwK1PP/201MPfKfEzoU0XuFb8jb8s9T+FosWLFPR2QacU1AO73f6/PI/3L7pUigbD1qNYdG+BSpHn+Hr4Opeit2Um7qO+4zzmO0oDBWd3NuixOu8C9FK9zGx6VW6+DjpGpAv2YyM2HhsZZDEU5gczi/z7l17HbzdyajBBm9srTdvuAPRcqcyVtQA9rjKtNlBrhslUAmzkLtNnffIuQL8eniaYj/Jc7wfuAnSRxS5yz8dsbZQqVynVezm3fht1Y5E/izooK1R8pOsoGo2YgGY4YNpHrT6OVaeghyV2w5dwuH4Fo/V+cCBMuB7rOMKrWwtci1zFoi+x3/HMAwG6qIeODshM01euLvPI0X4WLi9jdpgwve1x71Re6Ddz8/S42ujs6CZbKMtImItzm5I25ux0SHMTQzzBpflVPnB0mB98d4rrV9akC7tYxATdbD2YkLoxYRrjNlp4eHCYV+Zn8ftcMrZD1KDLLU3khMHVveBCTM93MhmC6YyMkBKZyD93+ijfuTVPJVOnmK9KM7b+cT9ar4bcVoXHB/rpcNilzv7SG4vEGmXa/U4Z72YxNThxHK7Pl7lwtcRkXx9PHGlhxKUiWsgznYrhzGWkA3Yxb+TPXsuyuFNhst/HqUMG0s0i1+JTLKZd7HP04DVY0SiVxNdSHBzqlHFIArTH8nmmpjYIhlO4B51cDG5LPbvLaJLgXQCQe2t9N853X7/N+kaMX/jJhxkfbpc6e0G7sxl19Ay9Mw/33o3IzY0gFr2Ws69OMzTZTkRX4+UfnqeUq/BPfvqjbG2HmVdsEHXHsRb1+PSud908CKdiMRUYnmhHq1OztBtkZnuHrUiMRrzBWE8bH3riILq3mel1mFxUGjWuxtc45u7HpDbj1Q0RKs7SaTqKRqmX068byzsyA/f4cNddkyNBx+5S7mczN02ikEFV8bETLzO1mkeva6ezTUG68gd0Of8f7Lf2oNcMsJP5PYrNOKlmkHaFhzHHL3Iz/usYqrsM6WeYzRroNz/CbPpb+PUrHHUfYyHd4PltQXdvEi+lGLEn+UD3Qbl5TpWLtDYr9Ft+ki+sf4HfXv0CZ7wnmXSMyqmRmKh/c/MGz3ZM4nkz5uvtJWQbx1o6uBDalIBwLh3isPekdM6/HJsnX7dwJZgjHItQj7ikMaGgSpu12nelriuaKdoMaSzqGtGyku2CkjZDC/2Wbhy6vechNI43Q0FS5RKnOzqxvhlr9/ZJ/5XI3pTuEX8PevV7N42KjRD9Th2VSh/nAzuMu1tIN66wHN0hme/l6QGho74/aq5UKxOvxFjLrbGaX0Wj0HC9dgGt2OQah3FpPQxZRmQWuci7FRXO5JjZDWNWFMlRJJBJoagriTUKvFZZ56HOrrvPVUzdhWzoqe5xcqUaz88ukM5n6G8vYNS0020au0vnF9Vlt+M1mWSu+iury3S5qyhUSSwaN72WI2iVBty6EpfWt/HoDaRUCSmbajd243zT/FM2SvI5luJxaczU63Dy8fExwomcfI+FV0W708JrO0v0OlS0KBeIhr6F2mRmMTQpjUEPut347SZiuhxnL6zi27RzevAwjK3wpzO3+NbKZeL5QU71DlBTxGXkYFmZwm7SYlIdoFIxshhQcKhHgSBTjPb7KJYq7IRSUst7cMhP6VCVF56f4vq1NQ4d7qWz00WtVia8tcZSrIP55A5uY5JKpg9Lpsz1jSW+Y77Jhm6eR3p6+PHRTwj5rDS+FFrbCzPLbMXiTLS342u1YG8TdNoM5qKZK1s7JJIjTGg0ZCpzBJVlEo06fd4ArRY3FsMjNBowU40Qs1VR6VXYylbaa05ei14nqykymR/nVj1EWV3HatPjUZnlZ2Gf28PZ4Euci29iFz4r+k6e9I9jVOpYicS5thUgVMjR5dNh12n4UMcJksUiX5q/KZlYJ/2dfHVjmnApzinzMG8sbDLi9fLwQA9mnVY2sV5ZW8OpMYBJwcOdPvY/4uPWG/NszW/T6LVx4kAvg163NIFb3o2idGgopUoEt5LSnX54tJ2M2cT8hWWylTrpSgWjVkOLTdC7m6TrRemnksjlcXU6qKVKckO9/2C3TNYo5cty3RLT+dZOp4wFKwhjs2KZQrGKSqemqoSXzs5LnxURxSWe+2CXl42lyH2A3mgQN500EtOatWwFk7z8yizeDodc70UuubjOCpMxMaEV61U4umfoJpp2KouGb39viseeGpfNBo1cm5pyzRYTa2EqKNzVJ4fbZDTa/MqupBwLPfqdRoBwMX/t3DWuz2xJ/begrvs81rsUdeGnIOJSb8xskUoXafPZmRj2y+azSF+5t8Tn7S4oTxckmBfNAAH+/T4743YjhgdEyz2oxBonhgomjZofXFggns7z0ME+Jofb7/4taWY4tcXLr81hshnpnWhlOZLEVtAz1OpGX1Nw7uoSt5tpDuzrJFIvU98MySjbeCAloysPHOmRJn+3r23IpsLBE/2Y38UfQDAHtjdi8iYaYUdODciJ+2ilwrfnF5hJRnmiu0+aDB7w+VnPJfjO3CIDNiddHgcn/J1cDm6zm81wIbAl89VPtXVxNrAhWS/dPgeWpo6NWJIRrZ/FXJMAuwSUYT657yQXIwVmSqt8suUo9VKK1cwuiXwcrcKOtaHntegapx299NpHKHm36TYMUlGYmMt9iXbVxwjVZtGXkpQzj1Is/zaXNr6LMudlwPMqwZQBpcpHSe9mVjfDjvmH9BrHmK8H6LDcIs5xbDoTClUns8lpulU+0imtjLurpU0oFDra2zL0tTxKUbPAbk7FbDTLTkpBKJcnWyqjN70/hovvVYLV8RdRYgB7h1J+p/7pP/2n/LN/9s8eeH9BWxdac3ETIP3eEpNrUYLOfm+J6fqdn729bty4wb/7d/9OJordC6b/23/7b2g0Gkl7n5qaklT2b3/723zwgx98x2Osra3J5yxud/ak4u+9/Xnc+f93ey7vq0m64Pe3tbXJm6AGvFeJA/n2N/kvpSa9XGJpcS8nPVPO80roKreSKxjVOjrNNo6799Fp7pYA6XxwA6feyKRnz7BJTM6FQZxX56TP3P6uU5JELscPF19kIbTOdqrOiZ59fHzyjIxwu7i6RYfDQpd9GrVmgKaihanEV7DoBhi27nWIVlJrnNu5yQd7HsZrfKuZcD22SSCfwqXMEi1E2M200K6dZrliIFR38ncnHkGrjHE7+WU5cXRoT7GY0HHKp0Bd/WOK1Q9xe8VGl99Bb8c7O7M7uQ3O7lyhy9aJzVDFo+vEret8IAgTm4A/+tZlhnt9+LUa4sGkNJJ7exMnU02znFukVd+G33D/Rlx02QPSaC7J7naCcjBNUlPm6acOU49WpGmK3WXm4OEeubgubISl+dr+wbce51sXr1JQVfnk4WN3KbwbqSQryQQn2zqI5gsyMi1RKEpQ67dZ5ZTljr40ns/zO29cRZ1r4GpoqFmU7D/Qja2qIRbNcfxgj3z9olO9E0jgHjSzmliVBiVOg5dedzeapka6povp4IdPjWGz6nn15g2UToecSm9sJ+RE5vNnDtPmccgFvVhPkawEpfYqWKjh1bfgybgpx+p349bE/ZbmgnLhERR3hUYp9XFioyXp8eWy3EwK0C6+Lq9HWVoPE99Icni0g6eenpSRS4L62MyUpWt+W9eeFvBBNRcIE8sWUESKfP3bFzj9k0ewKDXMfWeOT3z6NGaLkdkbmxw+PUhOVWAlt4NGoaLf0o5Dez/YFMfi5uU16jrI68osBkPy+0N+H7aqnkq2zqHjfXcNAh9UImIwXEpLoC5MEsPFeSqNPFZGubESlPFrggEhnYGrNUlhTt65FdIUVStommayEYfM+u1qXUSnaiOYf4FaPUuf6++hVZupVrcI5L5NnkEUSh8j1nFylQ3m4v+BLi1kOE2kMc5ucRa7KohZ5WY52cWlRJCfGTgK6nVUigLj9sekdKbeKBMpvoZTf4S13CqvRK6hVlowq1X49F0kiyopgfHq7IzZ/fRZPO/a6IgUclwIb1BpVjjTOoDXIOIZp5hKznHUcYrVxTCujg6Zty4SGaCKSVvHqClj0BQwasvo1SLqTUzI7XJarlGKTYziHbr1Fq2d9URGfjYO+9tkw+HtlSgVuBoJ4DWY2efyPdDc7d5KVcIEiyv0mifRq8xECnle2f4Bwfwt9Ezyof7jtBgdEpBHy3ESlYTUnufqeZo0ZJOhz9iLQVXEobVLQCxkMu9WAiwsR+NM7wZJN0uMub1QUTIdDmExaHl2eJhMIy9B+lFXP9FckblwhG6Xjppik0RKSzXnpN/nlk7N9yZUCOlFsrLDQmJeRgV1mQfZ33q/UaVwhr68vs2Iz4PJXCVQ3ESn0KNpeNgWEz8BQB1OqXkW0hkxQRPJEX6PlZK+xHZ2hUr+IhbmyONjKTlGOtXCBwdH2AimqOmRgOYj48O8NLXApeUNHntkgEFbC0trUZbL6yjVOxhVefa19tJjH8es9lOsNDm7vMGx3g6WQ3E5ITva2y4btEJ7fvbaKol4nsdPD0tt8DcuTHHj+jp//yefwmjWkcxcZ3r5EmGdnwOeIi36/eQKrdzaDXMrEiBcWqS9XMAa2ofdYcHnt9PS7iCqKZBXVTnm7aSaqZGI5VhMLZFt5NltzqI2WPn8xOdAtcBmaoOp4AKe+iA2zTmyoZOUGGajKvTkMNHtxmRWMWbp48sr57mWmOOh2mFsJR276QxKhxazxyS19yJWdTo0y2L1NipNFYO6gxPuA9jqVpbDMaLFgjTGOtHdzrnUOUat/TgVrTy/voDVoJMJC9/fXuB7W9PYyhb2W7t4enSQAc9eU3IxFpWAZ9jlRm9US2q9YGsIds/Uxg7Tr80y1uNn4HAfa+GEvDYJ3axY84ShnXB/VxXqbK/HyDdrzCxsoshV+PHPPUpPj1cmpqwG4zJmS/h9+GwW+bwKxQpLszsS8Po7nTRFbnq9QTSQolat0T/SitNpkVNuCZRVKvLlsqS2BwJxzGhQVOpoTTrsXjOFUpVcrkyuuAfsBc1agM2cAPqlCpl0EYNejddrw2kxYLUIwzSdzJ63mMVNL0G7MFMzG/T82VcvM3mwB1+ng91ohmSmIHXmwpxV6NTv6LhFiem6YHiJS9/+0Xb5MyHhmZubY3BwiFiqILXqoVhaNh5EQ0A0k0Qj4cBoO8cO9tByTzqJ9CAplEmmCiRSeQnMxXu1p3Xfo7CbjO8ug3uvkrT69YiMQWxvd6K36lgKxuSQYbSrRe49Xn95lpXFXU4+MszEZKe8FmXzZbZ34szPBmXMnMVlJtUssxZN0uO142pqiYQyePx2Jsbb0Vab7KzFaG130jvku89D4O51qNFgN5BkfSUsQXnfoA+b437Wgdi//uncnJTRfGZin1zXlyMxksJjyGpDV1PLRrfXZiJYzhKvFCVL6HR7l5RZvLa9LuN9T7R20md1EUikub67yXRmjUQ1hbHg4WC7j63aD4imnHxs+DG2a1fIlBp4tGOoVVoUNSWXdrd41DuAThWmWmmirXawUf4G1WYBs3ISdJt0aZ/AoZ8iU11irfIJDtqnMFAgWXpOfg5uJG8SrC3hrfZTzIgkmdfQpruJFp2oq2AsR3EaGnS6T9La6qCj3YnGXCZQvYFTo8Wr6yVfXafU1JMr2pjZhb/13EfkoOb9Pknf9+E//yT91nf/xybpYkJ++PBhCazFAFc4tN87SReT8u7ubinFE5r1OyUc2IWzugDf95b4/6NHj0oAfi9I9/v9cjAsaPB3GNzC/E3g0ps3b973GLlcjpMnT0qs+vzzz9/dT4lJuXCMF4Z0995XTOWF0bn4nfctSBe6ACG8F3b3wr7+R2nThVOe0LC/HyLYzk5f5PXwDRYyG7h0dhmj1ma2sVsMMG47IKddF0NbcmpzpKVdvuFb+V22CiH6LR349O8OdETVGgWihTfIVDScXV5me7eLYCaNxWDkqeEhHh9WUq9vo9E+wnz6uxTrNQ64PopKoWI3H+bFjXM83H6IFqNf5pSLDcVOLs1MKsBhlxe3dpladYxqYYs4G1zK+Pmp4aN0mbTcTnyFYj1Nh+Eoy6k2Bm16vMo/QaM9gtbwuFzExMIotFfjg/679O10JcxuaQmHeojrwRT9LiNK9a6UA7QbBGPgnVPy3UiKr75wnadOjVLYiGKwGBg59pbhW0JOwlbpMvXg0b27Blc64KdyvPTKDKsr29S9On7qyVNszIYwWoR2TcPkga49c5+pNU7s65adfFGFfIk/fuM8w2PtnOoYlJPAUCbL86vLqJoKhoXruADmFsvdLNq312I0wn986Ty6goITzlYODHfQN9QqO/bd7U7pRluqFnjl1fM4u2v0dPRiU3eSLtSJpnMy5k1o6gKRJDu7aR6a6CYajTC1k6GuguP7OzE79PI8Eg7oHRabnIiKEpmiyXKIy4FZLs1ucXSsh+PtY7h1Ppbng3JTKwD6Har4vVWu1YgXiqyEorx+c1Xm3fpNJkrBPJ/5qdPSKT+dKtJiMZCM5Dh8euBdwaBYhGcDYanP/S+/+yJD3V4++7GH+cEfnqe9p4VTj41z9dwSvYOttHY478o+RLb6Zj6EU2ulz9yGQa2TlPmXLt3i9mYArU1Ll9fFeEcb/S0+qTNdmNmRLrcm84MjHe+t26lt0pUCx9x90j3/duQsm8Eq3XahF9ffBeaieWPWa6UnhN1kkF8TmTRXts7T0+ph0n+MZjNHrngWveYIm+nfk4/f5/x7qJQaCsUXCVWSJOtOfIYR2o2dhPIX2En/Pu1aC4uVp5hPKwkVb3HEoabLKgyr3GRqJT7U0cly9gq9pmFajXvpC9nKMqVaBKfhKK/ufpN4zYjf4CNbjbFVECBBywHHICa1UQKKfY72d803386leGVnWcYpPdMxKrXTy5nb3EhM48/7GO/tpUqGYi1FulSkWNNTqOoplLVUG1o5cRCTRafBgEOvl1P6e88DwdCZSezy8uYyHqOBhzv66TA6pRfGvbWVTXErvsuos4Ve61tRKu9WuWqSzcIsXcYxzJo9JtJSYprvb32dnYITu1HQj/U0RAyQSodD68CpsePWeSRAF5PoXlMvmeqaZE+0Gu6fbr/n3y5XuLod4Ho4wKjPy0F3G6+srrGQCNPpNfJs3wTbqZxs3g21iOitLbz6HhkJF88WmN8Oy2vJSLtXxjClqyGi5Q1UCo10bFc1LXKqnimVmWz1STnMnUrkC1zZCDDa6qWmrHEltEy6mmTc3cZh7x776r5zPLTDS6tv0Olew61aJ1VvJZw/KJ3aH+7u5ezaGpc2NuhzuNDVtWwU03Q57Tw9PMDv/9llPB1mTP4CidwW+VwCq9WHS+NiMZxm1O/loH8Ys9rKXDAsp7JHezq4ublDvlzlaF+HvC4KAPHiG3OS/nvsaC/JUpE/+LOXUWvSPHPKgEFVYyvR4OBAq9Tb72SH2cqkqQmTJuUOXv0apzw/TjWvZWcrztZWjOm1LSkf6nG5sdstuDwWKoYcq9UdotkIiuYa+/kIKvLULItsNoP0OCax6hahkiGc+DSZSolcsUhL08BqfBen3s2uLsmWZZ3P9j7OkKOba7sBstmynNxb8wqy2ZK87jTb14iokyibelpV47ikuZWSYrMqrxGH/H6mM7PsFMIMqPdxOxZCb1TxSFsv53c3+OO5a2QzVf76yDE+MjYiJRGibgR2+P7SMg/3dKMW/gGNOifbOqUR7FRgF4tOi0ur49WXptGJ2LWxTnmtFrTvLq+Dbo+DeqPJWjjOWjBGLVlBJ+jyy7vUFArcE22orTrpit79puGqKNHQESBfrDXz09sk41l6R/00lAoJYjc3ogTWY5idJgw2vYwL201kSeYKWPV6XGYjlVKVTLJAs1qjvdMlAZ6QCQnNdrFSk8C8XK3T4jLjc9tkHv3UjQ1peObwmPfixwSgL1WkO7u4ld78twBUoWCKRDhD/3gbXveeeZyYlou/IQCy0MCbTDqp5xZZ8MLwbno+II/NgbEOKbsQLs5ubxsrGzFWNqNsBGLyb4qG4EBvC0cnu2UMm2gUiO8LQL43Lc/L4yqc112Cvm4XjLf7r3X/oyX2JsFgkrVVEaGnZ2DAJ5+/KPFeLGxHWNqMEJwL4zToefrD+3F59hoHQl++uhwmmczT1e2Wx1sAd3Gcpua2ef6V21L3LbTnHW4b4c0EmXSB8QNd7B/rkJ43b2+CCvmYiGMTr6lvyIfb++459sLF/E/nZmXE42f3iyaphisb20zHQpzq7mLQ7mYjmiCYzBAp56moGwy2uO8C9Ve2VsnWKpxp75FsUnEsXg8s8truLdn4sZT9mAy7lNWLZHOHGPLr0Oh30NCKXtmJTq1Er9RwJbTNo/4ezPoAnaZ9KJoNXgv9Oh26p4mUdtE29Nhq+zEo/yvz8ePMpnScaX0ZFc+h0vSj16q4nn6FdCXFGEcIRoNEFBfoUD5JSANNVRODYQpVqZNaqvPuOVwmj9Kwjc/sxetsotcqUOgV+A37ePaJD8vr3vsepH/o//xzP9at7/3G/5Am/amnnqKjo0OCc1FvB+kCYwlQ/fLLL/PII4/c/T3h3i68ywS4v1PivgJjNptNXn311fuaAsKQTrjDC4r8nRL3eeKJJ6Rh+R05i2haffSjH5VNAWEod++w+MMf/rDUrwsX+DsldPGCqi+aCUK//r6epIuuxvDwsDwhLl++/J73FYBedEP+Mpd4HdF8kl/45j+h0+zjTMshBmydVBtVZtI36TH1Y9M4uBoOUGnUOeHrlDE6i9kNsrU8Y1ahkX13ndSdSpampIv5fPYGA5ZHsKp6+Nq1WyxHIsTzSUZ9IfZ3PEynr0qgNMcB51/DqLYQysf56tIrtBh9OPQ+SV0Tm2oR6bJbistNdp9+nUhOz3pES0N9losZPx/oOsRRdzurmRfZLtyg1TBMsjCBWmFgwvICCqUNg+ktAwcBdm8tBmV3eP9IOzVVmp3CHO0mMXVxEisUJA1qf4sPlTpGohKkRd+DU9v2jgVvam6Ls9dW+NSTB1i+sET//m5ae1sIl3YJFLfoMw1i1z44curtJWLFzr40y5WtdZwdbrwaEw6jUS60NouB0fF2ZlZ35X3H+96Ko5pf2Ob7W7P0dPvR1nVSxy207gLcfLB/8F3puGKaNB+PspVJYVZqeWV6GU9dz6DRztBQq9zozC3vMDShJNfYpRQzkdrUcurhiXd0uAWdMZrJcXs9xGvTK6SSaZ47vZ9nT4xJdsFeFF+eQDbDbj4r4+7aLVYJ2rUKlYxbs/g0xKwRNnI7EG7gyrt4+ORBrOYHm7OJTdvttV0u3l6XufSHhtr5xtcu07OvlZJBISUFYoKcWEty7FA/PX7XO3S5ogTQ/e7MAgaLhu35EOFLAf7f/+zTXHpjnsB6mE//3BPMTW3Jqffo/nfqhoWXw1o+yFxki3SsRmQnRyFZ4syxUY4M9GF+MxEinytx/fIaI8KhtuXdNxf3lsyvj64RzxXQZHUs7QSwuLdw60fxGFvvAnIx0bj3tW0EE6zuxJjo91HSblBrlGWWumiOlatr6LWHWYv/BzQqBz2Ovym2P+SK5wnV9CRqWsZsx7BqbNyK/gmp3HdQNrwsVZ+moMgzYavh1RZw6I7zpfUgp729GLW7FGphDjqFTERPo1mTppE23Si5apaLsZuoVe2M2XpRUOP54HluJiJ8suMwFnULpUaNQ64uLJoHNy6WU1G+szXH4239TLr2mCQLqVu8vPwaXb5uWo0ttOpb8Rha0bypoxYlwIEAXMLcKiXSCUpF+X2hIbfr9dLdWkzhBQV71O3BoFdIOr6YsneYnHSa3HKjNZsIs51Lc9jbjsfwo6+BpXqOpex1tAonlSYkynHWUhtsZa9SV3qZdO9H33QQz8Oku5tJz1vGdOFSiEBhm25TF+nKKga1DZ9+5H9qs72ZTPKdxXkJQh7t7eaVwALBSAVtU8N4awtHe4xkagFJobdq3PdrUGNpZoIrKPQR2t0WOi2DWDV7OcJ3aiuVYjYSwWc2M9bSIqfqAtxP7e7y0vIK/R4Xxzs6cBk18noo5FR+QzsenY9Ctcz1yMtsZC7TSIdpKjoZ6/wwk94x2Sh+Y2NDxin1OBxcXdvmYmADTVPJoNvLtd1dTve1YiLFhbmrPHZsiKbKxSuzKQqqJn1uDyc87Zxbn0ehyzHR7qNF28HV1ejev61mbm4G2Ulm6Gt1SROp9XCcS9MLHB1Ss6+riaqS4ysvJxkYGebkhIvVjWkMNguR0iAeIUlRlcnWk+hUVxm3P0qLYa9BJYw9RcSaTqGmu2GXoE3oZdONLLPaLbQYMRsu0lI9jkPRT053iZVsgEZejaZipMc3h0X9HPqWURLaIi0aG9dj8zirbjQKBa8Xr9DfaMOZbyFEQYI/l9VMmzBxKxRwK/VEM2u8tnsTlAU0jW5OdR6URqDBXJY2m01GwcXLSb4ZeAl/cwgaWqqaGid9XXLt+9LUDSmH+AfHH+Wpvr3XJd7XN1bXuRTY5rnREWqKBvFiQQL0zXialXBMfq6EY7k4f3RNJbNvzGFpc3D0xDAdHjv1+h44F87f4rrV6RZJCSrWtiJcurDM8tVVPF0eurq99A/79+jqb+q6a28aealVKjkpj+2kyMRyEhC73BZ5fS4XK6wvhqXLesOqluvmvl6/vD6K9V7oi4Uee+rGJktLuzhbrRhsBkkLl5R3vbhpJa1dUMyFuVuz3pAZ3929HjraXdJMTicn9aK5WSaazEs6vFiPxFT9/Cvz+Nuc9A37JIjeA/MC3O99FWay4nkIrb2Ynut1aqlHrzegr8vF6uoWGr0Ft9Ms2QACjA/1+uhqcxBN5Fhcj7AZSEjWgvh7wi1eTOmdDpM0Wr2X/fLnKWGauLi4S63WkODc43mnNGnq2jqvvD4nM8sPHOphsrdVStA216PsbCcko6Sn1yvlXnf048sLuzLXvqvfy1Yhx9TsFunNFB6PlZ4BH9FMnkR2j5ovHPsH290yVk/o08Xvd/e30PpmBNuPKnEefmdxgeVYnE+MjtHlsDMTivDdxXmZgvPkwMAe+ygU57WVNRLlAqPtLXxkZEReE17aWiZTK/NU5yDtZptszJ+LLHA1Oo+6bKCY1oD5AqqqhUh6EIMzwKhHNFz3ka+psOl0aBVKbsUiDNs1dNoUDFiOspx5ge38ZcbtP8Vq/nWGrWcwNZap1xZJK36Km9tfw1aNUE19VDb2Y6kEW5p5DB4VI9qjpMy3aGijHDT/BNu1JAp1DK16lQn3h+mwtMvGUTJXZCZ6i2huHltzgGpzlUzBSK6W5Vc////BbTO/v0F6IM7kXwBInxYgvf2/D6SLaDWR5CVw4R0wLDTou7u7ElTfwYzCAE5MxoXz+p0S1Hgxef9P/+k/3f3e5z73OTnRvnTp0l3ztzslnN4FAP/93//9+6bxf/tv/21Jz79TInnsi1/8onwM8dzuLTFgFs9pcXHx7veEoZ2IahO6+v9tctL/dylxYoeyCX77m9/meM8Qrc69WI+N/KoE6gOWYaaiuyRLBU75u6k1q8xlVtEo1Yxae+/b/L5bVetpYsWL5BtG4uVt9tn+GpdWt2Q+9Xi7j1DiAudWNzi7WUZhWafPcoQD7RNk6yXO7lynzeLg0fbDMqfcpTfKTmq8nONmYoNjTjXJ7DJzoT5QX2S52GTIe4pHfQNES9OsZl9Br7Kh4yDBnJXTnhsoG2H05l9CeY9DuyixoIrc7EA8iLMzwYBr8r48X6HpvhEKcszfgUFbZae4gEaho80whFZ1v0bqhdduS5fWZ44NsXhpmdaHneS1GXk8zer3zjV9e22uRrh5bZmlYoKnju/nyqU13J12Spky4wN+eno9XLy1welJkWVeYSedlTrzpYUAKn+TZ4b3MWDf+7Bf391BgYKDrf53/J2dbIbb0bCkie/z+KSWV9DB/uCN67QpTfTqTbQNKVmJbOFxODg8sB+t0sT1i6u4W6x093nf01ldXPAOHdz/QA8HOe3PZwnkMlK/XtjKYVdqOXNqVC7wN2+vcWV3EWNXA7+1Sa/Fh1PrlzGBdyaJuWKZ126usr2b5MhwB/uH2zn7yhzRSJbTT4ywuBZmfKSNmbktMrUKljYrhUplb6IiMtpNRtn02c1m+eatWVxWI8da2/nyr7/ImSfG6Bpu5Tt/fJ5P/cxjVIo1ApsxjpwelHq5eytXLjGzvc38dpBUIY/G3KScK/HE6H72db/l5i42iNcurciImZ7+d4/Iu5Npf2dCLr4K/djtUIBavcnH9+/D46yTbazQZRYSh/vPRemCvxlhN5bh0EgHVpPIP26wW1wiX0/RYZigVptGodCiVvWyGvsN9JpOel2/RLn0OsWmmo1CmGjZjKrWQ7FaxaT5Lj7VTfT6h7iYHSJTi/C420KtmaJYP8IPd7f4qb59zGdfo988TrtpTD6XQnWbbHUVt/4kc+mX2C5q0CptTNoH8OgdfGH1h0wlVznmdmLXtqNoWJl0ddBqeLBsSESznQ2t8nMjJ3DqjJIaOn37Fq0DnSRreeLlLJVmDafWjEtrxa2zShnP24+PMAgSsglxmwrvys/CmKeFLptNggxxayjqcuIfLCZJFKo4NGYebevHpHmwhlOkYkTLUWLlOJFymO38DPWmBrPGK2nqpWyTtcw5zKY2nu3+JC36vUm8oOhfD+3IXN1DLX7S9Rg7hQDdpg5SlVXMGg9e3bszQP57SlA/v75wi3PbqxzzddNsKCRDqdVcQKstMOk5Sr9LGKm99TdEskW0tEa+miOfsRJPaOlwORjwuyVF/N4S58itUEiyWuwGnYzTMqg1OHV6Kec50OGXdGX5eqspNrILbKWvEciI+MsCTv0oPsMHiIfg1FiPdCgXJSQtl7a2OSZBvoFrqwFuh4MkyiG6PAoWolEeH+hhexH0ajfPndlHKJnltaUVAuqMbBwc8bQTjuWIlaLYHCUyBQXRuJqBllZy5TLhVI56rcSpXi2t5izJ6A63F4ucOnEAldHMpUsrvHw7xMlHO4nHVunv2Me47wCrhYhcH1WKG9I5v9/6hHzOqUpRAvRWg5Vxx1sGdru5FF+eO4ulYkSdv4iqqWXY8TG2mWWrMoPZUKFNcRCz7gbKXJ0rc6dYS8QwFLSoPDWGOv3s6+vh+col2k12xgwTbCSTFHJlGoU6pWhRKD1knKXNqeb57A9JNpOoi05OcJRsokROUePoSDcTA23yOval9RdIZhUcdo2RauYZc7Ty6toqLy4uESfFzxw6yo/1Hd5734olXl1ZYyOdlFN10cQXTILDXj+3AiF24um9eDWNRl7DxXVLAGu7UkX8VgBXr4+cQcluMiObyG6zUcrfhHO4YHOIdb7dbaMayrJ8YwNbq1OyGsYPdUuZkgDGApgLnfe9IFTIxJZndxgYa5MMJ8EomlkPcntqG5dBz8MPDWO/hwot3NWF8Zugoi+vhAmsRtg/0cXTT03c1X2LvYFo5AsgLRoO4msslpVu8e1dLhQqpTSAiwj9rxgk2Ewyv9xlM0owGgtnuHpplU986igOh+kuqBdf75wPYvMtJp75vJjKl8nlK3LNCkXS6NVlJseHpOmZx2mWk3ExwU+kCxLwCwaVuAmQLtZBwQ4UBnb+FpucoP95rhWiyiLObSUswWFXl5uOTtc7mvKCufDSC9OSqi40+MIsb3knytTCDqpinf42N4NDrZgt+rcm8oEka0shySjpH2qVkra1xV2u396kYlHKqDRx7IVeXPjeiDVsbjXE3Mw25UJFRrHtn+iUr1UeAxED9wA6/IMm6i+sLEkfhqcGBhj2egjncnx9ZgarWsfDPT10Om2yofvCwpJkAYn4tmeGB3HbTLyys0quVuEjPSN4jWZy1RI/2L1JsBRmwjTIXGiZVPM13NXHmEvmKerWOeLup8c9SbScpcVglv4KG6kUVm2Yoy0T+PSdvBH5V3h0w2hUXpk40c2jZOP/F8nUScIxB3XdN6jpTnKk7xE8biux6gKvhS/h1Lazz3CYVyO/B3UXw5oPcCu9Tb4+jRIlbaqjeA0O6Teg0yrZqU6h10cYsh+j2twEpZdHDn1c7h3+CqT/j4H0tzuli3r99delY/qv/uqvyom20J6LXHQRlya+L/LSv/KVr0hALmjqAoeJEhNyEd8tpt8jI3uN0HtL0NyFSdyXvvQlPvnJT7KwsCCn7iJSTejXRf3u7/4uf+Nv/A05tX8QdV1ErYlJ+q/92q9JcC9066J5IH5H5LT/bwXSBb3g3/7bf8vP//zP43Q6mZ+fl2+CsMMXFvxCK/CXve7Q3X949jKb0ZTUQvk8ejKaLSbsB9hIZyWl86G2bgr1PAuZdVoNHnpM75wgv1vFipdRKkzMZi7SqT/NelCH02Rkor2FUi1OMvsykcoYs5nnWYm62Nwxy66f2VLjcJeTn93/7H2upOJtuxBbwqfTo69dZXa3k4IyRK66jMl2hifbxqk1dllJ/5BCPY1HO8lKso2j7gAmrmAw/zJK1YOpqcL9/ebOeVJBC/u6x2j33T+x3UynmI1GpIGUWashVFqTtHifoQ+H9q1JtlioRX66pJl58uyEd3jmoWewvIsp1nuVeL03Lq5wdXkNp8fCwb4eIrEsaoeei9dW8LXZKTRqNDXQ4Xfit1qkzryeqXLp1iKqYS2nWgaxag1y8/zK5pp0LnUajHedpkV+s9Bzj3u8tFvuB0QzwV2+8Pob+NQ1OrVmxkbGCEVrnDrcJzdNIprm1rUNjj88+K455QI8ic6doNT8KKPF7UCcyzdXsY84KCrq1KIl1Nkmj50coaiqMZsKkK7E8BhquLRg1baQjBu4cDOETqXi8SNDMqZGZON+46uXefTJcXbiGfaPdqASk/brGxx9eEg6wpeqVQkkROyTWDCXEnF2U2kGnW4+Oj7KpednWLy+wa/844/w5d99hYnD/Yzu6+LmxVUmj/Xe1b2JDdaKyMXc2mY7GpeReqMd7Qy3trIwFaCgLaFsb8rPzIB5T69+68am/P+JA/d7HAhqfDJfkptaeSuUZDaumJCLmzCx2wwlKdVqNJ0VyayYtHcSLS9RqqdpNx6627iQzAKRc18oc2h4z+393oqU1qWmuM0wSL16Hb12jEZTy2r832LV7aPF9AGC6VeZz7lI1pZpNx3klO8YDQrMR/8V1uYqWdUneTFW5rirE69mHZ3KzfmIoIarOeARdPhFTro/LmML99gT5zCq26mjZC59m1LDKzXVBxzDGFRafmf5LHp1FYsmT65eQdF0ctgxxoj9fofuO5+Nr65NkSmX+OvDR1E2ecd5JiIcBViPlTOkKjn0KpE6IAC7Rb4PgiovqlyvcX03KAHsfq9PuhOLabswzhLTdjExERO7jWwcpbqJz6yjxWSl2+TBqTUSq8QkII9XEiQrSXK1HFqlDpvGTL2ZwqNrZdR2CJPKxNxWkEupr6M0anim7cfwGe83chGTnJlYmIXUOi6zkP4MkKysYNe04dbf3xn/n6l8rcyl6DJLuynmdhPy9fa0FKV7cJd+gmpZJTeywuDLbVETq6yTqyXlZlAkBIj3Sxh+LgSi8hztb3XT5dnLM5bHslZjNZXgejAojR73tfh4qKtbTkhD6Sw3t4Mc7GzDbWoyF/kOV2NXyFTL2AztDNof5ZD3gMx6n98KS23wkaG30irWk0mWYjFOdbZSboa5uTVNWMa1abCYuqhXtIw53UxPbfPhR8bp9rs4P7dOXQ1TmaCknIrrYDFbp1Ft0tWikRTTPoebR9p92NRZdpNrBJJ1OlraQavjtSurZHPw3OMHMKpd/NmXFynbYwx2pZgc/jFupnawqHWolcs0mxEmHJ9EpdQRKma4GQ8waPXSZ91jJUhfjWSMV4PTDDiceLVxZmKvYEx9nO3dKA3tFcw6JV2WEbytoFOJqfpjTCU0HLZ2UG5kyCcLKGJaXqvfoqIs4st2o7UYZfKHkA1ZtFr2dbfR5bCxuB3lz9Z+SDC7jUml5ojpNCqNCbVBzYjDRTlbkY7nS9UdVhQBPnfwaaKNIhaljpeX1liKx8ho0xxoa+Xnex6CBqxEE0zt7JKulyQoF1Ta1UwcZ1PPfDBKrdqgzWrBqNNI9ptgbXS67PidVhRKJavru8xfXGT42ACH9u+tI6FkhlAqh82op6vFIZlQd86nmfMLhHdTNHR6SW8WDeFD96RjvL2SsRwzN9ZR2vQU1E08djMjnV4iwRRrS2H+f+z9B7Cl13Xfif5OzjmHm3PfzrnRaIAgSIIEkyiKpEhZlmR7ZmTZz7Zsj8eesVyeKY/DK8/YljUaW06ilSXmTAAEGrFzut0353ByzvmcV3vf7kZHAJRU9UQWV9Xtm06f+4X97b3XWv/gCdpQmbRS+K3ebOG278LQhRWY+Dvf/eZ1CcV+9rl9j9UIEYn6/GKEy5c38PbZGQi7JM9ciLiKDv+9Cb34+P53ZtAZNVIAVcDzxc/E/CySXaHFIBJUkWCK74VgmvisVCmJJ/Kcu7KIx+UkFHDIRNR+D6f8ji3afc93tbGrGJ/cFYIKeG2EvLYfmn8ujk+4GGxspHG5zIyO+u5aqt0bWxspXvruTRxOEx/66AFJ28qkS9LvXNBsGjokPWDfYEAiGASCbHE2Krvg49NBiXqolOoSnaZQKthzsF+K+t3YjGI36Ol2dgX0tLUuykZX7nlUVi1r8ZxU1xcOPjqBclCpJO1P+rabDfKzQB08aq8qUIMvra9IxMexYIiDoYAskH5/dRlFU0Gf1ca+kA+zXsel6A5vbGyi6ygZNAu6hZG5SpKeGn56ZFrqNEWqWV6IXaHda/Lx4Ele2PkDstU0zubHuFm5KouC47oDhD1BMLQZtDhodZsU6yXqnS3eH/wgtdoGlyK/R7D1abba57C2hWCnEqttDaf3b9FTvMly+jIpfpoT/n7MGjVL+Ve5Uthh0rqHYVOIl2L/mWHrBzjoOMHVzDzbhbfQqUeY0O9B0VbLsZerllgpvy494G1Cm0XX4Rc/+Xcw6Sw/+kn6838OnfTvvPck/VHxH/7Df5BWaPdasN3pcIuutdG421D4zd/8TSkAJ0JA08fHxyW8/UEts6985St3E26hCP+rv/qr0kFMULA/85nPSOs2YdGWy+WkSrvUnXDcj9YVgnOf/OQn5dff+ta35N8Vlm3Cn13Ywon3+Ismgv5nTtI/+9nPSmN6QdoXlj/CG128pYA4iEqHuLCf+tSn+FFI0sXGVnDThN3V2bUr6BUmfC4feRoyQc+1s+xUE4xbBvDe7vi8l6i3U+Qa16l2jMQq69RzJ1GqFbgdJjL1Kor2W6hVLiqKBFq1kVOeT0ko9u/c+D6vrexA1ciAw8kzE2OcHB6Qg0harpWTTOijzEVrpLou6L6GxnSMM8HjmDUdNoovE68v4tYNEitNETbU6NN9D73xC6g1u6ryD0ajU2Gzch2XbgBF3cnMQkSqqE4M3Q/nFJuW9XyOJ/sGZAdA8ExFV12vMhE0TNxVgM8VK/zWS99gdMjJQN6LXmtg7+nJP9V9EovaGz+Y5Wpyh4+fOsDOTgHnsJ2dXJFbN7axuk2yov6JJ6YZDroxaHcX0pnL66SUZZRBNU94RtGpNCxm0tISTRQaxEZ6KZum32pn0uW5T/BJdnBbMdKNdVaSFV58q8h+e5g+rQmd3YDVbmTvxG5H/ta1TdmJmdwb/jMl6fV6i0tvLUs+vYB/37i1yXwkgXXIIkXigmYrIZOVRq/JUilJs10ltZNhfTXJaJ+Vpw/twWsKoVJo+dIfXZC+oCaPickRv1TRvfzmshSg6Rt6GyEhihMLmZSE3tcrLWkdNOx3spPM843/5yxnPrKXZrGOqtXj83/5GWYurOMLOSTELlMuMbO5xVI0LsSbGQ/62d/fh9uyC13fXEtKQZujp0bluI/U0mxUYlIp31g28sQTE9TaQuCtfrdLXmk0pdrwnaRcQEAFt1yMQQGLFNY1YlNyYCQoqScXMiuyU7zHFmS7egWd0oLPMCkLRdeWIrK7cngi/FgrnWwjQrKxhlfrRtldw6J/mnwtymL631BqH8ClcxMw99MTXY7KIpO29+PVByg3I6xn/08sVLjR+mkWynn+6uBp4tWXMGkP8UfrBZ4PTZBpn2PQNMmQ+eB9c4LHcIZI5QLbNRUqpQVhfnbEMUmiXuLr21d5xjuJUlXmWu4m8VqVUfMoHwmelB3m+8ZMu8VvLZxjxOLmQ6Fxlm/zqx6N2BBCZ2UyzaJM2hudlkzU9Qoda9mSFKE77A/KTfODsZxPcy62hU2to9trsFNJk27lKHfyKFUtAiYzY3Y/PoMLt9YleeQWtYn1yk2prdFvnJb80BvrUeaq36NtLPFc8C8RvEcI896I1HaYz6+RLakxqPOcDEzjMTzaku2HiXqnxWuxeZL5JkMWDz6bllcir0FTRZ9hmhpdqVthUAq9g5s0yTDmGmHSuQet6mHqQbJQZmFn195lyO8gJ8T3CnmJfBpzuTCpNZKrLqgFB/x+/BYLW+l1ru78IRXlBpGWhUHbYZ4NfxyrVk+0tk26mcSr8+PRBHjz1hb7hgLS5klErZ3lavwGhUacA/4xTKogM2s1YrkS6U6JsrKNT28ls1Wi1+5x5NCA9IoXdI9A0IpCpWDa4ybZqlColFHVsozaa1RaizjsKpRqt+xkRXIdYhkVx4eHcRu8/OHXZ5kYMXL8gIF4fIUXvr1MqeUVIg6Muv0EXA26lln2Op/HrAmyXsqwUEhw0BkiYLTdHatXE1FJ37FqO5iaNmbzv8uw5QwOyz5y3Qv4jHXq1Sa1ZIB86SyFvIak/jQfGd2L1ash0c4ybRvlu5GrzBdXCLWGKWe6pOJFeukmPoNFwsgbcqw3yBqy5K0r6MxdhnXTqPNerGix9zSSq45SwWYlx638PKPqMI2WgpK2S4wmSr2CmrmCUtvl05ZDcp7ZLotiV4Oupsd+r09a891IxelUu6QLFfb3+elz2ijUG5JuM+J3yeRcCLsJwbitVE52RR1dJfPnlzGPe6mplPgcZglldpgfVu4WAnCXvncd36CHrkbLpTeXpFr+k89O0Tf0MIJLUK2uzG+xtBBletDHieNjsgstOuYbW2k2l5P4vVaOHh+WCewdnrNY88Qzmk2X+M7Xr6I1ajn99ARms0GK0QmBu1S2RCJdkgJwRoOWXqNLOVdhYk8IjU4tXyc+RIIr5l5RwBWfc5mKpHCdfHpcFlNEMip+J3ah3U6PTq8nvxcfggKw+/93rdoatQLjY0MysRfv5XdbpYq7gL+/U7NEnI/otgsnFAG/t5j0hHw2KS53x/3jcZHJlCX8XzRIxsf9EgHwYIhjfeu1JW5e2+TYqVGOnhyRexWRnAuBvaERL8Hw7n5xPZ5hOZpB3eiiLLelF7rohIvixM5GWnbQw0MeBke9d5sywkr04vIWuXgRim0ayh72gJXp4YBEWYhzF3z2nXSeaLookT+iyCO41ZXbmgAiZGHjnsRdFIXuFGbPbq6RKFQYtjs51heSqKpzkW2sSp1EBwwItJDXxWw6wbmoEAg1Mqi3s5nOM1tKYLXq+cV9h7HpDFzLrvNmaoaQ0cUpVx/fj/5X1K0D+NWTfC/5TSolNbbOHnQ6FQ63hgOuANlckWp5m3SmQl9vEpxvYrD2mAh8iFjvHAftH0NR+220hg+jUu+lVvo3bDWOsl4NctATxKFrM59/k7lygSdcT9DrxbmYfY1T7s/Tb+rjSvIsG5U4XvMEx5zTGNW7c3i+mWYm+3VC2mk67SzPP/k30Wl+9DvpBz/8Z0/Sr3/vz5akC+E30awVueCDIaDwkUiE0dHR+zzJRbIsBOgeFXv27JH06TshcjapU+F24/f772scX7ly5ZHvIbrn96q61+t1uScXkPpA4O0G449Nki5ugDixs2fPSiEAcTMFt0BAB4aGhvjc5z4nL5hI1P/Cq7vX61I4QGxqk/U4sVoEqn5+sLZGv86K2dXCZtWy3zGGSf14798HQ9rrVF+j1nLwWvwNEvF+jFonUyEvHqMJt66ARblCtmchUlvjiPNz6NVGbqRuMpNe4RPDz9JsKPne7DyXNrYkpPLEUD9iTztpVRBLXWenuZ9G900CVh9jrvczYLazXX6LaPUGaqWOdms/zY6WI9bvotU9iVb/tmjDvdHs1tgsX8OuDeDRD8mfCeiZEJQTyY2wRLl3UbuZTJCsiER3QEL5Ot0WsfoK5XaWgH4Mo9rBcnmBRLLI9TfLfOLMAeIzWwzsCRMefxhq/l5icSnK1964SrZUYmKkX3LGnz4zRbfclpuRoqoDKqWE14kNrfRcV6u59PoS6j06FHolJ9zDclPwtaV5mbD4zBYOeAXf//77WmoJmO6qvIeic2dRezm3tsWX35zhqNOPW6mlqVVw5sSYVLcV1mIX31jmyKkRzLd93B9M0kVVUTwjj0vSxd+6fmkdg0knuw2rizES0TwHjw9LxVahoi3460IwUAh4Gbtqzs+vEW8UODHWz4khNwpyVDs5oos9Zs4VmTw4tsvdC7vYXk8R3c5y7MkxuQkQ3bSFbJpIqSCLFAYB607mOD0xKC1//vC/nCW6keTAc1O8/uINjnzqoFTW1bTBHTSTyOUpV2v0e5xM94UZ9/vvQ3yI7pQ4n8MnR7DctowRXMr5tSivXZpD2a/ApLXg1tl37cJuJ+R2k/4h+LB8v0qdK8s7cjMrFNzvbM5qnSYX0isEDQ6GzA62KhewKodZXmnLsXtgPPSuEEBxv0WhSdWuUqqXiVSFlVccreIrBK3P4tCo0ejez2rpLRKNPMdcH5Odzkz1GonCv0ar9PDl9AH22sc45tSRqF4i1zzBlUyBj/f72Kxe4SnP59CobsOWaxelurtSYSFWXSLRtGFQGyQV46BjgtcTS2xXMzztmyRosHErP8sryat0u0o+HDzNtH30vuNfK6b45uYcJzwD6ON56UX6XqrClXadhVyMi/FNTHoVQzYnHr1VQuMdWrGA9kg30tKjeyEXx23qolLVJc3HqrahxYyiY6JQ77JTLssOdb/Zybjdi89ooc4WSmVbKrk3Wl2urkSI9C5S1q/zQf/P0Wd6dFFrp7pFqpEkZPASry4TKwgFehtH/KG7Aot/mhDP/Hc2bxLNVTkTGmHYZWa7dot2R8t6QUur1qNZ65DpRBlwN5l2D9Oqu9hM16SglRBR8lsfRgMJsbg31ze4thOl327n/eMjEs1zb2wXCszsXEWvfp1Kd4P5spt6c5yfm/oEo877E61qu8JWdZ16twZlB7lsh4PjOgkB7Qq1fnWAuVgPi87KpMdDvFjmtdk1qWieU9TItusE9BaKmxXev3+UZw6PcWs9jsNiINIqMmztMmAWjhALLOeT3IwJRJGavSEvQbedaqeDR9dHu+JgM7nDdLhHoxrh0swSh/ceYiAwLe0jv3LpAsP6EM1UmTxXMeHG1JuiYezSsvQ4PTbKWL/oPmpJVMq8sb1BqV6k0U0xoBuhpHqJoFWNx/RZ1ooLeLUbxCopOtUxjPoEHu08q/UPM9wbo5gpMVteY495iIixyI32EgF1CEvbTaFSI2ywSiupdLLE/FqcfKaMytAh7tikoc6h1ZlQx0ZwdwxY0MgCplKrZKdeItONYVcIWLqT5Uqedgf5POjbbVKuKn/l4GkOBYakCJyAmBc7DVnIEV31r8/MUS00GXQ7pCifKDgKH2qBrvDZzfcl526LSSbtIvnaSOTYWYnTE/DonzqOx/tonZG7Yyxb4tpLNznwzDQao54r51a4eWWTgVGPFAAVKC6RxIpkcCtVwGczo1eqmLm2IaH5nqBTqqqLZE3A2LdXU7J7Gxp0oTNqbyfUb28Jm40Ws9e36Xa6BAdcaIwaaZUqeOoep0Vyvg16jex4xyI52b3fd3AAg3H3ZyLxVz3QGX/h2zfkGvGxnzr8np/ZB9dO0QkVSXckXpBrZtBnl7B2UTB4pxBrTyJdJJIoUK408LrMskDxIBxeqNkvL8WlPdvQkEcqtz+qEFDIV/neN6/RqLd57mMHcLjMslguhPKCYQeDw977UAgCcSesUzezRXxhO0cn+6Wg4MLNbUnRmDrQj91puq8AENnKsrYSJ12vo3UbODU9KIsWy9Fd/u14yCMRF/I6dbuyCCN0M/Llmhx7wvNeikBW6tIDXljfiXso9nJ3EnadXs2NbEIiPmwaHcf7wtQ6LS7GdphweKSArxAQ3BvykapXeHV7g0G7jSeDg6wlM/zR3E0E6/Pnpw8z5HZwNnWLheIaJ117UCqXWCvMYe5+DKepw/ci36YWCdAuuEgXiujbHfb2BbH71Hh8eZqKEANWG4nmf2Ov47NkmnEUihYTBied5iX05l+l07xAs3mOgvKXuJ5OMGxz4dQnWStvsl4t8qz3WTYrL7FSyfPhwM9iUxu5kvwaKzULYVOAE+69aG/TVHeqi2yUXmXKeoYnDn8YtfJHn5P+FyFJ/0n8BUjSxaQpNoIC3y+SdWEYL6ALgiMgQnjpvfTSS7zxxhv8qCTpgnN5q3AdmzrMfLrIlNPJWnGTXL6Jpelk0Oti0OdE/5iO3J2JUkBEBb8xWV2j2FwiWxcbnRjHfE/zvrEhDBoBe+3QqL9EqWtioXyTPbaP49KHWSts8NrOFZ4bfJKA6W2erljozy4s843lGTK1InsMRfz+KeraAofdBUzmD3HQNUSidoNY9SblVgqzcoqdkp/TrpcxaELoTZ975DG3usJ26RpmtQu/4W0ldhGiG3lzKSbFYISg3B24mISgx6MSKi68NO8IdBWFUnVllnQzR8Awxph5ivNX17ixGOETp/ewcmGZQ8/uw+p6b7B3kUhGiyVpmVYUIlebeZa2IpwOhzEbrUztC0uomFCxnV+IorBoeOLQCLFske1UXnL8lNU2ymaH7oQKnVKLsq1lPp2k3e3x+T377ksIK+2cTM5b3Tou3SB2TVAiLO7ESwvLfPfcPE/4Q3RKbbnBOX18N2FaWYhJoTuRVP9pkvSN2wu8qMhvrCVJRHJ3E/T77kmny2uLa7w0s4TaqJL8c4NRRbVbp8/sIKwx8wdfPIvOV2HykJ3J8ATGrpvrb0SZPjyAyWFgOZuRXErhGz/h9EhY4sXVbY6N9EnF31g0x2/+s6/xqS88wYU35jjz4YPS6ukHl29R1fVQqJU47FZ8TjsBm03y2QWv3WEwyM1Zq9WWRQtX0IbJZZSQdaEonM6VSSyn2bO/D2/QQq6Xpa1qMmQOEjK4H2thKHi1N9djjIXc8hl8MAQn7mJmlSGzF1OvxYW11yXsXXjVv5to0B2v6oXsJvH6LfqNZaacR3EaD5KtXmSn8Dt4DYdwGY+iUI9zI/dNAb7nkPNZebzbha9Rq/wO6c5evpML8XfGfoZi81UanTJvpAekrZrDsIRPH2bCelL+zVanSLr2Fm7DGRK1a1Q7VjKtHmqFRlb6Q3ofP4jPS8szoWIvvNOb3SYvxs5zNTfHsNnL+7ynCBkDd8/hbGxF3lNzvsZHj5zEqH13aKdAxSznMhzyBXAZ9axXtlkrR9ipJaW9ZKfbpNxQYlJaeMI/SJ/Jh1fnxqp9tMhftJLnVjbKVjlLryusour4NdPolXq5OVabY1QMN/iA/2cYsjwa0bNd3ZSFgaDeSaEluMzTmNVuiXgRxzrl8krLsh82hOL2l5avScTGT40ewGbssl2dxaEN4tUNUms3eTV+hVIjSqdqZSevZF+gnw+O7D7fW7mC5HCKTe+Ez43XYpY0A/EsCb2OkMUqN5jRdEnykQWPVAiwibkxXrjGTv5b5BqrXC8EKXcn+eTQ+3ALhfVYkhODfbJA9WDEamusl66wFo0yZB9lyneAZttKsd6UHNJzW1uSKzricqFRKFnaTNFpddDaNVTUDTLbJXp5+IXnjmEyVFnYvMZwMM9SLkHY7kaltaFV95Gv63l5OcVcNMsXjh5kv1dDujFDsbFMp6khnfOyJ3CQjfUe1zaiTB710Va10SXLHNk7wWL5dZxqNeb6Cd5c3iSZKOBo6Knka7ucZ12DvK6F32zAP9Diif5DYNkkWX0Jl/ZnWc41sHZnybaiWLUBAoYA3e5ltipqgtrPou+pma0uY2taWUyluNKap1tSoE27sWh0HOnrw++ykixXpHq85PDaDbyVvcF8bIZuu0uoPMnx0BQDYSc2u6Bn1LiyE4Veja3mEtpCiMvJJD6NGYtJjbLT5Vphg2GlnXDLTUOv4OBIkK5LjddioVZu8eLSinRJELBgIeBn0utkEi4SJGFbthbLyMKnuLcBh0UmSVvJvKTvBJxW2VGPLMaIrycYOzGGxqC924kWHe27X8vvuyTWEqS30gwfH0WlUcv1ZunqJvVqi749fppGlXydzaCj2exKmL1LFJGzVVTtHlOHBiQUW8yJ4nfJaEEWbwV8vn/ILWHjd5LrUrXO2kaKN87O0+p0GR72curkGL7bSuUPxvxshFKxxmHh6/2YLrUQR/vD33mLn/7scXyBdy5KvNvaKea8TL4iLdjS2TIOq1F6nQsu/LvN+Q/C4YX3uoD7C/0WAW/3+23yfAVn/pHnemuH11+Zl4n4U8/uIREvSGE4u8PIyD1q7yJEUi1454JGINBn4X6nTKQv39qklq6wfzTEnn19d7VdxHkJqpr4P+I6Do/7JWd9K51nLpJgPOCRBaEdIUwYTcv96ETIc1fxX4Tg5UfSBal/IQrUousectvla8X+oXRP0i4+5ypVNsp5CcUXf/PUSL+kUlxLRjnmD9FodliIpXCaDGh1Kl6PbNJns/GhoTFJO/tP1y5K9MZxRxi/w8y1xgItZY0PeKeZSX0ZVX6IeNRDVbVCupLCrjpAR61lqZFBZ1Gwz+HDYq0y5dFRqISpdi9h0i1zwvP/4Ub+q4yZTmLpfBu17hk02iPUS7+BQnuYpvI4FxPbmNQqfKYNduptko0yz3pPcC37NXJtNx8NfBJVL8JM5ipzVSfDFhcnXHvvOpXM5V+l1NriF576p6iU+h/9JP25P4ck/fs/SdJ/5JN0AU0QUINf+7Vf41d+5Vck8V4o9QnyvnhbIYkv/OmEwt6PCtx9q75OoVEjVtTiN2up9PL0GX30GwOyOi4W3EyxIquTQz6n5LcK3qLga96xRRNfiyq6U6dDr76BUzfONxZeZshykA+On7y7eLRai9Saq8xWIjIBGLEcJVlN8Z2N1zgdOMiY420vwTshulSvJxdIbd7gykaBuRycGS0w4D3Iz+59jno3Qbx6jXh9Cas6yHZhnEO2Kzh1LfSm/wml8uEFR3gOb5avS79ioQD/qIqxuJ+rW2m2Yjn2TwRxO3YhKuLcL0S2Jcz5ZKhPQq1EB2i+NEO3W5ZQ16BRqB+7+cr3r0oo9xOjAaKrCY59+CCa25D0B0PwOWMiMS8WyVXrMgEM2iwSJtpptPn6966wk03z9NgYaDUSYiaOe2E+yoXr6zz55DgjfR65WYkLeF88y7Ur6zj6LWyas+xzh/hAeIJriZhUGhUCWfVOUYpCic9O3QAOrfC8f/RG45sz85y9ssKTvgCpWJnnP7yfcMgpE9MLry/tFg4e2MiIjYaA5wjIzaOSdGEVdO3SOoeOD5NOFohtiwR96CFLMoFu+MGVZbaiWU7tG2TPqF/6TO+UCkSrRWq9BstLEeprDT777Ammxq2U2nEWVufotbRYgsPESuA2WNjj9squpPATf2Nxg1GfS1oBifgv/+77tGt1zG4jmVYNw4iZ1dU4h/YMcnJ6nAH3Lr+00mySvu3RniyVZTKuQkFsMysGF6Mjfpxmo9ykmjQa1m5G6R9w3yeyl2kUpL+6GGejlpDsrN8ba/GM9AfePxTAd7tr8KgQtmxnIwu0kjDs6+Byd+gzHXvsfRTjY6tUYC2flcJ9w3YHfpOWaO0yiu46g5aPoVX7SJZfIV78E3yGaby2X6LWrXMl8zUCxiOMWg7Ijsda7teh+SpnC4dQao7ycwNnWC78ARDm6zsqPhoOkmhe4mnv5yQtRES+PkOXNjpVkGxjiWxL0EpUVDsNKaJWbLSlmnSXnkzUhW+5iJ1ymu/E3qLaTTFhDXPUcRiP3kOhWeOlyALlRB6Hz0uf2c6g1YFD97BVYqPd5PXIIjuVJAGbijolSu2ShKXbNXacWqe0qZrLFiQv1GcUlluCy26RfHaX1vKQHdu9sV1dZ6EwS6vro15SEU/U0ZgrrDauMGDYz4Rj8rYgnV6KFd6xgNusbJBrZvHrbZRaEYLGfZjUb3PLhHL2lXhUco4P+YLoH4G4eFQIQbQ/WboureU+N3EYlCUitUUChlHsGj/FVpJUYx3RSIxXDLS7RjxqCz9YWsWi1/Hp6WnsRuF332Ujk+NGLE6uWcOk17LH42XU6cKoeXs+K1br3NqKkq6ex2q8jEKdJ96Zoq0+xH7nBGZMLKbSeExmLGota+ksJ4f6sRt3XQDKrRjZxhalRpFmy85mtsaV1Rgj/W76zAO4DFbJVRXPzFwyxan+fjlPCqu4l24sy66hxqbCoCuzOH+JIWeF0/uEH3gPtS5IzxCi0jTw7MC0tBsUQoqtTpLvz7/GRnaBoYCTcfc0fuMw2XZNWp0txJrYrVbW1rIEtHY+feogkZ1VWt4MOmWakOkpZrJlqXGw3x4iU6iwEE/yxuY63XqXcFtPSRmhnVZRjrbQD1ylWvGRKoQYHCgTGsxgsKhxK47QVC/TVs5i5ueli8hGZwuz1kC9reT76Ss0202stRBjWhcDCiNrojihhMmRAPvGw9icRi6kl3hx5yyJaoGnfPv5VN8HyGerZFJFbq5FZUK/Z9DHTG+WYl1PrNSRVlPCIk/bhq+nZ7C1dQRzDqrFFvpSl81sjla7K63CqsYuDpeFYacDl8ksE3NhydYQheV8iXS5Kmk7IrERNJ18rS4FAEWyLgqhMiG+3WmOzu9QypSYPjOFzqC9rxOtvpejrVQw/9aiXDv3n5mS35erdb70rStcvrQmE9XjJ0cYHwvKpFN0SsVzJcbJ+lKc6FaGvYcHsbvehpkKWPbszBZGo47BMS+ZQlWKyAlou3gP0e1dn4+h0qoEcECKnwmxzwdD6n9c35T7ggOHBh+bKL/y4i2y2Qqf/tyJ9/TsvtvaKUIgCER3XSC9RGNBctD99nfloN9J9GfnI/JDeLsfOTTE6KDnkYWGZr0tj180Bc48MyWTZ2GpJu7N2IQfh/Pt6ypCJNvCNtUsbPemghK90Wl3ZEF/ZytD16FFZdBIvQBRtBE0g9WlOK1mh+ExH77g2zoXIgrVOlfWI3Ke2Nfvl3sugcgQa6RAoonOuki0770nyXyZnVRezg1C9K3PbZfaA/e+r7h+W5kcr69voGuriGWKBKwW7DYjkVaJ030DBGwWNnN5ksWyREvcyMRlov7h4XEJm/+9hesou7BX62VmfYvFzDoOhZ7xYIeyZo2D7s+w1imS0V7AofbhVB2S3Pc/WbxBkyYTFicGY5Tj/r00enbWqr/LMe9BnPohdqrXOGQeptfe7aZ3W7do1F/AYP6bYgXlcnKHfCPDoCXDTrNDp6fmsM3Npdx5tOpRnvU8Q7v1GgtlHVcKVaZtfo6JTr9CKV2XrmS+zOef/PvoVT/6nPRDH/qzJ+nXXvhJkv5jwUkXkvX/8/+8OyBEwi64AMJj7pd+6Zf4gz/4A9lFFwb3PwpJ+uXZS8wV58mWbRh1XXSaNpNW4ZF7/2IkNl8zWzHZUVELOJxFLYU6hCWaW2+Un4UqeLm5SqkZ4a21KuV2jJ8/+It3F61er0a99gIL1SwKpYf9jueptmp8fe1FJh1DHPEdeOSxXs2ss55awdxb5VJpkMPWNEvpIsvbHkzaHnuHq1L8yKBRka9N4lVHGTGtY7D8Mkrlw5Zn3V6HrcoNyV8OG6ffVQhPLNzzKzGG+90Mhna5HSK5eXN7C5NWw5jLzGpFdAz9hAxCiTlBvL6CRe3GrujjD75xhaGwG09nd9jtO/O2hZIQMYmXylKVPVWpyg2o8DIXInACTn9vCFXxPzp7iaBSg9/rY/pgP16fbdez87UFNmJZ/tLPnJKdAhFSDOXGAjNz2wwPeqiZaryvb4KQzcHZrSWm/V16igIObR9OXb/0PX63+KOLN7h0a5NDFreEx37hc6ekNYzwA97ZzHDs9Oh90G+x0Zibm5Pcmgc3Gp12V/LQg31O+bWApD8qQd+MZ3nxwqIUiHnu5KRUdL03au0W19d3+K2vvIp10szEqI9jnn4GlXZeOT8LQ6DUlOmzQdgSwK4NolPYubC6I8XY9vfvdmWX5yP8P//3N3FPOtiKZDj10T0Yamr29oXZe2Dw7t8TnSLh/yxg6LnbiuuCZ5gTnMVkgb4Jr7TkER124ecdX8xIvuX+Qw/zisW9E3z19UoMs9ogxeWMKj1zWwnpO394NHzf5uNRkcyWeGtpjZqtxjMDk7R7q6iVevyGXeXQOyEq/+uFHJuFnBxbow6XtL27o+QtkCVrxRfpdmOM2X8OtdJIrPB1kuWv0mf7FE7zJ0nX15nJv8ABx8dx6YK0u1XW0/+EenOdr+SO88nQzzBi1rJa/DLx2j5WymoOuXNY1A72O3YpJ51uTVqyOfUnSDfm0aq8LJfLBPQedmopWRxcKKTw6S3kmlVOeUalr+0dS6tzqSW2qmsolSXCxgAH7QfYKdW4ubLI09OHJG9WWKQZVCoceiHM1CDfypGsZVjIiI2lij0uv+yMu3VO3Do3du3ufJeslbmSjNBntjHt9MlCQb4p1OKLpJtFacdm15okLF4k7lbN24UAgabZqS4waNpPJFXnwsYmTWuGrPJNDtqPccr1HKVmk9xt+zdpAdeDOjmU6iaDZgtadYFh6yEMqodV7YWw3UwyTrpWlfx5r/Gd7d/ipRLfXJ1FaAZ+ZuIIJakzsUXYuEcKhSbra7JY6dENYtPs8ttmcwkilTx77QFeXdsgki/y4bEx2flcy+ek0KK2p6LZ7OA1m5jweXAYd4so5UaZzexLFGovU29V2CpNUOhOM+br46R/BKdu93iFaONMIiGF+YSi8k4+RtjTpN5JUG2pabWcmNR+HAaTnA83oikaigL+UI+APoRfL9TnlVLRXCT8wqNbKInHMhFeu3kWoz6Gy1Gl2upxbsmAyTTKZ46dZm4zz5k9Q5yPbeE3Nhm0VWl3BKxUjC0fL8+XSde06Mwq7A4dZo2GSqdKopIklSoxYfJTjagIep1sVi7h9dXRdvpZKOjlpltf10p18nK3SUPTYczuYo/DQ0YdkZ7XNoWHG8WvkU9lyO4cY8xoxOi8TqZeppccwtZfA+sWfYYBJvw/R1aXo9Kr0Wpq+fL6ZXLNNMH2EE/5x8XDKhOXgNWMoa0kn66QS5eIq3MsKbdJaZIc8rl52vgsiq5WFiQXcxlqrSYBDFxJLrOQy4JKzwGjVyIQnFYTNxTbUr16GoF+8aFTKDm3vSW75fa2mvPLG/QyLWw1lUxk+vvd+PocKExqmmqkcGfQZaVYa0rosfha+JtbjI+ew2Sx5a0lapU6B5+ZRn1bVf1R0aw3eevbV7D2u0l1OsxuxmXyNRn0sDMXp1KoMTYVlGgloZtyb0S3M6zMRhnfF8Yf2t0TCNX2SCzPpctrZFIl9h7sZ2zEJ1XU73DVRRH5xuV17B4z+XwNp9PMxFTgoURWrF9Xr6xjMGiZ3hd+5J5C8Jz/+395jeee3yc52e8W77R2PiqEwNpOLE8yU5L2ayH/Lgf9QTV2EeWyQFHGpX/5wJCHnhKiyaLstAs4vIDSC4qAOA/RCf/+t25IePjp902STBTl/xse8RII3W9/JhoSy3NRCYkfmwrcRQ2UClUpDieoCVP7+9AbtUQzRa4tbFFNVeU6OTruJ/QI9fh7hVWvb8SoNlscGQrJwo8oyq3GM9JiVVD9xoMeWUC8N2rNFpFUgZ1UQWq5iGaT6LDfK6YqCv4Xo9vSL30xmsasUsu5X9Ab+7VW7Fo9qBTEq2Wayg6xToVRp5MnHCGSqSJ/vDiDDiXPBka5Wd5hprzNdNCP1zfHkH2ICcvzfH39FVKdGU45PywRPKM2J1+8eZlIsUCfSY3VmGRM9wQldsgrz/KJob9BsnURm8pFWHkdtfYUGt1JGuXfoqsewWj4kHx+ZrNJbmVuMOkwsNnI4tR6CekKXC3EGDDv54htkGbzLdbqe3gjvSLtTQ87JuR9q7aLTE9PSprmT5L0nyTpP1YWbMKEXvDQBS/d49kVAPra174mje2PHDnCX/S4A3f/4wt/xEq+hVbTo89iY491RMJOpXhYsyFFtcSmUIq9ARaVjlqpSbXckiIxAtZovy340uk1iZVfZi3uYal4kY9Mvp+QaeLu32w2r7BRvkamreGw63MoUPLNtZdw6m0803f6kccpLNe+sXIZL/Ms1JwccPtxapYYdH0ao8rEtxa+wZWoUCAu4FQNciDs4NnQDCbLL6FW73LM7w3ROdmq3pSc0z7jvsd2Gx+MYrnGtbkdyeOaGvXLRVxUUV/YmKGlTHEmeBCP7u2FV8DGI7UlGp0qulqIb3x/iacPj1FZS+Af8WHoc0gou4BuiuKG4HGGrFbJiX6n+MHrs1xeXueA2Yk94ObEk7uWTO1Wh9/90nnJpzl9epzFrBC5y0pRlPpaEZ1eS8nW4VxkGb9CSUVVwGP38tHR45LD/15DdE+/+NZVZhcjDPYsjIZcfPBD++Sm/9KbK9KWRiy07wXuvnBrh3qthc1uICo66MeGMN22aZHXsNPh3K0NSRnYOxTg9MGhu9Y49x9Tj//3N19EqVbxuZ8/yXwxycs7yyxsxxixevn8wcNMuX00O1UKrRjFVpyNVJZuy8GTIwep1uHm9ha//19eQ9HpYtPq+Nznn5ZJQjKeZ/hAWHJvhfJ6oVrb9aQ16mWXfJdLbqBdb0lLugNHB7E7zZQaDdllv3lzS8ISQ9Ne3GYTrnvg8ffaXIlO52YlzmY5QT7ew6W2c2Ji4K4Q4ONiJ5FnfiPB/tEgGLvM5LfYbw9Sac/h0g1j04akQJ4QChSoAwERHrW7pDbEo0Ikbcv5L8uu5rj9s1KZfTP338hXXmTE/U8w6ydZKZ4nWlvguPuz6FVGqs0dItn/jY1qjfnmx/nZwU/Q6dwiWbvG66kxBsw2NKpZnvB8CqtmF65dbC7S7GQxakZJ129hUO9jqbTNsCnMSmUHk8pOs9PFqNZSbtc57hq+28EWauu3chG2q2nUygLpVhSvxsfOVomOU4dW1UGjapGqF8nVu2gQBQu7VP+ecoQ5FRiVau0Pxmohw3wuKUV9+iyPhqQKHQCRsAvV+ExTdOCV0t7NpBZJ+gb9hil24h3ZxQmGNFwsflXaclk0R+X/7TO6dv3WVRr5LN3KLRKpZKU6faaaQ6cIY9WZpWe7gBOLzza9/r6xslXMS8vEAatdokLu/Z18Hno9aUl2IbaBzaLiI/17ybU2KbUy+PSDFFpJ6p0SbomcCT40B66Xsszl4uxzBriyE+ONtU15HM+MDHM0HJIik6JgsJ7Osp7OoVbV0Wsvo+hdoCf4zfrTdNVHyLbq6Bo6mgXw2y3Ssk1A76VHfbXCcm6JzcIKSuro8XK8/xADjpA833sLlKIb+/qtNfaOOskrYtIitM84gFPr5mpknlJtkT3uDN1eimTBxpuzBnrGPk6NTLC4nOBqKoI/aOaIW4vbUsZsrnEh1ubpvjFcRiFKupu0bWXy3NiJUqLGVj2DxaLDpTdzyBnGpFBydnmWXCmJ26Cn3d4g5A1wK+VB29ZgVxlxmk1UVS1aig57HT4cWoMUAdwoR6HoZKN5Hb3uOrr2Mxx2HKGlvE6uu0S3baGac7LdnCXci7B27VlSxSZlZZme0cCWK4/CUiXcDLLPOCxtv4IOq/wQ84MogovEJt7I893t61KcT3gwH2Avg7YxdHYtW92KnHv6rHbOba3zUuQaA84QHxnZQ75YlX7htyJb3BTCrBY/ZwKjKDUqNqsFwi47nXpbatVMB7x84fBBdEoVsze3OX95lc2ttPz7Oq0GhVaFWqtisM/NxIhP+nULCLToVovPj0rAxHMw89q8/Hr/U6JLfv9rRLczmStJAbQVYcM1t8nI3n6eOjLKkH93rRGw+MWbO8zPbKPRqxmZCDA85pcd3DshurU3r6xjcppQmXVk8mUpLCaU2dvVJltr6bvw93sTzzsuJgMjHnL5qky2p/eGJXXg3hDUqauX1nG5zYxNPFqQ6dwbS6ytJvn8zz/x0Hn+aahijwoBM4+lCrIAIRTsxfkJOLywKhO/W19PEo3mCYUcknt+b8FBWLhFEnniqaK8Brlogc3lBPsODOD1W6XugVC/H7hNEbiv2LyVZX0lIYVfBVRdQObFz7fWUmyuJBgY9dE/7JHvW681WVtOEItkaWgVKC0a9gwG6PPsisI9LqRDQjzNRirHvj6/fAZECLs9wVePZguEXDapi/AgPVP833SxIpN1MT+LwnnYY5daL2I/J+w3rydjHPT4WU5lJVpJUCYWsxn2Obx0Gz0isSwzy1HmtmNkymX63XY+uG8Sl9/Cy6UNuY8Tqu9f3TzHUipOQAl19QxnPD9H2Bnmd9f/AI2izYf8n2Epn2XC6eZbG7OspjK4TXlsKhV9qsOsVL9FT9PjIyOfIt99hX3mYXSdaxgsfx/aS1Rr38Rg/p9QqXbXqc1iklcirzPmCBFvRRgwBjEpE1wvVjjmPEW/NiNft1oPcjYxIwvfB+yjUpvhwJFpKW78I52kb4tO+t//M7/XtRf+NUN9P+Gk//87fuKTfntgV+oV/rdv/YZUdjziGSSoD8guj0jKBYxdVDLudMmFYq/1NjTzzqS4kchK/rPo9A37Xah0G9yKrJOqagh4U5zy/aW7F73byRIrfZm1eo29js9h03j4/tZZmZx8dPBZVI+AkIpJ9UsrV6hWZqn1KoRsTxDWX8VjPkbYuo9U7ZZUIY9Wb5FMW3h9rcM++wXa7aMcGHiekyODD73fTnWWdq9Bv+mAtBP6YaLRbHF9PiIT0gOTYQrdDCulVZIFHVOOASZcu1DoeyPbiJKor5GOKXj9zSL794RZnN9gbP8gE/0BCWe36N57kiwWt//6zTfRlur4TXaOnJmU1WwR6ztpvvH96zhHbVJddZ/HJ2Hdoup98Y05Bo9qWKivkSqp6esMcW4nwfFQmIP9gft4Xe8WIkn9rbPnWV5MMKyy8OThEQ4cGSSXKTF/c4cTZ8bR3E6mH9cNEHC4xbkIPp9VVuYPHRu+L0EXi+kL5xek0M2zx8YZCT98be/ECy/e4q03Fvlbf/s52nqF5N3vRDNks0V0gzrKrSZDJg97nD5pM5fMlbkVW8GgL7IS26FQ7KEqm9h6JcXokJfARIjweIDrMxsEht1YLQK2rr8r8GY17HIb74SA8V0+t4rXb2No7O1CjeDZLy/EJC2hrerJpD1TqZKuViUSw2k07Pq0G3c7hkIY6K3FdXLdPG6/hmFrkLBR2JQ9ejO3upNmU9hoTYRxWnc3jMIOZr4QZa/dQaRyk2pjgEJdIc972ObE+h7GWrtbYzX/h3QVTkZsH0KrNLCS/D+otXcY9/5ztCoXV7LfhF6HI65PSu2CTPUcidy/5ELJi8v883zQf4Lt8lfJNmr8IB7kCV9D+oofcz4n55BuryW76TbdXnKNTYxqD8mmimq7hktrZ70ao9JUccDRL4XkNEoVhxwD923gNssZ5gsxwkYTqcYmt6JzhD39tLoaqi2VvHYH7ENEyyVe3dnApFMz7fIxZHXilX61u+8loNw3MjFZkDzu7XtITPFx0e11KbSqxGpJlkpXUPTslLJG9D0do2Ens6UXCBnNPOX5WUm5yYpOcyVNqlHEp7OhUJbF1h67RikRCWHTQRQ97W4SW69JjQ/xtRB9E8+xhMkbdr3bRaFCwN9FHPWHZKHvTpda2J8JjrzR3ONJ/yj51hq1ThmD0kitU8ShE9SKxyNnxDwprBlf3FrCoTUSMFpJlirYlDrCdhvTAZ+kNkUKW2xkv0GxPEOmbsNuPsmw5wTJjqD86Og3uGm0evL/zkbiRPNFAk4N/d4Wem1Bir+5tH1EChpmYxmMKi0f3TshodIPxnIkLSlXxyaCRKrzxCsX0ZHAqeqylXei0QxzKHwKjcrOjbUo3722SDBoZtzWolyJcVPwNz0dXIphntt/hu1Kj3i5xNP9Q7LIIbQd1kppfrC2zIDVgVdjo1Zt0++zke6UKbcaeDUWVjaTRFLLNNrz7OSGCegDDNod6LQqNltFDCoNExY3GqWSaD3FemsdWyuE0VqjpX8Vq8LPPuvnUKnT5HpvUO02caiOsVy/ybAuSZ95Lz31+5gpL7EZafDC1hJtRRZvxYJzw4G+pyHgtuL2WPF4LLh9Vnx+GyVVk99fPU+6EcdiyvGR4DFGlQeYW4lzfWlb+tQbXSYi7SrL7U0cTj3PDR3BpNbuulu0G/zHq+cJqMwcVIUwtFREszl6CgVNejTNcHrfMB+ZnJAJ8XoiKznnsmvZ7LC9laGQKqPrKaQwl4CHCwqFEBBTaVRyvhRJm9AZeTtp10r4vFEI2Sng+iuzGMx69pwal4m5EAMTiXm+VJOd+GavI/VZDJUWxlqHEx85+FDyKnzJb17dkB1dwS3uG3JL326RfAqv7a3tDNHVpEQAnHpyQtp0PQr+Lqhb9/Kyc5kyN69uStswAftfFUnnoJvBod2k807Uqk2uXFqTCuaC3vRgiET+d//b65x4YpTpfW/bC/55dNIfFaIAI6DwsWRB+os3ay36Qk4mJ4P38ccfDMGx/9qXL0lbVIfPik6jkQn9sSODDwnElkvCVi1Cq9lmYjokheRECKcCUTQRQnzCWs1iM0pq3OZqSiLvPIL/PuaT90mgxmY3E7LotHfQ/1A3/FHOEje2YjJJnwoKVXjFXU66SNbF7we9TunW8ig1e0FpkNz1VEF244Nuq0zY042qdHw5HgizksrI66dp91iLpOlTW6Srj8NlQmVQczUZ55XoBgGDmdPefqqtJq+XNhmwOfhA/xAvFC5h1qqxKFZp1dV42h/AYG7waunbjJsPcsp7iluZBIM2O6/GlogVChi1mwwZplHWFey0v0a+cIiJsIp+R4vD5gwa7VE0ujM0K79NR+nCaNy11hIRKW9wNnoNm95NnTRjJrHGtZgtl3jWcxpz9yqN+kGuxwuczcww0QgS7nn4pV/+lLwHP+pJ+uEP/tmT9Ksv/iRJ/7FJ0i9fviy90s+fP0+pVJI8dGG7Jvzw7pXX/4s8sFPVHH/7q/+GA45xVF2T3Pi59AKia8RrMMmN4btBwcUEJ6BGa/EI6dYbmLVHsPhvsMf+fnz3iLEVKt/mZmmGPvNHJQTnzehFtksJPjnyQQy3rSEejMuxDV7ZuoRHv4rV9AGGzAmsmh4jro9J7mKqNk+2uUVXdPCL/ew3XUSvGeW78yNc29rGoNVyemSQZ6cmpW9rrLYoN6mD5kPvCdr9qBAberHxWS+s4wrDfvc+el0db25vMuX2yA3bfTYo1RqbhSSrhVus7yRoJV18bM9eyptZyU/Xvsti9KhYXI3y5TeuMVLT4B308/SH9smu/o1EnFcvLuPr6PjgqSlCYaeE9otrtLBxk2ZRxcmDTzJbyMpCg7Fl5PJ2RG7MhChUv9chF6s7YnjvFAJ69hsvvMXKXJwz4TAHp/vlxkaompstekYnA3c3GsIHUthO3Nlo3LFbk/xGAXM8NnR34RfX7OZajNeurspF8wPHx+/bSD0Yy+sJfu+Lb/Dks5MYhy0U6nXZuU3fSLHnQD8Or5n1YprLmS3qrQ75TJ21zSR2tUYWSPq9TizGLn/yO29KqJ/VZedDzx+jsFZnciLAxFjwXbvZAhEgNmfiPO48L2LDJ67F9ME+KfD3YNzptN/htQs/83SqzLDPybHRMKjarJYjtHodRs0hvPr7x9X8ekIWG4QHurDXubeLejGxzsX0BgFth4C5zWHPMxg1P5wyeKudZrP4DVqqPobMJ1F3Faxk/hFdjIy6/zfZMb2Q/hMChhHGrLsomFjhi2zlf4+b9dNMOz/NYUc/i/kvslxyk6i7GXfE2G9/Fq8+JF9faW1Rbq1h0ewlVZ8hYDrNjfwyXp2LerfJaimJXmnitGeUC+l1KSI3ZbvfISHbqHA1syX9yvXpKhNj43KcNTttmXS9HtmgXG/x3NA4w1Ynm+U8m6WcTMyEX61Hb5IcQxHHvWFpA/nDRFscp9C2wMHqFjSUDVT2Bldy5zGpmzzp/ggBo1fy2bW3tTFKrRoXMlfZqSZxaQ0EDHoO2E+ieYTNmQghUpkXSbv0ba9L0TbRzbbr9ZKrLhBPx4NhKSR2NRJFrenR0dU57Owj21yUzhN6peG2g8UgGuWj/44YO9vFAivZjIR6Bsxmoo0CTp0Ri1LPYiaFEQ3r6XXMumsMOhZQqPvwWJ9D2Rvnxc0lVnNpQnpBo3DI50Yco1WnxaArUW1FieZi9Fp2Jv3TDLrfTlKEDsd35xalBdVnD+3FYXy7S9nslCg14lyYv8SAN4PP0kKl9FHqOUm1DZjVQdYSXSbcXgbtBlqdGK/eusn59S32Dfqxt82o1H2s12pcz0Y5HR7ipw/u49WtdVm4UWl6JOslQgY7duFlv53ifRPDpEplZiNJRrxOiUhYLKyTrsYo5CMksgo+Nv1RRlweOaaW8mmpCB00WtjM5FnLpCiotjnomcJqVPFG8ls4VHHeF/r76FR6IuXvEa9vYVVPs1ZO4NP1GNCuYDb/Ld5Mr3JxI8lMJo5aI+YzC5/ue5pJv49uqysLnKlEXnY10+kS66kMm+Y0Go0CLCmODfs5HTpDFZNMwIXv89J2kvVEhlwxQ7KV5HDfFHsDITLaBvqumn97/nUcRi1fmDrClMvPa1ubbMQymFtqVL0e+q5SKsg3lVDutSRaSEC7K7WmLPAKCz7xWcDDBTw6GSvIhFTAmkVnvd3uSoi16L4K2LQQCxO+6Y1GWyZxoqgril7zV1dQWww4B91SEC8ccKDWKFmJZmS3UyRwFiHs9YObmO0mJo7d7/YgQnhwC+XwyE6WcrNFrlDFHbAzNRWSEHCDRi0746Krv/fIwN2Csnye2x2ZcOZzVaYP9GG/x35MduKvbkq4tsGkZfbWjvy/e6ZD8lrciWKxxvUrG4xPPprDfuPqBlcvb/Dzf+Wpu9S0R8Wj1s4/TRQKVebno6QyJXQmcT/UEgYvroX9dnH33lhbSfCD792UxZNgv0uiESxOI6V6k0q1iddtkd7rojO/uZaSNDeBoBMohDtIiUQ0x9KtCN6gfXcvoFDIxFy8XjiejEz47zqf3L32nS7LkZRs/IwE3VL/6J2E8IRTwNWNqJzLDw+F5B7m7jlX6izuJCnWGjJRH/A67lIYHoxsscp2Oi+LQkJfI1cuy2d/SGNhJ1ukru7hD1jpGFU8OzF6X1NlNhbnP1+9itOg568cOkqxVuO/L1zDqTTg0ai50VqgX6vD7pxnWv8JVJ0Ql7Jvstlc4YDtOZ7sH+VGJoHPaORiZp1yPUW7k+S051kanTfYLM4TST6NxX6Foy4f++xJ7M5/CJ0tatWvoDX9ZTTqt624NkuXmEmXKXQqqJVNBlQN0lktG7kiB7BiNpbQap8mpS9xpb3Kx/qP8OnTH9k9l58k6T9J0n9ckvQvf/nL0iv92LFjPP/889jtdjmZCo90YSj/5ptvPmQo/xcxSRdCTP/lpW+z3z0ok3PRoXkQOvleQsCN31r/Pql8jWpDS62X4PnJT+N3WOUk22ptci3zX9HrjrPP/jyzmQWupeb52NAzOO5JPu6NaKHAf597A7NuloB5H2OOALrudcbcn6aNkmj1As2ugLQuUK8P4VIsMCbgf6a/JrtWtUaTlxeWeWNlnVKjzp4BMZELK6Mzd/3M/zQhhs5mdZ2l2BbdlIODY0PSu1Rsls9HtqVatIDoCii7EIEThQ8hRBK0WOgq03zt3A8wK/zs1w/Rqrc5+Mzedy2EPCr+5AeXSW+nsVVU9J8ZomDqEDBZsLQ1bGxl0NQ79E9p6JoTaJRGnOpBbr2VZHDMhzto41xqBY/OQqLQIGi2YOpppPquqESH3Fb6vA7J+XqnqDab/H+/8jKJjQKfOjDJyLAQfLFJ2PfxJ8cwGHUPQfbu2K0V8hW5Ybs3QReL7kuXltmMZDhzcJj9Y6F3XKSFrczv/8k5SuoWB58akUrPYw4XGwtxiTjYf/S2pV6jwbWtTV6eX+DmTgy3w0bA6QQBZ9MbaUerzH93nlDQxCf/yl6ShQ1ZxNk3dQCrxv/YpEYeQyzP0lyUY0+Mymq0iGajzeXzq1LNVnRx3i2imQKXVnZwO0xojWrZbRedKCEuhrZJUXTWDRbGLGFMKoOE24nN8dGpvru+rwJ+vFnMSd6w8PpWaTq0aTBsqWNQ6QkY9/HDRq25QLI2Qw0fYdM+VK0NNgr/HaXSzYjr71NsF7ie+wZ77e/Dqx+TsNXF5P9CtHqTNF/goOt9+PRNlgtf5c3kECGzkpBJy3HXc6ilaFePVO01TJpBSq00WpVIZENcyy+wzzbGejnKbCHOE+4p/IbdMTtq9TNgeptOccf/+0pqg8X1VfaOTGDW6tAoVCyncxKx0G+3kmyWpWL8mNUjue6JWpmZdIwr6QijVhcfCI/iMrx3NIkIUQBbK9+QdpGxiImAw4rVpeBq7i3U7LDP/nEaPa30ZS+3a1g0Bpxai7S9Uyo6GJUtko0qja4LjVLLoMkt7fTeSZjuTqEw36jfTdzXczk599BTcCIcpKOtccjto9SZod2rEzZM4jOMorst3Peo9xP+5iu5rBw7Y06XVGwXa4Eo/l1KbUsPYeprFKovYtHkWc+Po1DsZcA+SqZTJtbIETY6GDP5JB9ZdDwHnQYCzgYtkijRYNWGpIVaIldnMZKShdOpsO+u5oIQzvz6zXk2c1menw7gtTZptFZRdhMYlG0qVQtbKRfHJ59ErbkNc+3U2K4uEC8tkyvkOOSz4TAGUSkCfP2iELrL8vTIIC6dQfpldy3wlVs3ObW3H6/FyNVklA/0jbHPGcSg3n1+r2zsoFDWGA/oyVSTLMTW0GlbDLuDtHsGUnUF7YiCQ9P75QZbXJshk51cqU6mXMVnM9HQxwmY3VjVdr698wIu9S2Oej8lxVLz9Vm2Kq/T6ppIN3xY1RUm9OJvHObFmIkXVzZIC/FKQ4cJn4mfH/sAAdPDqv7iel2NRpnLbVGoCr/oDSzdBt62n+icTiqTW3wmmnowWHVMhNwsGuZwKP0cUA3w6voKuVida+UYTr+Wzx04RFjj5vWtDRqdDnsEEsump95tE9JYWN1KUc7XqBXqVEt1yVueGPHTF3ZJDvi9c7V4tkX3WcyPwsddp9dgd5nkZ1GkFZzlSqUhvbKbva5U7RdzmE6pJH5rG1/IhcXnkGtotdOW7hYicTObdzvxdLtc+f4NJo6N4O1/e44VaCShIRNN5iX8upmvEe4TzjQaqf8gYNgC8STQAPPXt6S39/5jQ3KtujdEQrmyGGdg2CM/7qzR6WSR2etbUg9GdIyFZZlQ9J+YDEpEw53Iis779S32HezHeY9YnZw3ul1+97ffkMn90RMPC+X+WeHud8dHo8XqapJUssjAgJu+23zvYrlONJ6XkHhxXYTQnPCOFzoPb7wyL4sI/qCdvkE3w6M+eV53zl+oowtl+JXVBIntrLSkO/nEGJ7bgrGCdrc0FyErNBz2hiXSIx7Jsb6SRKNVMTLux/mIovW9kSvXuLURl/OPKMq8kyaLmLtmdxIkixUODgSk1d+9IRB5izsp2TkXdJs7HutvX+MuhVxVjlVxnXZiOSqdFqluHaNLz6eO7aOh6DKXSErbvRZdTof7JSrs7t8oV/j3F87LPecvHDqCx2rkt+evyKIdqhLX0sv4NWIOa+At/xSoulxtfY9SyYCtN83TY4PklQ0pVHglvy7XjnpNwz7bfjraP0LVGeNmREtHe4MnzA1spmOEXB/Dovw6TTSYjJ+R5yTscDOZLIuR82wVjKyxjNuoYr/dTEZplnuLD/o0aLQTkgo6m9/kpfgMv/Gpvy8LyD/ySfoH/hw66S/9pJP+I5+kCw90IRInkvR/9+/+3UMe6sePH+cv/+W/zD/7Z/+Mv+gDO1ct8d/e+AZ6tRa3Tvg2CwXjd1YvflSCfnlzgXL7Msf6PsrVwpewNo9TzFukL/eQz0pJ+d8pdnUcc/+PxCoJfrB9gecGniBofrRvuFDK/tLcVbbbV9nvMLLf9xEqtReZcp5Eox0hWr1Ir6dgs3weZc9Ls5rmgLOMzfY3USoftkl5ff0857ZvsLZtYsjh5/2TYxwbfljE613PtddltbwsPXwnLFMU8k1p0zYQdOD1WpiJJ3hje1MqS4+7XVIATvhg31v4SBfT/N6r32LAb8eddhMK9zG074c/llypwm986zW6mzkMRhO/8Ivvx2e1SGTD9y9dwWDIkos3efL4EfzO3c5lSkDMb+1w4ukJmoqOTHp8WjvbuQrPDg5LHqioQG8lc1LlVMAWhee6z/54axexGf8n//W7aDoKPjo5Khd1Aa8Xi/XeQwMPbTREJX3m6gZWq+E+H/HNeE7C20X37blTk3huK+k/LmKZAn909ipLOwl+6n0HObNnRIpHCZjetXMrHDg5zEo2zdXVTdZjaTQqNc2eguGgG3fASF3RZMDqwoiO3/jN79Co13nug0fYP9BHaSfP1CkX1V5Seq8bVQ5pjyTssO7l74pF8fJbK7Kz4vZa7z4PQmhIeNZPH+h/1/u4Gk2zFs9yYDgohW9EiOlJdNoFLF502VPlMul2jhplegUlQ/oAz+wfl/z8SqspVdo3i3kcOoO06PIZd6Hcc4UdkvUcQX0Wj2EIh/bdj+feEMdRbrxBpd0i31Hj1w+ial1gp3wNtdrJsONX2ajOEa1e4rDz45g0HtqdIpd3folSV09e+Wne53s/tdZlVoszvJXq55inwYT9GAOmXRuyejtBvjGDTXdYWrL1mc4QreeI1VLst4/zevImiVqNzw6cotJpcCmzzkFHP179/c95q93mjRuX6RsdIteoczUWRdyqkM0kuzgCLl9uNsg0KrJbblUZKDc7jNlcsisdqRQxa3QMWRyETLbHdl3uvTab1VnSxRKZuIPJkA+lucWt/A16LHDM+VE8+rctCRti49coMJOfJdXIo1e2JZd9wnpQitAJgbyNSuoh3vq7xZ1ELVWpkGtVWChHGLN16ShX0Cs9DBiO4TV6pZK84LiLc717zTodNgp5VnNZDGq1TM6FNeGdTazorK8L+7fUWVL118TTDgyyXtzDmH1C+qfP5qJ4zEY+MbqPsNkhNT+q7TSJ6jqbuS2KVQN9tlH2eEfv63SJrtlaIiNh06K4MeTX01HkqbXTvLU6Ryaf5mifmgl3GINuEoU6jEJp4/z8puzYDgdEEhql3Y7S6Qn/cT23cmVWM3o+Pn4Mv9ErN+a/+b1z5Fp1TniCUvRzMR1nvZNlLhvnUH+II65Bas06x4N22r0izU6OUjPHbDTOdGAEl9GLomdhIVKj1oLDA0EpFvrGtSsUbWboKjB0dhPAfpddfmzX16VtYFg/yDejL+NQrjNmdTLu+EvSgnCj+HXSzRLp+hgOXZ49ZjPNxjW+unGS13e26HVVDHtNDHq1PBs4yLA5/NB9F/PClUiUrrpJmgy5RpZWb4N9lmEalQG0PT25bFWKiAm0krOlYTG3xo6izD7VEJvaMqqemrq+RVVXZlTtxJUwUrUqaBqUPD02hMtl5noshr2rQ9lVIp4Ik05Lv89BwG6hXKhJwTXRYRbznvC6FgmYUP7W6zX3JUKZZFEm7Jl0GZVGiUKvpt7tUizV0IgSjkKBuodcD7RqJTNXl1EH7AwMeaX2jUAQiKRefFSrDfm+zUqd1HqCA0/toSOSz2pd+loL4TchYCcSyHqlwdyNLbl+OTy7CaNIyEdFJ9dmYHUhJn8mld/v8eoWIdaS2Rvb6A0aaRUm5nQRqUSB+ZkdmaiLcxXJnXBYEYip8Qn/Xa52XBRwF2IcOjL4UNd4aSnG2Zfm+Mt/5Qz6x6Dp/rRJurgXOztZ1tdT8h6Ojvruux/33hcxPoTYXCSSYenGDp1mh737+9h7oF/C9R/UEBDoiF1btQIOn4WOWiFV4u0WA2athsxOHrNVz+S+PgmDF68V6IQ7xZH32pAQ5yCU24WzkOiCj4bc7zgnCz2JuZ0EY343Iz7Xw1ajuZKEwYuvwzYr6vYuhUHoDYj7KgopougiVOrF90L08KXFFQmJPxgIYLXo2amWQI3kugs3BLHfuNdF4z9fu0KiUOKZviEGvQ6+ujHHpMNFuheh2s7h0M1xwvE8LuV+5tNzvJl7EWVqDztxpF6N2qzC5zYTVUZxGhNoO2PoOiX0xrd4Jvi3+O7GtyhUNzhqKLJZ/nkCxjo+3au0au+nkHFKZXwxplWmEpjTdIx9vJW7jFtf5YR7P9cLCXxaDYctoNN/AIVCy0xujeeOvQ+n7kdb3X1DJOnP/jkk6T/41wz+hJP+o52kC8uyyclJNjc3ZbL+YPyv/+v/yrlz53jllVf4UVB3n1+Yp9CpSyEkYXtUadelevFu0m69a3/0qBCX8dpWlHzjEgfC4xQ6JVL1FU54fk7+LpYtsZj4KmmuMmn7m3htdr679Rqn/PuZcN7vS34nKqKburjMq8WLHHFkeLr/C2wUr3DAbsBsfJZMY4F6O0+yvkKzUydX6nHAuo7X+Suo1Q9zvLKNHVKNDQZNh8gW23x3dp6rWzuSW/Tk6DAfmBrH8AgO5IPR7rZZLi9IddBx8xRqpVqqjC4n0rw5u05PreDoWFjC12LVEmf6BqUA0qNiK5LmS2+8xN69OtqrSk4cO4Mr8N79j0XHYT6T5MXZJUobecJxOPOxQ4QmDaQba2zulFA2PfRbguxsZzhybPguHO/GpTW5SRmfDpGul7ia3UTT1st7fsj/ttiNVL7NFGXCLiCofV47fZ5dv9EHI5Yr8mu/9W1GQm5O+4MMDnvYWE2x/6jYnOhZWFiQz0yl3OTFb12XG5ZTT0/Iz2Kz/tbNDa4vbkvf1CcPPN5r9k5iMROL8+KNJRrRMgcDIT75scNSwVX4kf/g9VtEykWyzZoUBxwOezgyNEC12ZGWPqfGBuSGTdh2LRTivPbWLea+Os+pJ/ay/4NTvHltRQoOjQe9hM02jBohCBan0IpL72yr1o9NE0CrMHH1/Bo2h1EqCt+JpfmoXPiPHB+RXaJ32oTc2oyTKVY5OhZ6rPrxXf/YUpmXry8RJw2WDgbM6DBJWLKwwdrv9eEwGB/mFue3KDQzePU5BkxHMagfVg1/p+h2axTrr9BTDpFsprGp2phpslV6DZ0mwJDzV7iee4VuL8MBx0fRKE1sF99kO/tPaaqfoNA7wQf972Oz/MdczxZJNTwc8Zg55HgfRvVuRyVdO49WaZcWb2qFHqdugpn8EnqVjrDRzx9vvsGIOchTvj3Eanlu5Xfus2a7s6EV48zRF+Z6MsGQ3cGka1cASiTItU5LKsMLbvHrsXVu5eK4jQbCJqtUHdcpRcGjJeHkIgQ0ftTmxq03y989uLmMVJdYSe1Qz/o5NNxPXV1hqbRMp3uTCesJBs2H77+OvS5LpUWa3RoGZY12T4tGGSLbLFNsVaWyv5hvVSjJCjX5Zhm/3s6g2fPYOfhOoia0DUbdDs6nr1JqrpJvpJiyPsG046A8nzscd1HQESgDoVq+qzJfw2cySy0Nr8ksE34hkCjELBczMQqVN/Dob2DQdkB9mJriJHU0TFq9nE9soNZ0OeEdolbuES/mCThaOC15WciyaEJYNSGZ2C4l0iRKZfqddkY9LlkMFAKFtXaGbDXB7PYO5UqOqYCSQbsCndrMUtrI1Sg47EEOB0MErVY63TzpwibnF1Y4ManEYgigUQfRqPxywymu8atbc6wXI5zqFzSNIWrVHv/yW2dR6LuMhm10ujBgNlIoZShrM6iNFbSKNkOWIGPOQTkOdSo7a8k62UqNJ0YH7hOsuhVPYDZpOb+8yJAnyLDDxZDbQcC2ixqL1+NEa1GGTRN8L/omZlWRfv0G445fRK92E6ucZbtyg62ql6DBzaDRSj7/Tb6z6uVizoTHaOdA2I3J1GTcGuSoQyjx39+hXslmWUqnGXTaWKpvkqyVqHTW8Wm0dGtBHMo+IRdBhy5Ok5HD4QA79Ti/ce1F9jLOXCID9R6aZoeZyg72loY9Cj8trYpct8FBh5eK8DVvlBjyefC4bQyG3Qz6nfgdDxdsZTFPoAhkwl6mWKhK7rnTbZaJq+iyC09qIf4mRDRz6TIKMR+joL/PJTVVPF5xf3vEEnmuLu5ILnR9M8f+g0MMjPqlD7fdbpLQa/H3RLK+E81x4ewtYpEcwamw5DELxxmLRX+b9y447zqZoCYjOQnBHxr3Sej91noat9ci5/psqiiT9Yl9YXzB+5F998LfhWq843Yin4zlWbgVYd/hAZncia713K0I9XqTPUJUzrY7F29upNneTO+uwfeI2In4498/hz9g46ln9jzy+b4zp4m1870m6ZlMmeXluBT5FZZxjnvg+o+La5fX+c7Xr0mF98EJHyFhFdrvkkgJ3T3rvSiyLM/HpGDe2J7g3cS/3hA8/HXmZ3ew+6z09TlpFJtShFX4o4f6BWz9nYuejwvhQT67EZdz094B/ztq5wi3g6vrEaxGnXRsuUPbE6g6gWwQ43N1MyVV5R1OI/vGQwwNeDGZH40YFEXKt3Y2yearuJUGUoUKabGvMEG/2yH3ePdaYQrnhP9+8waZUoVpmxeLScu53BajDjvbktYVxauv8tHQ30Gj0PFi/MsU20WmtB/m3NoOipoQ/EzTUrRp2rcJWdX41NOU22/iteg44/oMryZ/B1N9nWpsgM34AaZGrqMxGBkJfJax/l3XAbn3rl1Gp7QSq3d5NXYJuybLGd9HeDN3nUMmBSOWSTTa/fK4hyfHpM3oT5L0nyTpPxZJ+tbWFgMDA9y4cYP9+3cH+b3x1//6X5cJ/He+8533/J6xWIx/82/+jVSLF+/5q7/6q1gs7wwJ+va3v80f/dEfSejUZz7zGT75ybcFJH5Yn/R7F4BauymTdQHRFBtFIVrl0Vlvd9nNaG7zKsUlvLEdI1eLMRpI4TU9ycXMHzBued9dLnqlscPl9L/Fofoo2VSQVzYvc6Cvj4/teeKRKt2i8/Hmygbfz9zEa1rlZ0c/xGKpzn6j6J48R7VTI1WfpdtTEqvNUC6bGdbPMuj+Ahrdw4r6+WacRH2ZfuMBDOq3O28ClvTS/BJvrq7LCujBcIjn904RdD5a0bnZbbBYmkev1BPWDxMvVSScXfi/ekxG+ZGMluh1ehycChOpFmV3Snhs3hF0ejAuzaxzfnaB/Xu75CMF3vfkR7CZ350iIRS6b6WS0ud8yuXhT169hmIjSaWQ5UN/dQS/ZQQjXl6/vsGxPX3Ed3Jyg3H46JAU8RFd7stvLHHo1KhMkjfKKebzceoVJc8MDMtu26MUUbcEB7JYkd1e0V1/cLE8f2ud//ydCxwZD7HH5MRqN9BpdTl4fJClpSVGR8Z44VsCGtzmAx/dj9VmJFes8u235iR0+0MnJhgK3l8BfxDWJuzDZpMJIls57A01kfUsTzwzQaXTZiOZYms7STZe4sDRfo6NDbK/v0+qeK8mMmym85weH5A2bneiXKrxD//uf6bp7fLxX3gKZaTDRCCIpc/KTrlArFySxRxhxyXgvz0qUqiwJLylozXaeROnjh5Dc1tTQWwWhdfrkZMj93EUHwyBdri6EpEFiiNj4UcWPu4NATG8srAjPV5tHiM3MxEWiluolQoG9AHUHZ1Ea9xRjhcK7oI3tyvQ1uVqdoNqO0bI2GXQdAKV8ofTQWi2o1Sb19FqjrFdncPQW8WpP8lm/rcxaffgs32OK9nv4NGaGbW+X1IFzm7/S8y8Rqr3MfTaaU649jCb/V3OJjQMWR3sdU4xYTkkj7HZKZCpncOuO0qifp2Q6TSdnooruTnGLQPUO22+vHWen+l7grDJJbnqQoDtCc/Y3W6z2NC+ePUKLZuFQ/4QYevDiBoB3Rb2auLzMW+YUrvOciFFoVXDb9yd39q9DtGK6HZmidWKGNQaiUzwG8yYNDq5mWl0kqyn1tHVh3libJSKosJaeYte7xY+fT/T9mfvH7u9DssiQe/UMKiqWDRufPrJu8lXs9sme3fOLcrNobDhE111gWIQ8++g2S0/3/F+Xs1mpf3YHp8Xm7HNm6k3USoK0mc+qDvKfLoqN5CHfcG7HR9hyXg9HmMhk5ab+DuChOJfRU/chw7dXg2b9jIh0wJajQ676WlCtuewaHfXo+uZbV6MztNndGDoGAlZFIRtDWKlBJtpNQaVmyPhMdkZujcKtRqzsS2ipSQ+WxuvrYlZo8aoaGNUNGjUu6yltFTbHkaC43jtVlkA3sjuYDKm8BrL9NsNGLRBFrfFptrOodGHi+Ti2r2+sUalm8Nha1Brq1lJ5Hl1foW9Ni3P7/cQSRYwGlx0MZFrq8j2FJRa8PmJg5IyJEI8m68srBJ229HqVFJIVVCaCrW6nLdstSYfPnYEl+Ue3+1WkYXSAn2GYc4lF9AoKwwbxbOyl4DpKaqtCEuFr7FY7BE0HsJMmtXINunaIpdLJ+i3u5nyuUFdkZZPT3sPo1W+3a0TiYrobAuNgoMBPzPFNVZKCRqdIs3GFtqOB59yGpvORKPbYcTlZMzjYi2R5v++/B0CBicmQS/rQMhg5mvZa1Jd+oOBSWbmUkQSOcI9E6s7KSL5Ao6WBq/RiN2sx+uxMjjik7ZaQvDrnZIuoSAuEqLNzTQbWymZ5Jisevr7XYwO+2TyJxJ9kTyJxC8Rzcuku6lVUKbNxKCPiX4v6e0MV8/OE9oTpoNCcqsFfaXV60k4vlhD+kMO4jc2CQ15GTkwKJPltzvuzd3P4r2bbcl/T8fyUn19dDJIPlOR1mACzi4Se8Gh7hv2yMTywYhsZ6XHt1AnF0Vo8RyKDrygOolitOCuSyXzzQzra0kpKCeE5cTrRDddJImHjw3dJ0YX2c7wja9e5ed+8TTWR3DDxZwm9mcTExPvmqTXak0Jvc8XqlLgLRx2vmvXulZr8OU/uMDyYpxjp0Z4+v17pP2p6K4LOLwY526HWTrapMU9KtVlQVp0xO+EuLbCWq3X7TE07pfK8SsrCZQGDf6QnXDQScBrvc/u7IcNeV2TeZYiKempPhH2PFIM7o5WzpXVCKlUkT5ReCy35DgTY0V0ywXlQgjUbqXyEsVjM+of8li/N8R4eyuyJZFGEza3FEt+bXGdeLPMWNDDT+/dg+WeZky93eL3Zmco1esccgSkYvytWoJ+h458L4JTN8tJ99PsdzxHsZnnq5HfZq/1OEHdPq4movSbbcxGE5KeV9TfxNjyYa7pwHyeenofox4TJv8cg7o8DfUvo++U6ba+x0bpBAH7FGN+FyG7jXavSrR6XtJrlkvrXE5dQ62oc8z9HDeKb3HGriJo+YREnopcQMSPfJL+/r/3Z36vqy//Xz/ppP84cNKFB7rJZOKP//iPJQf93sT5Dgz+r/21v/ae3iuVSnH48GGp4PmBD3xAvqc4PMFr1z1GifnXf/3X+cf/+B/zN/7G35CL5W/+5m/KDv4d7/YfxoJNJFCPWwDEBj/frMrNo0jchRWSTWPEpbWQTNdoNLuMB7ex6QdINpJ3u+giOt0Wl5P/F3qVkz3OX+Lb6z+AloawapxsqSq7sqIyf0eUS2yKzq9t8VpqhaJykf9pfIit5giDmjn6rVO0Vf1EKxcwaPwsFV6g3bJgbc8w7n4fZvNPPXTsgvcZqS3QZ9yLSf345PfyxhYvzy+zmk4z4nbz/qkxjg6+vfmrdWrMFm7Rbmro1Z1kqjUcRr20SxNc8ztWQaIzurieIJEucWAqRLRRIlYu82Rf/2PFqL75gxtki2VGA3VyrRgnjj6FW9/3yMVVbMyER3Kp1WCv2yeTRmGjdGHnOuduLGG8qeHg4X089ZFD8vULGwmpwH9gLMjNG9u0Ox0OHhqUmyMBQctnyhw6OSL/1kxum7lMgoDGydMDb0N0H4xqvSlFXXbSBXneIlkXSsOiYi3u31d/cJ2XF1c5NhRmWGuRaq9CfCeV3SEbV7K9keaTnzsuF0whDvfqlRUJnRQJuuExi/idhETAl6vCezdWwaBQs7WSpK/PgdGtIVHIY9HrUKd6vP+JvQwPvy2kkiqWpbjMydF+uSDfG7/3Wy/zypfe4m/9i8+TVzZZLMSZnAozZQvIDqqwixIK0NvlotykC6cDoZKuqXaZnb/JwH4dPU0Nk4DBVx0sXstz4PDgXXXbR4XwWL+yvIPZoGX/UFB2998phKjN5fkttFYNLYPAccCI3Um/xUa2VZDichqFGq/GTaullEJ0gqesEkm78bbdm1HPfGmHRmeNEYuHsHE3Of5hotq4RqdXRqs5wkbxe2gUVTz602zkfh2H4Qm0+jMsFl9hyDRMyHicVD3Djfg/wKets9T8IBP2I/j0Ha6kvsPFrINngwNM2Y7ium1bmKtfE1Mz7Z5KwtM9+r0k61mWy1sccezhfHqJ9XKczw+ekR32m7ltii1hzTZEolJhKZ1iZWOdT594Apfp4W5LoVnnUmJHOlQc9oQk9/ruGKmXWS6mKDZrDJidDFvckr8uNlzCjmw5n5bJu3C4UFLkVuImtMP0e32kW1nyrQIWdQSzWseU9UOyWy2SeaFNoVUqWK2s0O7W0StF8hWQ/P3HhaQ6tGu7CXtDIEJKVNu7SACbxsy4OUC60KTSbLHPb6PKDjO5BbQqNYOmAEPmg+hVJrm5FDZtYvyK8SK640IQTpyXEJgToVOpJLQ4W68TL4tu1Q2h9oFRa8JnOcSI8wQBs00W7gTvf64QkeuBT29mq7iCQV2Uc4JN18dx/0E0KgPrmRxLyTR+q5kJn4MuBQlhr3Yy9Hod6fmdzedQtPOEbBq89mHUmj5QemW5QGyeV+PLWI3C+qvGUqpJrWnBbnaTb5nY5wtKYdPXbq7JApfTYrzv2rW6JWKVKN9dn6EprrexilenIZuwcvZGlU9M7WMqPCiLjnVlhwNDQWYScVarKam0/lOje1EhkvKqHFORfIkzwwMSaSCefyGmKq3zHoAhC3j7zcJNrGo38/k0SmWGKXOHZmeLCftfFbsO1gpf4UZuHVVvH+1ygeVkHb/lBhuNfdgtg4y53SiUDVq9mkzQHdq3C01CgPRKNCKF+A4EAswVt7iSWaPZ7hArLqJvaxiz7MWpC8iO9F6/V86X68kcr6dmqaqKeOiT4l8nvGFeri9i1Ks4bO8jEWvI4kNIY5WQ8WSvyrNDwwwYrZQKNZlIC363sMsSEHdRgPQF7TK5FercgbBQmdbKQqqAPgsBrlRut8DvdVkwatT0Gh0JLxZcdNFRFjBxp8siIeb5So0rC1vksxVsaOTrRSIoPLYr2RJzF1fw7u0jV21QLNUxqtVoFUo6rY4UoNNrlGzf2ubos9OEh32PnNtE4UAk7Pl8hfkb2zJp9giKQ6sjeebdTg9/0Eaj0pDddNEhFyrv977Xo+Dv0e0sq4sx9h8ZxHa7ay2E4+Zu7cjf75kOo9Opmb0peMZNDh0Zug9h9Y0vX5bv96HnD/yp4O4Csr4huvXbGfw+m/Quv7cQ8Li4dWOLr3/5stQI+JnPnZCibw+GEFK9dm2T2ZltbC4Thw4PMtDnuquDIr3n52O4fTaUKoUstoh7NjjqlX7o6VyZSKIgre6EQF3Qa5Pj4d3WvMeFsGKc3YxLkdU9Az6J6riz9xLoDTG+xH0V4oW5RkMWfA5P9jE5/DYF4cFiuaCabSSzj/VYFyGKum/uCBtKIwd9gdsFvBXOrm1IVNKzQyNS5M5tM+0Wndttfn9uRgp6fqR/lAvbO1zIbuN0NjHpd/AZUnym/x9gVNu4lnudW/lrvM/6aUp5eGtrE3NDJYuaq2xTMm5gaowz3ZdFp0vSKDxHW3uJAf0C2cIglc5THHVdp9BOsZp9Bo3WiMdqYsLvkS4PtW4Mt+4Qs4VrLOSv02jZGHWMk2pc4FnXHuymZ39skvQjz/zZk/Qrr/wkSf+xSNKXl5d57rnn2NnZYXx8XPqki59FIhH+h//hf+A//sf/+J43wX/v7/09Xn/9dakSLxLuSqUi3/PXfu3X+OVf/uVHTtxer5d/+2//LT//8z8vf/b1r39dfp3JZNDcw5N5t4FdKld55bULmIx6jAahwKuR3dbHhdioic3jhY0ttgs5Jvs6OLR5AsYnWS1/kz22Z+520edzXyZbv85R99/jtegNKq0aHx16Fo1KI3nPgmskbDKEp6XgHM0nkpxPbLLZW+On+3totMfQ9pLst/ZAe4ZY7QoahZlI7TrVRoVebYFx5yhu2y8/VNWvtHNsV28RMkxi0by7cJeISDbHd28tcH0nglmn4/TwIENBC3PFBTpNEyFDn+SYB62W+7hID8ZOPMfiWpLxIS9pRY1Co8ET4f77uKD3Qsp/7+sXpIqtpVmg48vSP9pPyDCBVnXbe77bZSWXYTmXYcBmZ9LpoUdDwtrL7TRWTZA3blUo3MxS28rzhV/5AE6vTQrovH59jVP7B+XxXr26jsmok1A8sbBffG1RisgFpAJ8l7eSq8ylUjzfP03Y+s6QaHFM8WyJzUROJp13hOaEovnr11Z4Y2uLUwNhrGUFBoOGQjlNOtLmp79wCrPDyIsXF9mIZnnq0IgsItz7rIgFtyQ9yWuspDPcSieot9qM2px0ci1MBi1bGzHWN5KE9rkYCXtlx7yZbFEp1Th4jxCPOLa3ljfZE/ISct5/TkIV+X/5S7/B8acn+elfekZ67B56YpR4t8RKKSmtpyZt/rtQY5Gw7ZSLrGey3JjdZN9wiANDYew6JZlKlPNvzeIfMDI+LGDY/keKdIni1LXViBzzohvwbnPEZiLLK7dWUdtU9Pkc0t9ciPzdJ3zT67JdTbBZSUgF8RFTCJ1KK1EeUj2+WpEbfJEkJLtJbPooR12H6LdO8MNEr9emVH8VjSqEWjXAWv6LaDRjODQ+tvP/Ca/5wxTpJ9+YZcS8H5d+khdiL+Jp/2cUaj/ztaM85TtDsz3Dy7FLNBjkjH8PU9ajUkROWJClqq9h0x0kWb9F0HgKrcrEQnGdRrfJpHmYP9o6R8Bo5BnvIZmQfWd7Viahw0Y/w3YHha1tDuzb99CGVnTGr6ejjFhdjNvv90C+7/40KqwU06QbZfpNIll3yURbdGdj1SIzyRWuJy7Tp9vDhycOU+oW2awmUPe2KbeTDFs+TKurkGikquiCt+rEG5so6GBQdvEZQvgNA9KmS7yvsBwTnXoh2PS4EBaVwo89XS9wM7vDtcQOJrWKI34TPqOKfFNFt1dn2OJj0LQflUIr9QxytRrRUlEKyt1MJqTC91N9g/TZbJKGY9RoSVbLbOYX0fI6Vs0qSnUfRv37MWr2UmrsQv+ztSrxeo5it0rAqGXYrMCoFSrIdpYLoFO6aDeV0pLtmD9ETyGKRHFmolskynnGPE7G3T5MyhbaXhlFLw9KN4Wmi4WUikK9w7DbTtjRhm5cKrNL2HPOQCQjhOcGKLXaktYhuMnz6ZRM0s1oSBXyHBm30ewWaHbyJOpptitVSi0NTq2dfEHF0wPTaLRdtiobfPncKtGtLv/oYx8gmS1RbDQwWrW4XCZeW19nJpdAo1VwKtjPIXcIj0EovYvOv5kx0eF+TPIkVcmL8zQ6PWKVLmpVhkmrh3z9uwxbP4tFO0C6dpU3E99kPeeknXNjNpVQq7oUW1lM1hP029yI3CrfynLUOcGA6W0KzWomy0I6xZTHw7DTyXY1zcvxW6QrNeLpOFpKHA6OYuqOSuSPVaUlkS/LomSSHF9bv4C55sZuNPNz+w/xRnGZ6+kdhvUucskOhXKTYb0Dn8NEw9DliaEBRh2PRjVlMyUpAra+HGdnS9hcVqTwm8asxWA3Sg70YNjF1HhAWn09+KwJ+LiAxItkSqjUCyX8prLH9LCf/RNhmcAXchW2NtOyIyvE/qqFMoZel2c/fZJwyHUXbi/WMZE4C6TY6uw2K7e2GT8yjNtrk51tQUUSHfJHPe9RIQy3EMMfcuALOyQKanEuKtFV4j11Bq3smgu0mVg371jHabUqdjYyu+rv+8OyICtE5kTh+8CxIVmAlsfW7rK8FCOZLDE5FZTd+xvXNiXHe9+B/rvnINahP/m9c/zM509KyP8Pk6QnEgV5jXQ6DePjfqnz8m5RKtX45lcuMzezw8knx/nwxw8+MoEV10DA/AU1YGJPkDY9SVUQRRiLUUc9VxVtZmxOs0yKRbFFUAfutVG9E8JOT4jUCSs4sS8RyvJBIfD4CPTAewkhtHp9KYKq3cOtM1Ap1uQeUNwLyS13m3cpDrdt2oR+wh6hGfIYXR3RzFiJpYlkHu+xXmu1eH1nk7DFyh73bkFjMZnim4sL0m5yRG9HrVAR8tikOJ1GreQP52/J9fcvTe/nUiTCl1ZuoLMWGHasMG2cZC8fI5st8EbzKyhbFo5pn0Vn1bPUKkj/dUHDfDn2EjuVEpZGAJPqIiOOfaAYINt9gdNOsVf5WdqNHBPGy6xnhlmNhyk269JBwWu3EPBm2BceQKtxsVy6zmZpjkJ9BKuug0U9xzP+z3P44I++uvtPkvQfr/hzsWCrVqt86Utf4uLFi3ct2D7xiU9w8uTJH+p9BgcH+Qf/4B/wK7/yK3d/9nf+zt+RD8yLL774yL/7z//5P+dv/+2/LYsD9/LkRVfe7X68n/RDPumVGl/79lkazQ61ektWFgWMSKhYimq5+CxgSvJ7vUZWUOeiSRLFMseHAiQar1DvhlgsbRGv7XDY9UGpGN7pbhMrf439zp9isaBkoxDhE8MfwKi5f1IWSuLr8SznlrfYbuSpWquc7CsxYR0j19LxhDWC2nCaXCtNtZ2h04PtykXa5RT9RgWDvn+EUnn/e9baRbaqN/Drx7FpH4atvVOIzfhmJse3bsxyKbJIz5Bj0j7K5/Y/yajvvSX7IrKFKjMLEWlVUtQ16fR6nAz1PVL4JJMr8/vfvMjxPX3UN5J4jupQOOr4DSO02lZuJuPy/x30+jFrlaQb6xJybdUEcOl27ZQE9P6FS3O0rqXxusx84hefkovWrdWYhLVOjwR2FccvrUkO3PCI7z4ROWEjI3i739icod7o8vmJI/d1Gt8p7hWas5r0ZJMlOmr4/q0lnh7qp7paJBZN8Omfexqt3cD3zs9j0mn4yBN7cNlMsuqcq9RlN0Uk5uJzpd0k16nLjsN+n58pj5uzVxdZTsSoVOskFoo896G9vP/4NHqtVsLwrry1zJEnxu5uEgR3/dzSlqwqT4Ue7hL8y//l99mc3eaff/GvM3t1i/G9Yby37XKEfddqKcVmJUPAYGPc6pPKz5LicWmdlrqHacAiqQdio1hZLRFy2Nh/yEmhGaPcTqFTWSV33aIRPudqubEQirWTfT6JQHjHa9qo8+bSBjfXYxwaD3FkICwTk3eKRqfJWiUmu8/CH3zA6L8rACnGtUjao+UCb6ZuQHeDPu1RfCb/XYj8vbYyj4t2V6j/v45Z/wTdTpqdynl66imsih6x0u/hM3+KnbYOdS/JkPkoja6RH0T/gKOG10j0DhJrDfGs/zRL+W/ycizCEc8p9jimCBt3CyvFxoJMuBQKK51eA6/hoPQIv5qbI2AQonQqXkncxKOyoe5YpHBZSVFi3O5l0uKXhdKxsbG7G1pxvxbzadaKGQ65gwRMD0PgH3n9mzWZrMdrRcImOyMWN8VKgdc2XyNkHsNq83A1s0GtW2PKpqSnXOa4+2cwq533aVgIiky9XabbK2HW9KNROO9y4wWUXXwtjlF/O2m/k7zf6cKL78XvRJKxns1xKxHFbi1SIUKs3mSxVMaorDBhHiSo3ku3LcTxBNe7JRXHRfI06nAy5nRL2znRXR9zuMnUKsSLN7BpLmJSR1BqxnGaP4TPOH1fwUB0zWdym2TrCcyKmuwgN9s2Wh0LRrUYM1p2qhnaVND1mrQpc9Bnwq7zYFDaqFQrzEe3UFFkX9CHwzIIqgAKhU521dudBLHCBgvxbWptJePePobdI2jVu4WUcr3Bwk6KbLlKtdvCZYWJgJ6l7Aa5WopGpcSoN4zO5CRa7VHvaBi2BBmy7IrubeXzzCdTnBkcRK9RsZhZ41999xWMCgPPHz3IzfUkdUWH02ODsvi6kEixWsgyEXTiMZo45ArTaHQkwktYst1BfYnk6d6xtl5ZZ6eSpFg3YtWLYoadbusCOpWDAevHKTezfHv937GQaeFsHybkKZOue+m0LmC1TWMzjUkf83g9ybDZxwH7xG0aSIcbsZjUFDgSDEntAaFf8N3IVW4lUuSyDZyGNON+J+rGCHaFHdrIruCgx8GNZJT/eP0VbCo9RwfG+czUfuaLMf7T3FuY6jqquQ469Hx4ZIz9QwEWS2mG7E7Gne+8hxD7hFS2LDvmkViOknB1yVSoF+py3RBzohhrwu1CCHG5PWbZbRUq4W6P4LQriWWLzG8l0SBQMwZqxbpM3JudLi1Fl65Kgd9vxySs2Wpt5i6v0a43eeIjBwkPuGUH+MGYeX1eJpfhPX3k81XZtRdhsxlk0i4+RNJ9J1kTyu5C4V3E1MF+mYhLytJCTHaFTVYd04cGZeFYdJXvQOjF90KQTkD6BZpgbMIvefai6HD05Mh9PuLJxK6onBCWHRzyMnN9Ux7D1PSumKuIF743Q63S4JOfPnbf+Tw4zu6EsLJbWopLqPnIqA//exBkE0gC0T3//rdvoNWo+OnPn5SQ/Ed25leSsgDTf9tj/l7xOAHxf/O1BVK5ivw+GLBLhfrgA1z+x4VUlk/u+raLvWbAayPks93tzj8uxP5FjI/c7Y9avUm+2aSlEhTDPiaGHo2guGPTJn53ePCd7VSlx3osTTL/aI91MaeKjrqYQ4VAq4idfIE/mb8lxeie9A3IcS246wLhE3BZeDW+SaxU5FN9k9yMRPjdzatojJtMO+M8rflFBlwjVIwxLtZe4aTrOSasU7IhcC66LelKVp2C70a+TbpuJ2RoYuzO4er8NFkWUSkvcNxzkorqaRSNHxCwtLDoP0U002NuO85SNEWhXgF1lkOhPXgD0NVukO8UKTRH6TDPuKXFL3/w/5Uoth/pJH3rz7GT3u/6kb0WPy7x55Kk34lsNisTZ5EwPw6e/rgol8uSey666CdOnLj78y9+8Yv8w3/4DyVX/b2E6Kr/q3/1r97x9YJ/Lj7uhPh7zWbzPri7mMgFpEhMgAIqJ6qe1Zr4viW/3ikWJEfyUF8QsyWFSpvFrj/GQvNPGLY+hVYdIFLZZL30h7jUTqq9U2wUdvjMyLMETI9OmBfjKV5cWWI5n8KmKDPmUWJ0TvDhoOjWuKgpAtIGyq4b5Vbuq7RrZdzKCJOBf4xac786fKNTYaNyDY9uEKfuYUXcR4UYCqLjGC2WiBZKcpNhNDXoqLO0SxYuLqVYy2QY9Xr4wOQYhwYeFqd7VAgY6PW5HQnHq5o7GHVajgVCj1xIltYSfPf1Wzy7f5DsapKR94e5URa8JjjkOcKwzUmuuUWuuSMVxt26YbSq+5O2V1bW2LkWJTsT57lPHmLy6IhcdM7NbEg7M7EIik2GEHgZGfVKD3UhIic2JmN7djcMAu7724vnOewa4Mng42HvjwqBChAw+Lm1OOubaew+E+eWNnl2sB9lqYRjtI9rCztMDfmYHPFLBX8h9CKEAs06LXaTQfrhxhsVmbyI5MKp0zG/E+XNm8uUq3VO7xslNVfE57Dx3PMH7l7L6xdWMVkMUszmzj29urHL+T4+8jB94PqlNf713/0i/+M//inMVosUjpnY9/B9FcnUUjFBvFaQnGBVskcmVuToqVF5X8XfuXhtjY1EBtOYBb1GI+HwfqOBnjJPoRml2a2SThvIZbWcGBuXkLjHisNVK6zms8xtxFE1FHzowLis7P8wUWpVWS7vUG3XGTYHCehd951/td3gtcQ5lGTo05wiX2tLeLxGqZROBCIREJ8fp6VQb63SaK1g1j9Fs36WTMdMDTVGSmTK38Jp/gw7jQZOTZM+00leS81i717CqbrAWutZUHk46pjkbPz3WSma+GDfk0zZDmFQmej2WiSrZzFrJkk3FgkYj6FT2Si0ylzJzGPpeTgbX0GpaPNkcIQT3jF5PufTqwwaXVQ2k5I2JOYzQVW4lorueoj7+iTM/YcNITK3WkpzPbJJrrTEib79nOo7LCkG25UU2l6Li+lzBPWH2escY8DikNY8rW5LJuidbhW9skbAMCUFBx91zwU6SXTdRWK9+7l5O4nfhbiL10RzJertFEF7A6PKjo4gG+Uk8cYcWmxUeiaptWBW6NFjQqvQsdcdYNrtk1QbqW5cLvHqzhrp4kX2u1dw6oXK9l48lo/g0g/eN0bEtbuVX2GluIpX32LEEsCu7cOkFnO4gmo7T6ISI15JkK7lWcp1yDcUOLVWnNoep/xaAoYSZp2FnirEatbASrpC0GZk1N1FqUjQ6giLJQMalRB+C5KuaqTAnOBdC3G5kN0g1dYbokNejLGe2iImNDGsPk4NC2cSFS+uCM56jjN7hphy+OkzOaWK/71xYWdb2ssNOu1S9f/mdpTX5hbYG7ZwIjhKLaNmuN/N8fF+mRR/fW6eWKXIqWEh6lflgDNELF2W73WoP3g3eZqbm5NjLdvOcj03T61hod+iR6ms4dV0SNfPMWb7q6ynKryw9d+oKaLssZ5BrTGymq/i0OSxGBN0dc9J67pILY5Dq+eke7/koedrNS5HorIQItSlBb1IFKy+F7nOd5YW6VRU7A/1aLTzaDo+QqoxqWzd77GRK9U4u7LGK7FF7I4mTw0cks+LQED9rbNfopntYtca2OsJ84XDB/FYzdKVxGsysc/z8Di90w0Vwm+JTIlcsYbZqMXntEj4shBrk3NDtSmVz8VHNlWW404gINqdHqVSXSZXzW6XmqaLxqBl34ifiaEAaoOaTLFCLFmk1+ygUyhRiop8DynUJqDxQrX6+tl5YtEsngGvVJEXkHuPzybnYhHtVptL37tOcNTPwFT4rqCd6HoLMU+RuHc7XamXcidpF5ZuW6sp2Q0Xft7CF1x0+7fWU1x6Y1m+/v0fPSBh3Hef2XpLJutC1f3W9S1ZvHL7bfL7Ur4qldHF8ZlMQrhOjAkFK8txmWiOjPlYFh38gF06och5plTnd/7b63zsk4fpG3gbwXDvOJNzWqsjOd/RaJ5QyCG55+8ksipCFBQEn14k1kIvZXp/H89//DBa/cOQeIFwEPZpGp2ayemQ5Ke/fSxd1hbjsrsu1PnFfXF4bTToSv91m8UgrdzEeHhQEf5xx5XKlogmi3fh8MJ7XTQ2RFNC/D1xz2RSni7LvYs4HiFGKLrlQoxQ/B2RUM9uJjDpNUwP+B8JVxfjfm4nSbxQ4tBg8CGbtgfjnTzWhe2l4Kjv8/jos+6OCUEx+92Z61Kb6HN798umweJGgtXttLSaXW7laOh6fGFsLxVDm9+LXcRkvM4eq4u/NvmP0KpVvJr6KslGgQ/7P41VY5VNhkvxiJyLLfoCL0Yuk2jYGLbOsd/mx8tHuZD8T6hacUzaX2LUo6Nc/wFe60FG3B+QxyX2VsvxDOdWZ8iV85iEyKYlgUW/Q7lno9L2odK/xa//7Bcxaqw/8kn60ff92ZP0y2d/kqT/WCTpYlIWifG///f/no2NDfkztVrN+9//fv7Fv/gXkmP+XkLA5fv6+qTH+sjIyH3c9p/5mZ+hVhMK1e8c6+vr8u/9k3/yT6Tg3OPin/7Tf8r//r//7/f9TPi7i0qtWABsNpssGoiFQZyL0WikWBSWO2AwGFiMpVmKJpjyuDAbdURLL9Euj5Lp7lBXRzGkTku137pLQFbLNKsHeLOQZDogxJ30EhLkNdgYcPrpVZpyU5is1nl5Y531Vprjfitq9TqxnB9Ps86YPY838DzZ5iWsyiFi3ctUmzH0jVuELX8Vn+tJWWQQH+K9jFYdtxKvY1P5CZhHJexfnI8Is7C4uf1aEcLDfiMeJ1YUHQ3h1arCJqq6ZjNKU41YLUJYPYBZZZGvnVvfkorzs8kkDqOJo6EAp4f7cTkc8noJbv+d6ymumRgf4hpqtTouXl+VPL+OV4vPYmLcspt0PXi9L9/aYWZhi7Bbz1ZViMyMYtWlKXY3sRhMmPFgVYQlzFScT6FQkO+j14tNgJKdTIY3ljdpXMsLuAUf+fwJrE4Lq7EinVaD0bBLvrZcanDxwjKTQgDI4+D82TmmDoUlTE8c0+XNZb4VmecXJ04StNgl/eLBayiutzjXXC4nf6fVauWHOB/xaF2Zj0to90IyKRWRnVoNWsHXHfbiddtwW81oFT1sBh1Bt1Oqot5KxkhUK4x7/ZSzgpeaIFWqYNIY0LQUfPjYXrLJKhfPr/LBD09JhVlxDOvLEVbmoxx7ahyr1SKv/1oqR6ba5MRImG67dd/1bjSa/NNf/qJUHf6Z//F9pBJFTj61R3bt7zxvVqtVFt7a7bZ8NjpaFa8tzzK/EuODh/axxx+kXqsRj+RJxivsPRiip+ySEd7VdFlPJbBqdPTbnaSzOWLZCANhYQ1kQ991ou+JZEIvjz+dyRCplInWK6IJRj1RRddR8dThccTe897rnc/n5fW993qLEPoY4ljvFOHEmF1JbrJejaHVaNnjGEJ9uz4nXpuvVzibeBG/zsiT4efJFwoSHi1gxaVOh2g2K+kZAYcdp4BGK5TSdurONaw0zqNW67AZwxRLM+Q7Q9RVOXS9BKXaayhVH6Wt02DsNFH1Rng5f5mfcm+SqC4wX3sffWY/Xp2a70W/hUm1nyfDxwkqR+Q5NImANkO1YpTiNw79QdaLBa4ml1BpWpzw72OlFEGnbDJiCjPuGWQzFeNKbhNLoc3pvUfIV0RSH8NhNrPX5hGCFw+NWVFQfbc5Qrx2OZZkvnwDl9NNrS107atSZGif2c188bv0647gtR/gVnSbeK20y1vXF9C2KxjVTQbthzAoHI+dI+6dZ8XX4ufitXWBMBFieGsXqRPBpBWb0gDdtpYCCZqqCH2GUexKH9Vmm0ijSrSUw65X0W+z4rFYUTV7dNpK6p0uTuUSTu01OooKydYkqt5JDrvGZWFJjHcxtrq9NrF2hFulVZSdOnutQww699BqdCk3kjTJo9TX5TXTKR1Y9T7MGi/NWpKt0iKR2jaVuppIyYjdEMZj96Nq1bBqyxjVJRLlDNmygnF3iKnQHnpdkxyzwrbNbNOQym0SLyeIVROgaOLS2/CbfNjNAWibWIuVeWFhDZ1dQ8hrQC9EIbeKmNVGnhwJyfkbjYZUtUysWCDTqKHSaVlPpnHp9DzZP0DQ5uDXv/MaG8k0R6btNKstWlUdHzuyj4Ggj1yhwO/duim5+x/aM86V+DpujYl8vsOJoTB6xW7ytL29jX/Az1u5qzRaFo4HhogWlxjQ9ZHufB1l+xgz6wZW6jcJ+2fpM+0hWegjVd/hkH+abucPiLWeZsIxTaqVpd2qcsg6QdgRYCEel77MYy4nBwcG5L0R8Upyia8uz2LoaTnocrCYXsVv1XHG/SRDbg91VNxc3ZLw2K12AZ0zh1fn5aRjlGymyf899yqddofDIT+Hw2OccIr7p+FqJondaGLstnWjmCPEOeaLZdkxrbcVRBMZLEYtAY+dsN8p15QHx+y986ywpyzmapSLTWI7KbQGDZi0RAoVdPRQVDpkMjXJpRbaJR6PhaFBLw6HXnbewwMeieqIRdLkMhVa4rFUdEhvJCX/ferEJFvru91kf9ApYet6o4pKvsLKxQ0mnxiT3vBibbwzvsXc2eko5BoYj2Up5muo1BqMRjWddpt0vMjQcIDgoBWNhDsruX5hg5kr6+w/0s+Jp/ZIBMi9c0Q6nWF1MUG51GRyOsz6WoztzSzje8LSFlIkaUK0zmazkkoJEdeKFHVrNrr0D9joHxRK/iZePzvP1laan/r04btzhLD7FfvLffv2sbYWY2Mjg9ttY3jYjVK5u4V9p31btdxmcSHGzLUNGvU2H/nEYYZGXHfXtTv7CHH9I1sFeZ39Yavk5ov3vbMG1ipNFmbibG3EcXosTB8YINTvplbbRSro9AY2t1Nsx7K02z2GB/2Y9QpMRq2cZ8VxvdM+Ip5IyeLPTqRIsVCn12xKSz6/14nFrsdk1mCzG/D6PI9cA0UxPlqoSURfn9MsC1Xi3tyZZ8U8L/Y+C1sRFuMZ9vQFGHDZ7q6X4hgEGvbBayj2MMKeVsDhw04TQYdFvnYzleRiPCJFOYc9XuLRFLFUnq9urKJodDmicuCwmfAHXdS6LXKNGq/sbFNSdfj06BgVdZ0/jJ7FbZxlpP0MTwaeIOjX8N3YH+NRjXLcfhq7zU42l2Mmk6TabWM27fCD7RTxRpWD3gU+5PlZ6eCwWPyv1AqTzMamOB1ep6SqM+r9EH363YKivMflEhd3XiOa1qPS2in0ZvCZKpQ7QzSadf6Pn/sbeIz+nyTpP0nSf3yS9L/7d/8uv/EbvyE544KbLrrhItH+D//hP8iB/tZbb3HgwMNCIA+G8FUPBALy/4hq6Z34yle+wi/8wi/IieOdQkyip0+fll38733ve++ouPqoTrr4/k6S/k4hbMaEOvbJkT7Meh2FxhztbgWrbj/nU19k3PoMdtUgt7LfplBfwdsN8+2NLsOGPvyqgFS6/P+x9x9QkubneS/2q5xzVVfo6pwn59nZ2YTdRVqAJEAQIiVSpCVdib6Wr2nLOteWZZ2bRFvW8VX0FWVRpCjmS1AESCItsLvYPDn39HTOoXLO0ef99/SE3dkALCwBOPvuqfPV9HZVV9X31ff9n/d53uepaGrUDQ1quqaSW5k0RpbSedK6Gl8Y2UeidRktDva59zNknGEzN8hMag6z3obXbaDIBYzVGUKuzzLo/4WHXl+zU2etfE2xzCHL6Hu+D5l13ioUlDxcWBMxfhMDOL9tl5Ver6yQbWZUxJpV/+5uq8w4f2dmlnNLK9SaTY729/HCoSmCj3CSfsj4bD3FwmaSiqPDvkiQKf+7ZWa5aoV/8/U3qbfaPGZzIVMLnoMd5Swv3VSvsZewZVzN775XXdrcZGMhwfpraxw9FOHJL5xUJiuXZzZ4+tjIPemWzLLN3dlW+a3JnfxDJnJSf7Fyi3itwP9m4vQ9N//vp0rlOheur3B4X5Q/ees6N5ZWOXpijB6PnaDDjttiUe70Mo8rc7OS8W3saKiXK2wk0sqIbjIaJmB2sSPM9aEBGanma396icmpXk6c3mX5ZcF58Y15hsaChKK78rN4vsT1tW3OjPXjtLx7Pu4Pf/MlvvOHb/Pf/rNfJhUvcuzxUewfMMvXFIbmrUVsUQsFR0Ptj96ui53baQ4fH7oXy7NXcmyt5bK8Or+sjP5ODvUx6MRRnhwAAQAASURBVHLjMNUoteNUWhm0OMlVbSTKKCn9oMNNaqek2JJjU+L4/uG8Jd6vZFZ2s5JktbyD2+hg1N6L9a4TvZiSvRH/JpOuCSZdu2aDDzIPAtrVTHu5ouS2AtqVc7zNiseio9N+E5NhElqL6A3jFDsG4rUlNM1FGs1bdAyfRq8z4jIYmc63MGsbTOm/zkZDw0rjDAfdPcQrM5xPrvBY6DkOeo7jNfYowJaovk6r1cO1pDxXhCF3hGG3l+XqqgJk6VoTvQYq3QKHXKPqvW2VMnxz+hw2v1+BlD67mylPAJtejrO7EnKd8Z58/INKPoMbK1usVaaZ7A0x6TnCncIa07kNDF0jte45RhxTnPJ/+t5jCo0yr8ausl1KY9V1ORY4zJirXwG+9ythj+UzFvMu2QqLulHcJNNYI+KycyRwiIgtistiYSY/w538Dc4GnqDZdDCTSihTvJDdhstqVN9bMUDcKuVotSr0Wjaw67dpocNhnqDffpaoNcJ2sUS50eJ4qBeXqU2ytsqNzCLltlbl0/fbg4rFrrSSNDpFjFoHFr0fq86nIsroZqG9vXuToRpdhGTDyZVMCV2nTbmaYcxdo9PNU6hbKLVc1NoO2i0D6WIRu7HNoagcTw2a3TwatBh1LkxaNwatm3RJy2JytxE51uPDa7OwWk6xkE8ombqpYeRzU1O4HWb+4vIdGrY2eqOOkMOhpOrSLJEREZ/ZqqTXr62sMuL1KsfzdKnCP/7TlxgL+AkFDMxtbtDf6+aLx0+r877IWn/n2lWV6iCmcTP5GJvZPH6Ng+cnRtXC/8b0DWK+AsWmlqeDB4k1lggaI2znvsdWLkUi8zglXYGI/xwOg4PVzDitToHHeydpdF5mqQxTvi+SaxZodMrscw0SMQe5EYspD4njvRH1fZOS1/+VmWt8feU6Pr2dsM7LdnGNI6Nanh18mlbZxVoyi06nIdeqsdUoYLQX2Knm6WsOs7NR4Gp9g669zecnJtF2jHx+aB9ei5Xz2xuKsZZxLEmIkKQNkbGLw3dB8tWdVsWO9njtP/A5KZUrcf7mimKaNeWWSv2wOM2MjAQZHQmq73Jip0AykSeVLCqwKLPTMnInrKkymVP51Toa9SZXX51FZ9Cx//SomhOXc6bMRcs2EHTSLFUpxLOcfuEY+kekyDxYAvL3WHZ5fWtLCeVUfuDIgJKyS/Tb1lqK116cxuGxcuLMGL399+fi92p7U9zfY/QN+nbzx7dzHD0tsWsmxczvOc4nEgXuTG+qrPdyucHQcIBQxKO8gF769i3OPjnB4aP96r3LcXbhwjV0WrfyaRgbCxIIfPDIjjDzMg8vr0miUOUz/PTnj6jtO0vk64tzMTW/Pz4VeWiMQMX93dlW11iZ0T/62LDKrd9TLjyqsvkKW/Ec8WQBh82s2PVgwPlIs7i9aLQ9wzc5Do0WPfVOl0qrpfwERA4vhnMfJIdXf7tUZXp1RzV3Dg6FcD4i1nQvps1hMXFYYto+QInwYMa61EjIh02rV83bS1ubDHZs2DUGxeybHEZeTK5iMhv5pcNHlJntXtUbTf7g+g2ub+3weCBKwVLmfOWbRCxNTpp/Bb/Zgd6+xFJ9gbP+TzFgG7r392+nE6zk13FZUry81SJRv8mpnhq/OPwPmM3/rzRr57Fq/h6X15ewdq+xVuvj2MBZnhoaVt9p9VmLT1PpMq3qJLd2Nkm2z2PsWtEZJ/jvv/zXcBg9P+YgPcWJp34ITPrrwqT7f2w/i5+U+kggXdgVMW77jd/4jXc5uEvn84knnlDGb7/3e7/3gc8lXUrp2n3rW9/iuefux/aIW7s4xMus+XuVvIUvfelL6mASubx0Dr/fA1u6mZLD+X4gfTGRZiWZ4bGRfnXS2TN48lvPslGeuefovlm+xmrxbUbMTt6KG+h1jnAmvDtjJRctkcuLlF5mu5YyKV5am2epE6fX5MBhKFLX5hkyHufZQBWr2URZ76OlTdGsRbie+irWxipBd4QnJv67hy6QrU6DtfJ1LDonEevku15/udG4K2UvqPsCEiVzt8duuydhEjCzXF5QTu7j9klMuvfOrN6r80urvDI7z1omy3hPgOemJjjSf3/O7J21kyxwdW6dtLHBE2ODDN+daZIF2Gw6yWo+S8Ri4603bxAIVNHv1Dh6+iQjo5PqPW5X56m0C0Qs4zgNj54ZFMOoV5eWyV9IUI3lefaFw4wcHuDSzLpabI1E7z9O5beupzh6dICbl1cfAroyE/VbM+cZ9/p4vnfq+3YCl7qzsEOj2ebARFg1sIaGh6m0W+TqNTKVCrOZFLPJBI1KDX29reSNwyE/x4YGFVOdy1fVXP/R/VHVlX5dpI6bWb7w5ZPKKEfqnS71MsP69vwaB/tChD3vXsysLO7w6//N73Dq6X0cPDVG33AP0cEP9nC4dW1NvnAcPDaovnfL2STfefUmkSEvZ6fGlRP8gyVjBlcWN1WTYLRPspGLKtKt2mqp5kStWSNRTWIylOl16Om1RFhZAYvBrmbQP0jC+P2WRHytlLaJ1dK72cy2sGq+bFd2OJ/6Lie8T9FvH3zPx++BdgHsAtzlvjh7ey1zeC2TuI0JnPbPUmpl2KreoVm7Sre9Tk33PF6zyNjh9VSML4UGKZV/g+XmGJnWBIfcLt6Mv0Sp7eKJ0FMccJ8mU60zn54lW7+NxzxJxNlmyHlGvY5qu87VzAy9ljBzhRRjTh/b1TjHvVMYujq+d+saBYdJzQz6LJbdue+70vFKu66k5VIC2HdvhvsA/u5WMtHFMVv2X54VhsIOxl1HWSxtk6rnOOwa5mbu6xSbbdrtwyqWbdQZwGcyMVecVUDMputi0IyyU26SbVTptTkZcnhxmyxKxpiX3PJqTW0FlIspkRh+iXO30VBnuTBLuVXiZOgIIy45trXquJvJ3+RW/jZjlhPkKyJ/3p05F0NJOZfJuMRyNkOqHMNtPIe2e51Cx0hbexq35TEq3TaJWk45xss+bbWKNJopbEYtaF2ELT6G7Q6M2pJyfncbe7AadoG5Tmui2ylAe+suMG+BNgS6XtD66HarNNvbpKvrXEpu0ena6TQ9nIpMErRbFOAvNjMkK2lS5SLLqS7rmQ4+u5ODoSghuw+PxYLXYrmXhiHveTYV5+2tVXKtCgcDYQ76w9SaXV68M89GLofNZMSlMe02kPwO6q0mh0Nhoq6Hx0Sk8fHW2jqn+qIEbDZevDbHd28u8OTkIPVak5XEDidO2RjxR5VJ6Ea+xEvLS/Tb3Dw+2MdqOc2LC/N8om9UOTz/8a2/pOOw8rnoE6Qaa2QEGOYKFDov0qx9DpvTjc50m1Z7ljvxUcK2EMfCOvQ6E1cSX2PY/WW0Ojv5Vp6wxcOAqZ+r2ztYDHqORSL3UkMkX/5PbtzgUnIBc9eIW+ekLwC9oRiWbgRtcRiPzaYcwrfyeQqaGmhrfHf1Csa8n36jn5qtxbI+zrO9I+RrDX5h5Lhyq5fIp2KjwSG3KAgqCpwLSPe5rAR9DgIe+yOjUj9sybE+sxbn9nJMzdfajQb8knWu1dGpt8gmS+q87e9xKrm4x2e7RzRI3rjMeCdiBRWnlUkWyeerqhHhsJtJrydxB5xE7rq5y9iWyaRTRmcCvLfmthW4P/vCkYdmxD+oVJTZnW3l4i6AVVzNJR5NQPTi7U3RABAd9DEyHn4oimwPHN++sa7c1cXZXRoHR08Nq9n8B0tA+/xcjMX5HcWyHz46qJRcVy+vMj+7zemzY2qNIyZ162ubnDp9gMHBh2fDH1Uip19eihPfyZPPl9lYSXHw6ACPPzWJ/gFHefU+Kw3mZraolOoqVk2aGw+WuPq/9p1b6por11d5nkf5ALxXScMkliwowC6jk6GAUx1T7cauy7/cZGxgLxpNzN6cLsu9tYacn8T3QMzmMvmyMpmT6D7x3HmUt8+DMvqlnTQrsTQDQS+jEd+7fl88Fa6tbat59WNDvY9s5t/7TBstCtkK2UyJxY0ki9sp1azaN9CD1mVgp1vh2dER3Hc9Y4S8+aPbtxT7/uV9+x+KopTz2beXF7i4sckZX5SXklfIGN6gX3+An4p+gc1smqT+HD6nh0+GXniIKBLz4Gvpi0TtLv5yLUax/Safip7g2fAnuZH4x0StEwTtf5u5ra9yY3uH1cIgPfYQn5wYZdAnOfUa0jXxfCnhNx7lSuwGS9nvkc5H+PVf+m/x237c5e4pTjz5QwDpb3wM0n/sQbq4bYr8SKTqYhb3zhJX9ldffVU5tn+YEqO5p556in/6T//pvZ994QtfUHIjmU1/r/oH/+Af8Ju/+ZsKoI+Ovjd7/FEi2JaTGRbjacWg753IJCpJgw6bceIei27R2bmZ/arKbJ7PxGhqJ/lU39OPZPaFzf7WzBzXy9s8OzjCfq+d31v8M8yaKMNmA04WSNWmoLuJtXaQgu4trIabNKuQS/8NjAYrI2EfQxEvVoueRGsGk95Mr2X/vRO8MFMCzIUxl4WwzNj2Oh0KoAtL+2C1uy2VYdyhw5h9EsP7MNWPqtVUmhen57i5vYXLbOHpsRE+MTWu5ozeWYVSlTduLLPRLvLC4Un1WiQmyWowMOIxUOtuqDmt118r8+ToBLXNLCc+fRjbXRfUXCNOrLaIQ+9TigExJHtn3YzFiO1kmf3mAgM9Nj7xs6do6LTcWtzmyaMjD3W052a3yWbLDPR5WZqN3TORU/8vneSl7Rme6Rtlv/u9mw/vVTLD+PblJQ5ORtjaWFYOtRqtlpVchreWl4mnc7QrDdU8iPb4CPm8VFpt5UwqcsTEep79Y2GVnV7L1Hj7u7M88+y+e3N878x7lwvvW/NrhD0OJsLvVirUqnX+3//wj4mvZ/il//1nsNjMHDq5261+v5JZRWFXTpwdU4svaThdu7SCxWbENGBiqZTEa7Qx4QoqJ3iZrby2tK0iBsd77zuJJytlbiRjzGeS6mchm12BSau2ye2FJTSmEvuG/XhMERyGIPrvM8v8w1S5VWWhuEmxVWHIFlaAfbm0yM3sBZ4MvEDA8t459Q+WgMNspUqidJVCbYtWs0pXO4jTMond1KKqWabReAtNJ03b8AIBs57bhRgmfR9P2mNsFv+SxdZpdLoQbl2WNxPTeEwjeLSHMXQDDLlFSj2LzeAn34zhNx/Eqt9tpsRraRaLG7RbFsotcf1usV3O4jf4SGzt8KUTj+O3PjoC76EZ8Pbe7PddEN+qq6iderPFVqKA1VKg16dn0H6YZC1PpVPllG+S9fIblJppTvq+jEaiAEtZ5vLbJBtr9Ji1DNkcDNiPKXd/+Zy2inlm0gmW8mk6HXDqTERsTsViisu6x2LGaTbTpcZqcY7p5DIOfYSzvUexGXfBRacrM+JXOR+fwc0+fCYxg/OpFAYxBRQDQwHnrdYOQetVzMzR1oVwWJ7HYTrEVjWrbm6jlajFio4M25U1Vso5bmSlgVTFYzBwwNeD1+jHqHPS7hjU+duma+HSZnFqM0oNodf3YjT2YdH3opO4sPY2rdY27W4BvVZkuH6qHQPX0ysU6ik67QoDTi99zl7FkgsLL4y5VmOgVK9zaX2L7UIBv9OmFFbCYgtI1+m7FNsVtW/8JjvlcpvlTJZWt8N4wK+UKauJHBb0aEX2uZHkU8fGsTvM3IrHFOA/FAwqOf9eiZHcTCKhjOREGfI//8XrKvliIuxnTtIigg6OHBFztgJhcy9L6SapYgWLxsBjA33q3PXi2m2Gg0aWd5b4m4e/xFZpm5nkCtZWLx3Dn2M1TuF3nCJe36LW+DZ3kgH2+06yryePzTDKS1t/SMgcIeh4hmQjg02np0fby3wqy5jPp257pnGXVjb45u154rUkcjoI2N18anSQjdp5arUWE/azTAUHWc8XSJXKVKgzsx3jdnYem8HBc+FDWGwGvpW9xaSrR6VkfHn4GMNuH+dX15WjdcTgUHPXfrd9F5i7bR+5SahmgJfjXJhdo9Voq7isoV4fIYnrfOC55fsosWupeJ5UvKDi0Hw9TgIhp5rpljG0h847rQ7pZIF4LM/Weopbb82jMRkwu2yYjHoFpAXEC3stQH51ehVv2MvgRETNr8tc+TsB83uVXF/u3FhXQDLc59s1y4vnuXNzQzHtTrdNgfSDx/oJ9NwH6+LqLuA3ky5jvts0EKD+KIAr7+PcW/PUqk1e+PwRrHYzf/A7b3DoSL9yVBen+bX1ZY4dO/y+RIpck8ToTRrvkqYi7LlEkj33mUMq0/2dIHZT8uuXEorBHx4PPrS/RZ124/IKl99eJNzn5elPHlAs8Q9SKhotV1FkwOKyzNJn1fdzeKiH0dGgcrP/MMeasNDiV7CVyKt1hRxHkR6nmmN/rypWakyvxdV+OzAYeiiq8Z5KIJ5mOZHhQDR4L/1FxjTy2YpKGJCbzJfLftlLC7C5LCRKlXsZ6zqrlkSjwpN9A8qPZI/k+LPZGTXm+ML4BP1u90N/97urS1zZ2eanRsb4j8u/T7qxQbTyPJ8ZPMRaeZENzTTHQ8d4NvLkQwTJaj7B2/FXGHMd4Y+WX6HDLL80+rcJGNfZLP4pRwP/HRa9mVj627y+ZSRTG6RW66hUmMlQgKjPTrJxEbdxGLshwnTudbLlJf7a0/8TbrPtY5D+MUj/yQDpIjHv7+/nt37rt/iZn/mZd/3/T37ykxw/fpx/8k/+yYd6vt/+7d/m7//9v8+5c+eYmJjg9ddfV3np3/ve95SUXUqeSxh6uUn97u/+Ln/n7/wd5f7+5JNP/kDv44NA+moqq0zdTg/3474rG2q086Sr5+ixPs1a+aZi0Y/5vsTV9B/iNoQpFKbZrE/wueHPYNS9+2IoiwRhQC7k1nks2sdPDe3jP618hXxTy88PfRpr+zyFbi/z5UUaHS87tW10zddwtZNYTb9GSDehXLKXdjIUKxUs7hgOs5mgYQqj0UC52yTfrKsZHsnpHfR7VWzPHivxzpJs2/niHQxaI6P2cXSaH3xxUqhWeWlmnreXV5Vj+Yn+Pj5zcIoe526W54MXnG9fnePN5DqHByOclFk6U4pmp4LPNITbEOHGnU3euLzI2eEQzUKNE586fG/B0uzUFKtea4uUdQK74WEFhTQoXllapjGXJ34nzqEDYU5+5igXZ9aJBFwMhO7/vnwN9jLUNc0Odqf5nomcLP5fXJ4n083xVHhMmTJ9v7W8niKWyGPRFTCGenhlbpGdZBa3mCENRjnY30/4gQuYlCgt3ri6hC9ox+Yxky5XePPbM2gMGk59YvyuVN7M1nQMv8vOvkP96n1cXt5Sjz8x/Ghzvr/8X9/mG3/4Fo8/f5CRfX2cfHLiA/NkZZF05dwSh08M4vbuAj+RKpZLdY6eHFLMhjjBS2TbejmDvqGjlupwZKiXqN+tPsOtUoGlbEYZgw26PAy5BKjoSVbLamb//MI6IbeDU8NRXOY6TVLU2nmVvS7u8Db9w8ZvP4xK1SVffVPdH7FH2a7cYbW0yTPBz+I0vr+pzoMl0vRi7XW6nRa1hmR6nyFVqZOp5mjqlrDrz2HW1nDZfwGjPs+5zDY/2/sFjLXfY6U6x0rzSbotPauFm2SaTQ4HDvGp3i9iN9hptLOkaxcxaPtJ1pKYtQfIN2vK+X6+uEqLNo2WgZP+ASqdAhYxfNxpcejQoQ8c33mviueLXFxcx+6toLNm8BjHWC4lVexkxNKj5Pz55hYHXU/iMroV+65FIvBWyDdSpKtdzJoIfr0bCwaVZS5gUI5ZMeKrdBukG2WVdd9vdyujOaOuS6q+ykpulZ28jgnPFPt77scSVps13oy9ydXUGsOWozzeO6pi+OR4Ws5l2SjIsbKN33ARnWaFjnYUj+1T9NjuO7XLfsrVt1ko3mCzskKna6TRNiHe3uPOKH3WCLfTEj+XxmczEbKZ8eqqODQ57NoyTY2HUsdPoe2i1MpTaiRV9rmGGja9FYvBikVnQq+to9e0sBpc2HReVkpNYmXotCzs9wWZ9D06ISNWKDK9k8Cs12Gz67idj7FRytFuamg2NKqJGbY56HU4MXS15Eo1vFYrQ14384m0uj4J8yfNsScPDqsm7mImQ7Jc4kAw+BCrfisWV2qQJwYHmF2L88cXbvLYcN9uBvNSjL/5wmlcHtiorFJoVFhMSZPASqqco99vYzmdpCWO5HkHZo+XWGuFoGGEFtfx2jOEnH+VW5ktKtVX2S6VOBx4gkM9HlrdFq/FFzF27rDf/1fZrlfQ0EJf91BrwPFIRDWTpVaSWb5x847a2tyQ1RbxmO087htms34TsyXDAf8JBu2HuLS2qcaLNnNZ5vNJnPY2KV2BT/lPMebz82eJq4rRtutMPOYeIqx1cn1ti61CkSdHBxXbKOz2+7GTH6bkHCypJqvbaa4ubCk1yrHxXo6MRVUyzIepYr6iUkfEJ0RM6MQkTBh2Ae6POleXcmWuvnwL/0APGrNRua0nk0USOznFfDZqTfKJPL3DPbg9dtXMFcVYOOpRhnMfdP4XublyOl9JMjwRVqorAe+X3ponmSii1cvMfE6BzYn9EdUEEDAn8V/iEj9/Z1s1KcSY9NjpYZUd/ijm/pXvTisX+J/6wjH1vG+9Mccv/82nVMPhg3LSRW2wuBBXDQpRmF06t4A/4OT5zx58yPhNSiJSJdFFzj8T+3uVr8uD73VzNcX51+fUZ3/mE5OMTX3/zXlxzBcDOmHKZYxArpESjSYu/zIukC9W2Y7nlMu7RLGJHN5zN7buw5Q8XrLXY6mCasyIFF4Au+kRoxhyTK4lsixspYj4nIxHAw+RNOr/b6W5MLOKtavDozOqRpE0JeQmufcur+2Rx8mDGeulbkNJ3Z8fHlGKEalKs8E3F+fJlmqc7e9nqud+5Kr83e+tL3Nxa4sn+0P86db/l2LNzWnzJ4lg507pAiVjgaPOx3ii/6Bav8paQvbRcmGBm5lZQsZJvpn6E1rdLn818tfQ6X8LbddJSPPfYNaeJ9fc4XoiwmbRrppmASx0muCwdDAZY/TZD9GWa5fuFf7ez/46dovrxx6kn3ziozPpl978mEn/sQfp8kURAP13/+7fVTFoAqhlJn1paUkZyYkc/j/8h/+gTC2kxLRCWPH3Knkpv/qrv8rv/M7vKPC/trbGr//6r6tYNil5PolV+4Vf+AX+4A/+gHg8rn5Pnn9gYOCh5xKZvLDyH/bAlpl0kdS/8wIg2aWzOwlOD/fhtt6XiqWq5zFq3VgMQ4pFHxM2oH6HRqeJsZ5hqdTm+cFfxv6Ihb5ctF+dX+K15DKHwhF+fvwQN9NX+NbmJX5p9OeIGLaUZDLRNqLR6LAbermW+NdoqrfJdj+P3XGKVreNz2hXt1RpgZ1MnmzCT1enpaXpYtUZcOqNOLRG2s22kluLzMtifmecnBGNocV6cxGnwcWgTWZ3PtoiZa/EfOTC8jqvzM2zkc0xEQzy6alx9vdF1Il2OZdRWb8bOwl2cjE+ecjNvvAYHmPfQ8z4t1+bZjuZY7/DhsNlY99j4w/9nUx9m3htWcXMhczy+u/vw/lUio10jtXvrODSw5HHRnH0+9Wi9MkjIw+NC0jnXzLU1TxipnyPmZZKlsu8urGIxQ6PB0bxmj4YwIkDcbFZI1evKoOy8yLhi2/Q1RuY7A3yxPgIk+EI+kcsOur1JpdurqkZtrHB3di029ObXLm4zHMvHERr1yuQtrGVVrnmkaMhXBJLVKipBIKnJ4fVzPQ7Z4BnbqzyB//Ld5Ts+vmfOsHRx8cUU/O++7HV5vK5JYJhF4N32Xth1VeWkpw8M/Ku2b2bG9tc3F7D7Tcx6Qth6BhYK+RVWoDMU/c5XA/F2qVyZW4sbDEQ9mJ2Gdgo5hVwlxnaoNWI1Vim2onTpYvLIHnt4Udmr/+gJSMe29UUK+Ud7DozpeYCxZaep4OfUHPcH7banRLF2qsYaGEy7FPz6QIKkuUcs9kLFBt/SafZoqv7EvnuDGb9MJ+LHCWe+ddczDfZaR1lzFFlu7aOTufgsPcsAdNBtZ/TtStUmh1yzTZR2zAhawSX0YzNoONOcZFu1whdA6f8Q1xOz5DaSnB07CAWgxmTVqTrhnsxdB9UG8kcMxtxBnsNtM3bDFgPsl4Vh/4SRzxj5BqrTOdeYcL5KYxaH6lqic1Shpn8HLlanmbLoBorep2eJi3FBovj+KR7V2GxJ63XabRqPy8XEmyUlzDo8uhaLmj2cKJ3SM1USwmrv5De4VrmgjIkPBt6nJPBYZW7u5LPEiuVCFnXcOou0u3GQH+AgP2z+Cz3xxYa7TLp2h0yjQXVBDRoLdTaPUznRfqvV1F9484w/TYfRm2XVGmJpdQtDPoSFnOQbMdBpWPBqYw1K9h1KQyaEh0sNLsmqp2OyoVvd63q1uiY1a0qEVySna2RyMgqsXIJfVsaEAGO9Ygvwv18eGGMJa/9VnqLc5trxHNlJvxBnhoYIuJwqrlyMYaSzPZsrbp7q1bV3HZZgJzFopjg/aEg2XRFNSm1Og3DQR9Wm4FpMft8gFWXc/C59Q2V634sHOH3v3dZGcwdGwjyxp1FtIYmX3hmnHK7TLaRYbOYolgzcNw7TioPk74wCztpEvEtHANNtB0fIbMJs/VFnObPcSlZJV9ege519vlOcCJ0mnR9hut5A+nSW5z1T7HeGqbVFgM+Lb2WkALoshBPF8u8fHuJ6xvbigke6rXzVnwBA3qOOgYI+aBpXsBpcmBrHObyUpxKuaEk/lVbk1P9Eb6ydo7HXJP8zMRRXozf5o31RXwdOwGdnWOOfjomSHUqfGpiXH0uH7UEbKkM7GSeZKGsRnrG+wIcH49+JKm8gD0B7MKwlwpVlcMtMW7+oPMhNjybyHPr9TvsOzOOv9f70OOFqb7x9pyaFdfZLaQTBSUJFxBtd5gYGQux70g/Y5PhewqyR5Ww/cKqW+0mpg71KVO5+dtbSgEwMhlmdTnJ2kpKZbwL6yrSe5llF2WIOKsLYBVjvJNPjD8S8CnQ9tJtlpcSPPvJ/Zx/a4GBwQCPnR1V44gSr/vONZow5QtzMcX0i/nc8kJMZZ+ffmKMYycfTmaRa/zyYpztjQwDQwGV//7gGkCA/u3ra2ysJOmXv/vM5IdWHMioSDZz14U9veupIvtqL7NcmPNHlTSWRAq/E88rWX9v0E1YGicf8pgR4JlIixw+R7ZQweuyqez1gPfdcnhJ2rm9HidfrNDrcmJo7io4xNRPVBFGMTQsl7HYTZyY7MNqNO6C4nZ3N6Ggs7ftPHB/91art1hPZLi2uaPex9MjQ0oOL89bbta5kNpWxnt9ZifDXg9aNOpxon6YzsS5U0zTE4yzYZ6mEjvACfME7laLeW5Q7miwJIaZCAQZ7vGqhodG2yWmvc12VotG02Le+jrZygA/39OL2f7n2Jq/glcbxmK8TKmjY7NwjOlsnoa2zSF3D4a2juX0IjaLlgPhQ5isZT793DPYDd4fb5C+JiD9733k57r05j9jcODjmfQfa5B++fJlTp58OM/y/UpYdXnMB5XM7YqTpxjIRSIPR4tdv35dAXOv16uY/FdeeeWRz3Hq1Ck1L/9RQPpGJsftrYRi9rx3DdWkaq0EufoNeqzPsFq6qlj0sGWMjcpNPPSzknubU73/OwK2d/99OSm9sbTCd7YWGA/6+OsTx6i0ivybuT/k8cBxzgaGoXmJgmaQfDNF2HKKmczv0ap8l2L7BE8O/p/VibfQrJKo5rmZucx2KU6z3oeta8PaNKn4obGwn+GQD8vdjrXMfglDouLkJDal1qBabZKr59loLGHreggZo1hVLvwueN8D8fKzjyr7Eyn8t2/NcnN7W8WMhXweJqNeBnwNDPoCsyt67mzW+bljhxkJPzwbLa9d8tNtJj3BeofhQwNERh6Ox2m0q2xV52h1G4pVt+pd9y5gLy8tY0g0WbywRr/fwqnPHGF6O81wr4/ewMNNI1m4XLm8TKPaUIvDY4/dH5+4sLVJrlVCb+xw3DuowINEtYlZlWwlpkokquVWnVKjrhg+6RjLIlzkX5pKl2o8zy88+SQ9rvfOB5f3e/nWOnabiQPju8e/mAf95VevMDoW4tSZ3dckF7dLb8yrhYY34mIhkVJxa8MRH3XalJsN9bdl9tttMqOtdfjGb7/OxmKSfQf7+cRPHVesyAfV7K1NxXIcOTmk3o8sRG5eWd1l1T33wbJ81pJnLoY0U4NBlotpzidXkXXCmeAgx/x971o0yIJW5jT3D4eUumGvxNF7u1RQgF2iw4JWGz5rF5M+T6Wdelf2+g+jmp2WMpbbqGySrd3Bph/jmdBjymDtw1a9tUa1dg6j1oTF8jk0GuO9UZLV4kVWsr9Pp2Oi032Bt5Kv0q2eYsKeJWy7wHLLT7V7iFp7hpWihiGXkWPe54na+3Ho27Q6V3CaRqi0M/RaH7/HRuQaRW7k5qg09Bz2DuLSG3n9zgV6oiHFstc7TdWIEFAsgF1irUxq5ly2BoxaI2atAYNGz8p2jq1MgalBB3nNIr2WSbaqJYqtModdoyon/HLma3i0x9G2omqOvEWdsmYTk65Gnz2ojOUsBtO9+LTNcpb5QoJso4zHZMVlMKtGmFEdC3la3SSCmObjegp1LVPBAAd9EYIWBxuFHIu5LVraNdpaEwfch7Br7Sqer9aq0WtdxKq5SFMk5sbjCpy7Tbvn3Wa7qkC5zB+WmjuY9W48xlEs+j5WSg2lNJp0honavKRrObZKs9SaqwSNDQLmCFpdP9dSkK8XmfIV6XTXSNRzZJpa8i09Zp2PoKWHoDlIyBJRXiCPUnqIwkTGCuTzkJz6a6ktSvUGHpMZh8mkZqErzSaZWomWpk3AYme/J8ywzcdOpky92WZfuIeo+90NbvnOSRNHmoi340nuxBNqdnvQ7caOgRNDUTKFKtoODId9ZOS6USqxPxhUY0+5epFX1+bxOww0a1W+e3sZv8vEsDfAS+c2+MzxCZ47tA+LzkK72+YbK1epdvJMuKNsJyBid3Jh/Q1cnh6e7jtJufM1ii0Ll2MRdR4I2c8z4u3hgPeTlFsbzBYazObXedodI85z5GstksUqTwUPMhEIkCvXOL+4xo21HfRmPYMhN3Lp+frqDUxGDc/37VPO9HfKF0kX42xvBYnFtQQsVvqDLmqONoNOD78z/TpRm51fGfsE5zdX+KPFK/Tq3QyF3fy1yVN09XA1scOpcFSZ6/2gJQ1RAebis1JrNNU5WzwW5Nop0mKf84fXTNwzGBOwLqBdJMhi9BmQzPWgU7HFyc00d84vcOjpfWpO/cESYHXt5VvYPXaGDg2oaLWlhRgrCwk2VlMK7MoIWCjqYXQizOBoDz2S6R52PwSohWEVYJ5JFZk82Kf+9sZykpWFGFOH+zFbjSzNxVQ2u8zCy7/luQUMillcbDNLb5+XT37ukGL131myJD335rwC6gJupRn81//GWTa31pTCcm+NJusYAdyiNhBwLiD45W/fUuamYg4nr/3BEnWByO/FiG58n8Sq3W/ACtMtmfDymcg3+MipYQZGet5XuSWAP5cr32PLRVkgr2GXLbepfSMNgHtgtt1VgFdA6x4brO7fvcl1P5UpqWMpX6goCXuPz4nTbroPkO899v592YqZnmxFnZjMlElnxWOjg9tpwe2wqFjRckkSBurKLyBZKJHrNPHYLQwGPDgdFtVYEfArgGArkydXrSlzOI/NgkarUedstdVq79/XaFQjUD4nea+yrTaavLa0TKFc5+zIAINBr2o4VNpNzsc31Wx70GznWDSi1qfyGPmYL+5scT62Qdf5MhtlPVHDYzwbmcJhW2Y2v4G2EmFn1aKazWfG+5ns66GrFdXTNeL5HnYa3+Z2Pk6+epi/M3ablgaO9PwjDK0r1Nop0A1Q70zyxtoay/kMp6JRDvn9XN16nULBh83g5W988Tmshh9zufvHIP0nqj4SSBfH9QsXLnzo35f4DwHPP4oHdqVW5uL0RYx6I3qNnkS+wp2tNKeG+h/KkpSPK1l9A6tBnIrDikUPm/exU7uB33CC1dTXmer5aQbd725eyGMvrW7x56u36fe7+BtTJ5Tk6I+W/pRap8PfGPs5qL9GXeMj1kgRsp4gXpkmmfs35Gp+jvX993hMbiVR3MoXWcrfpqstMuI8jt1ipE6DZL1IoVKllu/SLMNYMMC+3tC9/NYHK9/MsViao9fch0vjVwuO6h6Al/vV3a3ImaQTLq6iVovxPht/F8yL1OrDyJDVbOHmJt+anmYzFUenbXC8P8oXjzxG2OXnraVVzs+v85mJMfYNhR56TpF2/f6fX2Aq6kOXKHLsk4dwvOMCr3LeG5skaqvKAT6oMo+1av5yNp4kfzEJ1Tq9ITu9x4fZSOY5e3gXeO6VXDgT+QJvnZ8nmcnTf7AHvVtPqdlQzN10IonO3KTZbRExe3EYTNiNJmyiWjCacRrNOAxmXCaLuu8yyIVae09Z8EGSPbn4Xru9oS5aR/b1qQufvK83X59jZyvD53/muGInpFYX46RieY6fHVP+BucW1jkyECHo2v1clDFXXWTRdWVS950/epu1eWnotDn7c8c4fWLsnmTeZni003d8J6fMgyQPXRgFWRhdPrfI0GhQLbT2SuaXry1uKUDt8JlJ1SqE7Q5G3F6a3SazhRjtbpcJZ5CIdbdBsbqdYWkrxeGxXiUzfa+SxodI5WXeWNzkQzYrTnMdrSZNs1tVQF0Au0Xn/qHI4SVX/Xb+FtO5CzgNB/l87xkFaj9sleuXaTauYDU9idF4P6lCpNa3M69zLfE7ZMpBEs1htPo6I9bH0LUu0mwtstLwYpR4QdMcba2F4z2DPB38JfRaUU7M0GwXqXYauE3DOAz3JZgrpU3milsYcfBEYIw7t2ceOs6kASEqn3q7oUB7vbO7bbTl/u4c+lIsqfbjSEgyf7dwaCPsVJvq8w/pe6g0qhS6b+A3jjHmOKvmyE3GDmvVWbrkiJjDRKwHH1KyPFiZepmFQpJktYjX1EKvyyhPj0rDzWy8hstiJOAys17MMZ9Ok6nU6HdpGfTUaeFA0/Zj7dpwGDX0WyUX/QqNThuT+SxB2yfV4qqmTNm2ydTnKTY3MWjteE2j+E37MOu8rFfSzBfihCwuJhxBjJrMrvlbJy4hjlS6flYrHbaqy4otd+iy5OoNEmUL/a4Rxjz7MOu96LUOiq2mkv/Lrdyq4TJY8Zmc+E1OHPr7xk97JceusN+LuTRv7qySLJUJWSTOyE6pXcVvsdFr3R0B2fUG2G1ySFZxIlvBabKwLxzAb7UpBl7ddEaMD6hlZLzoysY235qZp91oMRT0qrnVTLlCplDAadHicRtIN7IIQTjk8aLHxHyiwInwILfvpEjWm0rtIiDk1RuL/F9+/lmCHse9GdNvr9wh4Gwq49SNVJVyPsEvnvxZqp07zGa+x1vbB+i0zBz07+B3bCoXfZuhhzu521zKwlOuOdLtQXYqIQr1Cl8YfAx9R6/ym29vxTEYtbhdFsWob6RyzJTW8Pr1PNk3wbPhfby9fZGra9OsJroENMOcGuhn32CQ+WqSYrHOK8tzNJo5Phc4iUan40/SVwlYnOyPBPjpwUNoOlrObW9wNBhWTYbvt+R6KBJjAVPirSLMZY/Xoc61W6k8QyEfw2HvR5bNf1AJ2BFGXK4BAhQFDAtgb1dqxJbjHH32APZ3nFer5RqXvnWNydNj9PTdb4ZLw1dAt5jEzdxYV9J1uV4ZTAZsTjOhsGdXct/j2AXuIZcaq1i4vUVPxM3oVEQZ2gnLPjQeom8oQDpVVGBdrmnDY0EF2AuFKgt3tnjtpRm0Oi3HT4/gDzhwuSWr3apArnxv5Ni7fGlJSd9nZ7YYGQ0yMmFW5zS6GtZWk2ruXAwSB0d6WJzb4e3X59Tc+eNPTSjX9T1QLAz30twOuUyFviG/MueTa+pedryw5qlEkWa9iU3mxCfCCrCK2uwhINzedaYX87R8vqJmtIW8kOuxzWFS3i4CchX4fsSqWk4Hu2BWqxrXe8BW/v0gCNZpNUr5KEkAmWwFnV6jUgXEJ0Fk/PK53X/sfXC8+9jd/1evNdjZybG+mVaGc/JmRA4vzKiMJAjDrzXomN9KkSlVmOrvUWNpD5YoEG9vxhkN+hgJfn+jZuJB8tLiokpGCJsdauxGMtZlHfXm5pokCGJAx8m+KO67Hk+yPyRh4aX181SMr5OrHuSw6wDjbhdd/W0qXQMnXWdZ2apxbVmiR/Uc6A9i84j/gJ61bJP58h+zVAyi7dj4md63CDj/OqOOY3Tr5yl229gtzwIOru5s89raKiM+D08PuMk35tE3D/LU6TNYTcYfe5B+6uxHZ9IvvvUxk/4TEcH2k1ByYJdqRb5++S/parokSgVWUmmGpMNoMav5bAHucut0xPRoG6fpNPHqLJn6CmZdB7NukK3MHOMuH5M9v6gW1e+c657ejPGVxVt43Rb+9v5TWA1GLiau8GrsEn9z/Mv4dHE67QRbTS0uUz96rZ07if+bch/Vmn8Vl36Y7fxuFJ3dlsNsKnHA9xhG7cMyqlKzRrJeYLOQZX47QanQYsDr4VB/LwMen2LUUvUEq+UVhu0jyiDp/UpkW9Vag4oC8XcB/N37InGSc7cA+D0ZvQB5kdHtMfHSnZd50VvJbbS6AmFHCY/Rx+KWkbcWNtjM5ZgUKfz+CfKtJlfmNzgdiXJ0su8hc7eV9SR//soNTg+E0JTrykjuUbEytXaZLQEO3Q691inMWpuKHdLkGsxeWMFkbOMd8rLZbeHuMSMG9sI6S0SYLIxVl7reJb1QxKrVcfTMkIp8chrMpCt1as02XpcOl9HKUe/DYxbvVx8E0uWrOD23rdQOxw8N3Hvv21tZXv7ONI89PsrYXeZbZuUuvjHH4VPDWBwm5eQuhi9joUfvy8tvz3Hhe9OsLKQYORThmb92irpG5nNryglfFgYC1h+86Zpdrp5fUrJGWdgoo7iLyzhcFibuzutLiSnMS9MLFDsNvD6bMjsbdnvU8f3ge9usCKMaVxdXQ0FPJd/i+FQfTtsHJwjsVaZWYbNYYKsk8nkdPVYDDlOZjiaNFj1OY0gBdsle/6glHfq3U1dodfv4bPgEYeuHM5Prih9E+S9ottJ0DD9Hvtlmu1RkLpNkp1zAZ9nCbvwuboPIfS18oucYB9wnqZZ+g6VKipulCNW6hs3KOia9iSn7EcacT+G26OlqLmEzRim3MkRtT6gmlJQw5deys6yWshx0jlBdi79vM+jBEvfdC/NrKvEhEDSyUrlBrWEiWe/Q1bUYsoex6DUkW+cw6q2ELcfRa3TKqC5RXUenrdFrjtJrncCsM99j6o2PiCwsNTOslO6wWUlTabrRNDxoWlpOR/uwm0wsZtJsFQv4rBa0xowCdteS8r00ccDlpt++iKk7RwMzOv0x3JYjmHTiVF+kJUC7W8Sk0+Az9+M3H8Cu33W8zjcqTAsj32mz32nFp89CJ0a3q6WpdVLvWKi0E1RaqzTbwqZZqHa8JBtuDLpe/MYw24WKasYdC4Xvua7vVb19F7CLH0G9qBbcboMdXddAu6291yiz6g0KjIsB3vn0CmvFDKOOHn5m6AA9lnePnch+FUWOmEjOxOOspHN4nWZ8LpHTS+OljV6jVYoZAewyRmDSaslWinz39gLb2wWO7/PT4zfQ6miIZetsZ6pYjBZsJgtajZ6jobD6vq/lckw4/Lx2ewm3x4LPaOXSnIxeaPnVz+0uXqVE3XA7leRo2EWqtkN5rcbB/ZOci/1bXlkPYdX086mhAF3d17Ebhum3P81C/hyvp1o8Jg3P+h3mC0cUuDjlnqKQa7OVK9Dotgn7XGp8IlsQqXwNi69Dy15mxBFmQhdlNr7Kxe07FOolzkQP8+nJY2oO/5uLd5hej5EqlKkZM/zM2CEe79/PP59/VRmnPhMd4mggStTi463NNRX9Kb4YH7ZEsZDK7rKcspVzlrh0SwNE2P/ba3EsJj37B8Sk8MOPyPywSthtAdnCsgtwz2ylaZZrPPHTJwj2eR8CWIn1JHOXljjxmSMKWD6qRCIvM+jLC3FWFuOK5RUgKo3adkf8iOqKkZZoMMUg282cemIMj8fGzcsrqlmw5+myvZlVDWUxsRudCKkZ52Khwtf/0xXq9ZaSpUvDQRzrpQSsC2iXSLn52R3lzv7Gq3NEBy2EQ2HisYKaO5fxKwHJMzc3VGzZ1IEokahIoe8zu8Jwy1y+XLN6B/yKUBBQLO8nvrU7ry+mdmJYJ4qB/pHdWLU94CvKumKhqhoScpOPUeazhSl3i4TdblLg+EHA/X4s8/dbshaR420rliOTK+Nz29Tsut9rv/d80hQoFWq7Bm+ZslIFSJPD4bYopZvdZVEkkDjEixxenkMAe8DrUK8rkStxey2miJz9/UG1htsrUcNcW91SccMfJqbtnaSMfNc0LTA2tOo6Mxbxq9GbCzubyhtConyPRMIqAnhvnXBxZ5O/3PgPVDoVNJpjnPSOY9ImMVjS2A0BzvqfpNGEK6ubrIthprwk2zLDroNsNi6zXLvCav4Qk8YL9Ltl1OrXsDVWqTYk4tGOUX9UjfDt5Iu8srSk0moO9XSx6438rV/+VaxW048/SH/8hwDS3/4YpP8o1Mcg/R1y92SpwrX1bY4P9OK1m5XET4xuRK4qGeSp6huY9SN0sHMt/TX02iY6jYOtPAxbN/A6PyNTmLsfrkarFrO6u8z899ZWMFoNfHn0ME6jlWS1wHe3vscx/ySnfVMYW5dId71otDZ6TEe4Gf8fKJRvcy39U0y4Hifs2s0y1+ozpBvrDNhkgfr+cjpZlEpO8PTmNguxJCaLlkiPDrO1zmH3IUKWDzcS8F61O4t0Xz6/B+L32HiRfW+2itR0Gfo9dfqcfoKWEVxWn5LRS2d4KZHixdt3mN6OqfigHp8bU1vHflcPx/b1PWS2c+7qEtfubHDE68DpsHLgiSn182qzQUHNf1cU2M7Xy4pVzzW2aLadZEoW1sRgZbNJV9vG0dbgHw5iMJo4MhbZZb1NVpwGk9oKOyUZ6i/+xTXlMHvk7mybsNPfW1tm3OdjtRqn1+plzLk7p/1gCUMpMVm1ToNSq0yukSJbTxBLbBMN9mEz2LHorFjlprdi0zvYXCuSzlY5eXhALSbU8zRafPsbNzDotXzqs2KatwvKpq+uqgXKxMEoF5c2FKA/Nvhoo7hkLMdXfvsV2l0NW0sJfu1//DLhuxFzah92uwqo77Lu8hnu5lOLDDLgtrN/TPKjzcQXUmjbGjXnJxd36Zbf2NrhtZllfF4bZ0cHGHAKqHnvC7l8ft+ZmWGhkOLEUB+HA1GlPPi+j7tuV83vCru+Uy7hMBjwWjvYjEXaiEGfB5cxjF3vf09m94NKmjxrpctcz22Ta9o46O5j3NGPw/Bucx9hGHONu59fo0ammiRbfhmTfpRSa4Bmq8OYx8ehQEjNvy7lXuFW5t+h0UyCPswTgWfw6AyUyr/D7Sps1MKYtWWmszkG7E7GzM8rxrnYWMFqyGAyWgjZR+h3jitDNqlKq8pryetU6lrGKnb2T7x7fnNv8SQ55MLq7uQKXF3cVpFN41EfbcMaLpOLjtaBVtfhmHdCge3rma/T6FY44flZCRwjXZcZ9Bu0ulmlWrHrI0pdIse7HPvimaFBo+T0IrEHYYVj0K3jNw1i00a4IV4UlSJGkwZNV4sRA+NeP8MuDyvlWRZzq8SqFgLGNv3mJXK125TaPjzWo0RdIzQ6OfLNDJWWsM41Zf6m0/Sg14pruulejJw0LHO1FOO2LmPWEgZNlbbWQbWjo9LO0aGItlvHpPNiMwxjNYxh0Ace8CvIsVZOqkZeVVK9OnpOhKJKKfJOIJepVUlWSso8cauSpd6pYdBrCFtcDDsDqnkhc/i5ZoWQ2U26VmElJyoEF0/1DSlTvfcrUczc2o5RaTSVBN5jM5Jq5MjW82QbBfLNAqVWhU5XS70JNxdydKoGBsJ+oi6PGrGy6YysxnMk82WMYuxVK8tKQM2ICrCwVXSUaRK1uTCg5cLMGkfHorxwahLjXTOoC9sbylfiSCDEwsICW+bzfGstQcR6hp+fOESh9TXq3Qp9tk9QbGT5+vYc+9376FReYiYXUCaI3q4LJx6qnZYCto1uizuxJK1Gh4jXyUjUztvZO2gaBvpaITqNNhfjcxhMRZ4cH+Cg4zTJbIk3N1fZEDM7n5eWI8eA38DP9n6SP1i6zNdX7/ClwYOEnXaOegZ4e2uDfqfrPY37Hv7+d1WzQOTs8XRRqcnCAZcC5jZRFTVazG7ESRUqTEQDRP2uH7qx5Q9SAtqyqRJXv3ebjcUYw0eHlSu7yNIl3kuA5NylRWU2d/S5g49Mnnmw5BokIFtYcfEiESY31OtW/jDydovFGkvzMXY2M0rqHe71Ui5UVGP35Nkx9W8J/hZJ/fpKSv1cmHW5ln37a1eVLP4zP3NU/VyeS2W1K0fxilJuxXZyFIsVZmc2CIX9nH58TI18pRIFvvedaSVbF3n7g6NX0jiYu72l1ICSeS7PvdfMWF9Nqkg2YZPFr0d+d0+2L4TE3kz5XjSamMrtzZUL2P8vtY9lnSVz5+ubWSrFKjajNEO1NKpNtQ/FcV3M3aSJIK/zUftVPUcir9h1UYRIo6k36FINl/nNJNvpAqMRP4NBz733Kb93fW2Hcr3O0cFe5eT+oV9zq8kbG2vKU8OrNd/LWPfLGEMlS9jiIJYvMuzxMOj2qOaCxDG/tTHDK7HfI18awmfuY9TcQ6m5jM2kpd88QsQYVaRBPFdUrvSNVo5Ot0C37CXDRYoaHdWulwPeC9h6jrLPeBZDd4WGtoPNcgCTya+aj2IY98bmGgs7Owx0s/yT/+v/iNPj+LEH6afP/J8+8nNdOPfPP55J/xGoj0H6AyD9jUtXuL4Z42h/hJDr3axGsbFErRUjYD3LcvEC84VXcOgDJEthPLpVHgudwWQ+pi7ue8BeFqub2Qx/MnuDtrHFL4wfxGYyKOnnazvn0GlqPN5zGic3KLbbxBsd6s1+irVLeHRvM507wYneTxF1BFUkWq2dVa7KErNm07sVYy8MvzQCdre697yIyLzSGxvXuJNcxqYJ7kanuO34zU4CJiceo+1Dm0t9UMmCVSK2rsYXsOiy9Flt2Lv9dOq2XVa+2lARIgL29kzsmpo2V7Y2uRXbIdWuErG6eDLQz4mD/WjNml0Q2azy8vlZ8pUq9noDU68dvd+sgIdIvewGo8prtt+9WfRtmmxjN1jIF/yYikaKCzl0zSYOi5562Mmxff34XI9udsyJNO87t/nZv/rYvQv9plIFxDgQ9HE+vcSI3a/k4gJQaiqDukGjU6fbrdClqiKlbDoHTr2PnY0EPdEA9U6VWqeq8ugb7RqpQp5CuUo04Fdmg2a9FbPWQmqzwsZijrOnD9AfDClAX8m2uH11TcXELaWyyqRIZrQeBY6FMfij33xZLWRe/cYtPvulk3z2y6c/cP+JxH07lWP4UIR8o87ycoK1lSS9B4NqgVpuNVlPZKnmGzy3b5QTg1G1wH+/ktdybX5LmV8dGA2xXs+wUc4o+fu4M/h9zX6/U0a8UyoqwC4ye4/JgNvSwGzIy//FaQgqwG7W/QDS1k6NleI5NipG6l0TVp0Ol8GJ1+BWMXl7oFz8CWT0QZoZbqNZyRW3clfQd9+gx/VfMeztexf7OpP+c2Zzv0+xM8RR3xMMOY5jat2hWHuDS8UOuVaYdjvLTq3B48ERTvl/jlZbx0r+ZQp1E+lailbjgGoq+WxW/FYrdU2ZNxK3MKW1/NSRJ9FpdRRqdTU7Lo0X2cr8s7iEd5tdld87Fe3hYH+I7dod1ZQst2zUOy0Oe8YUQJ8vvEm8tsBJ71/BrLdRbBaYzl9HpykwZJsiYB551+fW7naUtL7UKtx1ghdXeok085Es1dT8tBj/COtVbDQxGXVo9R0JEaPbTWLXa5VJm1d3E78xTksTwWg6QqVlURL8dK2D2whhm46oLYTL2IdVL67BWtWYFJn4RmmNW5nr6DtxopYqta6RdNNApWvGqOlg0bZwGbxKteQ0RdRM4h4bLWqjd1aqXmStlGI+lyBfbnPIF2bEHSBbr5KuVhRAl4aJ32IlYLEpozfxoqi26swVdpjObZJuFOgxO5hwRAhZPXgMduZzSS4lNvHo7TzfP6LGCB5V9XZdmbiVW2WWM0lmYymMxi6TIR9+iwub3qZu0vjbi8/cKRT4D9+7zL6hAAaTjo1cHqfNhN9lVoaWm+kcmo5GuW03Oh1qjTb6jo5cporWosfW0VMrN2jXO5yeHOCTB8YwGfTKM0Kalft9AV6+/SLXajPs8z7LL+4/Q7l1i43Sy/jNx/GYJvjK2jdwm/Zjrq5xI7mEQ3cMn83JkGVgV11gMDCfSJEsV1Q06OG+ME6zjj9YeZN6rcM+ywC6upHZ7DoOa4Ueb4mexgl8Ng9L1Qwr9SyP9Q2Q7xZIdxb52egnWSkU+X9df5nP9x0g7LRw3DfIrXhC7ZPDPe/vw1Es1+7J2aUJLaA8HHDiupsxLtf39WROgZqAy66kwvKZ/KiVvM7bb8+R2skRGu+9Z2YmsnNvwM7KtRVCAwHl8fJhS+a9N1bTLM7uENvM0FXZ7g6GRqThrWd2emPXkM5mZOHOjgLgXvl7AnIDDtwuq2KtRVUmMvXogJ+3vneHrfUMZ56eYGQ8dM/ITV6/pIdsbaS5eH6JcjVLwB9SoD0Ry9Got3n62Sk+9bnD9wCp7C+ZK19bThKJepSDvTSzpXEhf2NtOaFm90ViLw7uMiLQO+BTUaeiRBD5u8jX90C5AP+9xvh/qRIfAolv22PKhdlvyne13aHR7RAOexgeCiiH+AdN8D6ohFXfSeTVNUCUkGI2J0qJ+a2kavofHAzhuAvIH4xp2x8NEnE71fVcQLWAZXW/3bkLsnfvS+SeMNbFWoNr21sqlaLHZCOeKbCZzKsIUEkhGnC5SRXLOMwmhvxexdYLgH479RLzhWXK7VFGPWE8ZqhrU/Q47ZwMnMRj8eyOF9BlJZ1lsXSVQW8UfbfBjcKfMZseYcg7i8+aIeL6VT4RkHNchQYa7OZnyUp2/UKMraUYc/kMt/VZ/vz/8Y/wO90fg/SPQfqPTH0M0vdm0qtV/pevfpOjA72E3e8G6O1ug0TlVbzm42g1dl6N/Ss63Qa0DlFtFHkuYsFufQGN5mGpW7JY5neuXaaoq/FfHzlD2OZU0shXd66Qqt3mdM8niRoqpIo3uVVo0WyM4rZUMGn+BWuVScaDXyRqH1agP99IKJM6j2kYvdZCu9N6qBkgzJ+U7i5wvw/ehc3XEqvtqKi1AesIuVyLjUQBSVd2eszoLF2a3a4C6gLYfWYHdv0PJhlOlEuc35ml2k4w5Xcy5BxXc8PvrHqzSbJUJF4skqqUSJfL5GoVsuUy86k0C4WcAvL2tkEZ/oxH/WoBazeYuX1rh7DNSqAEJ58+QDQcUOD8USXS0kRtja3yKitxPb64l3qhTjtfwuSz4h4JcmKq/+H93Wkr0C1s+KvKXT7Dk5+eoqVpKdbuRiyN32rBZzOzWclxwjeogEWrW6bZKdKhgUPvxmnw4zCIY7T5PeXuEs12e3GbfVMBtBZ5/gqVVol0McflG/M4vQZCA3Zq7ara38ntAh6H5NzaSBca7Av34TE7H2LlrTqLOg5effE664sxkokSxVSR//u/+GUl53u/kvzdmRsbHD8zqhYssri7eXWNkcMR1psFFjJpCtka9UqTwahPLf4dBuOuTN58Xy6/x/BKianS1TubSiFweLz3npRfXF/nCnEStQJDdj/DDmHZfvBGkUiDRS4thnPCfHrNGpzmKkZ9DoPOoqTwTkPoQ2evy3NsV3ZYyN9krWSl0zGApoO0fkYcQSZcEbyiwDDKWIyGrWKRxWxaOWuL7N+r/6rK2nbaf/6Rz3858R9Zyn8Nnf44J/xnCJkPQ/2rZBtp3sxlser3s5Cfw26y8nTwBKPO56m14uQbAqgFjPlptYKkyhXlVSGS9UR7m9nEMnaHF4vGQsjiZdDuw2914LfYcZpNxDJF5raSHBwIEfY62arMU26JKZ+LZrfDEfcoBq2ezcptFopvcdzzBZzGHgrNPNP5q+gpM+o4iNf06AV+qyP+GKvkGzGVuiDsuV5jVGkLV3d2MElMkl5Pn8uBw2RgtZBmpZCgyCImtgnoljFr07S0USraUazGPuw6h4pp02nKqtFTango1G1YDXZGXX4GbA40JCnWZ7mTWyRTyzHi8BG29qHR2tFpqmioAy5amgCNro9G13AvI35vKyoNmQsXJl5uyoFdWHmdXpkxxSslbqa3uBTbxKwz8om+YQ75I/jMtoeYcGkWbJSzrJRSqnE6bPermfNSq6bAelr8Q5oV7HoL1VabmWQal9bGpwbHcZh1CoxX2hVKrZI6J0gDRQzc9sC4AROb6SpbuSLDfi9jAd8j56DFqf/b1+f44pkDBBx2BYjjhSJ9bhcRj1ONG93ZjlOhSb5bI1YpYmpqFAAzmvRk8mUK2bpKUQl4bBweCBOyOZG/dD2+yeXtb/FY/0F+Zf/Pqabk7cy/w6j30299jq9vv0yqYkSX8bJcPs+hngkcrijOVoBCuakW9av5LDaziYgoxRwOBZJfzd2k3G4S6frRFE0qWcBiLNMTzDDRc4Bx72He3lhjsZLiyb4hErUi2e4qg44gY7Yxfu2tr3LIE+Hx3j4iFjfxQk1FQp0IPVptJAzjHjAvVxv0CCPsdylp8IPARzKnRdou3g2SeS4g/Ue5BJzeeG1GvedDT00p0LvrFJ8nJznry3FOPneA4f3RD4xhexR4lHg1cVMXmb1IvEUZJ/Pbcjt8coh6tc76Shp/2KXmucW8TaTpMtMtsXByPRB/k2ajpZy/9x3u48DRATUu92CJ+/j589dwOXrU7LkAdafHpo4fn8+upO7DwwHiO3k1uiWxaiKrF3Apju0rC3G1HwW0J7ZzyvjO4bGpxoKk3uyBctk+Ksf9P1fJ662UJJ/8rppAjCNrTTWrv8eSy23vNcr6SIC2yOEFHId6XERDbmzWd6+F3gWgFahuq+dIpoqKYRfDOpvFpK5f0twNuu2EXPZdF/ZWh2yxwlIsrcZAo16X+kylCSJgWT5HaWjs3tc9dF9M426kYkz19NDnciM90K2MxE3GiHfKPD82Sq5RV0k3x6O7CQ+NVpV/v/g/cCvhotPp5/HgMO3uFg1tmf2+Ic74Hlck1V7tFBKc234de3scg/VtYpUd3liJ8GTvXzKbG6Gvc4azjjyra1ViS3aqBTtukf33+/BHvORo8uW/8kmCDtePP5N++ofApF/4mEn/UaiPQfrdAztbKnPh6jX6fI+eU8vXb9PuVPFaTjCb/x63s3+OW3+W7aKOz0eNOMxiVjL28GOqNX732lW22zn+t4fPMOD0KPnkucQiifJFmh0vUd0gxvablLRWAo4DDDnHWM/+GhslA3rTl3gm+py6wJZaGTbL0/Ra9+EwPHruWEnzO/dBe6sr5j4yt9hgpbxEs9MgYo4qBxP5HZGlJgoFdrJ5JVsTF1CTWUdFGUk1VL671+jEZ3KorUg199j6ew2Auw0BiRASadOl2AJL+RV6HQYGnYO0O2KwJK7nNSVHFxAhM/NKOvqA+7kw4GK8Zteb1FZYSU1bw8sLy6xspNRctsdq5fRQP2OeAJlchfPTK4y4HDibbY48dxCny6ac6YWZl87wO7vKAkLe3DpHKdvEEQ9RL7eolHJU/WaOnRxEa+wqFlwW6mK0JY0NWYQbu3refHGWnoCXZ54UBYOZarPN+c0NTvf5WCytslLa4YDbq2btFTDXe9DdZbPu7Z92W5385XjbA+npbJnrMxvKJM73gFxvzywutp3js58/ci++ZWlpk7WtHUL73VxZX2Wgx4JBXvcDrLxIbKWqxRbLN+NEe8NceXmJn/riWcZGBrDq7LuMm7D1uoejh2RBcOntBUYnw4Qint3s2ldv0+0xgltHr81BOdug0+pyfCyKzWxU+11mbhWrXNuVfIsEWeZv3WazynNeX8uomXmRzT6q259rVJjNx1Rk3Zizh36b9yNHAcrr2Czl1Qy7NGrc5paaXzfqK+/KXlcmQs2GcuoXdi9/17VfXHOdRhNd0nQ1WSW3HnWGlHx5obRJs9Nk0Bqm3tCpDHipEY9XSWoFMLVaCfKlf4Pd+ouYjA+fH9Qx0W3x+ta/Zrv8KkOuzxGxjRExT9Cq/C4bTQPnMltErGc5n7zAUX+UM/5n8JkPkqq+rRqC5VaBqP1JdJrdY63WbLJdyPHG7EUifWGK3TLpZlGdG9xGKwGTg1yuQbHcZH80jN/uoNRMUmqlaXU8GLRGjnkmMOoMpOsb3Mx9k33O5whaRpXR5K3cFUyaCmPO47iNkUe+n0xdGOMNbDoPPeYhNZIjr+u7y0usZLNEXU4O9AQVaFov5BWjG7C0qfMtNO1ZaOVZqUfo6h4nYhth0OHBpMlRaO2gwYpe66OLnWo7T6WVIVbZplDZwNDJIb2fXMdH0Bqm3xHEpm+hp4RF78Om78VuFMXJ+wMraaKKG3u51SBeKRAvF4nXSqSrJdq0cRhNeM02vEYLa6UcS7k0Iy4PZ0JDDDoC6NGxVk6zVs4ogC/gXI6XR4LDdoOdaorNSoKF4jZ3sttyUeaIP6IaQB7jwwz5o74Tcp25tR1XC+sD4SBB57sNNb9zbZ6dUonnD44S9biUbF7AeqJYUn4lAx6XYoeFKct1amrmvBcroYgLh9HIxfk1LF09WrsWg02H2aknUy2SKC0waEzyqyf/oYpYXcx/jUJjjV77U1yIJ3l99Q7W4jhm9xInIy2SrQNU0lbkP5nXzbfr6vxvlqhRjRGrQc/1yhK349vYqw7cOhf9ARc94RpuV5GOrk5E+yS3thOkNWUFujcrBSzGGrHGJj8d/iT/7fm/VA7dv3rgMUqtOprmbozUY5GH0yXUXHK6qID5bnSVVcnZe7z2d6WZiDJscTvNWjyj8tRHI49uiPwoVktMPV+ZxuqwqHi2veNQ5s5nLi0xc3mZ3olefD27LvEyT/5hY8f2SkzUBDiLCZuwvhKHJ7PgIouXuLhKscaJs6OE7kbDyQx1IpFXMnmRpQvjLje5NghYnjrYx7C4y4fd+Px2dQy/+K032VypE4n6+MQn9yuQmUwUuH51jWsXV5RRXaTPw7ETQwyPhRSoTMVy6hwe6HEoFcH0tXX18/1H+gn3ed83Gu0/R8l7kFl3xZJnpRlWUY2VvXxycYiXKDvZZbvMdIdW+y6D/QDoVgA6XyaeLJLKFFX0mTi7CxMun538jrJtB/UZKwCt1z4MsCW+ty0jHhXS+TK1ZotKp6Vc5o9ORJXaUH5PfDCmN+Jo9RpOjPRheUQu+6MqWSmrMZnjod57o0IipT+/vM4ba6ucjvRhMumpd9uc6o+q5IuZ3Ot8Z/svubEzjlXn4KjPR6MVo9atctp6jGA3QqPepF5rqW2yvUyiliOTN+IceBubZh/brVl8xkWu3NzPRL3DgDdCcNDDkSNfxPyOZIfJqUmlPvtxBuliqHj69P/xIz/XhQv/goHBjyPY/kvXxyD9nrt7jcX5+UfOcIqLbbLyOn7rWTodHV/f/IcYGCBdivLZgQHc+hwms4Dp+xftcr3BH16/rhxn/9ahk0x6e9QM76ubC6zmr1NsZBhxPMEJzzY6Q5mOsZ+Q5ThbmV9nvXiH9frn+MLI5zHrnVRaedYrNwmbxxUr9f2UAPP54qwC06P28UfGVclFYTOTZXEnqYB7b8CB32Oh0CyRqOfJNApKxq3AtNaoFooiMd6LHRP5bKyUZ6eURaPpYDc60Wt2JZci9xSGWzmfGyw4jBbcRhtukxWvyaGY+/cztyo1Gry5sYZTa+D1S/NKQi/zVicG+unV2bh4fZVRq+SBa4kc7FdGdsKKSOdXIq61Mu9q7KIx7N6q3RpXE7cxFLLYtD20cgbqpQbDB0c4Oj6ARWdSwNysMz1kfBXbyvDiN25w+FQ/A1M2iq0Mt1LLcsnjaM8Yq0VxGzdzyv/eOfMC0peWlhgZGVHvWXJ1r9xaY3IkRLjn4biYzY00b7w6y9Hjg0zeNeARAH3x9TnGD0e5nUoz4Hcr19VH7c9MKcsf//536Nvn5a03p3EG9Dz9xUMKzNdaVSW3F+Amr1Vk9SadRW3ja0XsRgdjI33kym0uvr2BxW7j8RNjhCwObq/E1OL06EjkfXNc1dyz5Linclyd28TiMGD3yd/Rqzi4XbbdpED8gwZz8WpBgXXJRJ9w7YLhj1qySElVKwqwiyxeq2lh0JXpanNK4tvpOmi17YpdF0Zc5Oq7snU5Xk1Kxi/PsVW5SrOjZaVsZMjeQ8Ts4UpijYvxFXWcPxEeY9L7cCqBVKX6HWrNWVz2/wqd9t3z7CIf/+ba/4S2u8qI53P4zWOEDBYa1W9yqdxkq6ZF0wmxWV3l2fAk+9zPo9eaydSuKG8MkXl7TGPveZxJYzBZK7FcTHBhfQVdR8PJ/ih+m51cM852ZY1yy0QLDVGLX428iEpotXSBqGWcAcdBFXG4XL6DXddmn+skflPvQ8e5qHiyjR1S9VWMWgs95mGsercCR7ficV5aXlT7+amBATXLvFrI0uyUCFqr6LVvEK9exyKGc/qTJLtHOBs4DN0cy6VZtstJjFoPg44wAbOFZidHs51D3y1i1tQx0aTUCXAx22WtXIF2HbeptSsnt/aAxk2ji3K3342i092Nn9uNo5P4OWlKGDUGas0OxWZLAd9MvYb0k8TozWeWcQKbUozUOk2qd53XxRV/q5zn3M4qmWYRdDJ2o2PQ5mPM0UOP1bUroVfnFD1dpIEqMY1lJV0Xhlw+R6WC0VnV335ta5V4ucyUX+bz/cot3md0qPPme51b5PjcyOZVioXHKi7wPdgeYPWzpSqv3FjAYDNwYrBXyVWl5H3OxVPK/X3I76HHblNg9Or2Etdia0z0WIl4LJg6aVZjGXo9esptCHgbhP2iOtBjzj/G1MjjFFqrLOX/BE1rgrmEn5e3zjFp3c9onxld5yLz6QitSpDD3iH0Fj2r2SzFUg2PwUyf002t3uBybIXl6g5Bm49Jf5THhgZwuqok6tskK/Poavto113UzE2iTjGZq9DnsHMxd54nfCf4yvw807lt/tHxT7NRTWPv2qm32jwRHVDjQMqIK7drAJfMFBVrKCZaQb9DAZtHVSpfVsZaMo9/YDB4TwL841SNWoOrL9/CF/Yydmzoof83/dYs1XKd0FhEmc5JVJqAwz3ALvLwD1tyHArYjm/n2BAH9sWE+s45PXYyiYLKUp/YH1WS+z1wLI8Rc7nZ6U01ZiUz72Iotxv3tWu45nCa2dyM8ZnPn+LI8fuvX+LX5DGi+BKjtDsz29y6vk4+VVINO4/foVhn+dZ0Wm1GJsIcOT2C221VDu4/7PlyBZjfIft+UBJeqzXIZ+5K13MVSmKWJ0SFzagaI/Ka7jnTi7383brPSu9udXrdvfvvZK3lnCvqF8lOFw+YSNBNb9iNxy1rLXGW13xoPwaZgb+1vEOmXGVyoIczBwawmk3qtUkSQyxX5Ohg5KEEpPcruf5ejW9zOhxV59O99cqdWIKX5hZxNWVfadTo45TLJ608rmj/I2tlHTfjPpxdByPOFgZLC+lLf9rxDD6bV4F78dfQG2GrfR23YYjXrr9EKn8NffIojsmvsdXow2A6yBF7i0K+B4elh+HwASI+5721jGABqY9B+scg/UelPgbpd7+YVVmszM1heATwyNSuotUYcJsO8mb837NWukm9epaneo8QNS9hMB5Fpws/FIPzJzdvcSW3yS8fOE7I7GC7UOB2eodsJ86IYxub9QTP9Pio1s+T7HjptT1JufoNljJ/xHThWZ7t/wRRxyS1dom18nW16PU8grl6vxJ59HxR8p7tDNlGP5CZbLZbLCXTzGzFyFQr2BwGLDbpbMoMaIV0rUimLlLshpqvFZmvRaslV0mj0TbZ748w4h7ApiLJ9Bj1OsXk35Pkv5c8X1h5re5dEn291qAW1JVGi+vxJJPuAIVYlaurO2w3S6SqZcxtDS70HHbZ8Q15cPd71AxoqVGl0WzRbWqUezRNLZ0GyISCuDQXSxls2iQ2o4P6nJGG3sgXf/6skjcKC//gxbvRqVFsprl07Qbb2R1GhweYGBjFrHHz1kaCU5EobrOJC6llXEYLB9zRdxv5NLdIVldZXV9kdGBKRYQszJcYCfcz2n/fKV39vXqL73z7ppLtPf+ZQ8rJVkqiceTiXXSA2WBQF8f3qm/+6XnloGuxmnnpa1f4R//8lwiEPe+ecW2V7spqy6xu7RBLJzGG9SRqeTILZYxdGDpiR9sxkEq1cVlsDIeC2AxWJb3dY+XlGDPpHpbYJTJFbi7uMNYfYCDkUU2qPXM65XZdq6qMaMlwFVDsvAvahbnONsssFhNqTn3KFcZr+sHyhpUpXqNOTpjxek25w6+X8mp+WLr4HrOWoLVNj71G0OrDbZTs9eAjm1mtTp318kXo9vDqVhpDx8yw06ec7GuaMuuVOH6Ti2G7ZGbf/yw6HTne/j0a3TgO66cfuTBcKC7w1tb/TNjcwG09Q9R+BF93nVprje+m1zDrDrBQ2EaifT8RPMyA/TlKjTn1faq2y8rpXafd/ZuPGquQ7NorC5uKvewJW4kpo7EkWo247QfxGL1qBn1XtVPkYuqrmHVuBu2PkaqnlEmcQdNSjLoGs2qiiBxeQG67W6HcSmDU6AlZhvCagujREyuWOb+5pdy1j0UieKxaVvI7WPQ1eqxZ7Lo5Ks0F0i09Uftz+C2f4kZ+nmGbfD4JZTZlUk0NLel6joTIY+kwZDUQNukw6EWubme2WGClHKPfCqOOQXUujlXNrBVLivXpd7gVGy+stihkJH5u19ixQaZeIlYuKTM3OZ9I48pq1OEUabfFhscsjSXJkZeos10TvAcBvqht9lQgl2IbalHcJ07FOpGmixJHp/6emLqVWtIYA4tOGkB23AZpUjpwGaTRYrorqzco5u/lrQXm0kmOB0XtYCZdL9DqdhRYF2WTRL0J8H9nybVnNpFiM5tnNOBjxH8/CuzG8jbpUoWKpsC+iAWXraUi/WQ8J1vNsJ7JUm4U8dpbWAwd7mxXWE620RnCHAj5yCYrGNpOJvr6yFeN7I/20+/vUcfaxNQ4V+L/np00pEuj3Gre4ag/xMHACc6tf4OC5D7bjvDZoVPcjMW5sbEjdhFMeHzQ7CrzNb29y6Z1B6POyritl0+NTmCzaLidv0m2vMNGpsIB5xPUTeJlolXgW/bRdmNReSDkCg7+bP0af+/QJ1QzVtM20GlpeSLaT7UieeYF4qmCGrURxlzmzB8lC94rkbTfWU+QzJcYjwboD/xwIh7/S1VVmsIv3aRvPMLAvvvXqGajyaVvXyc6HqF/svehaDcZdTJJNOJdwO5wvbvJ+F4l1z2Rt9+6sqrk5U6PVYFvYcZdXoe6rkmsm9fvUFspYdbffPkOHr+NwF1Ds2DETTZbIl+I8/jZE+qcJg3rhdkd5c4+Oh5SjYTYdpY7tzbZWEspgC8YV8xrrSYDLrdFye8NRoOaOxcVgfyOOMiLm7eAY1Hhmc3GXU+hB+Tge/LwR81d3wfguz/bY6tFyiGAWc7F9WpTjQZISo9I/IUZFzM6+TzEvE6c8XUPScbfLR//QY87ia4VKbzMnUvqjkjhxSzunUqR9ysZLVrbyfD29ArpfIXDwxH2D4fwe+xsZfPMbCUY7vGqqLYHX6d8jjLGICy3RMLJukb222ouy2w2xZTZg6G166AvldHUWWsUCWitpKt1WoYuj4/24/QkuVT9C9LVQ9xO1NT4Sp+rgUZfV7Grf2XoM/f8XorZEsurs6ymbuMoRtlxvU7X5aLHZibWeZ2VxnEOWez4TSGcmjaVymEKlQ4hj4NowMVTZ079ZID0Uz8EJv3ix0z6j0J9DNL35O7FEv/ua9/GZjKqm0XyQU1GJY2tc42o4zkyzVVe3vmXFMsHOB16moNuAQFFTKazD53Q/nz6Nt/dWeCJ3kF8BruazbVbDWw1Uux3brFUNfFEz0ksrdfYaXbx255E39phOfv/5EZ+P0PuxzgZ/IQCh2vla3hNUfzvMfv5XiXgSxh0n8lPn2Vg1326WaFQ35Wdv5/8XIx8NE0N1VKbbhP6/C6Vty7MmzCNYsiWqmV4becaczlhPbwc9Y+riCqZZ3cYHpZQv1dJh13kwnugfXe7C+blvkhBK+2qcq1OVAvMpRP02I2UqlWypRJao47tXJ3lrSIWdEwYbDxzcj9hf2AXQOrNis1/0FhPFAXNRofvzC/RXi1i9GTYTm2SutWhZ2CC4ZHdZove3ACJ9jKW0BqaOE0ebBoPixczGEw29h/sozfqVZFRIqd+un9QMWxvJxYZdQTxmTWk66tK+ptrxpT80qkPktjK4Am5WdnZxGhu4XQalSxewIhJZ8esdRBfr7GxVOb08YMMRvqVWZewGxJtYx9yUem0OTPW/55yyzs313j1m1d59nPH+a1//m2Vcf5X/rbkg753bSWyfOfCDPYhB70eN+Z8l2qiyvHTw8TKGa6urOHz6fF7DVRFWt+q3GXlK0peL+Bml6E0K1ZeDKNT6TrjEWHtfHfl9XZsOpnx1D4kIxUQvQfaZStxU+IMLu61lU6NbLNE1O7hqK9PHX/vVeq5mrtRV3ugXHLbVbycsOOi4hAGXx3DRgXgtu8azmVqJWzGBk5TGYephdsUxGkIY30ge11UHTPpZVaKV3Ab9lHWdJShW8iymy8rRmlLpW2SdTFKDDJgDarmk1Sjfo1y/Txm8zNYjLuJBA+WLGj+ZOOrGJqv4DeC3riPEfsZnJ3XiTfanMttYNIdZzY/wzFfkAPuQ/RYjpCuXqCrkVEULz7z5CNBukRZXVncVCaR+/qCikmptktMZy+yXG6Sb+gYsUfos/mImJ3MlV6k221zzPMzZJt5bubO49JrmXSdUey4vFZhpXONJFvVJdUMtOl7MGpdysNhs5RjNZ8hWS6qODqfVZp1dbxmLQMOE1bNKrr2KjWNC41+lCn3Jyk2YyqX3mPs4FUSb2kERTBpnRg1bYzdInQSZMRpuiJy9DYGbYtko65m5Q97JnGb+9G8o7ki4Hu1mCFeKRIwCyNuUznL0nSUho0EkHot1ntmb9IgEiOi3Uz53Tz5d+bLy7/F9EiOsWRVvgdNekwWxfJn65I4kMFu0ismu97WELR4GbH30m8Nqsbj3uz7Lhu/x8jvjdnI+9IpFc9CLs1SNs3pwACPRQbo0KHcqpJrSlpEWQF7Ae3SGBKWXdPtKMf7RqdAqpTm5naMervKsL+Fw1qlUi9zZbZGb0jGUzQM+93KfE2y5A06Bwatg3LNyGq6Ta1hYNgX5C8u3yZWLNEywoGeADsbBQ6Fezg00ctCPM3+aA93Zmcp2zeodmZBd4Cr1QwTrho9ncd5bfMSA9YteoOHiOhP8I3rsyTzFfodTvodLtkVypBt/3AP30heZVXy2gNDfGnqiLpuzhSmWUkkWS7c4dnoZ+kaLCSrJfUZGTQ6gnYt30tcIMQUv7d8hc8OTHLAG1Tf6U5Vx7DRQz5XVQBKjLUEmMtY1/uBHhUXmcozt5nE57Ay1R/E/H3Oa/+olji6C6M+dnSI8PB9VV4+VeD6K9Mcff4gTu99Tx4BqWKoloztRrsJyysMu0jYBWB+WPCYTRe58Pq82gqD7O9xMXUois6go5CrKod1p8uqGHajQctbr85RrzcVQNfr9UwdjBBLrKu12s5WXjWshXEXcJ7LlNSMvYDgYK+HscmIMkqVBsHNq6tks2Uq1aYCu+GIh75+r2LXRZJfLteUkZ24uEsDQYgDAe4Wmwm7zazYfmHxBcTvMdh7AHpPKr4nG5fzqoDx0t3INmHLBYCK8m9vllzmyr/f2f8fRqnRjlSRzZ0spUqdUMBFb8ilpOzfTy1sJbk4s64c5f02K0GPQyXPzCdTGNEy5HCpY6Zx7/Psqrn/PaZbPAvEpFJIlu1Giaf7h3Dbrcr7Qo4lGRmbz6TUd3huI8H1jR1laqrxvUyx2WWl2Mt8ooDfqGPQZ6KjreDvDHK0M0B6Pa0aUQFJKYkmlMkg3SzT2W9gaz1Ftfr7nCtJukE/px1Gyt0BTocjWPWHlJHdVjrP3/q5F9QI3489SD/5ax/5uS5c+pcfy91/BOpjkP6Au/v1W9PUWm0Vb1ORWLG6xHpdot6wUm96SBn+iNWChkHTp3gqMoFVfwGr9RPYTD7VnRfjpj+7eZuXthY42dvHC0MTRFxOzAYdbyWW6LeIWZCwYcfZb90hWZ/HYDqNW+dkJ/ePuZ430eye4YWhT6HRGFktX8Np6CH4CPfkvVIZmRI51qgqcCPu56lais3qCpqOk07HqoC4LP723M/FeE3kuXuA26kk6Ba1lVnwB0FUrlRlOZZWcT0SMdPXY2e1vMiV+Ap+s5+zvYew6C3K+VhygtONkmLB/SZZPArjY1eM26PqQXO23Vnw3e3efWGOZDEmLJYwk4Vqk6VMgcd6+6DaZXElwWCfl66+zb/881fJNsqYOm0lzX58chCrSXcf+AuD39ltBEjFCnXWN0u4sloCI7CwOU0pV+fs2RN0tA3FshrbDvQtJ5qGnVZdS6PeIbaSpZSrYrAYGZ8MEwy5uZ6NMeJz4HdX2aqvcCm9woC9S8QawmPsVQ0Wlz6867Z7e4ZKy6a69wcnJLaqTrWVV/O11VaBVDHFrdvz2DwQ7LMoAy6JEEtv1tDpbTR1Vg5Fh3CZPFj0TixatwLxe1UslPmDf/tdTjwxxY0LyyzNbPEP/9kvYXuPuTthD+dSSc5fW2Z/f4gzU8O0ik1uX9/gyMkhsvWaulgeGAwrWdh71YOs/EJsm810kkjYitbYViBOwII43ksZtaZdeb3OgkVrwaJ/mJW36mw02uLmvwvaJTdZzOVStRJRm4cpd0ipOIQVlkZPsdlQgEnAvhwve1J1AeMCymU2/oMWk9KkkoW9NFxKzRIOUw2HuYTXZIaun2TJQKrSoNfhxGcrqlx2s26Cm7ltjnuH1HG+VwWlAtik0q4r8Bsyy0hCnUrlazQ6YLc+j0H3bl+JdD3Lby79R55xpmhTpK0bYcpxHEvru0xXTaxVS+QaEcrtOE8HB+izCpARk58M1U5DsekigxeQPjs7y+TkJMlChZurO4yF/QyFdudBpfm3ULhCqtFRJnoHnEOkG2WVY38jc16+9Twb/mnlZH+7cAGv0cyU83HVRJISdU+itqyOWZ+pH68xSqsDK7ksC5kdys08q9kEjU6ZsNvCkFtiF5uU6tco1leo46Oq9dPoivxcjh2RfXcIWgYYduzDafBh0XYxdtOYSGPQ6NUceUeN2RQVeL6a67JQEkAf4phvkGGHOMe/+zwjTZpUpcx2ucBsNkmiWlTHx5QnyEFfUEnZvx+WqtqqsVyKMZvfJi/HiVGDXa9RLLteI8z6rmR+OZ9XbFrEYafc3j0/C/PdZ/UTsYqLvIzT7DLywszL/d0xIlFG7Mrpy606N9LbvLWzQp/NxqDbQqsr8vg6WurUWiXVMBPJfLdbx2Vsq8Wr32THYXCix0a8aGQjrSVgd3EgEiaV0ZGRuNBogJtbMY739xJ4hFRVZtVFBp/IFbm2sqUArmSZSypHj97KEyMDjA/1cH15m3hykb7xmxTbPVzM2PAbYpAbId6tcia4Q6lTZ3XpIKuJCh6HhZN9fVhNeiUbl9zkkNvOb995k6vbWzzdP8bPjR9TIxdrxS1eXbpNky0OR4YJWA4yl0sobwVpapwK9vG1zRfRNXy8urNF0GHjl4dP8Z3lGcoZGDV5GAp4FWsurN+HkfmWqnWm12JU6y32DwRVY+snrbKJPLdev6Pm0/13Z8Sl1mY22F6Kc/IzR9A/QlGoFGHpsgLEYhQn1zNJPBHALtFuAljfrwS8iSv8xnKCXLaiWNZA2K2A9V58mpilCXsvxnOba2k0OmG7d89psXiccqFLqdjA6bKoJoH8nkjIZba8b9CP3SHRYxo1npZLlxkcDSqgL9eKzY0MSwtxNcfeE3QytS+qDOYEQArolvOANAaEaZdb8S7jLoZ3orC0O0w4HBYF3IX9lsfJ74m5m5onz1XUexCGXAC5vCeH2/qBn8t/7hJjRsWuJwrKuE9y10M9u5Jv2UfSsGgI+11v3p33bt5jweXfpXKN1UyeTKWmRtbkuyosfd3QwWQ3cWpE5tfFgE+vAPl7vf/pZFypmETp8mDyiYD05VyWs9F+MvkK37w5R0eXxhJ+g5D9E1xLlYlnqnRKFXrMLTSFCuHOFJ8+dozIQEA1UuSaslK6QtS6n4XC15QR75hhiKuJr/LNVC9TdhN9tlFl2PnMwCcJWINKwj+1b59ay38M0j8G6T8q9TFIf0dO+oPz0eKinKvfxG9+kguJP+Z84hK2zmM83fMpuu0LVBomtgpR4sWyWgyKpH2lmeaJgUG+PHYQu9mkToLXcutqltOtm2auEuVpf5h67SXK2gmClsMUiv+S6fwGK+UzfHrwND7zsJK4G7XCrPYp1lsWecISyhy4OGILIBFTHGG/5eQiJzmRSxr0dZqaDL3mAYLmHhXPpKTEBst7up9/mMpXSpxfnubC6rIy2/jM1GEOhQff9XsCmgQsC2gXx25ZyMqsqbA+0hiQ0/UuMH/YnG1vFlxttff//c5IOAECs6kkZ/sGZOCeazObSqLusBn50xevou02WC5laXpNHIiE+PT+KcZCgYden7C+wuC/vDhPcT2B19slzxYrOwuqm39q/xNK8tym+5CDvjxWJPQL0zvozUZypRTuYJtsK8dKXgzPtFjx08JLqWvhpHtUOWrbzBbsFosyyvr2K5eIRHo5cWjwXYtG2Y9vvjGrWIvnPnVAXeQFUK2urTK7skTN12AwKEZx0sgoU++UFIgXF3eT1qZu117ZUkZdwWCY1746y9mzx3jhi0+9Yx912S4VWMpllJ9Ac6dKxGTnxIkRxWhcubDM6ESIXLvBdqbA0ZFevI4P7rjLou3OSpxEtsTxySgO28ONAfksRRlRbhUVsKi2K8q9WkC83BcgL+z8/blhs4qiExfrdldPttZiuZAnUamhw4pDY8eiNxOwWAnZHPTaXARtNnW8v19W+weV5IcLYJ9Jx9koJGl3ywx7NBzuiRCy9WHT+YjVpiVVGuhjJr/FCd+wAg8PVqImsTBbivEbdUSxa9apiyu7xoHD8gm0mnfLlb8d+x4rxQWecSbIt3I0dANM2nqhcZHpWoBEvcxGGSJWG0fcPiK2M9Taa3S6Fkx6L36zGCq1mZ+fx+D0s5zIcngwrBiP3X3QZKF4le1qUTmzH3SP3IsbWy9fZ65wgbD5WVZKGeaKtxm2uznrf4qg1a+OxWRthWIzqUZvBKA3211m0qssZrZBUyJVqbCRgwl/gGcGBHCvkCl9k1prlY62F71hkrw6dqv4jMKWD7BY1BKwhIjKQq+5Sb25Q71do9rVqwxtUdIop3Gth1LbQaLWJWhxMeEMI35IYhxWbjZVOkCv1aMi3dJKvl5RIxbClMsxIvFb0pgU93Jh1yU6T7LAhxweXCbLu47lWkcMECtqdjzfKLJSSrJVKajzkqhlxJfAaZAkBTGz079L1TGTTrCWzzLu8+K1SgpEmpVSXDUgZXzDbbAodrzaKtLplhXw1mnq6FRIkHhciKKkTrpaZDZTxG82c9AvKRlWWl0B7GZaXZO6lVpa8o0WJZHe0lKO8T0mFz1mF16Dg+1MiWy5zoTfz3a8wHivX+aMmN6Oc3Igis/+6O93vFDiP52/xVoxSzTgQdPocG5xnajZwS8+eYyBkJOLq/+WNA2upMPQLuFpO2jrvbhbeRrcoFAapdbsZ7THp5pcMg41GvapLHTxrvjjmStcTCzx+MAQXxg6hk1vYi2T5luLF9UMvMkWY7/rs1xPJwhbnEod8WRkiOu521zYWSVXsrBRS/FlzzEuplYwaEx8bnQf+3qDKs7pw5Tsr+WdDCuxNH0BN2O9gXsJFD+JldhIMXthkUNP78MdcN475m+8ehuDycD+xyc+ePY8W7kH2EUiLyy4sOw+kVO/T4KI/P6dm+uKcRYGNRT1UizUdkF70KVk9dI3E9PUS28tKHWiXq9hcz3O0ZPjHDo6qNQum6tpDEadim0TybyUPKew7AIM9x3px/KIcQYZvbh9c5P52R3lbD4y2sPBw/30BB/tfyJydgHr4kof384SF1VBsqjm+G0OE4EeFz0hF6GIWxnd/Zdgyj+o5D08aLAmgLtWrbOTKLKTyKn5c7vRgEtm+60mNR8vAFsUB7KPdrcyDmBQjLi8RxmdmVmPYzHqCdhtpDNlFd8mZnOnp/o5OBR538aYHEPX4jtK8XY2OvBQGsxMKqESWpSXhFbHd28vMFv6c2UCSukQs9s7dGtdjFELg/1GorZeAoYRHu/tV743UhL9KcSHU+dgOvcVIpZjeDtv8HJSy4VUm31GLQ7HQTSYeKLvWbWG+EmZSX/sxEdn0s9f/phJ/1Goj0H63QO7Vquphe0eSJcTSLL6BlZDP9uVZd6KfYt0xcPfPfj3aDZTpApvsF48SrWlxWe1EssV+Pr6DAd6QnwiNKqM44SRny3u0KSlDOKWGgZ6rRNM2q+R7Wow65+h2/waG5UbvJEaI2jtx6YfIN9eoNbSUG/u5v6K/Fxcz+3G3exvh0HmduUm7PeujFdYJIlY26puKIM4l2FXgvtRS1yxM/UNrifn2Cp0GbQP4O64iGeKeJ1Woj1OTBbtvXxwAd/qvsoMFyl7m3pbGPOmktyLY3zI7CZk9tBrFRn092/CIyB9vZDjib5BdF24fmdLXdSlC3z51ir7bBY6PgszrQJ34nGlZnhmYoyzI4O0aVBopdWM+VYpzvJWGceOm7Nn9nPhe6vMLt/k7BcjDPQOEzKPPOTQXmpmidcWWU3OsZFaweY0UcubmBicYr0gKgQrUYeFsrDP2QSpWpGo3k6j1VTgXubXyoUCT546jM1oxag1Kjm+OGrL/fhmiesX19kvF7jDu5Fwsvh585UZCjY4MtnHYODhuXIB6ZVWjmpbXG5vM3dniZETHpZX1ijVchx/ahi9zoBZ51BmfqWGKD66GDV2hlxRLAUryfUqJx4fVUqLKxeWFBNQNnSVkuT4aFS55X+YRe7NhW0VX3Riqk/N9f8gJYv2RDVHvJolWc2SrucptsryTjEoU64Wza40rUpqLtpjcmDXiYTZQLuto9HW0e0YcBjsBMweeiwulSEt0XB7F+/3K/nei7nNQiZDqVFXM/LCwiQqebRakcJX8Fk0eM1+is0dgpZJ8g0LS6U4p3yj6rv50OfS7Sjn7rVyTBlk9Rtm0GitaLVe7Obd+bcHSwDpv1v+fY45B/Fr3qAkMmtNH8OmBvV2mrmqTwHFTLPJ2cAYXpOWgHmfMlOrtdtE7WdpNw188/ULOP1BTk3047xrdCXf5aXiDVbLcQKmUQ567gN0Ad+3ct/moPsFOl0jN/Nv49DJrPQ4OxWZh05iM1Tpt0rzr5diI8dMep21fPrucWxjLddWHhVPDXhxGG9Sqr1Fq5NHp9+Py/qkuE+wUZ1TjPyI4zGs+hDX0/N49QXGbB26HXFPN8qoMq2OzIya0Osi6LVhci0DN7MbSp0wZPdhMxjUXHmuXlHfs61KlrViRikiwlY3I84eonY3frNDgeq9GfK9mXJhzUR5tFLIsFHKYdZrCFjF4FKjGkWiCJFmkV5jIldvkarXlax8yhV9T6f2d5bKZi7tcC2xjNfcZtBloEuJdD1FrJqm2Crg0HdwG3TqvIia9bfQVVszbcx05LjGTKrW5c3tmJLjf6J3WJ37TXdn5PcYefEEEPpezrfxWo5YTc5XORX5ZtAYaDchm2vRaWgxabQ8u3+EUrXJRrrAmf4Bwk4Zm3j397ZQqvJHb1xnm7L6Dvk0Zq6ubEGrywtP6dnIv8hyZZRKzYmvW6HR8mHTmBkI36HYNZIvnKDX4mLQ42Y8EqDX61SfX7JU5uWlea4UFtgXCvJC9IiS79/eiXMruchQj5m6fo6gaR8bRSs9Zjs7lSJnggO0ulX+Pze+QaPo4k4txs94D2J26si2G3xh5LBqBnzYShfEGC6uzn8HBkO43tFc/EmtrcUYyzfXOPbcQWx3Z83FYO7it64xcnjwITn8B5Vkd8sMuwBwafS6fTYFtoVpF3D3zhKQOHtzg9XFuAKAJ58cV2x1XDLQd3bTZgTwujwWZq5vYDTrwVBidGSM1cWkkm9LnFowvDuOpEYUVlOszMfoGwowMNrzkCLwvWp1JcntWxusr6SUFH1qXy9T+yNqNl3ex142uWzl36JIE5ZcnNcFyIriTmLtisWqYtWFhRYgu8e2723//2FSJ6VGj+6y3HtM9z0gLkz43Z+Ls738/Ydk53eZbrkvhITMm4tJosloUFJ4MVSU//d+Je9fxkJ2MgXGev3KQO7OapzzM6u4LBZOTvbRF/Zgfw/vByEMLu1ISkqHM+9IXxCmXa7Fh2w+cptZzt24wUbgRQydA2jcEVL6Ck5tl0q3Q9ChYb/rEHqcPB7ZBerqele6iN/YT6p2la3yLY46D1Cqv8krmVHihUXqhRADPgN2y0mOBid44cwTPxkg/fj/4SM/1/kr/+pjufuPQH0M0t8DpJeb65Say3To4Vz8K0wnazwV/Dy6trAFr2M3jxF0HqTHYWcpkeI3bp7nYDjEr0wdU5mQwnzPZLeZLyQJ6UvEKpsslTxMWWKY9MtczxwiaNik377A9UIP3W4/4+79WE0FXGYbo47DhOxuxQp+0MVGXaCq66TqCcYdU8rE66OWzGblmzvMZmeZy5Qx63xM+CKYDVoFxAu1ChuJPMlMVS1qhkIeQm7XQyy4WhzfXRBLyaJXTJb2pPGyeHQZrHdl8U5chvefFXywbsZjiik729ePXqNlZjFGNl8hnsipDNZhnZbDT+0Hu55vTF/nemwOg6nKeMjNqf5JIo6Iikq7uBEjt5JnrMePw2Hmz/7sPF5rl5M/F6aprWDWWqm0s+QaW9Q6JRV/5zb0kpzT4Lf1o9HpyGRKTBzq5a3tDZ7qH1QGaLJPRPYur+2od0A1K4rVCrPzM4xPjtLWtFU0nrjvy7Zcr3L12hIdTYv9h/qwGmWe3sj2cpaV7RxjU/0ciEQUqN8FRUa18N77vJKxHF/57Vc48/xBUrEir794g8984Tinn5skU0uxkN9gsyQOxZIdDkZ9k2ItT2wnSaDHg8vmYWcGOk0jer8Fq8HJ0cEhnCYv5g84nuRCfW1uU92XqJYPy17V2i3lkbA7P75r7ibRbTa9cXeGXIzkpBFlMitn7Hey8qulONO5NcXwBq0WLDqZta5QagrzWaLULCrpsPj5KBdqrTRSJFnAidfkxG924zW71Jy87GeZT1/MZlS+9YjHx4DLrZzI1XvstImVimyUCmyXkpgNVcyGNEZ9nDHnWfJNJzu1Io/5RrGIxew7SgDlSnmHTPUKPYYGLqPkg09hMjzstCz1RvIyM/nbfC50kkLp96h0dTS0YfzMYzAc4kYhxpLk2ZpcPOmP7o6EaOykilrSeSutag/ZZIyf/sQZ7Jb7Dsqr5WlmCyuELZMcdI/eA+ilZprLmf/EsP20yl2/mXuLPkuIUcdJCq0EieqK8q+QOWZxyC/VmmjaVgJmyS2XkYMq6XIFv7XNpG8TTXuervATxsfxWs/QoEShGSPfLOIzDTNkO0C3vc1C7ioGikRtIdri6Nuto1Xz0RF10+nEbLDNQjHOejnNkD2gGnwS87dr9FZRTR2v2aJYco+4DtNiqZhko5zBYzYTMsvzaXbnydVc+e73TRZwSh0jbbt2g2K9TbmpwYBZAfwhZ5CixNlV8wRMdoYdgYfMCzsq2nJ3/rvZLigZfqNTVEZsIkkX53pJBREnqU7HxGZJQ6ttYsIbxGPxqvnvZttMrN4kUWvjN3sYtAfUufC9KlMr84fz15QK6PND4xj0u+9Ljq29eXlRJwlQl5l21ZDQGeh0UJL7cqumZuZzxRazqzkiLhdnxgZIlHMspRMMBlzYjDosOj3mu6Z3Fp0oWrSsb2ZIVYts1wq0lClnjlY7jUGfUwB6uzTAsKVJ0Oelt2eUsH2HV9cu084d5mj4ACeGeun17TY3ZGE+F08yl0wy21rBaTPyfOggPXoP1za26WoaWDwZHIaOcnXvtg6rEa10tcqw2UOn2OF3l16mWIeytcsTkREeCw3wnY05fqr/EGOeR0eUvus72WwpgBHLFhXAGOjx/Fgbw/0gtTItEvcYx54/iOVucyITy3LrjVlOfPowtu9zZllKwOwewy4ScGn6KoY86MJsvX9u3APW1y4sKTD52DNTRAf96ueZVEkBdiWrp6u2a6sbeD0+egd8hKPi6G1Q5nOiQFtfSiggOnW4TzH6Avjfj81/Z5VKNa5eXGH6+hqZdBmX00xvr4fB0R6laFPA3GN9pLHwgyWvQZ5LIubU9gGTunugfQ/AK8O4905r2DNduw+4Ww8B7105+u74nmK7785778nM77PgRvUzmQ3/oONbPktJPdjaEXa9osZERA4v8bDv99hMscL0akxd+6XRJT4wr91aJpMt4zGZ8Tpt9AZdyrTunesDafCf295QBrInw1GVplIt14ivJnlrfkmps54ZHqZ/OMTF+ndYKtzC3HmGjUKeZCVN2O4kr8ky4PJx3H2cagvOKC8fvVJ97VTnCVuGmc78MRadnxHDOrGGmzeyYGpuMRcPE3V08dif4R988csK4H8M0j8G6T8q9TFIf4TcvdNtkai8BgR5bedr3Ig1CJg8nPR/EZdJ3Ge3qWhOUGw1WEmn+Yv5Oew2A4eCPdTbu2YZIsfKNipMutz49MusN4IccruJGt8G01nCJjPt2p/xWtpApjbECd9+8s06tWYNY2OEarO1K2M3ioGdAavRqFxKrSYjVqNsDbuRMt0Oq+Ul5cgsAP2dudcfVLKoe3AeXLaZRpytyjobxTL1pplRdy8DDp+SrL9Tlq7tatlI5llLZFVe5nDYR9Bt/1CLHWHa0wqwF9VWHiHOxRI5JAzYgxFo7yz5jC/vbFFptnaBusQ6baaZX0kwu7qDx9bAa6rSf8qPzqhVTux3NoqcX0iSLtfuSeG9Dhvfm13CGe9w5olx3r56mavTFxndb8I8WlFz1AHTEEP2IwTMIxi1uwsZufBeeWuBo4+NsLqaUkDVEJUIpTqPR/vvfbZvJ5cU8zbuDN2TIY+Pj78rdu7mjXXm7+xw4tQg4QE3zW6TTC7Pt1+5in/cy6GRnt1s+64sxJu0Ok0V3SJAXdfV8/o3buLzunBYnWwupsltl/ilv/cCW6Uy8VJV5ZKOuL1K+iulVAfnlvAFLfQMmlhYXGdxeZu2v4bd1Sbgg4YCGxJDpd2V0+vsWHROxcpb1M2FpmVleiGLzWLk0FjkPc3slHGhjG0oUL67FQAtHglqdlyB8t058gdlbx9UchyslzMsFBJq3GPSFXoITImUXiTL+UZBMfSZmriaFyg2d+fnJWpM+SA0u8p1O+pwE3X4ser3ZuV386ml8SXz8uJgL+9ls1Rgo5BlvbSARrfFsDNMQ2Oj1bHyVM9hzJL/94gqNgps5r9Cqh3Ab6wx5vo0ep3rXXPPv7f2VfqtXk56xtjJ/hv13HWNA1v7Nk7rL/NG4jusVRuMmQ9jrBekC4Hb7EFvcLKv5wyJzdRDx9lGeZ6b+Wkilv0cdo/dS3podCpcTH1FSdedxhGmc+fot/TiMQaI1e7Q7taw6ix0WnY2Cm02ClXq3QotTRyzQXjfIJ2GlXH3Nn7zDGjsmM1nsRpHqHaSypldr3EqJ3m/0U6PvkunHWOhlCXfgjGnE4POuwvM9WF02vufhYzLXMusK5dtr96lvuvS2FGgXCLRLDZ1/1HHnMwszxfirBRj2A1a/BYzOnHzlfltMYYUBYvGqGbId538NcoQbrWUYjq7obJ2AyYTo04rQbMWHXUlPdewK0EXWbpBRnX0NmW8piIndXLO2jVgM+icGLVujFonWq1eHaeL2TRzmRSTvoD6Lu6dI2XGfqOSYb2cUuc8Aethi1sNU3SF45IkjLtbOTa+vnqbZKXEF0cm8FtEMi+u0m217Qho70gzoq7OXbtNwAfvi2FohWy5yFIsh8WkJeSSY9tErSpmcl6MKhJRK0Q57a6GumQw1wtsJON0TC0yeZnDF6duA7linc2ylsf7+jg8YALjEMlEnguxFxkyRPj81F9lMOi/J3sVf5RrGzuq+bLBFolmnscDE/R0vSq3fSTgpWbaVM+/UHgLOvvRtj3spAsYalqCOjtL3U3u1Ddw2H1otFr+64kn+I/zF3k6NM7p0O6594NqO51Xzu1uu4V9A8EPnfX8k1jzl5fUnPrR5w7eY70Xr6+Q2clx/FOH3jci9YNKwOQeYJdZcwGoMsOuot3u+qSIRP3Sm/OsryQ58fiYkqnvfTdEpp1KFFSc29bWFsdO7FeGcc1Gm1azTSKWY2UuhtVhJhjxKPWK/FwMIeUp9sC6yOIF0O/9W04ZVXFcL8utrm4CYkU2LyMym1tZdrZyWG1GJvZFOHCw7/uKonuwZB0njYs90J7LldW8vPx9GamQvyvma8qMTqul0+7cN10Tlc0jAPeDP5Pbh1ENfL9VrTXYjufV/Lrsj0jQpW6W91DWCdiW+Ma1eIahkI+hoJfZnQSb6TwRu51apaliZwNeO5EeN/4HgL80W19fWaabquIra8ininhDLoIDATaMYm7cUOsqHW2+sv5PqZUH0BmibBVzbO/E8dq8ZI1xTvr3sc8zRaFevwfU18s3MWhNdNop5ouvMmkbQt+eIdl9ksupc5i7UWK5BJXGAP/qV/4RHovlxxukr6Q4c+yjM+n/P/b+A0yuOzvvhH+Vcw5d3dU5IOdAgASYhhxO0GjGI2mUpZVlWbbsdVzLcvjWtuz12mvv509eaeXHSWNJMwrWSJqgieSQw4yc0QGdc3flnMP3nH91N7pBAARJkENycPDcpwKqqqtu3br3vue84fUL/w89fQ9y0r/f9QCkb5qkv3jpbIsCmb7CanaGpdI8S4UamoaVkGM7OtHAMonO0IPV4Ec8yF4Q12uHlZ/ZdYCg1a7ywGWydSY+w05nCI/+OtP5JoVGGzvNZyhgx2c+TDn/ea4XDFxLujnZsROrMaBovD22/erEUXbQEjGjaPNr1Hm5Xiy3Lls6LS053SLiuTFk34HTZFWO9ALgJdP1rZqzgQCnVRKFMpmii25bJ4dDneozvVnJ+1mIpZheSagDT3/IR7tXTlDvbTIhn1dci9WUvZQlWyvi0ItjslNNl2Tifivwl4nMqcV5Be6PtIfI15PMxee5NHWDmYUkg5Y2emwhjj9xHN2mSez1hSW+M3yD0dVVwh4LLm8NbSKLx5EjNKhl+EIW84qDpz/yNJ29nSwWJeqqQtgiZoE3QcTk6DLpVJ79R/u5eH4Gg0nPsr3EvmCIjjW6pTjnvx6dYI+nk6DRwcjICDt37txy4hOPZXnpe6ME/A4eeWy7WmeyPr75zUukqfHZjx7EfEsHf90ZX07IX/reJeZnl+jfE6ZUKfH8C5foPxHGErbitZha26XBumUKvzCRkDhp9h/oJxevcO7MLDqflV0D7Qy0+7bQ6cXYriDGdvUMJbXkFKsgW0qxlEhgM5lo9wRa7vQ6O82mlXrdQrkugNZAsa6hUq8pU0KZiitAvpZFLtve/Sg56Z/OxZjKxvCb7Wx3tqnp251KmmmTiYTSvklslsOsoa4pkSpnqWvKGPV1dEKv19TQ6uSkr6L0w6KVl0bYeq58s2lgOTdPoljDiIsCkjNv4GOd+/GZwhtma1vea3WcRGmU0byeejPNXs/H1CR1c70eu8hEbpIDnkF6THZmEr9JQ9dGuhzDVC8zm3mckeKLoDPwjP+z6C1X8JhEo9+FTuMhPmPa2M6Wi7Oci59RJjrigr4O0GUafD75ZbQaPV79Lq5mXsJnlJxaMVks4TG2UW84mE2WWMzlEMapRO91ONrpdnQyHltmNvkCbqvEULrxW4/QbhcX8gwWvQ+nvp1SdYXl4iXa9Vqlk5a5zzXx8KjZOB7Yg8UgFMeb66jVAElzIT7LQj6Fx+Cg3+4nYLUrB3avWfTfbzwhlUQI0Y6r/HEVKSieB0U06EiVqyTKFfwmD0NODwGjnkojTVWm4I0clXqGlVKK2Zw0b4oETHXcRi2xkomVog6d1kib+tuSTCAUdCO1hoYmrcxho1aaZdKMEAM5LQZpnmlBjwYZlMn9KJBdUwyrG4kEJh0MeGzq/+V+yU8Xtk2qkiFZySrvAJfRistgVk0Ijdigq9fRKpbC5UiKuVyRh0NB2mzSmJX/a/2/JCPIY5tNubb+PI1ytVfUYDQKiNxYKLKYKZPV1clVa1R1VdWs6gsYcZokArOCTlNES0lt97msjmbdxmpZzOd0+G1NCXDGVjPyyDYn1+I6bkxCgis82aXhMzt/HoPhZkzkUjqjzOo6PS4Smjivxm+wy96Jt+qjWm9wsKuDoiZBvBKlVF7mejRKMdlPqVSj3eXiib4BEuT4/I3naHcEmM5n+bU9z/CV6St02b18um/Pm+4n8qWKyjwXWY64toc2OZn/oJYca4Zfu0GxUOLgk3uU8ZaA3QvPXcXhtbP9yJ2Na99KVasS7ZZVtHhxjBeQKYBddOwC2Ecuz3P25TGVpX7yo5JMsSkFpF7fcuyUJvP48JIC/9v2hBU1fvPnETq8gHWZbAugL+RLJKJZZXwn1PVsuqA+p7wHk6WlsZbb8vuQ37QAZ/nJrCynlOFcJlOko8OjzGL7BgIKLCvwv74Y9RvguuVsfnPyvZmKLvcJmFV55TqtiluUz1atNlSjX5oSQqN3eax4vHZlkCdmdZIDf6/nUve7ZH3GEjkF2GPJHB6XVU3XA17Hbd9TplDi6vSKOkcRw9lCpcK1hVUV09budKg4uMXVlHpsm9+BpdEkt5phaS7CTC3PwGAHJw/uwLjWDFADmZVF5TsimvOZ/GkuJp6lmnuCkrZKvLZKI90gUayQ1GX5eOcj9LnDahAg1HettsZU9iwd1iEm0t+gVM2xx1IkhY9ErYOxxMtotSfJ5K/zT/7Sb+O32j/gID3KwwfvA0i/KCA98IFdFx+WegDS1zbs5WyKn//8b6Jp1uhyTmEwNkjV4tj1O+hyaTjm/xFsmgmsuipmywlypTL//rWX0Jnh7x99XE0E18GCTE/FYXfQJnFQI1zKdHDIEadWH8Fj+3Hqxd9jtarjhdUaQ85tdLvDVJt1em0H0Suw/OaVrxS5nryugLyj2U5W6MLlAlllLFeioa2j1TXlHAqLcnK34DJbcZslZkiowTen4nKiGi1PqinjcsaOtuliX7BdTV/fTtdYoiwErAuIFkdpcYW/04T1TiXTpfUJu1yyMWVvLULjrNSLJMpRTi0Po9OV2OHtwmX0o63aef7lGS6NzXOizce2HWGGDvWvfT8V4uU5tSxkZri0sszkqoZEysqubIC/9qMfIx4v8uy3LnEg7OPEp48oDVe8skCkNIPXGCZo7lGO63IScOblMfq3t6sO/PlzU9QcWkoO+EhP/8ZnlongpcQcRzw9zN+Y2pJfLQfl114ZIx7NcfLxHfgDrXU+MrbI86+N8BM/chy/685087npVb76xVc4/tRe5jIZLl+ZIh/P89d+7YfpcXrQazWbaPVVqs0Ky6sxZmZWGNjdRqlc5vWXptH4m+zc0UbA7twA8sZNenmlnde0rotJViJT4NLYAn6fBbOnxmopTqyUIl7Kqng2va6CSVfGqKviMGrxGO1YDaIPFiAvl5Lz7MSm87wpnf6tbjcyVRen8k6rgLLgFp2tGOVJzMtsOoXPYmHQ6yNgtb0hVz1dupnnLpdCubSIi7e+gcHQ0sejaU0sJc4sXhqhUDOSLmtZzCcVkyZsMxGyiXlXOx5ju5rG2/ViBmnCUH8ds/GA0ogvlptKVy7mcuseDTIx/cO5v1AU76CujWYhRqz4O6TLPoyGFXzWPSQaIS6kXydsHeLjHR9lPv8N3MYONARIzTo5sOc4yVqU16Iv0mndxQHP7g2ALnUp8TUSlVls2g7Gc2dw6/U4DF5cRh/1mofFtIHVfAO9zozH5GXQG6LX5SJXmub8/FcxaGYIubuwmHeTbejU7zRfsxA2Oei01KjVJojXErQZfRh0ou1vY7ZgIlIxKKM9+V7KtSqxYlHl1kcLRRaLabL1Ip02O/u9bQSs0sgRwNlQ71k4SrItC3VbQLgYERbFZK4uk+0aBk0dvaaKXoClUrcX1+jnRTLlnGI/CciXJpEkC6RrOuJlnQLcbWYTAZMFg86IViPbTEPR4lOVisrtLdZrCrx7zWKEKZrHpvIckGmzLDV1WyNzbeV237pP3rV2Lf5Rfk8yuTeykq2RrzYZcnuVYZFQ02XfLw0TeXymWmG5mFXJBQGzm7DVr/xINkA4Gl5bWubVlWU+2dPHPmUo1wLh6lLN4eWaVoH09ee07m89rlJt8Oq1Wfb2hcjUatyIRJVkqqiJ4vU0qWvAa/ThNwXxGH00ak3OjszQ2e3mufFp2Xmxvd2FKTPPRLPE/LIXv6fMI32SPnAAi/Wp1j6u0eD6coTlTJb94RAFTYH/OfcaHtwE6wF6PV72dLSp7/X1pdOQM3Ap9zK66gG6PWG8TguPdQ4os8vfH3sRk7nOaLrILw4+zHQ6oXwKfmH7sY24wzsdl8QUbnI5TtjvUrnn78Rc8sNWAsovvzisQNfeR3eqyWwxV1T56TuPb1OxVvez5LgnoDm6miYRySrfDwHs8ps68+Kocmn/2I8c3pheb46VzGfLjFyeU9NkobcLqN1cAuoKuZaePLWmKReQLFN80Z2vx6EJQL/1eS1QX1OXCuQL5bxcY3kxycjwIrNTURoisfHY8Xis6lclTQCl+aapgLsAeLPVoN6XgGsxr5OJvMS6WW1mFQ8nGnV5rES3bR4+rJvUbXaXl0txsZfXUpFwymFerltUg+C9LGk6LK6mFWCX37Xo1gWwi7v7retyejXBxGKMzoCbkNfOlbkVxQQ92NNBIZXnxvV5blydI1uoEOoLsGt/L8EuD6eWFxhwexjy3pStqO1CtOv1Og+Hu/nO8v+DS9/JjXhAnfMW9LMMGYc4tzrKfLbORwIPsbujnVytyolwN9naItlaDJfezvXUV+k0uPBol0hqHyFanGE4lafD2skvPPn38JrdH1hg+gCkf/jqAUhfz0nP5Xju9BnctmXS1VFej14gaHgMl22J7c6n8JsClEvfw2R+kkrdwv/v9ZfJUObXjj2G23RTt3U+Pqv0q0e8IQrl57lRCGPWaghqnsNs/mEM9e8p7eA3V4uYNZ3sCbSB1qoAumGNSr251ES9UV2bgLem4KLtnM6PqymRQx9UYFAm4es0dD06aEi3WYOwoqvVpupm5stVSpWqOhALfd5orFLXL9PU5shXvWTLNnb4g+zwBW87rXorJe9btH5yUlSp1ulp89AddL+tEyPlJFstEC1lWC6tEi+votOUsOo1tJnb8BlCXFst0G73sjfYtqE3/MJXT6uYtqNh6D5uo+GUSVkEg9aiotG8xi785h5omPi9M+d4+ewY2nKTh44OUFko483U2L+3i32P7VKvKY7qi8VRBRjC1p1YdHYiyynV0T/22Hb1N8+eniLmrLG3t51tvpsHmalshOlsFOdqmUP79m+A9OmpCJcuzNDfH2T/oZZbfiZf4gt//AonHt7O/p1dd1wv4s76u7/9bazdLiK6KiGfg/NfvMSv/L1PMnSH5yn39tcn2LW/S5nf/PnXLlA3aHjmiZ3YrLoWkF8D85s186LbFZaJLKvpArPRLA6HDZfNpnTjHrNVxZDJFFsmumbZDrX6LZP4UiOjnKxL9axyppf1eSud/lYQb9W5MGklPumtbY/CYFiPbZN4Lp/BqZy2F7MZQnYHQx6fMpO71+1P6HaKql8qKSqdXBezG4fRiNssGv4qhcYIvbb9NDQGnl26SqSQhGYZNGlM+op6nE4rfgUCk+KYSdHQbqfeWKBKG6WGkTZTgH5HF9qamTPLY8ykonhqbnYEeml3rZJv/CEVjRuTJoHR+DTnEtPMFSf5eMdPEbIYWc5/C5/xEEuLeYLhLs6nLxMwdrLb1a0o0+V6hnwtwmL+GpnaiqJjJ6tJnHoXHeYBarUAc2kdkXwNs6FOh0NPu8OuaOXV2jyR1CWi2RRGk5+gO4xGp8eoseHQm8RznGZdfp8ZxoslUrUm7ZYeuu2dKnd+sVBhJp8ibHRSrguFWuQ9NexGHUZ9k7hIfXQadjideOQEWtIUVJ54gUJDIgrTlOtZtc2IgaBeU0dHDY2m1rpUFFe9mnzrNCZ0GjN6rRWdUNGFki7bkcZKvFzjRiZOulpVAFgkEiGLRwFkLeLzoF271Kv7NDIT1+jJV2tq2r6Uz+M0Wulz+AjbvUpDebdtR+Wsr2es19fp6FXms0nGUxFcZiMddqHJ61XjYsPgThqoddFlZ0mU88qtfcARUuyi9bocXeJr0yPK7fzxzlYj8q3U5EqUyZU5dg8aSJajzMRqzMYkms/NJ3bvoaQpq0ZpvJJVHgbZaBUbZjqDfv7w/FXaTVpGiy9TrPdxomeQgHeUw44abvtn0OkCZEolLswvKQmLTMpFrvP5qe+RSzfoNXTwRO+ASv9YiWW4Gr+GWW+kZJ0ijZUD3uOqSfFoex+JYpFvz14n2pxiNqvlqK+XDpOX4cwiv7DtmEoxuZteVozh5Gva3RPCY39rkrAflKpVa1x8/hpWh0XFswl4jMxFGTs7ydFPHMR8B/Ov+9EgSCXyRNeM58qlCpOjK1QqVT79E8fo6g8qkH716lUcliCLM3F6h9qUQZy8RwG267nkGQHlyYJ6TTm+rWeTS2rLrRr1ddO128WMtWLIWlnfAtTl78i0XWjz0ViW+fkkyUROubrv2NHO4PYODMZWjFtFgfbaGshfA/u1NfC/frsqdPYWyUW/iYZvNOq23Ja/J8xEaTKV1kzhJHKuUKi85yZ1t6478QBaWEkRjWdxOSwKrAd9ji0MCGGuiFZdIo17PU6uD8+wNB2h2+Wkd7Cdtt4ANo+NSDzLUiSt6PBWh4m5Zobj3d30um8yzKQpcHp5Qf3tLneeU/E/5oTvr/Cd+XFmMlHc9jT7nAd5ZfUiCzETO4z9DLX5sdgMnAh3sVS6rJrlseJ5Vgqj7LPUKWnD1HS9zKRPcSbZxW/96K9h1X8IQPqB+zBJv/Rgkv5+qAcgfW3DrgglZ/g8C/lvcip6Fj17ORgcIlWd5SH/T1Euv4pW4wTdLv7TmdeZLab4h8eeoM12cwo4kYkofezJ4CDV6llS1SbXs1b2W09jMHRhE2fqyg1ezzhZzDU4EAxg1gfotO6n3tTdQktfc0mvV9Rry8mbAB8tDVZL8wRMQfps/Vj0pi3mbG9WsrNPy8Q8P0GitEKm4GQ6ITRGrTJZEl2v1ajf0L636PM3dfBvdSIuFUnlVNZ6tlBWYL036FGZnPf0fpt18rUUmWqCbC2ubpt1LmoNM4WaTsW9ydTSqrUwHcuwN9DBkMdOrDxNpDjL966coZAv0KNv46EjjxB278BueONUQDRR3xm5wcLFZVKOOsORVarxMsfMbn7sUw/TOdSibQpAj5bFpG8ev6mLgKmby2emsTksDO3qUHqzV85OkPM1+cze3VgMN7v1l+KzXJgepS/chctkw1jTce3MHGaMfPSJPWpqIAeiP/vWBfQN+OynjtxxvQhQ/OIfvMDyapLuPWEO9XVz/tvDaJoNful/+9Tt12WjwflTk8oIp2coyFe+cZFSpcaPfurwFgd3OQhmJO5vk348XWlNkwu5Col4ht09QTp9dow6IfLWNsB8i4JfVlQ3Ad/K4E6m8ZqtU/n1ab2QdyuSk30bEF9uiDFYUYEgo9a2CcDfO4ifTMd4cXGCSDHHQX8Xj4R6cZjuz8lmQfLZ1cS9BdqjpTny9Tn8hgM4jDbmyhGlj++yBFjMxVgqLGM2FGi3Wei0BtE1r1LT9JKpyfNvkKp2MJlZJllMIaRzm9FItLFKly2kNIvd1j509VnK5ZdBY8RjFJ36cV6PnUGvrfLLg/+CpeJ3SZcuU0sfY8Ecw2f00W+zU6yvUKzHlHa51BDgFVWu6Ylqku32w7i0h7geiytzPPlpbve61QmS22QgUzxPuvAKy9kE8XKITsmFt9mxaWUa3UDTWKHWSKlJcrWpJVHTqMajXd9PrFxkuZAkWxFfgAJtJg8+YfMYzDhMVsx6HXOFNPO5HH5zDb9J9NMSx5enXC9Qp4rMuSWD3KyzYdHL9+7CpHOpBoPov406N0a1HXgVQBdALQ1MAdubS7LHZ3JxtY8WKYRZayBVLqp954DTT6fNvWGmd7eSfYU4wkuMmzRquh1u+hxeLJuyfu+1xI3+/MqSAu97AgGMBnFnb7FeBNQLM6S8xhwQSn6inFMN2U6bX5noSQRhLF/gW7MT7PC08cN9e1Sz9m6fo96okKvFyFZXyFViXB2vMBBqZ1t7F0athUguy3eGJ8iWS3x67yBBp0X5YaQreZbzKc5MzBBstxHNlhhZWaZa1vCXD/wQReMN+o2zhKy7MJkfZSaeZHglwoDfx7agT7EOPj/+PYZXouw0dXHU20MmXVQeAXZvg7I1hsds47mVlzni+YRy1T/Z3kupVuf1hVmWGzcYzxSwG1x8MriX0/EpPtGziyGXsAjeWAKMbixEVYykSHh627zfN8rwB6XE3f38c1fxd3gZOtQytRw9M04hU1Sa9fcC/InZnAD21747zMTIEgeOD3D05BCXzg/j97exY28n9Zo8rjUpz6aKCtC61vPJvTYlPatV6jdp5xsU9BbwlktJTlG6b6N+w/VcRYzdJnpMrt/62dej3EaHl9S29mZRbreWgHWh5cv7WKfmr0/v1UR/7foGbX/t/6XEiE6OizWhytdEh9+a+MtjZF04nRYcTktrfaxlystneTe06zKckMz1hZWkalBI5roAdolglfcfmYtx9fosowsRutt9hLq8pHRN9vS00+3bmkKUL5QVWB9djDCai/FIdw8HejqwrTWIRKZzamkenUZDXvttxU7qs3+c15Zu8PrSdY61d2A32bganyOXCxDGi0mrx+E089RgiGTtBm2mLsbSX8WqKdJrKBPTHEPbTDGZTfNTT/y6MpT9oIP0R/b/rXf8Wq9d/s0HdPf3QT0A6Zs06a9d/iKvRv+EdLmdH+37q1xO/bGaovuMVqqVixiMT/H5i5e5nFziV489TrfzZpdvtSiU5nkeDvZj1sQplq9wPd+LTzeGS7uEwbBbZaNPV/dyJjpGm82H1Shu0zvQaMzKMGiLKdsmczYB6AJ4MtU047kx2s1hOizht/xlK6p3ZYZ0ZQmDxsdq1kaiWGWXP0iPs7WzFMM6pYFf077LBH79+rqR3U3w3rquQPyakd3dSiYaU8txdSkUKKHC386wR0zRcrUEmWpcXYqxk7iqOw0+bGJWtukEVDnBltPM5Me5kR5nODZHwFanWyKYrL0EdD38yZ9OU1jJcLS/nWd+/OE7GuFMxhOcuzLNNruX0JCX3/jTF5hYXsZRh088fZRPHNqN09KawgiYlKm6vBdPvY9rpxY5/MiQ0tZFVjN87dw1hraHeGzw5nRLpgEXrlyma1s/hUaFC9dnmF6OEOx2097uVvFd03MJlq5H+IlPHifk9bxBsx0p5JlMxbl2eZrl1+d5/Kn9yovAajfye7/1LH/rn36GUNftqYnjI0vqpGbXoW6+/eJ1cskiP/KZI9S1zTWH9RYol2m5EGPXdePrpm7Ly2mWomnl4O523H0aJRphMb/bCt7XJvNr98vSAvO6N4B3McST6/I+Gs2SoiyXG9k3BfGtabyDYlkoxQ2KVQMDrnbsVgMz+Zh6ve2uNkKWezuReqs1l7tMupzDyDbipTxn41MYNUYG7SHlGluolUmUE5QaKXymKEFdCl39SUqlCWVi57GfxGzTkNAmaTTqxKoRUpUE/baAMof0Gv0ki6dIlV5Bj4maxsNK1U68NIfH6GWX+2MUKs+Tzkdx2f20mySeUbTqPiy6gDIzHMu8rujd1WYDn34b8bxeNRsk6rHP7SFoFTmJjlx5mGL5uqLeL+fFgT3IrkAAt8GASZOl2UghJPSmxo5O14tGF2CpGKNcN6Bvdqqs8kQpQ7VZZLG0ilschnUSOSaT2qLyNZgU52NNg3aLDpveopouMsmw6YV278eu92PRiWzD+bZPMLPVElPZqHJqD5pbGnfPmrmg7D+WCmnGM1HFgBLWRY/de09MIqXVLOWZziaJFLJqvUnmut98dyfkW0t8Q0bjq0yn4+z0++h2OlUzUNmPKtO41qUA5UK9xEIhxnw+qpq4Er/pNJhIloucXp3GoteyyysSD72SCYhjslF0tmIr18zRaGRpUMCsN6t9qVnvJJPVMjpb5KGdTowGg6LEN5oaTk3FmIwWONzdxs6QC9Pa/80vp8iWq/jbnZyaW6W76MHeb8OuGaXXXMVg/CTXViqkCkUOdLbjt7fW9e9df5Xvzo7QrwtxzNFP2O+mPeDE7TJxLXMZv6GNr81/jQ7LNnSEORbsEtW/8h1pGBKcSo6TKpj46Z6HGE6tsNPv50Rw8LbrWiKhxBjOaTWxq7vtnmIkH1SrimKK+twVurZ10LOrUx23zn3rEoEuP/37et7T1XT94gzf+fJFNR022msMbetXdHeZNItTvNKUC4AWWde6+3m5qs5VhEouMWMSp7YZcN9qvHY/gOvmKDePz8b2nTej3O5nrVPy18G8gPx1ur1M54UNIFR5aX6tx8LJIv8vTACh2ttlcbRAvM1mWjPV22qwJ+tOGdoZ30jJv1up6fpykomRBarpIvpKjc5uPx39QZztHiZW4yRzRdo8DiV/Cbkc7OpssUFv/ZzDS6u8ODlNW9NKl6cVCRfyO8Vag9cW56iTJtL4Mx4P/DzLlQZTyVWenT3HZ/uOk2iIX0oF6m0MWHxKMpCrVXhkQEe720WjEWE6d4ptxixGw26KmiC58ijPPPLvcBgcD0D6A5D+vqkHIH0DpBf4f5//HHN5HT/S87+RbkwQL09z1PcTlEvfRacf4EvDWV5emeJvHz3BDu/N7n26XODFyBgDDh8Og5ZE4RUi1QArhRV2Wy6S1xzA1rxASfsQ5+OjCmyGHVZ2uJ/Bawy86eRDKlGJMZWbpMfWp6bob6Xk5C5RniNVmVcnvLmSl6lUnjabg93+oHLAvJcqrQH49Qx4Ae/rpnbK3VyvU4B93Y1eXa5N4U2bJudiLDK5FCeSztHhdSqwbjQ2VH65APNCLa2mZhKRJutKwNetlalEiJanSVYWyVRXlXun6HEb9QCXlyt0eTygrysQ2CzA916YwLJa5siufp75zNHbHnRE9/Ts2Dj5G2mePLGTdLnCa6duqOiXefJoQjb2dYT5+J4d9Pi9aqofKc2SkHi2RStkXBw6Pqhea2J6la9cHeYnTxxS0UO36urisTynXx/H6bTyyKNDFKkyvLLC914bZrDfj7fLoczNzDoDdr2ZYqVGrFBUbvpdeiev//E59h0eVCexR05u47/8318nEHDyU3+9pQO9teLRDNcuzRHaFeDlq1Mkl9PseaSHmhEVl6KizsRl3dQydROPhY3ovEaT61PLJDNFDu3sxG65f7RHAfMKvK+51m/RzytA37pfQIs0azYDeaEFC+huNsvKhbxaL7CSTzKbiSkqvdsqdHTRj0sTwKaWVEXPaqmJS+9gt7ubDmvobdHp71SyTczlz2DXB/GbBxQofzU6jltvw6N3kiwWWUymmYolWMmkMRmvoTM46PT6OBjMMOA9gtt8qAUeizHGMvOcTV7i46ETaDQFpQ+WBt1U4vMsZr9Cr0Xoeo/wzcgkkfIIx/1P4jL0sRB5nqNdJ3GZujHobMosTNgflxLfpNE0kSw6qBb7KFYdhB0uDoU66XZ60TRLxPLPki29oqbEyeoAs8kAO7xmdnnr6JoyPa5R0ZhoajsoN63Eik2Wi1EWClMUq1o1YXeYJGaujkkPy6UKfom6M9jI17TMF2tMZmqUGwYOeHs45t9Ju0WaCPcewXgvFS/nlJGgXIatHgXObUrXfQd5TjGl2FAyte6xu+m2u9GL39oWsCxtia0AWr5zcZOfz2aZy2eUUVyX3UK7zbT2fDGNW3vO5utrz9/MjplJJ7EbzfS6JKatRb1XrADRoq9fX7sUE7rlkkh4KgTNTtx6J9+dm6Kp1fB01zZlmCQMpHRVdNt5NE0zOp1DUf4lbE7M4CStwKQ1MbuUwWY0syvcvka5b+WuX5pb4crSKmG3k70dIXWyLPKlVy5McmR3N3arkW9c+i7BLthmXqRSH+JqpB2n2cSBcEj9PhciKf5s+CKns+Ps83bxU9uP0RPwKRqv1Fxhhnw1x0hyTnl/hI0n2eUL4TZY1Ml42Gnhm5EXGY7X+Gz4sPJhsVq0PBPepfaPm6tQqjA8t0qmUGZHV5AO373npT+om5VN5hT1fehgn8pLz6XynP/OZfY9vgtP29bp57tdol1//huXWJhforevE6fThs1p3gq413K/W5ct4C5GcO91CQ19+NoCY8NLymyutz+gnOG7eu6vpv+tVrFYJpUotHLf0wXSqQK5XFnR7QW8Kyq/otuLxEejTPDkdy5aeKkNk7y1x91qmieXhUyB5HKS5EoKvdzntlGWiDydVkWvyXRdaPEigxyeXcVk1FFuNjDqdRzq7VDnirfWXCalfIMGTR4yyZKatAd9dmWyO5KLsVh6Ga89zRNtv8y5xCiz6TnOLi/yTOdeUs1lIhkbzbqDPZ426tUGwytL9PrjHAztJcNrVKsz7DDrSOsfw9CIc/LY31UsrQ/8JH3f//qOX+u1K7/1YJL+PqgHIH1tw86Wo/yzr36aJzp+lR5nL6eiv6um6F69uG7O8s3pAF+fHeYn9+yj3+PeoKXLlOZqcgmfycagM4C2MY1OAxM5q3JzD1kHMTck3/gQz0UXSZSy9HuM7PP8KE7jvYHt1dKyykEfsG3DbdzqAn23apkeLRIvz6gJo6EZ5kaioChDe4MhgpsMs95pCUhfd6Df7EYvQF4ilESnpKbva5N3i1GvXMIXU4tE8ss4bFp6/WFCdskv9ynQvblKtTyxykyr2VCVCJ8yLkMIr7ETv6kXhzGw8djlXJYLK0s81N6JyahVWvazE1O8en0cW7LKzqF+PvboQYJW5xYjLanFdIYXL9xgyOzm4NE+nj83Tm0lRyORwbzNy+V8Qhks9Xg8fGTnNo4P9JKvpZnPDjNxPcKBvofoDLer1/rO+RGmogl+8SPH1MFv3aF227btnHptQh0oHzo+QFvITSyb5/kzo3grep54eo86COYqZUaSK4wmo1SbNdwWExaDjjMvjWBGT4fHz+4d3WRWcjz7hTP86r/8cdxrbsXyHctEXCbjsWyOs5cmwW0glS5ijDZ45PgQvWG/AuW2NdPDO7n2X76xSLlSUwBdmBTfj1I6+U3md5uBvEwUl3IpFnNJ9dh2u4sOm1CizQreyIS6QUkB+Vqj1PIWKGSYK2Sx6mp02fQ410zt1ifxFm0rYk6mum8VxJfrOeYL52i37MGm96sm3nMLwzhrVjRFYcVo8LtsWKxCP1xhOXuRa+lOlvJzOPST+GxDDLp30uPswWm08WLsFGPZOZ4JHadUT7DPvU+Z0F1c+RdUK5fpNneC9Wf5b1NfxKxN8UsD/4qFyaxyQpb3na6uslIcZzx9mpl0nYW0Faeml31tQxwNhZVkp1yLEc3+BdnSKQkYo65pI523Uykl6HdnMBsrFJsGCk07yYqZdNlItiKSExMWvZzo5Wm3dNBuDaPTmag09WSqVUayy7SbvfTZO1SUXapSZT6focPqJWR2ES1nWSmmseiMyuhP4gpFv7wVzK6B21vA8s3H3LxP4jNXi3mlfRfgHLZa6bRaWuZzG89v3hUsyz59pZilUKupLPiQxa304S2gvAaYN8Dypvs0OuWovlIoMp8rqJz1sM1Jj8OlmmCbH7cFdG+6r9JocGl1WUkoDrW147+HfbQ40gtLZLmYxKKBq9Epqs0EJzraaLd2qIaRTR/YYkoqBqetzPhWfnyqVODs+Azbe/wSGKDul0VqIZEjlS9jlXQGo4WdwRDZZJlSoU5vr4vXx0/xeH+FaKrCfG4vO9q6sWsNLEczTK/GmcrHmTTNs7u9gx/re4i2TSwWceIfyVyjUnVwLvEsYdNhtrsG6bK7eW1hjm1eP+fSZ/ja3CxHPdvpMQfAWOFYoI92602wKI3EmdWE8kCRVJHtYgz3fQBpH6aSWLarL40ofbo/7GVxYpmZa/NKn74e1fZelTjPX7s2zL59e5Qx2wehxGzu6tV5psYjWK2Gdxzldr/rdiZ1AtwFoK+b1FnX2Qridr9G0d9Mxc+l80Rm40QXYpSLVew+O3afA6vTptgN8hsUhlIyV1KNM6vFoCbiPq+NpUyeeK6gmisavYZD/Z2qqXbrsVaiK2U52dmLOHGKM7w4xAsTbJ44Gdu3+KHuH8Zm6ONGZo7LiQskMw4G3WY1qIlnfTQbBna4A7jMJkYiI5ibOXx6H1r3GQbNK3gtJ0g1rDz90F/BoPN8sEH6VJRH9t4HkH71t+jpf+Du/v2uByB93TiuPM/vPv8F9gQeYTx7jkhpjn7bw+hqL3M26uX5xRRP9W7jcLBrg44uVPSRdERR1R8ODFAT3WflAkuVXSSL32O7pYpFJ3nWDibK/by++iK9LhsHvJ8gaNl+T1/QQmGOaHmVIccO7HrHWzBaW1ZMAIlzcxv7mE/XlaP1oMenTLPejrb87ZYAPaHNiyN+ohQjUYqSrsQoVSs0azY0NQelvIFcoUbAaWMoHCDktlDWRsg3lklVF5RmWaiwHmOnynT2GbtU/vCdSj7r9WiEk13dKvZL6i++d5mrUzNQymPb4WVgIEi70FPXHOMlB17WnVCsosMxnjy+g2SpzMJinNJsCkO9xonPHCHTqPCNKyNcnJvHbDDwyEAfT+0cYjY6zMT8OCcOnCRg61R6sd998Swho42PP7xbeVNLTrpkQY+NrtDR7ubwQ/2qqfHS8DTVuawyrbMHbEylEsxmUnhMFgY8Xtqsrez5s6+Ncub0CD17OzH5jLi7HPzu57+Lu8fOzsP9CiQ0Gio2W0U4Bc12IuMJarUmRqsJU7LOtsEQ/UMtg727lQDzC2MLauJ1cFtY0d7eTyXaYPmep5IJTHq9yp5us1uoNVsAQ2VDK2r9Tdp9a2pflR+Jct9eLuSJFDMEzAbarXp0mqoC82oy3ygqgC+NHJnCm3S2DU38Ooi36F2YtRJFs/X3lCwtMZW8CoVtJDJVypoqcX2KY6F+tvtCWybGYkip04VpaPsZjp5hOH6N+bwTjbaEw+jAY/AxXJyk29qBTl/HazLwsY4nqNfzXIv+OqbGDJ3WvUT5cf5g7v/LgM3Ckfpfo6s/rOQtpVpZJSBciS6p5tfJ9t0cCAQx6Evky5Nki2eo12coNaWBYMWiMZHOyfo1EnLbKWv7yFXbyFYc5Gt6rAabSlqwmaHSjJCszWHSetBoRKagUz4ZOnTMF+KETC767EEFfEczccUOkWx0r9GwMVmu1WtERLteLChXc4/RSMhsxmtqMYzuBmrX7xd69kqxxFw+p1gDPTY3nVbJYDfcdgp92/vWQbe6riFZLjCRjREtZVUDQXTrNv29A4R0uaio8Av5tGKnCBVemkd3M5pbr+lUkuuxVbW/3u7135VhIE2hXC1CsrzMcilCsgRj8RqZioWf3/4QQ+57awaPzkcUy+mh7a2scWEhye9ImmDn5xdIl4rYrHoW0kncViPRaJresBtrdpayJkehEqLNtIdirqKashV9k2StyLR+DpNJyyfCB9nmbDUwpWRfO5K9Rqak5WryMjptnd3Ox9nlbuPVxTn63R5quhT//tq3cWtDPOHbicWK2hfu997MQ0/lilybXVFGXLt72vA67mwi96DeWkXmY4yenlATdHfAybVXRhS42/+4HM/eu5IGtxw7t23b9o5y278fJZrzsZElRq4vEotm6ez0smtvJ/2DwXdFI/5OSn6TpWJVUeXzufIaZb6szOrWTeoEsJfTeXLxLOV8GX/Yo/LMpZEjn2c9Au+mSV6Lii+vuxrNsBRJkcmVcVhNKkZ4OZslV5LjcoMup5NOp2ODai8gX67PljPE60WOBztxWMzo9FrlcSRJQs8nn8PiWuTHw3+HpDlJqrrCWWGs1rvQ6FL4zH5WMjZ1zttr9+K1mJnNnadN18Z8dAyP9zJHPSbqls/w+OHPYfigG8c9AOkfqnoA0tc27HhxhS+del5p+Sayz7HN8TBhY5H5RIz/cr3OZ7ft5ZODO7esvLG0ZACneSQ4gEHTJFv8Lk3dIK/FRtlrHsFn9NBsZikafpQ/n/49lVl9wP8Q/Y7H3/SLkR3dTGGSdDXNdscuRQW9l+dkaxFlmiblN/WRKZq5Ho+ojGrJ77Yb39sutOjLxfAtW02s6csNOAy+DX25gMqiUOcrFRYzi4yujrCQngdDWnVdhW3g0ofx6XtwWFybpvEtXfzdmg034jF1snuyq0eZcMmB4w//4izleBafVod+0Ed4wEXNVCNVyWPVmRRY19b1nLkyT5/OwZFj/bx0cQqfzsDi9XnCnV4OfmSPOmkulit8b2yCl8anlMna/s4OOuoNHG0Zens66bBsZzVb4iuvX+GR9i727u7k3LlLJOM6BQUeeXS7imV57cYs5Ugeg7ANBpys5HPK7VlApziCr1d0JcUf/c536TnYTc2gIbw7yKmzN7hwYYIf+ZlHsVskxklMZYSi1koFWFpOsrCQIhj04K0aCVgcHD04gOVNwIbQRs+PLihN597BjveV4ZJkaU8lk8ykUzhNJtV0arPfe4ybOolYA/IC3pOV3JoTfJY2i4U2s6VlhtcUbaNMXKuyNmk0W0tdLilTb8j1Cjrxk9DaMWitVMtG8gUNhYIBrSGL12Zhr+8jeBxiZpjlQmKGg56eLQ7d9foq1cp5TOaPCrGQXPk1qg0j0XKYseQMC9ll0vUEFeocch/hWnaERkPLHtdeHIZlDPWv4NZNEbZ/lm/GOxjP/xHbtDZcjjZWsk2mkjl0hhidjhrb3UFlvkYjR702h6aZEttF1XBw6PXkKmYuR3xUdW04rF7yNYkFa2I1NLEaJYKuDlqJQRMpSUGthw5zn9LDy6RcZAh1AV+ZZWx6K/32EDP5jJqed68BXTGBuwmIt4LwYq3OcjHDYiFNvYmiqXfaPDgNt9//VRo15nIJpnMxRX0WTblM429lyLyTkgbDREaM/9J0WF0MOv3KP+Jea7PRnDBcuh0eeh2eNzWaE48IYQSJPv5wqAPrJsZLqZ4hV42Qq0UVO0QYG3ZDAKteEiW0LOQTfGXqGqOpKJ/o2cEz4R2Y3uTvSbzRy1enFdAVzejmkkn1+blFRTXf0xFkNBJjfCGKuVFmPvk92t3yu3mcdn87HreFqVRKfe6oPsJEYYUn2nZz3L9VPx4prTKanmI1VydaPU+/9XEebtvO6aVFOh1O+txO/vnlP1CRSp8KHmXA66ZIkZPBIeWEL+93fDHGQjSljOH6Qr731X7qw1KLEytMXZnl0FN7MVoMnP3mJbp2dNC1/a374rzd2iwV+6CB9M0Vi2W5fnmeG2PLqpE1tL2dPfs6VSb6+7nESX5+YoX5sSWWZ6NoxZdEjOna3Li99paz/LrLvL0Fou9WuXxZTcSXV9NqPVS1DeKFIuVGjU6fi12hIJpGc8vk/mpslWSpyG6rH029uWGwJ0y1V81fwpJrJ5DcSz6QwuxIsaKrE9b5yDaThI2DzBebKo1F9uFuW51ofYxdlh6uLz+HT3eZ5upefvlv/DZ2m+8DD9JP7Pmb7/i1Xr32/z6YpL8P6gFIX9uwi6Ui4zfGmSmcVRPoI95PMBP5C37jko6TPbv48Z37t6y4pUKKq6lFTgQGlFNwsXyJRjPHSN6FvvoNhoSK14xisv4yfz77JQqNCIcDe9np/rQCqncrmWBM5m5QapQUQBd94JtVvpYgVpqk1qzgM/Whx8vVaETRJkV33uV8d4yyblfiypxdM35r6cvtCpTfqi8XCrvkNMcropdfotoo4zS04dR3UM54WY1p1ElXyOvAZjG2wPyGoV1VdfRF674O2Nep9OvXpQt7LbKqQO+jXT1q2prOFvnCl0/hqTboDHmoeWz0d/vpbHcTr+RU3JDQ468tRiiM5XnqIYlf00MZCksZ0nMR9p3YTtf2ltv7el2cnee50XHGllexlBo8czLIULeVkHmQK0sFFsajHOnu5PLlEcxGN9u2t7N9ZwfnpxaYjSdYWojRMRRgWyjIgMurXOFL9dqaw3qRRKHAV//iDAa7Aa/NzsF9fXhtVr74f3+HJ0/u4plPH33D9xCNZvjSd84TGHDjNOuJJNOEt/soNavKkE6AhkNvxmEQ8ynRoZvV5DKdK3JhdIF2v5PtPcF33dH3XitXqaiM8/lMWmWbD3q9+GS0dp9KYq5G0suU6lWGnG10WtzU3uBcv9X8Ll/OsZqPkSwkKZTzKkfdZtZiMTfRaqsUawKyLLiNnVh1TsoNI0vFCvvd/QRNYvDlxKixU6m8ikYbQKffRq1RJF18CYthF3pdhwJr4+l5/nz2RQIGOwMuH4maaJ+dal/SqK/iar6GU7dIofmTPJ+axtBcoFkNErTpsVvnCNnaOeJ9Gm1zlXzpRagvotNaceh9NJpW0tVOrsVDjCSMdHpchN0WLEYNJkNDxaIJALfpbWqxaM0kKwtUmnl6rHsx6W5+B+LgfT4+hV6ro9PiYzizpJhGe9zhOwLt25UyhKzkVd690OFtepOaZndYxMldDPgqCpjP5xO4jVYGHAFFTX83K1+rMJmJqfckf2vIGVA09rfymd6q0ZzKGI9FmM+k2OG34jSXFDhvUG8Bc30Qq15i4HS3TXP47vw435gfocvl4OnOIfrtQfU7v1PNR1PK3PPknr43NEAFqJ+dXVAMoSO9HpaSUZ67/CoezSwn93yEYOAEq9kcVxZX6HA5KJlyfGf5Mvu8fTwTku3k5nFPfjun4+dYzRlJ166haTr4S92f4PzKMm1Wm5JjfWHqO/zJ1ChP+g7wkc5BVqoJDvt6VdTjSiLLyNyqOi5IrJrtA0KB/qDW9LV5liZXOPzRfZQLZS49f42DT+/FuSaverfrwwLSN/82J26scP3aoqLFB9uc7NrdybadHWq6/H4oxciMZVmZjihGhcFkINQbJNQbwGI3q/1BsSDT9hZlfp02L1Nzq9W0NRrOYVaT+FtLXiMSy7Sy16Mp4qUS+UaF7nYvj+3sx2U1b3k/ojcXNpZkpa+be8p54OXoq3x76dscMfw4jUKDC4lhcuUkTauDsFVDslLCVx1kLJXAmG+gzdTQG5ap6KoMOrW4e8boMhf4sc++iNvxwZ+kn9j9N97xa716/bffEUhfWVlR23lHx9ZzZalqtUoikSAQCNyRTZJKpdRx0eW6M3aJRqPYbDas1tufBxaLRXK5nPo7d6p0Oq22Lbf7vfXauNd6ANLXNuxyucy1kSucTXxBadErhRv8ztVJOj0P8Yv7H9qy0jLVIq9Hpjjg7aLN4qRWj1Eov05Zc4hLsS9z2F7CqElhtv4MZxNi1vQch/y72Ov9JFb9nTcWKQEC47lRZQg2aN+usqbvVsV6mlhpSjle+0w9OA1hNcW4kYgpYL7TF1Qaz3ezZAMv1rMKlMvUvNIoYtOJW7lvi7680agRrywqYJ4oL1KoJ9UEz2PswG/qUVT2zbpJOUFdiKaZWkkoczMxmBMTtvVpiWjdWwZ2rQz49Sx4ub1uZGcx6JkvZGhompzo6lGGRtFYhq89e5kBnYFdh/tZKVfxuW3sHAxtnJiu5DJ86fWLmAp12ve7mZ5PsL+9g+ULEdxVLY9++qjKk721lpNpfv/501xdWSEc1rO7V8v+8AA3Vg3YVzQsTi/R19vJ8ZPbOL2wwMXlZSyFBn1eL7t3dlKoVZWOXKKhBKSLgZu4q984N0tsMsbuwV627woT7vHzjS+d4fLpcf7B//kTyp11c6WyBf7nX5yjq9PH/oEOJkaWOXxsQLm7CpCSHHGZEGZrJTLqelFNR2vlJivLWdUs2NHRpoC86IW/n0A9XSoxnmzFg3XYnfR7vKojLkZ/QpiW7U+orjLBVf/k/rVFOAXq8g63b3dfpJRlOhtT9/fYfHiM1i2PEQPFeDZPPFtQ9GCzUY/DZsRu0yNm/C0gL+C+RrEmjZ9xNBortYZGTd5zVaF1F3EbDehoRdWJA7dZk0Ov71PA3aQR//U4LvN+zDq32i6nc/PM5JYIm0PMZZfJ1lJ02IJUNFk6zR6sjW9i1mRJNn+WV6PXcTirNHVz0LQSNpnoNEzj1acxayxUG0Ei5W6WK20U624yhTo6TYPt7Xa6nB5sOisOgzTX7Dj0ErVnQK/RodU0WCqMKMOhbuueLb9XWTeXkjPka2WsOrMybBN6c7fN+462H9kuV4tpBY6lOVppSAyRhiFHgAFnUIH097KkiSOGdLO5pNo2ZLLuN7+1SZg0GWaySeayKeXA3uvwKh325n21aOaL9RTZaoSF3BzTqQRBa5j9ge3KVPPWiLk71XAswlenr+G0Guhx21V0W689oMDurSXf4WvDs7R5zPS2mVpsiWaeRiNPvVmgWstyfk68HzQc6fEjpJ3o8gidPf8LNyIF5di8LxwCY43/MfU9whYfP9x5WMUFbq6xzBjnoivYdE1m8lf5XPdPMRZP47FYORAMMZlZ4B+c/xP6jD384vaTZJoZvCY7vRa/Mp0SirsYw4X9713z+Qe9bpybVDp1iWJbmlhheWqVox8/gP4e41R/UOnub1bvNMrtflc+U2B1JsrqbFRNstu6/SrP3OW/NxNGcdhfB+25Nc27GOqJbM7uvAncHQ6L0r6vn88VihXmV5JcurHI6EpU/d+nH97F9nBwyzmhRLCJZOhYR9cW6dCX5/4fljNWPhr+LCVNhtHVS1ybT1PL1LAZi+QyBuypAElHjb5wGy6bBYN7lkrFQbttFqf2NX7yo89hMn7wNenfb5C+sLCgfqv9/f2quba5fuM3foN/9s/+GdlsVgH4//7f/zsf//jHN/5/aWmJn/u5n+P5559Xt3/oh36I//E//gd+v7DEWnX16lV+5md+Rl0aDAZ+8Rd/kd/6rd9Cv2aCLcexv//3/z6//du/reK1d+3axR/8wR+wf//NYas0CeTvfOMb31C35T184QtfwOf7/po83loPQPomkP7Nc79HsjZLr/EIX7r2B9QNj/M3Dz+2pdNTqdd4NTpJp9Wtpm1iOpQrPY9B18tr8WF6tFcJmfIYzB8nVuvjy3O/yXbXNvZ5jxOw7L3rlyEa2rHsiKK299uG7krZFB2i0NoLNZkkdeE1dZEsVrgSXVGOuvuDIbz3ccp4O1O6XE1OIFvAXH4UdoMXp96H3eBRTtxSuWqcaGmaRHVBubBr0eM2titNuTQVFPX2zf5Wo6kidSRrvVZv0hfy0Ol3b7gD383ITgB7tlRWHVhxSO+xudT/Tc5EmZ5YYUinVycd0XQLbB3d04PLZlag4vLSMlfOzPD4wUGmi0lyjSLZQpaZiUW6vB5OPHIAv9mp3Nc3lxzYXnlhmCVjkSuJJcq6RbxuLX22nZQu5Qkf6mGGPPOJFAMOF5lIjt6dIUVtd65Hnq3Fn8nEe256la9+8RX2HhnEF3Cx53AvmXSB//uf/gk//LmjHH1cpv03SyJOvvydi/gcVp48tp2LZ6bZta8Tb8BxE5iuAVrRrq/fNxuJc2lmgVC7A6NNp4B8rtaKYxMpgGj2ZaJp1Uo8oNCgJeW8tUNcf43NoPnm7bXHqL+3+e9zx9uyyAR5KZtRrtdioCXTc+NdvvPWAbuVH9ta5F6NylTVrN0n/+T+9dtCuJbr8tQtt2myWhKadhK7wUTY5KZabhDPFMgVK6rDH3DZCLjsirWhXls9b+11Nm5rKNRixCvjhK0H0GmMaoo4k19lrhBlhzNAkyL5WopG7TxFaaA0nVQbJWr1KI1mEaM+sEantzGeW2TIPkSfbZCpzCoLuSyFUoNkPUrY7mO/5Q9w6V1kEr/CiOXrWBtLeDVJys0ysbKTyUKAeM1JQ+jwJidOnYt62Ua3vY29Ifk9mlUTR4BxvVlvNW7UbXFjl6xz8bkw4TT0KuAuGnSZmguAn8tFWSqlsenMym1cALpsL7INrz9GXddo3zIdXXThAoxFXmTUyvNRlOcOocNbPW+Jfn6/So4F07k4M7kEdr1JUflDlrfmJi7b+VI+rabr6UqJTquDgBX02oyisos+XmjsdmnuNuxcjCxTqtU40h5W+4d7rZlUkq/NDOO1mtnl95MsZzHp6nRbrQRMBppN8V/IU2/kSGQzXJzI8shuFxajHZ3WhlYj5olWtBobzaaFszNRjLo8u9tijE5ESBkOKlPJg10dNDUNPj/1grLi+3TnEXpsN0+upNKVFF+ZP0XA0MF47mWO+A5SKberhqTQ+mW7++uv/zeSeQ3/aM8ncdmNrBRShPEztRQn5HEoYzjjewAOH9TNkn309VfHKBXLHHhiN1dfHsFkMbLr4Xvz13kntW66KmaYHzaQ/v2Icru1KqWKyjNfmYkqJ39/h1cBc1+H577o5pVJXb5MLlO8o0mdgHa7w4TFamI5nuE758cYXYyyrzfEx4/soE2ZymmUzEU8K6RRf6itY6MBvFKY4NuLvwuJx2mvepnNjpOPLrNsNhP2mGgamhSyfowmN1lzmcPhMNV6Ap1BIpMNdNhP8UtP/SYGfccHH6Tv+pV3/FqvDv+ntw3Sf+EXfkGBYgHqm0H617/+dX7sx36MP/3TP+XJJ5/kP/2n/8T//r//7+pv9Pb2qsfI/TIZF/BerVb5y3/5L+N0OvmzP/sz9f8yGZf9wM///M/zj/7RP2J8fJwf/uEf5pd/+Zf55//8n6vH/If/8B/49//+3/O1r31NvYd/8k/+CV/5ylcYGxvbmLr/yI/8CJFIhD/6oz9S29BP//RPq6n9V7/6Vd5P9QCkb0SwFfn8K79Gp+UE3xn7KlXNAL9y5HNb8nLlIHU6Nq1ONA95u9UXW6pco9aIs1T2Es1+jf22BDrjYbSmz/LFiX+vTvCPB48Stp+8K829WC8wlh3GbfDSY+274+RJzKwEnMt0xWVoV9T2elOrTNKW81llMiRa5ndj8rmuL2/llyeVtlQmOg6DdyO/vNIoEFOxZPMqHk3er8MQxGvsarmw6+9Mb3mzkvW/msopOqZQ33uDHrqDnnty8RUtqLgFW/R6Dra1K8D+Z89eZH5yhQGXle5jg0wuxImnC/R0efG6bOp1z4zPECgaefjhIUamV3ji4BBnT40wu7BAcF8AQ8iiaJzr5nNeo10BktWlJJOjyzz06HYuLS7ynbGz3CiMKNp8R1c79bKeIW+I4lKFno4OetpDijWxDprXJ8KlcpVv/flpvAEXdoeVoX2dSsP14revEFlO8pd+7uTNKa/ETmXzXBtfQvwKD+ztYu7aKk6/DW/XncGDAMpYMk8kmaWv3Y/LbmqBWAU5odwU86iqcoMuKTd1cVivq89t1xmxSeayAvBmrBInqG09Uw6omtuA5g0Qu/a3twBmAWTFPNOpFMVqlV63m163R8UEKgXzGqBef3+bAfH9rnypwkI8xeXoAlPZuNISHwp10+fzbokUvJeKlm5QqCXpsh3ZoCaPppdYLaU55h9UeupGI0m59DJG81NUm+KKWyKef5FS00xF4yRfTTKZnyBaitBl9a2B5jgGjYlMuUGiaKBULvDxwGkKdR02XQ0dJiLVPtAfxWPfS9geUqZuwha4HlliIrWMwVTFbG7gMBjwmty0mX1029rosrRhNUhzwEihJm7419Tv12fsoU4LyNfWgPy15BznE7O0WzyKei6g+VaQL4+V7bS1zWnVfnQzyNev3W4BeZ2SXiTKBRYLKWUq1Gvzqde26sVpXaMm9YtChy9lFEjutHqV3lDA+3tZ8hnnckkmszHlaTLo8Kv3ca/bpDQ887U4S4UFJtJLRIriKu9nh7uXPkfHFtq57BOEVSJMqR2+wF339S23+9YUXCbiS7k435ieRa8v80RYpC1FosI6ahoJWdqVO79JL4kXVq7OZNBpjezraxm9ScyhbJ+NRkIt1Vqc8dUE1bqTS+NmHjt4lO2hFkvsT2ZfZzof4WPtBzjg7b3lszb4ytxLVGomSo0IJn2Sdt1jmPUGjrZ3qt/yfxz+Bl+bHuVv73iGE529vLQwjiNvU5Fwopf3Oe9fKsmDemsl9NXLLw6rffu2I/2c+/YVBg/20t735kak76Q+bHT3txrl1jcQYPee+xvlJsA5vphgZSZCYiWF0+dQVPZAl1+Ztb1XJnXr0/Z1uvy6SZ2A90guz4tjM63J+VC3kt+F29xoDVpeWZjFb7LQhYXkaorkapoR418ow0pKjzPU4SNum8BpsnI1nWWn04K2ZiK64GRkKUZCU+RYdxc62xxOs5N4cZ5/9dm/h8UQ/uCD9B33AaSPvj2QfuXKFY4cOcLf+Bt/g+eee24LSP/IRz6i3uNv/uZvbtx37NgxnnjiCf6v/+v/UvT1YDCoXmPv3tZQ88yZMzz88MOKum40GtXE/L/+1//K5cuXN17j93//9/nSl76kgLhsV11dXfzjf/yP+Zt/s6XNr9VqhEIhBdwF9E9NTTEwMMClS5c2pusyld+3b58C8gLs3y/1AKSvbdj5Uprff/n/5NxMHbshzs8d+NuYb4mmGk4tESvnlJO7nEjW60ly5ZfR6g7yevSrHDDdwG7qwWj7Fb4x/wdEStM8HnqEsP0wVv2dD2LZaobx3Bht5hBhS9dtH1NrVBRNXCLVBPQKODdozMxl0orOKNrcvYE2pWV+d/TlMXWi3tKXS365V12Xg7boU0VXLpdiDmfROXEbOlou7CbRDt3/LnAsnVdxO0I37g646Q29OXASLdOr83NqXe1vCyla1u9/5RTE8xzb08PeR3cyNR9jbHpVAXWJSrm+usoFmUT3tBMpFTDo9bR5bMxcnMdaqnLkE/vRuvWUEC1ViYpEpRltBEwOlq7GCbpdDO5saXLOzU3xvdEzmO023A4jurLQwLJ09LhAI7RnvQJceq1p7dLMpVenSMcqdLS1sXvfgDJpScZz/I/f+CY/+rMnGdzVuQFWZ1cT3JiLokmUeeThbSzOxJUju0zR5UT/dtNeqbHZCMuxDId3duEUy+57nCIKVV5o8i26fGvqLiXMAgFponMXvbvo3kVHfLcS8LaQSTORFHOtunK073a6Vcb5e1nZYpnVZFZluQpIF0AQ8thx2k3MFAVIpeiyeRlyiIzk3k9kBDAtFC4ol/g2y00DyqupedKVAg/5BtTrVcqn0WjMGIytA0e9kSFbfBGb+TgGXUAZpf3x3Nc55tvHoL1HJSVczpzDqTcSL02hxcV04hQ+zTVc5icZ8P8UHfYOzJvYHmLodXFpiWy5wpFwhzLfi5RyzOQizBckri1GopKSR+I0aHEadVh0JfrsO9jh2o1FZ8OkbWWay9T95cgYF+LTPBHaxT53lwLbdyp5fG0TuN98uX6/GAMKMBd6u0gYAmabYpa0mlGNN4B8afxkKkXilYJ6btDiUNp1meYLYL8fk/x7KflsC3nJWpcJuEbR4MX07nZu7vVmjXwtpvTlhVpc/dZFXy5Tcy22NzWaSxQLnF9ZwmrQcCAgLvaVTbT0dWBeVCZyrUm4Da3WRrqs59nZKPJLfbp7J30OvzI0nM5HSVUKhC0euq0+tI0iL10Z5siQAYclS7ORRSPTdJ2Ys8l0zUe1buX60gr51WUeOXxIgadXoqN8b+U6x/3beKJt1xu2hTOxYS7G5mg3BYlWT9FuOKSOFcc6Wvuo89EpfvXsn/Gxtr38zT1P8JWRyzRyWo739dLf7n1PU0ke1O2rVq2pDHWb00qwx6+m60c+tl/dfrfqBw2k3zHKzWZk+872tx3lJgAmFUmriXl0Ia4y5UVnLu7sojN/P5SYwQlwz6+B9lgiyyvD0yylsgz4PdjrWiw6LUZDk6lGlj6Hi72dYTxtLnTeMt9L/nd22j/DbMqKzVIh2xil1giwXI6yzeGk09JNPuPkhYlJtY8dNFlpOmbxmIP80x//q7hNH9zYsfcDSBfaeDgcVsBaqO3rIF2AsujHZZr+9NNPbzz+//g//g818T59+rT6na8D9fVh3rPPPqsm5fl8Xv325fpDDz2kJvBynwB3obyvl8hitm/fzvz8PJ2dnRv3/+zP/qx6/u/+7u/yO7/zO/z6r/86s7OzW967TPP/6T/9p/zVv/pXeb/UA77YWjU0VZ4f19NhmebH9/zSGwD6Qj7JQiHFCXFy10oersSKXcSgG+Bq+gI9ugk1TTTZ/hcuxF9hsXCDhwMP4zaF7wrQk5UEU/lxuiy9BM1ttz2ZS5YFAM9j1XvosR1RWc5CAT4TnaNQrarJcMjuuO/68kwtpqZ5oi93G4J0WXcqfbkA8dXSDeLleZXBLCekboNMYnYSMPXdE4X9nZbkTMsi1G6ZrL94ZVLpE/vavFjvQA2TKdfD4S5enp9hNKZjhz/AZ54+wBf+/BRXR+ZxB530bw/jsJm4emOZHp2eZ3YOUSpU0Uer/OjDezk3tsDBbZ14NAaun57g+uvjdB7rV5P5Wl1LU2dgSZdjWpMka8nxytgNHjINMRhsY08ozPx0D+2BDvZ1tHHulXEOHh/A4bJSV/nfZSoNif4qq2VicpZCYp7eIT/eUAqDd4qy1sTp164xsAu275P855yalk4upEmlyrTVjAzs76SWraJvaDh0sPeO0WkiI7g6saTyS6VJcaf1drsSQOnT2bfoWmXbET1yC7yXiJfzzORiFOtVte5vgneLupTppzAHJEZtMhlXk9Mhr49O573FVN2vSudLCpSvprKKoRF02elv9yk6++YmwT5zJ312v0p1eGF1jAF7QIEced9vVsIyCVn2MJc/g6UqbuUhdf8eVyeXkrOcT0xz1NeP3rCzFcmmH1L0Yp3WicW4h0L5PA7Lkxi1Jva6tnExOcygrQe/pY1dHFAxjducTlzGdp4KfY7JyUkG+gbecEKbLBY5t7iI22zmsT6hrLf+P2R1quU4g+q2NN/EZX00PcJMfphIwcl4Zp7nlqcUcHcbLFj1DiJlYVbU+VT4CIPOTnS3MTDbXLKuhAliwnDbxs9MPs5KMaWc4T8Z7lFO7ZsnxZtBvlwKo0OAbLVZU7dF6y+NlMvJefVYj8mK22BFr9Woif7tQH4LwGsVk6V1W4tBo1eAUC4Nm/5fLuX27UC+fLYeu5dum0e50wtYH0tHFA1e6fKpKQq7LCJTkoaNXTVc+9U+fXOJOWC/00u0mGMqs8K3k9MEzFq6bHp85hp68hwISARfhm9PibzJS8guDQHxDxAjORs6jRjStaQ762U1wl8a6ufZmXGenZvk4fYqezx+vAYHuUqW5fxZhmNLOPQmfJ4gowsuHt65C53Oh0bT8hZZL5MW9ne2M1kuqNtT2RUF0Acc7Twc2PYGgL6Yj3NqdZx+ex+p6ijGpgeHPsRDawC9WK/w6xe/rvwVfrr3GH96/jINbYMfO7QPxyYDqQf1/S3RoO9/fBfnn7uqzMTCgyGGXxvj0Ef3vasA2mK5d5PGD1O1hz1qqXzkZpTb+TPTbynKLZ8uKGAuOnOhmAe7/Rx4cg/O96GrvMGgw+OxqUUlFiVzdHptvHZhXPlluE1mulxOStUGWr2O0Voei6fA3oYbe9lFh2kPs6UXORz6K0rmmNc66LRViFVcLBTSGLTL7AkG+Yx5F9+auMFiJcMhRzcLiVVqVT1s3c198KrZlOnrfXkdWf+ZTGbL3SaTSS23K5mcv/TSS4qC/s1vfnPL/y0vLyt9eHf3zfhMKZl6r4Nl2X/IxHtz/Yf/8B946qmnNvYtAsIff/xx1Qz49re/rd7LX//rf11NyQWsy2vJY281rJO/8/rrr6vr8pienp43vP/N7+X9Ug9A+lrlq2DWrvKXdjyJy7I1WkQmDNdSixz29SggLlWujauYq3ilRL18ljZzGqP1HzOTX+By/HUG7TvxWVx4zVtj2zaXRNDMF2eU/lwijG6lQMrUXKbnRq2VsHU/Vr1bnZDK5FxytPvcXo53yORK+67oy9tMvUpfLo2CeHmG5cyworBXGnk18fEaBbQcwaVv/77lfXrsFg4PdZItlJhcSfDy9WmlWRSQ5bC8cUciTIPj4W5enZ9Vbu99Xg8fe2w3X3/uEhdeG1OUr4DfyUP7jFwaXiCbL3NwoJPnl66TTRTUZFXyQx8+PIhOooMml+mq6+nd10elVtswrhM9fLZU4qp5ltPnp7jUtaQcwUu5LL3uEK9dG8XdZsPiaL1HnVZMxAwb7vfZTIFr37jC0MBDhEw+DmzvU8790zMLzF/O87lfPqGAfKacZHRJnPFLmHRNNB4dMX2claU8e3b3ka6vYGiKLti8Np1vgSOJo7t4Y1Fl2D+0q1tln77TEjAgztGytG86n5JJaXbDqK7IXD6unNRXcjkypYoy/trhDTDg8uM0Wt51gC7btzR3BJSLfEI8CkRbvi0cUMD8btM6aS4c8fcqqvVIeoXZfJxt4gRvlZzwu79v+Q5Clt0sF69i0toVMJPn7PN0K5B+MTnLYW8vOn2YWm0Uo/GQep7J0Ee1HqFQvoTdfIw9riGupm8wlp1mp2uAkLmDdDVFsd6kUZ7DqQspatitNZ1IMhyJsCMQYMC3dX9zayk5gTZG2N7k4eDnsOqdat8jE+7pbJRziQmmYssU6lm6rDa+s/QSp+JG2sweuqwhfGaPmrhbdbYN48g7lTR2xKhPJudiMHbQ231HI7a7gfz12u9Zc1Iv51goJFgtZpSRXb/dQ9DsUE3FO4H89cl+sVmlpij6LVp/i67/RpC/eTp/K8gfcLqJlzJcjl/hVDROwKShyy4mmR0E7NvUfl1KGr71RnaDln5zEp7H2Cyw3VGn12pkoaDlYqyJUW+lzxGk2x7k8V4ni9kCV6OrFBtudvmDb/r7sRuqfLzHwrmlSaaiF2iW9Qy6u7Do/Ay69lHhURYLVTK2OOMrCWwrNQ6EJW/+9iXbWqZS4KuL5/GZHDzZtmvjOLleuWqZby1eIGD2Um/myFejdJlObDl+/cNTf0qpXON/6TjBmYlZjE4Nn95+EJvhg37W/OEro9modOnnn7tC51C77DCYvDTDtsMD79rfvN0+7QepjEa9MpSTZT3K7YXnrvPSCyO3jXITnfnqrOjMIxQyRaUz33a4H2+7+32Xz36rcV1ypUVfl6m/ct4Ounj82A4efXIfL9yYoVCq8qkDQ9j1emU098rENJFoRg2rtIZuFn1n0a4+h1+/j5WCg8vWSU507Oe5aAqHIc10fpwDviP8qHEPf3z9KmcTSZ7u824Yj33g636AdBUZGHuDu7rovv/Fv/gXt/mTTf7hP/yHyrBNJum3VqnUYlo6HFsHiqI3X/+/W+s//sf/qED/+fPnt7ix/6t/9a/4B//gHyjdu1DWRV8ur/Mv/+W/VK8lE/tbt/HNf0cub30fb/Zevl/1Idki33k1Ghp+akcQn/3IlvvL9Srn47PqRHw94kcoqOXqGA3tIAvZF+g1TGC1/xVijQYXoq9j09kYdLfjNe1URlG3q8XiPKulFbbZd+Iw3Jw8q85VdVnpzkXD3m6RE56WDmk1n+NKZEXpcx/t6n1LxkFvri83Kid2mZabNXYytVU1LR/LLpKtxjBr7biNYYYcJ941Cvs7KZm0HOjvUBTlmdUErw3PKMDVH/Lhtm/twAu991i4k9cX59UkcddQByuxNBfPT+F64TqPfPoIdquJh/b3cEXlgibxhV2cvz7LyYe3MToXpbfDy+5DvbwWyzJ6bgp/2IvdbcOo1+Ox3fx7+8LtnH5pjN7ONjQOLdduXKecrTCfjtPcreW7K9eUIVsrDs2yMWn+zpfP4HDbcThs7DrQjVarw4iF7/7JCENd29g/dFh91sm5BdrNAdrMZqbGFxnY7ef69Rl27OzHZNGTryVbk/lmSTVbtOhoNvRMz2ew6C3sHOiiSJxazaymtHpNS49+P0tAjNdkU4vozIXSHivU6LfYaQtaMei1avou2dqFWvmu8XBvt1SkV7bAigDzZE7R69vcdnZ1t+F3yA79rX1mYRCcDA6qqa1krEsc2A5niOCbGIfJb9lt6FJAvdv2kNKny+c66OnlbHyKy8k59rm2Uyk/T0NN01v7HKvpANniC5Sr0wq0y2MupUbZ7uhTB6N++xDX0pep1cukq8tb/qYY7VxeWSFRKHK8uwvfHeJKNjftFgojSvPebzuIUdfansWAT1aTxNKJjn63p4Ndrk7qDY1iGsmkdDQZ51TkmmoYuYxaHAYdAbOLTlsQj8GNRSLc1ujyIpMQMzgx6JOJuciIXG8h0uxuJduw7K9lEYAthnPyHiVir83sVE0V+Q7f6rb+ZpN8ub9YKxBZa3gWa3m0OouisN/IlrmSnMFjWsBvMmDU1tFSRqepKrBv1FkVcDeq9SPNjTBGvR2T1qFSKnZa9ez2a5Rnw2wuxUQ2SpetQp/Ty2NdfZxfWeSl+RllvuYwtoCtGJuKlry5piWXpdmsote6OdLRw/mVIOcTNaKNNh5u68VmMKqTgiEX9Dvb8DbmeX1ymoQuQ589oLwQbpV5KJ354jnluv/x9gOELFujbKTJ8d2l69SbVezaNuLlS9jo4KmePRtMlf82/CoX5xf5tG8XLpONqqvKMd/gA4D+Pi6hR8tEXajvXdvbmR9dwhty4w+/v9yRP4zl9zt4/KldPPrkjo0otz/8/dfw++10+O1YDVrS0QzugEM1UQJdvvfEhf/tVDFfIrWaVrp40ZbXq3VcAaeir/fs7sTh2bqf/ul2Dy+PTPONC2Ps7mzj5OFB9uzp5LnxcbQNI8aamXb9YaKGS3Sxn+6ai+cnjcTnTtNjGeKicYyar4GhZGOnfye/cPAQv3vpAt+ZmsXwg6WkeNMSR/WJiYkt991pii7O6OLq/mu/9mu3/X+73b7hqt7e3vI6Wb+9/n+3TuV/9Vd/lc9//vPs2LFj436htwuVXuju6zr3f/fv/p1yjBeQLq8lzvFCr9/cdNn8d+RSbt9ad3ov3896f/5qvw/lNmppc+xXFNPNJx8X4nPqZK7fEbhJB69cQqNtZzE/hr/5Kk7LwyQ1/Ywlr5EtJzke2ofNEMS2RmndXPL82cI0qWqSnU7Rd978e2IGFytPqccEzIM49K2MagE212KrxAoFNSnpdt67KdG96MvbzL3qBEqm5Tcy10lXV1rrxNBByLyNPa6PYdV/MKJuJC9XcnMH2v0KrJ+9Ma/c2gfafVsMh8T5/kgorOhQRq2OJ45tZzWW5cr0Kp7Xb7Dv8V3KPfjQri6lUY8s5Vku5UnF8soFfjGSpjvkYfuBHq6+Nsb118ZUHM2t3Tu9QcfgznZlInf4kUFCJhf52TrPbN9POOxXTSCl664VlZv6cjHJtZEZZgpL9HeG0Q3oiZPDWbUwe32FpZkYf/fXf0QBzouTiyqSrsvj5MKpSbbt6mJ6LMr23m30tL8x6k9AeqqQ4eLYDF5HkN6wkzpFkhWJtSpRa5Zb71ljwiiTd+3NCby61Lbuv10m85uVyDOE0r6YbXW7H+3uUW72b3yPW+PhlooCglvxcDebGet697vHwwmdP5bNK415JJVTjwu67coMy2u3vmVgfrvqsLqVo/dcPsHl5AKOnJkdrtBdY8GE3lyqp1ktjdBu2aPuk8bEEW8fp+MTjGSTbLf2UKuOYDS14h+1GhNWkzRmTqHX+djtGuRa+gaj2Sl2uQYxao302QYYTl9gtTSJVtdy1M6USpxbXFIg7/G+XsUeuVuJ94UYxIktX5/t4AbzQr6P66lFRUkedASZzq2yy9lJj621nfU75O8NbcSLLebXI9OSDCcEuN/AqhfgLpPmmorSMeks9NpD7HaH8ZqcWDblaN/PEl16t03M8Hzqc4jZnNDhZeIctnrUcuvk9051p0l+uZYjqxIsFjBoErSbjPRbTZi1HjRUaDYrii6eqVpYzFeIVuo4TSHaLW2Y9A7qTZ2a1K9P8kvyO6jVqKloxNxtJ/lafZ3LySTfWxnFaTTTaXNRqub58sQ1BlwG2qx1dM0cRp0Zg86DSefDoOvDqPeh0+oVq/OR7gb6pXluZGI8X5/gRKgXr8m68VkPdfZQyYKm2CRuzDGZiyjduji2r+etX6wssVgo8kRoN9udWymGciw7E5llqbiMW+en3oyTrxb42aHPKAmM1AszN/i902fZ4/Xxlx96jLlajCCtRsqDen+XAKi9J3dw9eVRZTg2cmqco5+wY7bef/bDD5oW/V5Kzjdkiu53W5m6Ps+l18cZP53F5Lax50g/4d3fvyi3O5VM+GVKvm72VsqXcfkdCpR3DO5Q1+826ZfG3kf2DNLpc/Hy8DSrp7Mc29bFk0ODXI+vMuQKkok/zErhGmOal3mo/9MM7Ajy+ze+hcvdIJzpYkyiQpNVFocLuIxuTlhCfDOaI1uuYnt3DkMfyEm6nDPJdPnNStKxBDT/0i/9EvF4fGMRd/aZmRlFPRcau0yvR0dHlXZ+vW5n1Cb3fe5zn1OAX6LWNpfQ5cWbYnOJBl207CLTGxoaUscdeY07/R15jFDyRQO/vl+R50pD4m/9rb/F+6keGMetmS1UyklGRqfRbzpZu5pcVFT3R4IDG1O8cnWScnWcdN1OJvuH+PVaNPa/w3JpkfMrV9jm8dDt6CBsPYHuFpqnnGBN5sYpNYpsd+xUk0spmXbGShNKk+w39SnXdtGwyoY2lUoylojSZnOw2x9UU/R3qi+XiblQbbPVFaUrF8O3ciOPw+BXWeV+Y496D+9nStS9VqVaYzaSYjaSVAC+P+RVQG0d2M1n0lyNrPJIZxf6hpb/8aVXsWSKPPXkPnp33zTxW1hJ8ievXcaYafCpj+5ndjXFyQP9SvJw7pUbrI4vseehQfr2btXbrNfFU5PYnCYWFxewGt089Nj224LL2GqKP/xv36V9e5BAv4fAgLsFWmtFvvrHrxP2ezn6yG6WlnLs6WlneyjI1TOzuD02FWkieq49B27/HlLZIhfHFugMuhnqfiOIF9pttSkZ3+u6+NIGeK+s3ZYgNWF4tID7VvAuRoZyfTPLQgyuxhMJooWc0poPenzYjW+dhSGO8i3KfHFD8y6L0IwFLKwzEWw6I+VCnVimoIC5XjROHjttboeSRrybee8CriazUaXDb7NIBFnbHcGfAsP50wqwu4w3qWECgk/HJugwW+gyXMVklgjIm5PJYmWEan0Zh/lxrmUmuZq6wU92fXLjtzqdm2Qqex5nMoi/bS8jsTgDXi/b/L43/ezSxJstXMWicxC2bFfNGGmaTGYjTOeiCuTKJPVCckplbUvE2r1WplzkUnKBS4l55SzfpIZWIyaLOlwGnTKnc5mEOeTFoRfAbmtN3bUSu3f/9ciyb4yWs2q6HillVFNFwHrIIu7wuntySy/UIuSqy+RqEcr1jGq42vV+1Zw1aiUuaM2wTSMNIbm8ud1nKiU1CV8uZAhbXQw6AyoJ5M1qi/FevUalHqdQjTGTXWY2E6NSr2IzmilUNdiNXrrcnaBi/94I8lv6er06tkmawmIug8Wk44AvrNzpW277eoqlKpdvLHNiTx/Sn1sUCUE5rdIs5CTnj0a/xyPde/hU52GV+LC5riVWuBAfpVSr0GXpYCb/Kk+GD7HDfVQ1al4dn+Zfv/osTn+V33r6p6k2NYxlVng0uO0tGTM+qO9vReZjjJ6ewOIwqyaWxJrez33thzkn/e2WRKVJnvnKbFTtz9q6A4T6AthcVuZm49+XKLfbVbVSJRXJbIByod7b3VY8bW48IbcC5W93yh/PFXhldIZ0pkhvwIPTa2GlnOVEZw+R4hVeW/0qvYXPUckbSZuTnCpc5ed2fZTno2dxGevscQzSp9tBMVchmc7zkU+eIOh0frCN4yYjnBz65Xf8Wq+M/xd6BoL3tC4EeEss2p3q7NmzyvFdgLeAYYlgk5JptwDsX/mVX1H09fVptji+Hz58mD/8wz98w35EqPbr2vf18x4xe/vzP/9zhoeH1W1xhv/0pz/Nv/7X/3rjNYWC/yd/8id86lOfUoBebosb/Cc+8YkNgzrJZBc2gBjXvV/qAUhf27DjsQT/7v/8I3wBB/6Ag6qzSdJc5OmenVj0rR1bo1EgV/ouxaaPVP5FzLXLWFx/j0StwnAshkY7xwHfTgKWPdgNWycKom8cz42qaC2huIt+sVTPEC1NUqpn8Zp6FEBen1ImS0UuR1bUSdXeQEhlRL8Tfbld56FOWQFy0ZXnqlFlXOQxhhV93WvqVkDrw1pC+V2IptV0XYDbQLuXdq9T7QBkwitA8mRXD6l4jj/48il6NDqe+ewxdSBZLwH6/+VLL/NQXyeeNieDXQE6Ai7lQvrqt6/SyOUVVf52ZizymLOvjCnHyR/67GN4A2/sTopO/A//63fV9L1/KMyRE0Po1kzfTr04zNf+7BQf/eVHmE9nCIcd6C0wPbdKLV/Hb3LSzDU5emwQt0W0wFsnzJFElisTywqc94Q870gmIc2kFpBfA/GNMpVmC9gLI0OmsPlKg9VchUIVuh0++lxBbEaJUWoBeWlCvdOS30auViZZyjOXSjKfTLKczSgg0eZw0On20O5wbkzfBTC/myB9vYq1CuOZiGIBiGGYTJ5vBzgkkm2pcIlO2xHMOscWjbYA9X5LnA6zAaPp4S1AMVd6GZ3WjdGwm/85/032u3ew2zW0Yb724tILXJoaxuXo4lA4RIfDh0Vvx6gVo0GLaqbcuh7ytTTzhWt4jO0ETa0IyJjEtKWXFJjb6+5U7uJn45M4DVb2uG+fQnG7xoUAYZEDyORajPfE8VyAoTRAxQ1ddO4rhYwyjFPNQqMOj1GP06jFadDhNzux6e0t4L62mHWS2X1/moiyzuS7kgl7pponaDLQYTHi1kvQXCs/fN0tvVKvUGzWKNXLNDQ67Po2HPowNmMYg7YVQ/lWSrTaEt0m66HN4lBg3X0Hyr/KMq/fpK03Gik0GgNarVctaDzEK0ZmsmkW8xkypTI2nYmPdPerRIu70vUbVUbiUW6koqBr0Ov00GFzbGjyJ+bjVGp1etaiHOV1Wt9fnFIyx984/MP4bpF6zGaTnI1NsVxYpMvcS7Y6Q7urwBNtnyWVrXF2Yp4vTJwj54zz9w+d4KhvL69EJjjg7VLO/A/qg1WLEytMXJxWU7zunWH69r7RmOnt1g+yu/vmKhdFZx5VOvNitqRkdqG+oJIZ3O7Y9l5Eud3uuxKqfXKNwp5L5rE6zLgFlLe5lL7caLp/4+pStca5qQWWYmkVsauz6tBYtTzR3ccrsf+GWefigO1HWFxJ8Y2F55krlXim6xAX6mfY427nsG8fXdbWtro+eX0A0t8aSFemwfn8lvsk5/w//+f/rCLUJJtcALXEph0/fpy//bf/topdE5d1+X+JP5OJvUzen3nmGQX6heZuNt/EJAcOHMDtdiudvIDwxx57TOWxSwNAnNqFbv9TP/VT6rFf/vKX+cmf/EkF0qWxJ3R4aQ688sorG78TodJLE0Ci3+Q+yVz/iZ/4CWVA936qByB97YdZKBT5+tdeJJHIMxuNcSW3hC9lxWOw4PHaFHh3eydx+LU0zSvoq8+C6VOUDb0k8zYmMs9xPLQXp7GNNkvL8Gm9ZAo5lh3BrDUzYN+2lnU+pbJxPcYuBZDXM9QlHmk0HmUuk2LI42PI639TIyCZyrVo7Fv15ZJjLi7CAsxT1WXVIHAbQnhNnfjEFE5/d/OoD2PJ9GYxlmF6Na5u97X5CPudjMVjapL0aFcP14cXefaFKxwMuHnis8cwbTKge2F4gpe+M8yB3T24fTYeOzigfuBzUxEuCeXPb+Ohjx9U04Rba3J0idGRMT7+6cdue6Lx0rOXGbk4w9DOHo4+th2Hq3WyXqs1+Hf/+I/w7Qiy7UgfR4bCSoMfi2S4enkGT6eTKYmNOxigohcH6ZJ6T+ua7ny6yuJihoeGeunwv3vUN9lRCzPhRnKJYq1I2GEhqDLXqy3X+jVwLyXb6PoUXkCj0sOvT+S1oj+/e2ddzN5kUi4ac4njE2d6MQwUnbnZpL+v8XBvt8RpfCy9SqKSv6MTfKI8rTwoumxHN/YB6889Gx1hu2WMDuczKvpqveqNPJniC6DZx5VkigvxGzzseYhCpUauUqHRKDO9epVDO0I09a2kgEazKs+EZl05sAvV3KzArl1plDPVKJ2WHYSsA2iaekazy0SKGYacIXpsPho0OR+fUtNV0c+/+VS+ykwuzmw+oXLNJd88ZG41xe5WiVKB+XyCpUKapWJavYcaZaVv9xgNuEwt4O4ymDb07ZuXdXr+3bbRpvJnEOAt3gQCwnNqncp0XAzQVspi6tlEpzUTtvjwm4WBUaVQz9FEmBsBFZdm1YuL+v0BDMVaVenzZX15jTYGHT68ptoWUC4gXasm9F40a8Bcq729fk4kBzPZJGeW51nJ5zja1smj4d433dYnEnEuR5fB0FRAfbc7qDLqs+UiL1+dZqDbg9GqVc0x8Y+Q9WWNVvjowUe27NNipTyvrcywUlxA17Tg01sxWkfY4zxKIupkIZHiVHaWq7VpnukN8ksDn+FiYk6xYva432g69KA+GDV9bZ6pKzM06w0Of+wAnuD9Od78IIP0uhzr5uMKnAvwFaArkWmBTu9bmkDfzyi3zSXgJxPPrlHY02RiGWUsKFNyea+ybD6HejdKpG0jSxGmVuPo0bGaz+L2WTjaa+K1+Bd5PPALBC09FCpZ/vPVL5FOerBom6RsM5wM7uTxzpPYDfYPD0gfuA+T9Ml7B+m3qy9+8Yv83u/9nnJg3/K6r7yitONzc3Mqo/zf/tt/S19fn/o/mYR/8pOfvO3r/dEf/ZEC+FJCS5eJupjGydT77/ydv8NnPvOZLY+X3HSJgBPavbjB/5t/82/weDxb9ikC3v/4j/9Y3RaALsZ377f9ywOQvrZhi6ZCNAuVZp1XI5MMOYO06R2srqSJRrLE45Mkc6OUdCkGw+dI1TrIVY7hMGxnSn+ag2Ef3Z4OOqwnVObtehXrRcayw7gMbsLmDhKVGTLVFVwqR7xXAZP1WsimuRaNKGOzfYHQXWnBQk3NrE3LRV8uFFWrzklVpv21qALmpUZOAXFpBMi03GMIfygo7Pej5GR9OZFVWesC+HpDHuL1IvlalUc6u/nOi9cZuTTFE3t6OfLR/RvgQvwBfv9bp7GVdGSaNT5xche9HT71ehdem2BheI49RwcYOND7lih7c9OrfPkLLzG4o5u9R/rp6rtJR//WV87z9ecv87m/8hjHdvaqPPhyqcrZ18Zp7/SyOJdQFHev374xYZaTdAF6w4vLTEejtLU7MJl0StctxnQCVltRaALWDO+48TGXSTOZTKhGkFDaxTfhdi7psp5qmyj1m8H7+n0NxFBLXLMFvJs3wHujriOVrZNIVUjmqrisZkVjF2Buf5OTgFvj4dap8+vxcOumfeuLxMPdr0ltrJRjNLOiJrayX9nsBC/va6l4WbEPOqz7tjwvUc5xLf48fRY9FuMTZMvi5l9S+v5kYZlSdQ6fbT9nM1fZ5+3niH+72ncYtNot25l4EciktNYUenSFYiNHsZalVM8TLc+RqCxh1jlpNrVESgUipbqifw/avTiMTsxaC3P5IhqNkSO+AUxK5iCSBwMGrXHLehJpxlQupgz1Wl4e/i0xfW/nBDCqXNpTLBfSKhZOYskaVPGa9WriLpR5Ae4WvQaTzqzer1mnw6hpxYTplCa80HJOb0i3v4lWY1EUdN0GFb2VIy6xZfIMkSDN5maZyi2QqJQImgMMOHros3VheBe0881mWQHxcjXKUn6GWHEBs85EyNaDz9K5BshluzG85d/mWCrKc3MTaiL+aEcvO7xBxYqQRkq5UVu7rCpJidyezyQZjq9S1dSxGY3scLeo+MlEiXSqwtGdYcw6o6K2mzQ6VqcXtuzT8tUKL69MkawkWcrFGLD04XUuUJCc2/QenDYLo5UIf7F6hR1+Db809Ay1hkF5GJwIDL4huu1BfbDqxrlJxi9NY3dZefjTR+/L1PQHje6ujE5XUorOLnnmIiMI9QRp6w1gsrwzynqlcjPKLRbN0tntY9fu8D1Fua2/N6HaK1C+kiIVzaDVaTcAubAPrY7vT1zeUjLDlbllTDodo6tRbHYTnV1XqWtKPB36q4rpNJcf5mszV3E1+pktjVCqJNll2MZDbYf54U88oY7NH2SQPjchIP2d53y/Mvlf6R58+yD9Qd2feiD62lRC4TufmCNocdBjb02uenoDdPU4yBaGSdW60FdmWcmFyOYfwhUb4PTqVSyaGKcvGBg22PG7ruAP2PH7nVj9WuKmefwmPxZdg5n8aez6AL22Y8rJd71k+nUluqJOvvcG2gg7nLfdMRbqGUVjz9TiCtBYta08ab0GEpVJZqsRRWcVCnuf/Sh+c89GzM+D2lqyI+7wOWn3Ooim8wqs54plMpoKrzZmeerEDiKxDKeuzeILeejf13Mzwu1AP6deHqe/M8C3Xx3lR5/ej99jZ+eBbuKrKcYuTOPv9OLyO28LOm6tcrnKs18+S1unn3BvgM7elumXVDyZ48vPXeThR7ZxYk+/Ar6yLQxfmcfltrK6nKZ3MLgB0KUENAm1e24+hT5j5Cf3H8NhM6uT8NyaSV12zaSuUC+r2Ci7clG/Cd5t9wBShfUhGedTyYQyJNvhCxB2OO46LZX/W9ez36k2Z8bnyjlWkykimQXSxSzCfnJYdbT7rFhNQnlOkW6aKZRuTuVbWnl5/7q3FQ8n12VfsAHa1xgJcv3tNDQkTuyEaUA5jIsTvEyYxVxOnMflfYXMu1R+erw0i4E2tR9QS6nMSraTczOv0uNy0ensxmky0++x4RR31KacrMUJlQ5wKTWC17pfyWjkhHbzdiasBN36BFVdtJpKy6Vx9No6x/2foN7Qcz29iEmT42TAgUMvfhY5tYymF4hXcvTazMo8TkAsaBFdgUz/TVoz1YaBaLFGplql3epS4NxlFFp9mWy1oSbcAurl/b2VkpNG0ffLwhqZQD7bSjHOXH6F5UKU+YxE+mXQacq4jTWchjoO5SwvLAkjWq14FbixGDzYdH3Y9H41hd+8fYhMSFhHudo4+VoUDToCFmE/nESHg6WSuMMnmMmN0WZxqUaLTLzfjnyiNc3P3KSt12VKnkOjdaDXeul17aPL9Sjz+SpXsglMBT1DThPtljdfd7LdKtBdr1FqyGUVra7Oya4wF6OL/On0RfTzWvwWKyGrnXarQ8m5FODW6nEZrLQFnQw5QlyLRtHrNRgwcsDdjc1v4pXr01jKVnqCrYmEbGvLm7Y1+T2dic4pDfxMZoUeUxe9Li0XFucJNPeztzfE9UyUF5dv0OnUcbJtAI/By+uxSY75+x8A9A9BDR3up1KqMnpmQhmqHnxyq8nT263bHTs/bCWZ4CvTUVbnomrf0tbt5/BH96nkmO9XlNtGLJpEoq3pytdj0STOTQYSooN/L6Rkb1YdHicOs4kLM4vsbg8yHk9wbbQdd+erzNqv0Os4QNg6xMHgDKPxBIOGPdyoniWnTzCdnqNQrGB7F0wPH9SDerv1AKSvlex0rqWW0KJhj3urnrxUuUK2VkZbu0JRTuYNu3l428e56k6wI5zhSNujGGoumukBRUGORrNMLF1npTmDoaTHYdHhdXvo8g9iagvSCOnVea7EQI0nYown43Q73cptXCLBturLRScpwKFFz5aJYr1RolxLEq21NO4uQxsBUz87nU9iNzyIP3krte74LUs8k2diKcbp8QViiTyfeHIPf/Tl07z4vWs4/Q6VMyq1s6ONS7555e/s89h57eIU+7aH6Q372HWoj4svDquTk2M/dPgNtHcxyri1nv/6eer1Bh2dfnbu69o42ImD+3/5wvfwmk383E+c3OhyC52pVKxiELMtj5XuTaB+fXp2ZXyJfLHC8T09mNcmGQIwZfHj3HJSf9OQrahMoUZqxZaXgb4Fap16S+vSIJpmPSWh5qaSzKRSanJ7oK2dtvsYW1GuNllJlllJ5skUynjtXnZ4e9TUXJz1lcHdJh38+gS+UEtvTOXld6EM7mQKr4D7Jrf6TZnxm+PhthouVtR6Ebp8qlpkvpDcFA+3Fgu35jJ/L/Fwqim05gQ/m0twJjKDDp1y+2/UNcTybuZy5/Gb+vFbPWq9tjnsDPl95Co1lgvDbPcf3OIa32zuI1t6kT5LnStpHdfTE+z37LjjdrZ5vzJfGFbrqdd2gPl8hqk1Y7hD3t4txmnj2WX8Zg8/1DmEQatRUp1KQxzHi5RreRaLcWWWl6wUCJiNbHPZMeuyZKuSJCGHF42iiDebGrmqMspvAnaJIbt5XeQ56xN6vTQWEE14YY2WLpPw/AYt3UKFHXYTux0yCe+l0bQQLQt4l7i1CjO5EolKQX0Wv9mI12TAbWrgMSXQaSLUm/U1484qjWap9Zo6iZnsoMNyQDELNp90ipZelkylqCa+Qs0Wrf66O7xQ+u9U4uwuMWgbtPVGUk3zNVqPmpAbjHtbFPZNxnKy5gZd0Of0M59Lci25rIxMxWRO3NdFS94C41VKm6bhApKlcWvU6lvTbnVpUNvNx7t3cjxYYjgSw6jXYZZpeqVJm8lJr8OjpuvrJY0siRM8tThPrdrkldVpjvi72NEV5Or0Mh1eJ4Y1v4z1bU1+N+ejCxSqVcZT89ibdvqMXs7OvkTY2c5TA4c4v7rEcysjmI0N9nitHPcf4HJiXsW73S0R4UF9cEp+N7se2UapUGL4tRt4Qy56dt6bh8Xd6m77tA9ylQplNTEXOrs4nYvOfNfxbWoq/W4D3/UotxOP72Bq4maUm9djJRx04LKZyMYzVMvVtVg0N107wjh9d2/Gfz/LYTHxyLYers6t0OV2EynriawGeb7yTX58cBt2s5Wdrn1kahcoFBoEagMsVUfpCSYxmz8M1u73z939QX3/6wFIXysxyImXczwa2rZlglitLZKtTFOtTWJq5JiquNkT/BipopmZ/Cvs9napE6IO9370Xgu9fQEipRVGMovs13aiz7uop7xkY7A0k+X6xVWKhSoai4asuY7bY+VwbxedHjt6jUbpy9dp7GIAp5UTXFFl1rPKaKrUyGDTe/EaJf7oAB5jB9q3OJ16ULcviWiTpb/Dz1evDPPVK2Ps2NPJmVPjvPLtS3z8J06oaBmJAJFp+nPPXeP4vn5y1Sqziwly+TI7Btro3N7B3LU5pi7PMnSopbW5U41dn+PGtXm27ell98HeDWrgYizNmeszREdW+Pmfe3wDoKcSOWanori8NqrVOjt2b9VvCnVfHNylju3p2TiRvlMJuJST463gbx2ktpzUZYo6k4+SKhVJFMrkSnU67E52+4J0Ob3KpO6dlrAY1jPM5brXaaXL76LNHVZReJtLKGuS3S258bcref9iYKeo9Bt0+jL5WuoNmfEtKv2tUXMtQC/mVTI1vTUerqVzL7JUTDKWKd0xHk7uE1Ou7KbJuFxmyyUqdS3ZeoHJRkwZqe31d7C73Uq5sUiPfRe6TQ75XsthtM1pLsdPc8j/sHrt1nowYDUeJld6hf3OMOfTYyqaTYDwnUo+/1z+mpquO/WDnI7NK7B53C8Z5VtB0mxeDM3iHPUPbjAIdDqHMpwUs7eprKxXP0d82+myicFidc1MsKBAfOt6kWqzqE4alMkZLUNDeYeyX2sK2G+WKTTzVOtZao0c9WaOZqPQoqVrLei0sm90YNDZlTmbXtuGUedUrCGtVrwNWgDfYdbSv0kCW2nUWMqnmc+nFIvhejJLohzDrheNexGbvoTDaMFv8mHSO8nVNZTLSTK1yhadu2S6r5+QOo0WdhktigkhLvUC2CdXI3hMNjVdlwx2rWosrANyucygUXR6LzpdO1rDbjSa1gm4bKuKcl4VkF3cMgFv0c9bU/E6VZKVIjcyS+r41Gv30W0XYG3CrbVtNOBMa42nO51Ah60SlxdQYLlcq9LjdhMvF/juwjhtVge9Di8Bi20jpvJkVy+vL86hQ8PpyBy7vSEVaTm+FGNXd9uW176eXFVa9KVcglQmzwHjELHSDD0hI4+0P8zV2CpnYjMk6xn2+vUc9e9TBnfSVBhcizh9UB+OkuPVgSf3KFr0K392Bs+vuHF6b5pj/qBXrVojOh9XzuzifC6NDDHbC3T6Nsxi38tq1Ou4rQZ29XhwNapMjK0wdXUevcXIjj1hjj66i/aOD04kopyjHeoLMxVJUF6sUrcdIlX+Gl+9/jVOdn2MTn87/TYfk80Mg/pOovEVLiamVLqNjg+6gXJTOvH353Ue1Pe9HqC7tarR5JC3ewudVSYg2dJ5cpVFbM0YY0UTQfujOPS9fH3+27Tba3jNPtzGIfRaizrhupG9yGTuGj3Wbnpse7D7/bDJ5LRUq3F+bp4bCxE6q0b0uSYjl6d4/cxpNNYiFncTm0OH1aHB4qihtZQwGy24FYX9EH5z7wMK+7tcAaeNnzl+gG+PT1ApNXGHPbw0tojt2xd56jMPqROQwaCfC+1OFleSmJ0WDm4PMzkb48L1eXbs6CC+kubGpRbtfbN5zma3ymymwAt/cZ72rgBDO8N4/Q61DckJ8FwkRezaCr0hLwceXnPurtQYvjyP020lly1x+PjAlkl9qVzl3Mg8NouRfUMdt9WE30vJCb4ATFnkNDxdKim2R7IEfTYXgTYLTW2DZDXLfLRFy9ughCttd4sa/mbT5UyhxEoyq5ZiparWe2+bh6DL/qbNhTd7/2JM14qCu71LdEun3QLvLSBfoqz8HJJ3yYxv0endRjMBs3sjM17AlExYV4tZZtNJoqUsiVKecq0BDY0C7X6LXclo2h0OdgcDOEwm9f2IE/yNzCo3CsvKoM2md7JSGqbDctMHQaPR0e44SrV5gXPxSY77hzYSJ/Q6D2bjDjqY5qpWw7X0OHud27ZsZ+slGvTZ/FVMWgfpip0bpUUVEyeZ17eCOpFCyBT9iHdAMQakpBkhefASMafX6JQRXqfVvampKbRpAXg32TyNZoV6PU+lEadcT1KtJ6g00lTraeqNrNLJN5HvSoCmONa3Y9S6VK63ViPTbL3MnKk2q2u6egGuFXKVFNVmVKUNyGtIyXfR0snfnMgb9AYGXEa6HSYq9SKFmpZ8zUam6idR0jKRqXG+UsKhrxIwW/Gb9fjMDQXis9UUxXperZtbDerEdE/i2trMNorVKAv5ecYSV7lUS9Nm0hO2BXAZg1Tpo6xxUG5oKdfWJ95JSvWoAuDiUyCsD2n0ijeCgGwFtnUGRT1fv2+dji61UswwnhHtep5+h5k2i2yL9/57EcnOiXA3NxIxRmMxdvqC7PWFlNGcTMLltcQ0rsvuVoyOx9aAugUtI8lVAnY780spugJurEa92tbmckmmM3HihQLDcwvssYTZ1e0hopug0zLEdKpMrOpoAABZuklEQVTKeDrCcG6BfX4XYbuRdlM7F5NzPBIYvG/+Dw/q/VNiavbIp4/yzd95ge9+4WV++FeeedtRW1K326d9kEro+qLhFjp7bCmB1WlRBnAyNX+nOvO30yRIRVpGb7Lk0wVFWZfp/b4T23nssw8pnfl6lNuX/+TsRpTb7t2dGM0fDOjQH/Qq75pTk3NkqgPkrNcZXd7JcsJNX7gfn+kKBV2eh/1H+NbKs0r+Z34XIj8f1IN6u/XB+KW9B2VYmyhurkL5KqnyNObGNIu1EGi97PY+zQtz1zAZJ+i171HxDg5DF5lKhOuZ02SqGQ57HiVo3uqALOBLzLWGYxF8FgufPjpAhTTZaoJ8rUm5ZiWTK5GSSJtihXjMRmnMTi3RhtsUwOOzk/HpyAVTBEPgdj+gBr6bJVTQjwz08+r8HE89uo3vVut85eINcgZ44on9KnP7xIEBvvzNCxz0drMUzXBkbzfDEytcGl+ie2c7o6cKivb+8KcOb3THxaBwvb7zlbPoDAb6t4Xp3x5SNHWhkqYLJfpcDl64ssgv/t2PbTx+7NoCGr2WTLrIvkM9WDYd2LP5EudHFwiKNr6v7b5Q0WKFgnJ7jhUL9LjcPNM/hNWwlQ4mJnXKkG1N071SSjGRXVZ0XKtOpstrhmxCmdebKZXqrCazrKaylGt1Ai4bQx1+Ai47+ts44r9bta7TFrB1u5Lf601Du3UgX6ZUj5EXKnclR6FaUUC8XNVSqsp02IDDaKPH4mCvK4DJYEKvM1BurmW81wqMFTNYKoab68VgVs7nMhkVvfpsXotVv4JRO0XAPHDz/ep66bCMU9UUOJuY4pgYuK01FE36QWr1KPscZc6lb7DD3r9lO5OS5sNCYZhyzcF8GbzGJo+2bcNyGxZErJzlWmpeubjLPlGaEBKhJgDdqTez292hJsbrk+BGo7jJLX0rLV0anRqNSRm0mbQCcLvRaq3oNPa1/HCLYg9tptHLZUmkC40VBcoFfLfi46xYtCK/uBknJ00UqdoaiF8H82Ksma2uqAzzQj2FBmmK2JUxnEFvxK/XELK1gHy1oSFeKhEvl5jO5TgXL1Gq1/AYrYpN0W4R8G7EYIRkbZG5yhLFehJts4iBsvpsaD24TR7QBRkuVPleMoeWZYKWHB3moprYmxUQNyh5hGntemv6rX9LIFU0/7JEilkmsjEmMzF67F7lAyCg/l5KvrvtvgB+q43zK0tECjkOtnWw3RVgqZBhOpNgJBmh0+aiz+nlRFcPpxcX1HAl1SiS0Re5NrvMQ0NdrOYzJBJllhI5rs7NczDk5acOPsRM+RKGqoZ8qY2ZdIpz6WkGXR6sxhzHvce4ll5ku7NdrY8H9eEscfn+6M89xp/+xl/w0p+e5iM/eeJtv9at+7QPSmUSojOPEJmLKeArwPzIM/sVKH6vSrwjMrF1B/YUmXgOi92sQHnv7k4Vj3Y7gz9hhsqyHuU2fHWBU6+OvydRbverfHYrT+0axDgBFwvj5N2X6TQ8w6UbKWweG1pbDp/DydHyAT5f/5BIKh7Q3T809QCkr5XQ+TZXrR4hXjyNpj5Omm4FpIe8n2EsESNRPcNOb6fSj1v0YWbz55gtzCoq5uOBpzFLgPWmSpdLXF5dIlNN0O3Wo9WtMJFPUGsUqDTy1JtlbHof3b5+DnZ8BJ9RXNhbX00mUyCykiEayRCP5ZgcXyGTKSnzD6HK+/xiUucg2OZSMXFy/4O6P+UwmjjW0cnri/N86pl9/EWlwbXLszRMBjq7AvS3e9VBamk5QbFWZ7DLz95tHcwsxJmaj2EPu4lNR5i8NMO2Iy3AJaBG6vzrYyxMRdh9cJBdB7qp1htcnBBTLji+o4cv/Naz9G1rY2Bni86+MBsjERdzKQ3929pU02a9EpkCl8YW6Gn3MtC5VZ/+Vkven0Q2jSfi5CsV+tweDra33/HkX8BFC3DKNn+TDifArhWBVmAxnWI+Nc1KNq3kGx0ON51eDwNun6JY34tJ3XtdahqPiVINcmUNGVlKWjJlLaWaEYvBr/K8vSYNFnsTs7GJXlen3qysaeUzVAQwNjWKPh+wmOnQmGhiolzXUKrXyVVzREsZ5Xchex9pYoi2ealgZTR1mpNtTXa6WhF/QvHXG3bQwyilpp/ziWmO+gY2qM1W40FC9eexaZNcz4yj33SQTlVWmcgOk6oIMNaz1x3eQuPfXOlKgcvJGXa7ujDpjFxJLLBQSOA3GTjgsuAyNmk0Z8mX83d0S9epSXh4DYyLudrddX7CeJDFgusOjId18C7rtUixuqqaJjWJ81NGhBYlf9A0RS5UpKwo82UVlRayHMCmD6jvYL1qjdobQH3ALPTyMvlqiXy9SLyUU7npy4UZZjMJ6o0MJk0es06ovGLw5sFi9OAwhVrmdJoGOm0em67JPo8bm16iy7SkyjXSlRr2JvhMLQO8N2OY3GsJM0OWRDnPRCbGd5fH6LZ5GXCIMd69aSslP13yhK9EVvje3DSHQh1qgi5LqlxkOpvgpeVpxR7p8bhZSGdUXJzXZ+Ps+Dwup4lLyVXyGQuLmTTHB1x8btcJivUUifICpkYXC/kS48UldFoN3U7otPUTLRXV9r5u0PqgPrwlTt+f/CtP8aXf+DqBsJe9j+58W6+zfuz8IFQxX9rQmUu2udDYdz+yTZmtvRdabllXN2PRUiq33GAyqFi0jsEQu0+4lXTvXstqNXLkoX61rEe5ff2rF1WU245dYXbvCb/jKLd3s8wGPU9t30514iNcSn2dYOAAR7cPcmmqzkrsBu42Ew+3b8PwJtGvH5j6AP1WHtTd60OyRb7z2jr1rpHIv0Slco2Kpo1y3YLdtBe9xqkikdqdVax6i4pvKhRvkKnV8ZmG2O7YpWiW61WqlbgUHWc6O4/dlMFprxOtFqiW8yoyzWsK4zHux2/sxay//UTP6bSqZXBbaOM+oT1HoxkF3uPRLGOjy7z+6gS1Wh2ny4LXa1eAPRBwEGp3Y3e8f3ee7/fyWCwcbQ9zemmBp5/azVe/fI7CjSi2vhBXppfVpGB4dYmjXjszSwl29Yfo7fRhsxq5eG2eglHPjUsz+Dt9uAIOFR8Tj6R59bmrhPtC7DnUQ10LZ0dncdksyv14ZnyFqdEl/tf/Tyv3MZspMjGyjFavJRB00dVzE4ivxrNcnVxmR0+QzjbRBb+9EhPDhUyaiaQ0j+oMeLzKzFC0XW/5tRpNsjkxfisQSWWVE/hedy8fCVsxmXXk6q2p+2IxwWh2acOkbj23fH3KLCZ171VJtN5m3bhEnUnqggAqofxuNnITqvpmg8e7GbRtUOo3mdxpNSUMujJoSpj0At4M1Jp6ysoQUkPQbKRQs/HFqecImsfZ5e6my+bFrndgajTZbq9zPWvgQmKaI75+9R5lIm03HWan7Zucz1xlj6Z1IrxSnOZycpRS3cM2Z5hBR9sWY7ib77VCtpLgTHwMt07LZHqFaClNuxn2OTTY9eKSbqNWb0WWGXQhBcJVdJlGnH217yLjwYFZ90Y9qxgI5msJUpUF0uUFBQzFY0CvGgayDrNUGqLljion/AYGsROk3tTTaOqoNpob+m+l+27kMWqyWLV5uox5Bk1FdBoLGu0uNFo3ubqFlVJTAcxIKc98NkslncduqLQy3I06PCZhXERJVFdpUFPeCGKEv1TSMZ4VtoWJLmsb/Y5OQhav+nzvtMT08KGAjXSlqMD68+KcbnMrsC7RaW9Wsi0faQ8zl0lxdnmBHqebXf4gbpOFg6YwuzxtLOTSjKdjSvIgDUljTUdfu5evXh1WE3SzT8Mzu4McaO/EqDUykrlOuaojWbBS1xe5kY3wl3r6iVdX6Lb0MpZeUUyOB/WDUb4OL0//zKM8+3svqult57at5rz3Uu/36LWqnJfNxxQwT8eyeENuend3qWP/rQay97tUxGhaHNhTKrpNQLlGq8UTdBLo8rP96OB9i0VrD3vUUvnIzSi3c6cn33KU23tdWq2Gjw8+TXbqGi8sfxmqP8dju3dwdjbP9bkIyXQVp/H+ueh/36p5n0D6A5z/vqgHIP02la9cIV38HqWmCZNhm8rO7rEf5PTyGFbzDWXclqou02E5SbxaVNPAQfs2dBrdWn55jMn0JCOp62i1ZTwWFLXRpu/EZ9yGz9SD0xh821+aTMvDYa9aNlcykVMT94g4zIsmemRJTd3NkifsteHz2fEHnQSDTnwBJ3r9+29H+n6sgM2mHMwvR5Z59IldPP+tS3RcmuPkp4+wnMwyMrPCq5cm2T5Uoq/Dh8VsIOB18MiRAV4oVpm9NoftlREe+dQhBVi/9ednsDms7NrXg95h4tTILD1tHkX7lmbR1//nGWUi197lp1atc/3SnIyssdpMbNt18+RmdiXJ+FyUfYPtBN+mKY8Ym0mMmmSc6zQahrw+Op2taL+3UkLVj2UKisoeSefU80MeBwcHwkoasLkJ5mGrk3qhXtmIhls3qZNJvFCBW07qN8G70LPfySTiTkZu1UYDu8Go4lsEkHc4HepS6P1v9+8JTduk+/+3dx7gcV1l3v9P700a9W7Jsi25xXbsFKeSQCBsCBAIsECWsnTYD7KETiDUJbCwsNTdDYEQSkIIJIQU0kkcO3HiuPem3jW9z9zv+R/pKiNZ1Soejc/Pz33kmblz78yd955z3m4V23hM1jO+2l6BemcYreGjOBzoxrGQGS4De5lHoaT/Drd1LXpjEXRFB7CpsBFukw1mfSlqHOtxNPQQTsAJnT+D3f5WlFnqRHi806BFWmEv7vApYenRZBRP9rFwmwFRo0Pkqa8uqIdN7xoJS88VYumgaJMWSHQjkg7CoHHDom+AzeAQoetUvNmrO5KOIJyKIJYOCGVZeLs1LBiYgl6bgU2bgkOXhkuXhNWQgEmrhZled10FDPqS4d7koxdta8Z8lt5YCG3hQXSwh3vEj30DAaHIekxmFJjd8BpNcJu0sOhSiGTC6I8P4GDoRWzrf0pED9C7XmZhRIkLdhoj9LaRavfZ+fX64Yr3k8miy2jBem8VQsk4jgb78FTXEdFNoMHJdnhT/340ynnMFhH+/nTrCdFtxG5knQE96l2FWOIsQG80jGOBfuzo6UAqrcDjsqIjocWVjVUocidRYalEZ7QFfdE+DAbKsLTAhf85+ixeX7UcnYmjOK9gnVDQV3kqT6udoWTxUr+mFv1XDOCRXz+FN37itfAUz8yorNfrczLPfKCTeeY9Is+crdJKa4vQfMEyYcCfTyLBqFDK1bzyTDoDd/FQBXa2jOVnmU+v/em0cjvT0HhwWcWbEFX+F890bEM0nsT59c2w2IPYc1JBKJaAx5p7ciY5e9EoiymGaJ5obm5GLBbDoUOHkFF8ODnwHwil+uGwXgNNchAR3Sb4o0YcD/8Z5Y4ECo3lqLZfiZZol1hYFZu9CCZ60R47jL5YK3oiA4inoqiwV2GJY6ko9sbe5UOFrBaWRCyF7m6/8LyzPdzAQAiDA8wVVeBwWoTiXlhkF4o7Q+ZzOWTpTMN+4Af7+xA9Gca+rYdx7aVrsPLCZSKH/L9/9zhMJhPKyjzYvLIOlUUuURgskUzhvvtfQuvuk7jk0ibsOXgEA50JbLhgBSpXluFQRx+aa0pR4R0K9d35wlH88ban8amvv0WEtO/f3Yr2lgGYGW52fsNIi5BDLb1o7/HhnGWVcJ+GhZyew+ODgzjuG4TVYMTSggKU2WfWViWVzqDXHxJV2dlr3qTXiTZpJR4H3DbzrBYIrMzNcHlRTV30dY+K3Hcq/46slnB2/fhF6oRngd7x2JASrvYeDyeSMOl0I8q4uqmF3HIJeuJPhLZCCxsGkka0hHrgNujh0h5BHE740xbs93cgAy3cBhfMOhNcBgvC8d3Y1XsCaYMN9Q4Hqi16WHQYzoN2wqJ3w6qnZ55Vzd1oiyTwaNcx8f5LSpYLr/143vaFYqTi+XB1c7b8C6YHEUx0I5TsFekEGYXKsxN6jQsmvWm44NroImtqATb+36BJQVEGRU9yVl1PpftEG7a0xoqUYkZKY0ZCMQpjyeg8+KFN/T+LBeo1E8s2F+09VNwjPlEBvzsaQG8sLOS22GwT4e7MJ2fBORamOx7pQF+sD0YdazhAeL7ZbYDtA/kZhjzt7PAxNE2PtKnLal33ijJvHHmdCn08nRbKOmsJFJpsWOosGtVqcLKoGtZOORnwYVVRiVDex0IjyD/aj2N7dxsqYhmsXukUcx1laGvv4zjSG8Ml5RfjtuNbRdu4Ro9O1K8oNDKNwoA1ntm35JIsPnh/PPKrp0Qo9tX/esW087KZU71nzx6sXLkyJzzq/r6ACGfvae0XeeZUzEtqi2Bzzl+eeTwaF17yoX7lfiRiCTi9VMpdwmvvKLCfcQ92KpUZaeXGsPiSUhdWNFWgcUV5TjmFtvT+Dq3BLvT2nItaixfNNUBG68Ol694Bp8mCvXv3YrHqMi2Hu7G58l9mfaxn2m5H9dKSRXst8gWppGcp6QcPHkBn4CfoiW6B3fJGlBjs2B1krmEZdvc+j1rPIBoc62HSV6Al2guw1ZDiE+3ShnqX6xFPeFBhq8f6orVwmU4//Hjerb8DYfR2B9DXGxRW0MGBMMKhOCxWAzwem8hz9xYP57p7z/zgnyvs7+vFycFBtLzUgcCxPrzz7RejtLYYT+08jH372uEtdqOk2CFyzGtLClBd7EY6kcbdf3gO3Yc7MOgbwPrzVqNmfQ0G43Gsa6hAgcM68rt874t3Y2lTBa5952Z0tQ9i54snRNG5DefXw+2xiVDyvcc6MRiIYt2KStgt088rU8O66TVnIScWMGwoKESRdfohXmzxRk85Pea9gTAsRoPwmHNzWufXwKMWqQuwNdxwezj+ZY4scwa0GR2UjAaZlAapNHOddXCYjMOKuBnOYcXclIMemYlIpMNoibyAMstKaOAUleA7widRbuxEk/efkFE0eK5vPxwGA7wmG3yJAPqiPWjpfBkX1q2FVmdBJA1EMkA4rSCcZvE7XrcI+mJRDCYSiKTSKDHbsa6gCk6TDXadVaTzOPQ2OAw2WFnFfo7uf1YzF4q3UMBTo1qNsVibWvGcv7VOE4NGEwCUIPRahtwXiQgkt6FIVOBVFfCxCjOVfEUJIJPpH1HKFSUMrdYJjfCOD20ajX1cZZvGEbWI3diCdqPy4IXibhbdNgwj/2fUyOhrxfu6MxoYUtzDPnTHAhiIR4R8FpvtKDBaxfcT31mbhMdkhMeoh06bFtXl+byJxgHRYYCKOHP4DUKZVvPqU1l/1Wr3VPCpsCuKFn2xCLqjYTgMVtQ7ilFq8Yx46PmXUWBj6QmH8FJ3J4qsVqwqYu79qfv4ohE8f/BpVNdVY7mrCXsGd+DZjt1Y792AFwb6cTzUj/ctXYMtgy9ho+dc9MQi2Fy89IwagSRnFnqA//Y/j8LuseHS4bami0FJj4Zi6BJ55j1IxJIorvIKxdxdNFREc65JxJOvVGDv8onzUxGnUs6NfctzwWAxEayntHdXGw7s6xDrhvqGYuF155ryTEOn2qPdP4dLcx7a+wrhzBhQUtKBd1/xUTHGLm4lvQubK26Y9bGeaf8VqpeWLtprkS8sntXqPMNB1h99Gt2Rp2EyXowa6wrsGXgW/nQ5egfbUekKw2uux4HAPvQktsGoVUT4LT0DlcZz0BWywqEtwOqqUlExN5fhglso4d7RIdKs4NnT7RcedyruL790EgEf+xVDtP1Si9SJkPkSlygmcraxwls0lL+6ugT+gTD++udtePt7Lsd5zXXYe6AdmUQKlQVuOOwmHO3sx7HOflQXe3D5Fc14PJ4EI5/NlS6E0ymcv6IGtqyQuGcf24tIKIZXv3EDIuE49u1sEalFK1ZWCAWdnuudh9oRT6SwcWU1zMbph4vSi3x0sB/twQBKbHZsrqqG2zw9DzyjAbp9Qx5zFqmjYaDEY0djRdGMjQSzQwMlrYGS1CETNyAdyyAVVxBLUKjZUzsDprErhjRgysBqNsFm0MNmACx6DSwG3bRyyXMJo86GEvNydEX3otq2EWsLqlBn92J378N4rP0ZLPOsEX3Ktw+wuJcFawtqxYL2oL8cDe5lpyzi2PKNldpbw4NYatVjIOmDTptBjd0zVDgtFUVboguRdAzRNPu5J4dakGlNsLCwnY4bIxissBussOmsQpk3aY1IKJnhvt5DOd5jlXE+pmJJBU31eGdXPDdq6DGOIJUZFIX3WE3Prq+C3VAMq84zYd47K8hnMoNDSrnoTT4oZEWj9Qhl3KCvglbL909vvKIH26yzi+3Uc2Wy+r/z+kQQTg8gmRx6jq8PtevL9r5bUGi2oNRaiU1FtSNpF/S0M1SePdxbQ0H44kNjLRV2Flkrs7iw2l2JJQ43MogLhZ2bP+VHIhMXHne2g7OxLZyxQPyfnn563amoqy3r+LfYnEStPSb63r/Yfxh0apVYWLSR6Ry8WtpxPfRNxRYc6B/Ag8f7cW5ZJYosjtFh99o4orqwyDPviXXj+a69qLKVIpTR4eXBNvx78+V4wfc8Gu0NaIsEsKGwViroZznMjd78pk146q7nsP3hl7HxdevGrSw+FsOYziILlWfOquxdJ3oQHAihoMwjQsmZYz/XeeaiLVpvQHjJGcYe8kVEmzZ6yRvOqRVF52bTwm6hYS2l8zc3YtMFDSOt3O75/bacaOXmMBahznYOWqO7sKL0WrT7YujudyCeisNgPPvWtZLcZfHc8fNOGif8P4Oiq0OJ4zKc8P8Nx2OlSCTjSOufR18yik7fcWi1RVjmWING5zmw6cpweNCHVr8fywq8qPcUzjiXN5eg0q223Mj2ArGq/JDyHhSD7cs7TiIaScJmN4lcd6G4s1BdiRMFBba897qvKS5FIp1G3aYq7Pr7ITx2/wu4+m0X4dw1dXhm2yEca7PjsnMbRVuxgWBEKOongxF4lhSiRwnBVWzHuY3VMGZNuMlkGk89uBMXXrESZosRL2w5jFAojsbmClRUFwrF/KWDbaJN2cbmauin2Ud8IBoRxeDoFWOu+aU1S0Se6VTEElTMg8JjPhCKCi95qceO5uoSWE3GM1bITc9q8tMo5MbidyHhaR8qUtca6RMeeDJSpG4k131hi9TNFIehFJGUD53RPaiyrhf5xeeXbkZn8B84Fu7DiVA/KqwFOBHqEQpQpdlzSiVkfvdjwT6hEBabHdhUVIe2SD8YVLBRVIkf//tHUnEMJvzojwfhT4TgS4XQGh9EINmOUIp9x+OipgDPJ+pu6MyiWj898PTaug12sZXY3PAYneKaZ6cm0GsdSQ2IVmnMM9dAJ6qye/WrYNG5J/CSh0YU8iGlPCi84lodF84V0BpWQSN6rM/9WExDgVFnFdtY+NlEdX/RtWOoEn0sHUIw2Sv+z0r1DGNXlXeb3oKVHivWFXrFY6YttIWHFPf2sB/HQ73Y2ntCHJsh4w3OYjS7K1Brb4BJqxlR2oXinhxALB0RXRLG9nR3GB3C8ECW2JcgrWREX3OGwofSGtQ5PCi22ETe/kjVe9UzryRR4VZw0u/HHw+3oMJpRpWL398Ig8YoiqMWwCt+t8fbtsGiY1/6Bvxg//N4U80a9CY7hFKfSZtRY3Oi0JRbOaqSMwOjz1ZdvAIHth3Brqf24ZzLV460KZ2IhcrMFGuejkGhmPMvPf5l/LwXrZiWMWFGbdH6Q8JLrrZFM9tMwkte01QplPL5zmtfCLgezMVWbsudl6Ilshc642GUu5rhixrzpyh63nwRSe6uTBeYtGYAoTQLB63Bof7f4ng0Cl9qEEomgRKrArdxBfTaUmzwXgmXwY3WgB8v9rXBZTLhspolsLGJbh7CAbaIFUKLnaOeD4diQnHv7Q0Jz3vLiT74/RGxMPYUWEWFeXrci4qcKCnhZJM/osbvuL60HElOshsrsf2ZEyh9ai/WX7YSL+9tQUvnANp7/Kgu9YhQdm6BSAxH2vuQRBAbG6thGGMRf+z+l0T10UtftwZHD3aho2UQVXVekcsViSVED3Sn1YRVDeViv6noGW6j5ovHUOty44q6etH7fTJYRKVrMCg85v5wTBR8Yxj7qroyEdY+H9CjOKSID+WNB+OJcQu5VYhCbmZYp/k5GErsNtrENrZI3VCofBT98QCOh3qEl9eiN2ZVlh9S3q36hYwSmJwi81K0RV5Eb/wwis30kHtRZClGsTWNnmSFCINn0bTtfcehLWRu4FDIc18shGOhXtGmq8LqwcXFS2EzmHAw0IGOyABWu2vQFw+NeLrpAc+ueJ5S0sLwaBaebxuqjO5X8r2HveE6DRe2aUQzNIiEEUlFEUpFEElH4U/1oSvWhqg/Lq6/UXjPjTBpk9BrYtBr4jDrrCgwlqPQWIcCYwksWRXJFSWJTMY3ykuu8DPRS64rgMHQPBy6bsqNtn0akwhLHy8zlUqwGjavhtCHk4waYBh9QijSDJmvd1qx3O2BUVuGVEaHk6EwDvj7sM/fgWd7jgivd6nZiSp7AcqtblRYPKi21Yqc/Dhb1KVCiKTDoqp9R/qEyL036Syw6mww62zib5XNKXqr0yhwNNiLo8EBUQ2+2s6K86caWZtdgL8khuc7WxEOA3XFhcIbn0qn0JpqxxPtO5DMRITx5/Zje7DCXYL1hWX4S8ejaHKsQiqjQaOzZEF+B8niYNmGevh7/Ohp7cOeZw8IJXgyA786ps0X9GIP5Zn3QW/Uo7SmSBS7m6uq6Bz/6I1Xi72xAjvPQ6W8vL4UTRe4YLHld02gXGrlxiKdy5wXYL//GVxatA77MhnRFWTRQ/08I6u75wsyJ304j8MfP4FvPPRO0WrIodGjK7kShlQVSuz7YTGWIZpJYmPhNYBiEj1lg8k4VnpLUOEYrbyezbBoSD9bwzFcnn3daSUeCCMWS8HpNItc94LhInVU+nOt8udMoZL+bFsLtr9wDNF9PXj39RcjbNTi/sd24tw1S3DZhqWjvHkT5dWFwzF857O/x9XXbcKSFRV45vF9cHpsuPCS5YilUnjpQBvKvE4sqyme1DvIRUB7MIgjg/3ifUvcHtRysT9JiHcoGhdKeY8vhGAkLgwKLPxW4rbDNIehdVMVcmO+uOohd5nNwtu/UIXc1CJ1Q33dY8JDTC88lRUWqVNbwqkF6+aqz/VMoTLXEn4exeblcBhKRL51IvEsTOYrkYFReNR3DLSgKzKIwoACa5lX5PAXmR0oMFtFqDmVb3rQO6KDqLeXCq/8UNE1KtyvFF5TlXAqfnMRZZBMx9Gf6EBvrBW+ZBeSGcYuWZDMmJHIaIbD66PQKFFYtTE4dQlYdQlRgd2odcCgKxLV623GchFZYDXMX4GmM8FQuz6GzEeyesJHxuTBmxFOaUTf8aPBIOIZTuAGJNIQqQYeo0VESQjF3eYSbdiMWr0IjY+mQ4imXvG8s90fcy/paTdrrQgmFXSEaTjQot7pFQr8eHnjNKrt7u1GVygoOl4UmS34w3NPIlM8iCavHVt7DDgeCuKra1+Hv3c/LXL39Ro3zi9id4Hc6RAgyQ2CgyG88OAO0V60uKoIK84bPWfOd0468+OpmHed7EUqkRqVZz4XhHzhEaWc+eX8bvSQs185lfP5LDS3WGBLYbWVG2sksZXbylWVqF1SNO9RmTSOPtb1MzgN5VjvuRaNTSuEw21R56Qf6sLmsnfN+ljPdN6B6kaZk36myR/35ixh/9qLvDegVNeNLQEPbIkCOG07kNZaEE6HscHzOrQFYjgy2I4al1v0zj6dHtL5DKt3lpS5xZZNKBhDV6cPvb1B0df92JEeBPxR0cLD7bGO9HUvLh3yvPP5xQB///MqKhGNJ7DVF8af792K93zg1SgpduLA8U6sqCsVynU2ZvOpVuKH/vg8nC4rVp27BE/9fa+oFrt+Uz2CsQR2Hm5HfYUXteWj2+2NbX/GyA6GtTMftcFTiGrnUHX58aBXX+SYDwaFl97rsqGmyINitx2GaYbRT0Y8lXqlzdlwyDof07arFnIrsFhR6/HkRCE3KjKFJofYVFisK5SKjyjvnVEfDiU7hWfZRo/7mL7uVGznG4ZEl5ib0B3bB5POAaOOBdCKkUoegsG4GvWOIlRZPdjacwRPDuxCU8aFpa4iWHWmkSJrgWQEvkQI76zdjCLz/ISEq6QzCYRSvWJjSLtJZ0eFtQrL9OtFrj094sqIl3wopzyeZgs1DyIKx10TQmkDejMZROMxRCJ+RNLdIpWB3n2L8A4zL9sCGyv9z2PBu/lmqF2fTWzj5sGL1nxDHvgSSxRN7jA6o4NoiwwikIjDqmfVeUUsOncN9uCp7gRSGYgWb+VWD8qsTlRY3aiyVkKvZSu+1KhweY0mjAJLWBipdvtO4qUBHWrtZVjqKIfT6BopLMf3nlNShnarDTu6O4QRJ6DvwxqPA60hE3YNdOOm1VfgWOQk/Mkwyo1laHCUSAVdMi4O1jbZUI+jO0+iv2sQR18+gYZz6sbdd7y583QLsvW29KHzRA9Cg2EUlnvQsLZW/J3teBENsS2aX1Rhp1KeTqaFUu4ucaF2ZZX4vvM55i5Gxmvl9tgje0TOf+MKtnKrhts9P8YMdlxqcl6C7YMPwJdsh3WKaMNFgwx3zxsWhza0ABgVD2pMGhyLWNEbtcFt6ERY6YRbW4FSwyq82BUSC5TNlTXTLrglGcLuMKPBUYqGxtJR1lMq7CLXvS+Iwwc78cLWo+J5et0LCh2iUB097lTeWYQkF2EI+UW1dQhG49j26H787Y9bceFrVuEPD76IvUc7T1HS4/H4qMeMPNjx3BG8/QOXikru/sEILrqiSXid9x7rQvOSUpQXuSb05LNKO1vD0Vu+vNCLcodz3LoIDF+nUs4882giiWKXHfVlhShy2U7b2ETPLJVvbv7hkHWGq9OLz/7ioqq62YTiQpvwktM7vlgWKMztpedvrPcvlk4MV5ePwZ+MoC0yIPKyjTo9nMPt4IaUd+Ycm+b8+zJfO5ouR2dkN6psG6A3rEA89iT0+gZotMwV1uPC4qVw9ybQXNU8yuvUFw/iQKAd53nZFnJ+IoBSmbjILw8lexBN+2HWOWHXF4sQfT2UoTzy9FHEk8wn94kwdbXaOr+DSeuGa5xK49nEUlT+wwinIyKsntt4Be8IC92NLXg3osjrbUPKbQ7XIxjJgx+uJp+twtcMByIFEkGcCHehJdyLRDqOlR4LCk16RNMRdEQC6I8N4HgwDV8yBSg6kRdebitAlZUe8yJUWkqFcsJol1gmIpT2rmgfjgY7sN+/HwUmC6ptxXAZncN57nYU26y4tLoOO3qOotAcQyxlw0Pt3bi2ZjXKLHbc3fYMvMZKOIwW1Nq9Z+rSSRYBlY3lQqmNRxPCo220GFG9vOKU/cbOnTMhnc6gv31AHH+gcxDOQgfK6kpQfIkXhlk4BdgWTe1Tztzy7LZolY1l4jyLxVCYC7C+0SWvahJRhEcOdWH/vnb89lfPiFZuTSsrRf/1uW7lVmFdhSOh7dgbeEIUK80LpJKeN+T26mQB0WjSCCd7sN1XAKOSRgAvoFBfi0ikAEczZqzwelDnYoXgfLmLz7z1tKzCI7ZsfL4Ierp86O0JCs/7oQOdCARiMJn1Q+HyhTYUFbtQJArVuXKi9yaVz9csa4Q/EMHWp4+gdHcBGmqLsPNQK9Y0VqDIY5+w+M3f7toqCsOZbRbseLEV689bgoQWOHqiW/RA97pt43qqj/oGcMLnE4oww05L7KNTB3iewVBUKOVdgyGk0mnhKV9WUSQ85zMNJZ+skJsaql7qcKDROxSynq9RJmadUWzFZtcpReqovPPvyXCf8L6rRepEP3eh8A+FzDNffjZ4TfVoS/vRGzuEEssK6HTlSKYOwmg8Z0I58yUi2Dl4As2uqjlX0OnhZf9yKuexdAAWnQs2vRfFxnJoEUYm04l0fC9SShxarXtEIR9qhzZz45tZbxSbF6PHjrEpDOFUWLSaC1ORT0dErnxXvA/RcEwo86xmL46nM4ltqOidFRadeah6vfDIswI6q6bn7lTpNDqw2ujAKncDBhJhtIUH0B4NiN9glccBLws9alKIpULojg2KwnRtkXY80XVYKO5a6FBktqPUQm97AeocRVhiq8EK5wr4kzEc8HfgaKAXXjM7nCQBDes4REX7NrslAwOS+GtrAMtcZXhtZTMe7d4CPSwwaKxY7amSc6ZkSpZvWortD72MoooCnNjbCoPJgLK64lkVjuP+2XnmRrMBJTXFWHpOHSynmfecTCRHlHJftw+RYEwUlqNSvnxTA1xe55QF8CRTw3Xd8qZysamt3Fho7h9PHcDSpSVoXl01Z63caERZ6b4Cz/TeKSKR2J1DIskVcnflscBoNQnsDDoRiitwWJ6DXnGhrd+ExoJ6rCtZMmXRLcncwLAmbo3LX3kuEUuht9ePbvZ17wti/552bBkMI5VKw+W2CsVdVJcvGmoNR8/9QsM86mvXr0LvYBD3b9+H6161DgePdWPn4TZcsfGVL5NtVW890YsDu1rxtg9ejq3/OITahmIoNgOOd/Tj3KZqOMcUkaFSzB7nDG1nb/NNFZUotFhHLUr6gxHhMWeOOR8Xux1orimB18Gq+1MbmOidpzf8lUJuQ4p5SpldIbd8ZqIidexJHkoOKe/ZReqseuNo5V1vEYXrZuJZLbWsFPnploQbdsNyxGOPIaNfCq3Wfoqc0XCwY+AYGuylIvR5rvq3C495qhfxdEh4V206A4r0bmhYfT3dhkzGAAx7yXX6eqGgazQLM+VQqTYaXfAYXZNWcaYXPqh65ZNDXnlWs2+LdiGaiiGayS54ZxJeeJsIszfDZmD7OSvsOptQ6Gk4OJPQgEwvObemTBpdUT/aI4M4FOhFsZkKuBcr3XVY5dGM5MHHU4wG6cPJcK8InX++7xgebNtN0xMKTCYUW+yotHhQY3MgnAL2D4ZQafViqXMpTHqgP9qO54JxwOTBBxovREu4E8dC7Sgz1qPZXS5kXSKZClZNb7qgETuf2Isla2pwaPtRGE160epMZboe6XAgIhTz7pO9SKcyKK4qxNpLm4VXe6akU2mh6Iu88q5X2qJRKV+yhm3RnDDIOXDBWrmdPN6LfXvb57yVW5G5BmWWBsQz4fxQ0qUnPW+QSvowaUWDF/qjcJnaEU74Yc2sxgWVDWj0LDuzv5BEDMAVVYViy15g+wYj6OkOoLcngK4OH/btbhdty8xmPQoK7SjwvlKkjkr8fIedUXF+9yUb8V8DT+DBJ1/G8lV1eH7PCaxfXg3PcLh+dq/XB/6wFUuWl+HY4R7YnRaYi6zoD0SwaWUNrFmtV/yxGA4P9otiTeV2Jy6urhEK8tB1UNAXDItWacwzZ6g7e5ivqSsTReAmivyg4kGlX80dD2YXctPrhkLVTWZUu9xwlpgWtJBbPsDrTkWcW6nFPcrDKzzuw0XqumP+V4rUDYfJC+Wd752kSB2rgJdamtEZ3Q2TbgP0+hqkkvthNJ07Ss7Yp/ylgeOosBaK0ObZEEsHRRg7t0RmABatDjYqhno2D/NDCxe0mgJodOyFvW7EYJCrcDxwGu1imwiOM5FMTHjjg0kaJoa88lTsu2J9IwXvmPpBY41Zy64A9MiryvxQiD1z5NVQ+4WARd+qGNJuKxDFA6ms7/O3Y49PEYaaSqtHpGZYDA4sdXGrG1UcriPiw4lQt0jn2OMbRF+8CzpNBna9Bgf9R/BIRwZLHC5R3b0lqsFXV20WBSCf7XsJNq0XlbZC0U1AIpku7iIXqpsq0XGkS1R+37vlENZc2iS801P1SWeY+VA/815RrK2oohBL1y1BQRkjd6Y/b/F+9/cFhZec3vJAf1CE37NXefWKSqGc50NbtMUIf8e6+hKxzUcrt2bnZaL+x+JHoSDPzXEkZxyppA8TSgOhZBtshhYsc2zCEpcblfbmM/vrSCYdsIUiXmgXIVEqsVgC3V1+ES7f1xvAzpdb4B8Ii+HG5bIKxb3Q60BxyZDXnS1B5pJKlwvvuep8/Nddj8F+uB0RowHb9p/EVZtWjMqrO7C7Fa3He7H51avR2xdCzdoKJBUFG5uqYRrOkeuLRHBkoB990YgoVnh5bb3I9WahONEqbTCIXn8Iep1O9DBfV18h2qaNVcwnKuRGREV1swmFVivqPB7x+EwXcstn6OH1mhiCPHGRuvbogPDAv1KkLjvX3TxSpM6mL4TbUCUU9SrLSiTiTyCT8TPIXshZMpPCi74TKDDa0egsm/FnFTnK6QCCyTYEkyeQSg/CotXArgWsBgd0Oi6AC4dzypkKZMjLccauZei7FSXmiXOr6XVXvfJDOfJsQRdDX3xQtKKLpod+j/EK3o0o8noq8lTurXNqUGRthEZnKZY6StAfDwmP+ZbeI7DrTai0so2ba1QFf9ZeYSs2btnGpY6wH61hHzqjfhFSv623F8FEDBfZatHgLML2wT3wJ+JosNWi2XVqTrFEMhW1zVVD4eQ9ftSvqcGup/dj3atWwWw3nZKTzjzzvrZ+4TFnTrvL60B5fQmKqqafZy7aog2qvcqH2qLpDDp4StworSsW1eYtdlmD6Gxo5eYwFgnjt0SSS8jV+DAJJYUqaxCrvKtFW5li6ypRcVeyuDCbjaipLRJbtnW8vy+EXhEuH0BbSz/27GxBOJyAzWaEp9COQobMe50oLnOhoMA2q0VyU2kJ/vnVm/B/9z6Nejjw3MtHcOHKOljNrygxD969DZU1XpxsGUDZimIRos/8dZ1Wg85QUPQ4DycSooXaOaVlYnHf6w/j4GAPevwh0be8xO0QPdddw2HxVN7H5o3zbzyVXvSF3PKZqYvURYeL1PUjkkpkFamjcudBMtOLnvgJePW1wpuu058rFP8dgydFGH2zq3Lan4X3SjTVhkDyGIKJk8hkgrBotXAbSmEzLYde5x3uS+6QspMFi9NxK8LEXRgSmQQCidEF75gn35EIDOfIx0Q6BGGOvPDI6ywiR5658qoif7oF73ive80OsdFgQGWbHvb9/g6UWJxCYfeaxq8+TeNSraNQbCosENkXDaD/WCsGEj68NLAfHn0V1hRUCxmVSGYKZa/p/Ea88NDLQ8XXlpZh51P7sOaypldqrXT7hMe8t60fJosRJTVFWLp+ybR7jIf94Vfyynv84phUyr0VBVi6rg4216l1YCS5i1rbKHH5K63ctm87elqt3EynUSMl51DmKNxdOtJzgpybSQ8ePIhvfOMbOHbsGFavXo2bb74ZJSUlk77nkUcewY9//GP4fD5ceeWVuOmmm2A0zsxDatbqsLzAihJLCWz6Eph1o9uISRYvHKAZ8s4tm3AoJqrL9/aG0N8XROvJE/D7I6LAp6vABq8ImXegqNghqovSADBdLl5ej44LfXjgsRfhDlnw9M6juGrTchGyt/3ZQ+ju8qG8vhTOYiuW1BeLdm0doYBoo8ZCZPWeApRa7KL42+7jXegPhGEzG1HqcaCh3CsKqzAMvjsawmFfv/CMjy3kVuZwYJm3SLQ9y9dCbvnMREXqgqmh6vJU3lsiIfgTBkRSL8NjqECFoQUGvQcnMj6UwoY1nppJlWlFSSKd7kc4eVJ4y0PJDjHB2w3lKDE3wmaogU5XKKqwS2aHUWuE1zx5wbtUJjXijWeOfDgdFV75nng/TobbRxW8Y0SF8MaPU/COHnm7wT5hwTt6zqtthWJj1EZ7xIfdg23iNYaps10b0y0mw6zXo8zqQsDQhWd6XwQUG1Z5alFknnnur0QyIldWE1ZsasC+5w5hw2vWIhFLYtdT+xBKBhA8TjnToLjai7WXrYSzwD7ttmhDm0+0RXMVDVVgr2mulG3R8r2Vm16HxuWl02rlxnoveYHMSc8bckpJb21txQUXXIDXve51+OAHP4jf/OY3uOiii/DSSy/BPqZ6tcqDDz6Ia6+9Fp/5zGdQU1ODW2+9Fbt27cJdd901o3MbtCmUmJYJ77nbtHSOvpEkl2E4VB23+leMQKlUBgP9QREyz4H+xLEe7Nh+HLFYCna7SRSpY0934XUvcYpw+4m4/qJ1aOsexLZth/DYlj3YvLoOqVQKj963G3qLCWmLHhvPa4DJY8TjJ49Bp9Gg2uGCIaMThoPDwT7hfbdbTaiu8CCJDLrjYRxuGRgq5GZkz3Gz8JBXOp2ieJ1lkrw9yeKHec8eo11sKvQE9cUrcCK0HSlNKaLxl5FRinCOp+aUnPZMJiTaoKXTfQgnWxBMdiCaSUGndcJurEaVeRMs+mrZNugMQe+4ZxoF7+iNFznywwXvGFKvFryjEk9lnnJBZZzK+3gF7xhW79DbhTK+zFWKRmcJ+kQ4/ACe6TkMl9EiFPYyi1vkuE/EiWQHjoZ6sca9BstdM0+rkEjG4q0oRNmSEuzdchDrrliFQy9m0H+4D2suXi083pN5Rpmfrirk/BsLx0UoPJXy8obl4v+yLVp+cyZauUkkea+kf/Ob38SqVatwxx13iMfXX389li9fjl/84hf41Kc+Ne576DX/9Kc/jVtuuUU8vvTSS9HY2Ijnn38eGzdunPa5NdBBq02j0NQkw9zPYjhwM1d9bHuPUHDI684K81Tijx/thd8XgV6vE63hPF7bUHX54qHWcLTq0oP5iWsvxWe6+nH4YDceem4fokfa0NLaj6LlZVh5WR1OZgLQD2jh0hgQCibwQkcb9AatKH6nt+rgQwLRVBrOhCzkJhkfylmRuRQ6zUr4Ey2oNMWgMWih1zBvsw8Ke5NnBpBK9yKc8iGa0SCqZKDXFcBpvgQlxkqYdXPTzkYy/1DBcGjtcBhmVvCOirta8I458pF0ZNyCd8yRLzIbRSj+rkE/Xh7QoNrmFcXmWDk+OzKDufg7okdQYq3HRu+SCQsdSiQzpX5tLV58ZCeO72pB4/olSJgiKCz3nKJgsy2ar2e4Anu3H5FAFHa3VYSwN26oh7tItkU7W1nIVm45RUbGqucLOaWk33ffffja17428pgh6295y1vwl7/8ZVwl/fjx49izZw/uueeekefq6+tx3nnniffMREnXQgubvgxm/cQ5hZKzF+aMc1vSMNrr3ivC5YPo7fELi+0LW48ikUjB6TTDXcBcdzvedv4G3Nr6CO58aBucrRGk3TYs2ejFkaAPyoCCaDwpFHO3zYKKYhe8dutwdfWhsHVZyE0yHTzGGkTTPgwk/TAY9iAeGwC0RsQyOkQyCqIZwKhrgMNSghJ9MUy63K6+Lln4gndUzBli358aHK5cH0MoGceewB7E00wLM4p+6qwaX2Byoj3chWASuK5oJVzGPMjnlOSUDDdfuFzkpzu9r4xV6XRaFHijQs6CcaHBMKwOM9wlbtStqoa72CVaukkk023ltqKpAiuapl+7JZdR+G8OqtTzOJIzT84o6YFAAB0dHcKTns3KlStx++23j/ue/fv3C0WenvOx7zlw4MCE52KV0OxKofQ60JfuNsowd8nMrLRq0ZJsfL4Ienr86O8JCgXedziEJosXTxw7hn6LgqVrXUhCgV1rRHW5CzUFHhTarbKQm2RW0MNZam7C8aQPQW0h+pVSxFMxoYzbTUVCMTfqZFEkycwL3jGkPpAcCoU/Ge7DzoEO6LTtIqR+mbUW9bNs7yeRjIfVYcGyc+uxf9sRpE0J7OjZjdBAWLRB85S6UbWsXISxmyyyZobk9Fu57drZii3PHBYRk3TGSCS5Qk4p6aSwcHSfQz72+/0Tvmfs/up7jh49OuG5vvWtb+GrX/3qqOc8BW74fUHodBG4XC6EQiFhsdXr9bBarSOfz2IZqsAcjUbF3+x9dTqdyJ1XP6/ZbBYLZ3Vfp9OJSCQi8pK5r8PhEMXu1H05ePB1wtdisRiSyeRQP1+nc2Rfk8kkPlc4HBaPec5EIiE2ns/tdmNwcHBkXxYr42ccu6/43h6POC4XWzR4cFP3tdls4rOqBg3uy+9GowaPyc8cDAZH9uU14Gcm/Ay8Ztx37DXk//m8uu9MrvfYazj2emdfw+x9x15D7sv3q9dw7PXmZ8q+htO93rx+rBhfVGQW2wZ7nThmOBhG4Z8saOnvxw1XXogyjwNWi3nkeqciESQ1mlHXO/sajr3eY68h9+VrE11D0U5rnOs99hrO5npPJrOTXe/xZHaq6z0TmVX3nYnMTnW9c3WMCPjDsCRr0BbrgUHxwpJyQJ82w260i1zNcGJQjhE5MEZkyyz35THHk9mp5Huhxgi33QlNRIHLYMOGskbRku2ErwfdUT8csbT43jyXHCNyf4xYbOsIi8cEe5EFJ472YMn5dShfVgKLwzwi35FYRGz5to5YbGPEYlxHJBIR1C/1YEVzCfp7w/jmrXnQJ12Zo3B36UjPCTQK77ocoLu7G6Wlpdi9e7fwhKv88Y9/xHvf+96RgSIbhrm/733vG7mBVf7f//t/OHToEP72t79Ny5O+adMm8fjw4cNiAJBI5gNOZkzPoHxLOZPMF1LOJAuFlDWJlDNJvtDc3Cz+7t27F4v185880IHNzjfP+ljPBO5BzfLyRXst8oWcqfLi9XqF5au9vX3U83xcVVU17nsqKyuFNU61IE7nPYTnoXVO3Witk9U+JQuBlDOJlDNJPiHHNImUM4lEIsljJZ2eRRZ8e+CBB05psXbhhReO+541a9aI0J5sjznDXh577LEJ3zMRk/USlkjmCoalSSTzjZQzyUIhZU0i5UwiySFYZ2u2myQnyBklnXzsYx/Dbbfdhi1btojHd999Nx5//HF85CMfEY+ZO8NQdlWRZ37K+9//ftx8881oa2sT+S6f//znxfPXXXfdjM49VDxOIplf1HwuiUTKmSQfkGOaRMqZRJJDMIt5tpskJ8iZwnGEivWuXbtEr3PVOv/zn/8ca9euFf9nXvpPf/pTEeJ+9dVXjxSBO3nyJGpra8V7GDZ/7733ioIXEolEIpFIJBKJRCKRLCZySkknt9xyCz75yU+KvPK6ujoRzq7Caoys2p5d0Z1VJKmUc38q78uWLTutolwy3F2yELDaqEQi5UySL8gxTSLlTCLJERQFylxEBktvek6QkxoD20twm6hY3HhUVFSITSLJZaQxSCLlTJJPyDFNIuVMIskhpIKdN+RUTvqZJEc60UnyHBY2lEiknEnyBTmmSaScSSQSyVniSZdIJBKJRCKRSCQSyQzISKdjviCV9GFkyJ5kITCZTPJCS6ScSfIGOaZJpJxJJDmEIrtV5Qsy3F0iWUBkaKhEypkkn5BjmkTKmUQikcw90pM+jMxJlywEmbmouimRSDmT5AhyTJNIOZNIcqm6+xyEu8s6XTmBVNIlkgVEplVIpJxJ8gk5pkmknEkkOYQMd88bZLi7eiG08lJI5h+ZvylZCKScSRYKKWsSKWcSiUQy90hP+jAyZE+yEMRiMXmhJVLOJHmDHNMkUs4kktxhTsLdJTmBVNIBtLS0IB6PY/Xq1Wf695CcBQtas9l8pj+GJM+RciaRsibJJ+SYJplvjh49CoPBsKgvdAQhPJd5aE6OIznzSCUdgNVqRSKREMXjZH6dZL6gfAWDQREeKuVMIuVMstiRY5pEypkkX6CCzjGNTrvFmMZTX1+f08eTzByNIsuaIxAIwOVywe/3w+l0nsZllEimRsqZZCGQciZZKKSsSaScSfIFOZ5Jcg1ZLU0ikUgkEolEIpFIJJIcQSrpEolEIpFIJBKJRCKR5AhSSZdIJBKJRCKRSCQSiSRHkEr6cJ/Xm2++eVEWipAsHqScSaScSfIJOaZJpJxJ8gU5nklyDVk4TiKRSCQSiUQikUgkkhxBetIlEolEIpFIJBKJRCLJEaSSLpFIJBKJRCKRSCQSSY4glXSJRCKRSCQSiUQikUhyBKmkSyQSiUQikUgkEolEkiPoz/QHkEgkEolEIpFIJBLJxCQSCTz11FNQFAWXXHKJ7EqV5+SsJz2VSuH3v/89/H7/rI8Vi8Xwj3/8A5lMZlbnuuuuu9DX1zfj8//5z39GZ2cn5prW1lb89a9/nfPjng3wt+Zvzt9+PNrb2/GXv/xlVsd/7rnnpr3/bM+XTW9vL/74xz9iPtiyZQt27tw5L8c+Gzl27Bgeeugh5CoHDhzAE088MS/Hvu+++9DW1jYvxz6beeyxx/Bv//Zv+OY3v4l9+/bNyTFvu+02/PKXvxz13MDAAH7wgx/gIx/5iGhhun///lGvJ5NJ/Mu//Mu4n+GRRx7BZz7zmWmd+/7778ett946y28gkUgWAiqP27Ztw9/+9jfE4/Gcuuhbt26Fz+eb8+M++OCDOHHiBOYbXs8NGzbg29/+Nr72ta9h3bp1iEaj6O7uxp/+9Kd5P79k4clZJZ2K9dvf/nahiM6W3bt348tf/rJQhKZ7rkcffRSHDh0atd873vEOsWidCVzg/vM//zOsVivmGqPRiDe96U148cUX5/zY+Q5/a/7m/O3H44UXXsAHP/jB0z4+jUKUuUgkMq39pzofB2IaFfh3Kr7yla/gN7/5DeYD3ktvfvObJzR4SWbG448/jn//93/P2cvGsYsLrvng3nvvxU033TQvxz5b4W/16le/Wsw3gUAA4XB41sfkcaj0l5eXj1rsLl26FH/4wx9gs9mE4W7NmjX46U9/OrJPOp3Gr371K3R0dJxyTCru99xzz7TOX19fj8997nM4fvz4rL+LZHHB+fOOO+7AjTfeiO9///unrMkkuTlnXHXVVfjSl740J+sEKvtzce9zrcc1Gb3Q013Dcb0zFbt27cI111wDvX7+A5NDoRDe//73C0Ms1w5Hjx4VOgnHYBpEafyU5BlKjhIMBhV+vN27d5+Rc23atEn5/ve/P2o/nU6n/OMf/5jRsd/61rcq73vf+5T54s1vfrPywQ9+cN6On6/wt+Zvzt9+PO69916lpKRkwT7PVOdrbW0Vn5d/JyMcDisOh0N58MEH5+FTKkogEFDsdrvy97//fV6Of7bxP//zP0pzc7OSizz//POKwWBQuru75+X4zz33nGI0GpW+vr55Of7ZyHe/+11lxYoVc3rM2267TampqVEymYx47Pf7lfLycuXTn/70qP1uv/12RavVKi+88IJ4HI1GxZg13ljBubW+vn7an+H8889Xvva1r836u0gWDy0tLcqqVauUtWvXClm77rrrFKvVqtx5551n+qNJJmBgYEDc81u3bp2za7Rs2TLll7/85YJf86uvvlr5whe+MOV+H/nIR5Q3vOENykJz4403KitXrlQSiYR4TD2A+oAkv5i1J53hirR0McTl6aefxgMPPIDBwcFx9z18+LAIcaTXcDzo6ebrO3bsmJaHOjvsluEe9DRmey5pMXvppZdEeAtfy7bqTXYuenj6+/vFa3zfWGjV43unsu7Rk/Dwww/j2muvnTBknpYxnoN5JurrvH5HjhwR11L9Pj09PeKce/fuHXWON7zhDeL65ysHDx4UvyNDJ//+97+L0OCJvNO0ejJkfM+ePeO+zmvK1AMecyYwbJ3npUdpLPQSMRxz+/bt4h6YLHydoc18juenh4u/O7/XVOdTf3vCv88+++yk1l9+jiuuuGLCz8GwVFph1df5+dX3PvPMM6OuJ8/He0HF4XDg8ssvz2uZGw9ec8oV0xh4TSZKn+E9z5QA7jNRFBAjXyiHHLOmC8cx9T0tLS2nXP/JzktLPz2f9CQwLI9RQup4Mxk8xwUXXIDi4uKR42TLB+FjPq++TtllSB7Po4Y/Ux65H2U6O3LlvPPOg8fjEV4Byez5+te/jt/97ndCRt7znvfg7rvvnpPLynGX3nmNRiMe//a3v4VOp8M3vvGNUfvdcMMN4jf98Y9/PONzfOhDHxKeoOyNIZ0qr3nNa8TnkJw9MMKooKBARId85zvfEfLMtAfKyumkHUrmF85RXL+S559/fmRdQbhmU9dv462jJnqdxwsGg0IG1HBuNT2VayjOMZwX6VHOJnsfzrfq2MG1kBpRy/9zrOQajvNmdpQG5z4+z4if7PX5eHDf7DU+j9vV1SXmaaajqmm0XNfzmozVOWa6P78bx3eelzqCwWAY0QXoSZ8ohVOySJmtln/33XcLS9cNN9ygVFRUCIs7PXnZ1vNUKiVeN5lMyurVqxWXy6VcfPHFSjweH9nn5z//ufDaLF++XCksLFRuvvnmST3pn/zkJ5XXvOY1oyzz3P+vf/3ryHP8PPQC7NixQ7xGy/50znXNNdeI70BL/yWXXDLKk/6JT3xCKSsrUxoaGhS9Xq/ccccdE16bbdu2Cc+Cz+eb0Bt/+PBhce7e3t6R1z/3uc8pS5YsEZ7VNWvWKI899pj4Lk1NTYpGo1F+9KMfjbI28/2HDh1S8pFbb71VedWrXqVcccUV4prw2peWliovv/zyyD6hUEi56qqrFJvNJuSL1vbrr79+1HG+9KUviWtLy6PH41G++MUvTsuT/o53vENpbGwUcsLf4OTJkyP7/OAHP1DMZrM4J19n9EVHR8eo96vccsst4vz0mhYUFCjf+c53xPkHBwenPB/l97zzzhP78++Xv/zlCa8XPQ7Z98V4HvpvfetbI3LN13nP8v7kZ+P34fEpg7W1teJ683rt27dv5P3/+Z//Kb7z2QQt1B/4wAfEmEBPpdPpVDZs2KD09/ePupf5mtfrFR4gjjH0bKpwvHv961+vWCwWca0pxx//+Mcn9aQnk0nljW98o/hduB9/D1r3OeZO97yf+cxnxDE2btyoLF26VCkqKlLq6uqUI0eOTPqdL7roIjE2Zh9nrMeAj/m8+jrHTt4H/KwcH//85z8rr371q8XYxXGf9x/v1+xII15Xyex54IEHlLe85S1KdXW18Grv2rVrTi4r5fQ3v/nNyGOeY6LoLXrSOjs7Z+xJ/8Y3viFkjdvnP/95IcMf+9jHRl5/4oknRNRFJBKZk+8kyW04j3Ktc//99496nl5Dzp+cgyS5BeecdevWiXue0Q/XXnuteH7Lli1izuE6g/e82+1WHn744ZH3Tfb65ZdfLuZLznf0bGdHvjKyhmsTzjVcW2XPVeo+733ve8U66k1vepN4nmshrnnU/3Odw6gg6gJcq//whz8Ur73rXe8ScsaxlGul7DV8NkePHhXnOX78+MhzPO5NN90k5liem9+Ja34ei/Mf5forX/nKae3PSEnOp3ztnnvuEWOrGl3JKEdeB15PSf4wJ0o6hfRTn/qUeMyQOCoKnNhVJXz79u3iplUVyZ6eHnFz3XXXXeIxBZwT8K9//WvxmO977WtfO6mSTuGkMqaeg4tfLkCpvBMqFRRuDvbZSvp0zzVRuDvPo56Ti1Le4BPxi1/8Qtz8Y48xlZLORSuvYywWE8oQF+CqMkCltbi4eNQxeZP/4Q9/UPIRfl9eH3XwpNLytre9TTnnnHNG9qFhhuGQaljuwYMHxXVkuC559tlnxWMu9NRwTXUymUxJp/z87Gc/E4+pWNBgQiMNoUxxMqFsE8oW5Ug1DmQrx/wcnADUiYfnp4I3Vkmf7HzTDXfnAE4DxEyUdC6I77vvPvF4586d4r7i5EYZ5PXevHmzCOlSofzy+/C1s0lJp9JJWVKVESrEH/7wh0f2+fa3vy2UTnV8oGLDBQbvY/K9731PjIuqoYdyqi4yJoJyzwUMFwOEYyiV8Wwlfarzcpyi7Pz2t78Vj/k8jVpXXnnlpN+Zhohso+d0lHQal1Tln+MfUyN+8pOfiMcc4/jZ1bFXvb/PPffcST+HZPpQFjjXqhw7dmwk/JyLukcffXRGl5MLP8pOtlGU48F0Qs9VJZ1zJpX67O2CCy6YMNydC1YaZLPHZq4ZeKxsY6Ekf3nyySdPUX6y12Yf+tCHzsjnkkwODXTZvxvnpMrKSrF+UNNlOOZTAabiO9Xr44W7qwo4jc7qGPHII4+INYkaZq/uw1TTdDo98t6xSjrXQarRmOfl2kdd10wn3P1Pf/qTmPOy4XGZmsHjcOM5qqqqlLa2NvE6vwvnZ3W+nsn+J06cEGvM7C3b4MG1xI9//GMppnnEnBSOY+gbq7sShsSxYATDSNTQyPXr14uQDRaaYVgmw8+dTudINUSGmpSVleFd73rXSEE0FniYjIsvvhharVaEV/KYDLVntVg1jJchlGvXrhXHzeZ0zpUNi3vxPWqBDIbEMGR9PFjRfez5p8N1110nrqPJZBLhg+ecc44I+yKXXXaZCH/ODr/hOeajenyuUFJSgo9+9KPi/yzO8cUvflHIE8PHydVXXy1CfRmWy/Bxhtvy2qnyxUrnmzdvxqWXXioeU/Y+/elPT3les9mMD3zgA+L/LMzBcCI1VJ5hpU1NTSK0mOFWDNPi78Two7EwZIthwwwZVc8/XrGwyc43XU5H5iwWC/7pn/5J/H/16tXic7z+9a8XMsjrzWuXHULN4zPUeybh2vnAa1/7WvE7EoZps5hWdhV9jj8spMXxgeF7DENjoT/er4T7MiS4urpaPG5sbMS73/3uSc9J2eF7lixZIh5zDH3nO985ap+pzktWrFghCiUS3huf/exnxRg5UaVbvp9hhzOVJY71LPRFeL9xbFRDAb1eL1auXHmKLOXz2HWm4XyoprvY7XYxrswE9R7nGKxC+coOqeRYwBBkdfvCF74w6hg8r9vtHrVxzBmPJ598UhQIY7Ewvk+FssOxSMrK2QHDf4m67smGY6+Ug8UB72eukf/jP/5jJF3mU5/6lEiBYrj2VK9PBuc9dYy48sorxdw8thgl1+vUEyaCaTXqmMj1POfPmXQcoRxmF9RUYUFnjlfcLrzwQjH/VlRUjKzhOb9mp2xMd/+amhoRfp+9qetKIufT/GNOyhEWFRUJxSM7b5UCpuZ+UIlmfhkXkqxEyEGWSiafJ7wpuGDNpqGhYdJzckH6qle9Siw0OeFTQbv++utFOxjmcnBxwkX1WE7nXNlwgaGiLjSYZ5m9oFDh5xhvkpmK7AUMBy4150Q1iJDsfFieIztvON+oq6sbNdDy9+N1oXxReeHASiMRDTDMTeKgyeszG/kilGl14lB/FzWnlgYA1lhgJfVsqKCMzTNnrtHy5ctHPbds2bIZnW+6nI7MjV0wjydzY+WNUObUieRsQFU+Vfibst0df29er5MnTwqDH8ceLjxUxXoqOWSO+ERQdriQGCs7zPlWmeq8E312/qZcZGSPadnttchsZEmV5alkKZ/HrlwiWzlmficXg5w/L7roIlRVVY37HrWbRHZ3ktra2lOMh6oMMS+Vx8zOV3/f+943UiNDha3b/vu//3vUczQY0WhFA6pqDMuWJX72uahWL8l9KisrxV8aGrPXloRjLh0wktyHcxON0tnrY67lOA/yNRpxJ3t9Msab08Z2cJrIGDjVen62662ZruFnuv9EyPk0/5gTTzoFNVuAaGXn4OpyucTjb33rW/jJT34i/vJ5WuezlRbuN9YyOp3CIK973euEJY5edFrSeKNv3LhReFX5HF8fy+me63SgsWK8IhnZi+fs/58uLDQxdiLLJ8b+Pvz9aGlV5esTn/iEsLr+4he/ENeCik324DsfvzmvNwuovfzyy6ds2QMsoVyOlYP56NU5kcyNlbHZypxa2CSfZW48xsoMFwSMOlB/b0Z0ULll8RcqN2OV79ORw+nIzlTnneizq59pIjkiCyFLZ5scnSlYPIlzI2GrtI9//ONiruY4NtECUF2AZssP5Y3jrfocF9U0wnPjwnkmRu9sPvzhDwuP+VjDp7pwZgEpvi7Jf2iIpFdxbJFhygANRDQsSXIfrsO45s8uqqtGSnDumer1yRhvTpvqPQu1xj9TyPk0/5gTJZ3hxdmVZOnR5KSvWsPp3WToIyd33pRcqKoVgckll1wiqjSq1YDJdPo8UwlnVW1WWlZDPvj317/+tTg/Q8XHMt1zjfX4nA5crGSfRyW79+J0+jBOBj8jJ63TXRgtBliVPbtXM8OGCwsLRbi5Kl8MqeVvq/bsVcPlCJ+njNACr3LnnXfO6jMxioPezGyli5EiDNUcCz1WDIfP9hhy35kwXWvqeDLHySz7c85W5ljxlMrp2eRFJ2M7VzC0jrKlQjlkugL7RTPSh795NtyXoceqYstooqkqcFN2GNKmvod/s0Psp3NewsVudvVaHoMK1XiheoSKMyOkxsoSf3v1s1AW+Xg28P35PHblMuw9Ts81ZUBNHRoL73Eq6jQ+qrzxjW8U4ZiMXMteKNNI9Mtf/lJEs80UzsFMG+LfsUZOwvQmepiam5tnfGzJ4oPGGEZgfPOb3xwlY1/96leF5/Utb3nLGf18kunBOY+RZtldkjgXMeWJ0TVTvT7ZWjx73a6m1zINdq6Yjg7AuYvz6lw42+YCOZ/mH/q5GlDZGoOKEAX7//7v/0Remmr1fvOb3ywGVU7enPDZ4qy0tHTk/cx5Zf4tLfoM7WRYqBpuOVVIFG8SegiYw6a2arnlllvEOVXFJpvpnmvdunX41a9+JRbSDL8b71hTcf7554vjMzSaIYIqvFYM82EIIQcnhrr86Ec/GteDMBVcvDAEkOfKZ6v6e9/7Xlx11VXCkn777bfj5z//ubC0k7e+9a0iP4leRC7wqDxne1ze9ra3idBKGo24sKSSOp0WVJPBc1I+NmzYIHKZ+Bvcdttt4nccC3OIeX4ajVhvgEaHmeQ9Ed4vXEzzvqL88jjjQTkYm5dFhZr3A9t2MN2ErcRovZ4szHoyeJ8zYmW8xXQ+Q8WEHpxrrrlGXEOG9TJiJ1smGNXB9jNcWPJvNswDZ842DZbc2C6FC86JWrWRz3/+80LGuJjhxsihsdd9qvOSVatWCblh7QEasFhTYayyP54s8bfmPaNCQxNljzULaAxgfjuvw9jWkNOFx6chQrLwqCHsNOxMtsikzHOOZd6k6jlnayCOq5Rf1hngHMpUi+9973sj9S2mC9OVWHOEBtZsBZ9jnrp4573Cmh8y6uLsgZEZXKNx3D333HNF+DOjiGjMyU6/kOQuTENl6gtzw+lo4ZqNhrybbrpJ1FchU73OtTijJGkgv/HGG0eOTcMiDYY03HE+4xw3l8YbnpeGAI45H/vYx8ZNad20aZNYd3Idznn6TML7g2sJOZ/mF3PiSedCjV4m/qWywpssW+Hkgo5WdlrM+DpvKCpdqieUcDJmXjEXkFS86WHi4nC8fMlsPvnJT4oCTurkzRuFBZJ4fBXmwPNYqqI9nXPRgkvFhp4k1XvGfehdyg514XP83uPBQYaFuNTekdlKOsNSaIGjokfvGkO0GfIz9hycnDgQTPRduNDmIiq7sE++QYWb14gRG1wgMtSSCmd2mCQVZPV3YiQHFWcW2SAc+KmQciKgckxlh4YkXseJFE0agLJ7XxLKK407hJ+D52FvYp6Xv8fDDz+M97///ae8n4tg9nqnt5MebSq4TP/Iztud6nzcj8ennE+mEFGBYl/QbM8YQ8Aoz8wXZQQCJ0NOglQ0xzsvF+PZXnLKcLaFmkaAiYwE+QyVVvaAptWe4wYt/lS6VSiDVJY5UTLHl4oMZUwtTMNrzcgfXkvuQ8MSjS7j1c5QoXGPvxvfQ9lliDLHtuzaBVOdl/Be4DjE0DyOW5RHKu2Twd+Yv3W2N4HGBcoHC3byczN8mlEl9ObTk58dhjre+MgiOKo3lIYiKulnoyzNF4xWo5F6LuF8SjnIrrXBOYrGGY4lLIL5wx/+UMynaoFPwrGVa4HxvN+MeGPva8Kx87/+67/w3e9+d1Sf9Gy54Bz9jne8Y06/lyS34XqMCjkNk5zP6Vnn3E1jN6MoZxvpKJl76HAaO/fQycXxg44ROqc4JjD1dbqvc2yhV53OFRr0sp+nQsp5kcY9GvLUdTHHnvH0B6511HoH2f9X12l8j6pLcH7meo46wER1U7ie4pyYvcYfe9yx6ycamHge1dA00/0ngroA14w0aknyiLlowcbefpLx+elPfyr6XqvtJca2YJsNbNfAFnBqa6V8hG0xLrzwQmUxk0qlRA/jbO644w7F4XCMyMVcwr7yn/3sZydswTbb1jhsq5XdH/xsacF24403Lvh52QJLbR2o8tGPflS54oorpn2M8VqnTQf2ZGW7R/Y6n81xJmsXxlaIkvmD8zPb+7DN0Ne//vWRFo+UnwMHDpzy//Fgb+ra2lrlzjvvPCM/1dNPPy3aAbLtoUSybdu2kfa9krMPtb3aRO2Zz8QYyzWW2lLtTNHU1DTSqliSP8xJuLtkYuj12rp1q/A0zXXuJUOXaVHODkeV5B70ntMLwBxgWl1plWUYFcOfsz2icwW95qzLMB+woj09XqfTtUAycxi6zkgk3ucM5+M9z8rc9JbPN7Tcs8bC8ePH5+X4jEBhVJFk/qDccO5RI3hUDxejIRiVNfb/40GvFD3Z2V6shYRyyEiqyT6j5OyBcsxNIskFGHHLSE1GODIl50yFujOq71//9V/PyPkl84eGmvpsDsBwNyoEDAOVTA3DttguabwWXJJTYZoEQ4RPJ18/l2BoL0PsWeSPuU0MS50szHmu4LX73//9X/zsZz+b93PlM2wZxRBf3r8LDcPtWHOD1WuZ1sKw35m0IGJ6EfOFs/P5Toe5Oo5EIpFIJKcD0x5vuOEG4SzIDhOXSPKRWSvpEolEIpFIJBKJRCKRSHKocJxEIpFIJBKJRCKRSCSS2SOVdIlEIpFIJBKJRCKRSHIEqaRLJBKJRCKRSCQSiUSSI0glXSKRSCQSiUQikUgkkhxBKukSiUQikUgkEolEIpHkCFJJl0gkEolEIpFIJBKJJEeQSrpEIpFIJBKJRCKRSCQ5glTSJRKJRCKRSCQSiUQiyRGkki6RSCQSiUQikUgkEkmO8P8BtxW0bY3GCDkAAAAASUVORK5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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "parallel_axes = [*PARAMETERS, \"f_linear_ghz\", \"quality_factor\", \"footprint_mm2\"]\n", "axis_limits = {\n", " name: (float(trials[name].min()), float(trials[name].max()))\n", " for name in parallel_axes\n", "}\n", "normaliser = plt.Normalize(\n", " float(trials[\"quality_factor\"].min()),\n", " float(trials[\"quality_factor\"].max()),\n", ")\n", "fig, ax = plt.subplots(figsize=(10.5, 4.6))\n", "colors = plt.cm.viridis(normaliser(trials[\"quality_factor\"].to_numpy(dtype=float)))\n", "for row, color in zip(trials.itertuples(), colors, strict=True):\n", " values = []\n", " for name in parallel_axes:\n", " lower, upper = axis_limits[name]\n", " values.append(\n", " (getattr(row, name) - lower) / (upper - lower) if upper > lower else 0.5\n", " )\n", " ax.plot(\n", " range(len(parallel_axes)),\n", " values,\n", " color=color,\n", " alpha=0.35,\n", " lw=0.8,\n", " )\n", "for index in range(len(parallel_axes)):\n", " ax.axvline(index, color=\"0.85\", lw=0.8, zorder=0)\n", "ax.set_xticks(range(len(parallel_axes)))\n", "ax.set_xticklabels([\n", " *[frames[name] for name in PARAMETERS],\n", " r\"$f_\\text{lin}$ (GHz)\",\n", " \"$Q$\",\n", " \"footprint (mm²)\",\n", "])\n", "ax.set_ylabel(\"position within observed range\")\n", "ax.set_title(\"Parallel coordinates, coloured by substrate-limited $Q$\")\n", "fig.colorbar(\n", " plt.cm.ScalarMappable(normaliser, plt.cm.viridis),\n", " ax=ax,\n", " label=\"substrate-limited $Q$\",\n", ")\n", "fig.tight_layout()\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "markdown", "id": "d73b1cba", "metadata": {}, "source": [ "### Frequency and relaxation time\n", "\n", "The median-$Q$ line isolates the $1/f_\\text{lin}$ factor in\n", "$T_1\\approx Q/(2\\pi f_\\text{lin})$. Colour shows each trial's actual $Q$." ] }, { "cell_type": "code", "execution_count": 14, "id": "b79d6aef", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.724009Z", "iopub.status.busy": "2026-10-28T10:26:45.723940Z", "iopub.status.idle": "2026-10-28T10:26:45.792172Z", "shell.execute_reply": "2026-10-28T10:26:45.791806Z" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, ax = plt.subplots(figsize=(6.4, 3.8))\n", "points = ax.scatter(\n", " trials[\"f_linear_ghz\"],\n", " trials[\"T1_us\"],\n", " c=trials[\"quality_factor\"] / 1e3,\n", " cmap=\"viridis\",\n", " s=25,\n", ")\n", "frequencies = np.linspace(\n", " trials[\"f_linear_ghz\"].min(), trials[\"f_linear_ghz\"].max(), 200\n", ")\n", "median_q = trials[\"quality_factor\"].median()\n", "ax.plot(\n", " frequencies,\n", " median_q / (2 * np.pi * frequencies * 1e3),\n", " color=\"crimson\",\n", " label=r\"median $Q/(2\\pi f_\\text{lin})$\",\n", ")\n", "ax.axvline(target_ghz, color=\"0.45\", ls=\"--\", lw=1)\n", "ax.set_xlabel(\"linearised qubit frequency (GHz)\")\n", "ax.set_ylabel(\"$T_1$ (µs)\")\n", "ax.legend()\n", "fig.colorbar(points, ax=ax, label=\"$Q$ (thousands)\")\n", "fig.tight_layout()\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "markdown", "id": "b709523c", "metadata": {}, "source": [ "### Screened geometry and finer checks\n", "\n", "The screen keeps candidates near the target frequency, then favours a small\n", "footprint among those with similar bulk-silicon $Q$. Candidate frequencies\n", "are checked on finer meshes before a layout is selected." ] }, { "cell_type": "code", "execution_count": 15, "id": "4c4638fc", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.793527Z", "iopub.status.busy": "2026-10-28T10:26:45.793445Z", "iopub.status.idle": "2026-10-28T10:26:45.797360Z", "shell.execute_reply": "2026-10-28T10:26:45.796717Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:45.794\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m13\u001b[0m - \u001b[1mcoarse-screen trial 4: pads 273.14 × 612.80 µm, gap 20.65 µm\u001b[0m\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:45.795\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m18\u001b[0m - \u001b[1mf_lin = 4.5137 GHz, Q = 402677.6, T1 = 14.20 µs, footprint = 0.335 mm²\u001b[0m\n" ] } ], "source": [ "on_target = trials[\n", " np.abs(trials[\"f_linear_ghz\"] - target_ghz) < TOLERANCE_BAND * target_ghz\n", "]\n", "if on_target.empty:\n", " logger.warning(\n", " f\"no trial within {TOLERANCE_BAND:.0%} of {target_ghz} GHz; \"\n", " \"falling back to the closest trial\"\n", " )\n", " on_target = trials.iloc[[int(np.argmin(frequency_error_mhz))]]\n", "best_q = float(on_target[\"quality_factor\"].max())\n", "affordable = on_target[on_target[\"quality_factor\"] >= best_q * (1 - Q_SLACK)]\n", "screen_best = affordable.sort_values(\"footprint_mm2\").iloc[0]\n", "logger.info(\n", " f\"coarse-screen trial {int(screen_best['trial'])}: pads \"\n", " f\"{screen_best['pad_width']:.2f} × {screen_best['pad_height']:.2f} µm, \"\n", " f\"gap {screen_best['pad_gap']:.2f} µm\"\n", ")\n", "logger.info(\n", " f\"f_lin = {screen_best['f_linear_ghz']:.4f} GHz, \"\n", " f\"Q = {screen_best['quality_factor']:.1f}, \"\n", " f\"T1 = {screen_best['T1_us']:.2f} µs, \"\n", " f\"footprint = {screen_best['footprint_mm2']:.3f} mm²\"\n", ")" ] }, { "cell_type": "markdown", "id": "9c2c5ce3", "metadata": {}, "source": [ "The 0.35 µm, order-2 screen is a first pass. Separate solves check three\n", "near-target layouts at 0.25 and 0.18 µm, then change the element order.\n", "Trials 4 and 120 also have lateral-margin and vacuum-height checks.\n", "All use the same exact-gap junction sheet and 10 nH inductance.\n", "These stored checks refer to the recorded replay. A live study needs\n", "independent follow-up solves for its own candidate geometries." ] }, { "cell_type": "code", "execution_count": 16, "id": "609c9181", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.798552Z", "iopub.status.busy": "2026-10-28T10:26:45.798501Z", "iopub.status.idle": "2026-10-28T10:26:45.808791Z", "shell.execute_reply": "2026-10-28T10:26:45.808431Z" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "VALIDATION_CSV = \"\"\"\\\n", "trial,mesh_um,order,lateral_margin,vacuum_thickness,f_linear_ghz,p_silicon,raw_eigenmode_q\n", "4,0.25,2,500.0,500.0,4.509242673014,0.9197589545697,404019.6521584\n", "4,0.18,2,250.0,500.0,4.51537207245,0.9197637731133,401326.4318183\n", "4,0.25,2,250.0,500.0,4.51441236528,0.9197587374942,402470.9432577\n", "4,0.18,3,250.0,500.0,4.5273511895,0.9197577021821,402368.273222\n", "4,0.25,3,250.0,500.0,4.526966035373,0.9197568357319,402465.9706221\n", "4,0.25,2,250.0,1000.0,4.513722370968,0.9194605202065,403098.3935339\n", "56,0.18,2,250.0,500.0,4.615568464954,0.9197944116966,400962.3817425\n", "56,0.25,2,250.0,500.0,4.614651819947,0.9197751793862,403109.4133622\n", "56,0.25,3,250.0,500.0,4.625479286504,0.9197917487072,403904.5165871\n", "120,0.25,2,500.0,500.0,4.486454799212,0.9197906151886,401047.5065955\n", "120,0.18,2,250.0,500.0,4.497419856893,0.9197960505837,405084.7673214\n", "120,0.25,2,250.0,500.0,4.497067697159999,0.9197901494788,401205.2406622\n", "120,0.18,3,250.0,500.0,4.50691040646,0.9197953577544,405182.9634816\n", "120,0.25,3,250.0,500.0,4.506666625873,0.9197938579773,403712.4140725\n", "120,0.35,3,250.0,500.0,4.506246717762,0.9197939602154,403883.7044948\n", "120,0.25,2,250.0,1000.0,4.495667651331001,0.9191283634783,402487.6503235\n", "\"\"\"\n", "checks = pd.read_csv(io.StringIO(VALIDATION_CSV)).merge(\n", " recorded_trials[[\"trial\", \"pad_width\", \"pad_height\", \"pad_gap\", \"footprint_mm2\"]],\n", " on=\"trial\",\n", " validate=\"many_to_one\",\n", ")\n", "checks[\"candidate\"] = \"trial \" + checks[\"trial\"].astype(str)\n", "checks[\"dielectric_q\"] = 1 / (checks[\"p_silicon\"] * 2.7e-6)\n", "checks[\"target_error_mhz\"] = (checks[\"f_linear_ghz\"] - target_ghz) * 1e3\n", "mesh_checks = checks[\n", " (checks[\"lateral_margin\"] == 250) & (checks[\"vacuum_thickness\"] == 500)\n", "]" ] }, { "cell_type": "code", "execution_count": 17, "id": "ef76de96", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.809626Z", "iopub.status.busy": "2026-10-28T10:26:45.809581Z", "iopub.status.idle": "2026-10-28T10:26:45.955662Z", "shell.execute_reply": "2026-10-28T10:26:45.955393Z" } }, "outputs": [ { "data": { "image/png": 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "coarse_checks = recorded_trials.loc[\n", " recorded_trials[\"trial\"].isin(checks[\"trial\"]), [\"trial\", \"f_linear_ghz\"]\n", "].assign(mesh_um=0.35, order=2)\n", "coarse_checks[\"candidate\"] = \"trial \" + coarse_checks[\"trial\"].astype(str)\n", "plotted_checks = pd.concat(\n", " [coarse_checks, mesh_checks[[\"candidate\", \"mesh_um\", \"order\", \"f_linear_ghz\"]]],\n", " ignore_index=True,\n", ")\n", "fig, ax = plt.subplots(figsize=(7.2, 4.1))\n", "ax.axhspan(\n", " target_ghz * (1 - TOLERANCE_BAND),\n", " target_ghz * (1 + TOLERANCE_BAND),\n", " color=\"crimson\",\n", " alpha=0.12,\n", " label=f\"target ±{TOLERANCE_BAND:.0%}\",\n", ")\n", "for (candidate, order), group in plotted_checks.groupby([\"candidate\", \"order\"]):\n", " ordered = group.sort_values(\"mesh_um\")\n", " ax.plot(\n", " ordered[\"mesh_um\"],\n", " ordered[\"f_linear_ghz\"],\n", " \"o-\" if order == 2 else \"s--\",\n", " label=f\"{candidate}, order {order}\",\n", " )\n", "ax.set_xlabel(\"conductor mesh size (µm)\")\n", "ax.set_ylabel(\"linearised qubit frequency (GHz)\")\n", "ax.set_title(\"Independent mesh and element-order checks\")\n", "ax.legend(ncol=2, fontsize=\"small\")\n", "fig.tight_layout()\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "code", "execution_count": 18, "id": "cedccc9a", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.956611Z", "iopub.status.busy": "2026-10-28T10:26:45.956567Z", "iopub.status.idle": "2026-10-28T10:26:45.963066Z", "shell.execute_reply": "2026-10-28T10:26:45.962745Z" } }, "outputs": [ { "data": { "text/html": [ "
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trialmesh_umorderlateral_marginvacuum_thicknessf_linear_ghz
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440.253250.0500.04.526966
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141200.353250.0500.04.506247
\n", "
" ], "text/plain": [ " trial mesh_um order lateral_margin vacuum_thickness f_linear_ghz\n", "1 4 0.18 2 250.0 500.0 4.515372\n", "2 4 0.25 2 250.0 500.0 4.514412\n", "5 4 0.25 2 250.0 1000.0 4.513722\n", "0 4 0.25 2 500.0 500.0 4.509243\n", "3 4 0.18 3 250.0 500.0 4.527351\n", "4 4 0.25 3 250.0 500.0 4.526966\n", "10 120 0.18 2 250.0 500.0 4.497420\n", "11 120 0.25 2 250.0 500.0 4.497068\n", "15 120 0.25 2 250.0 1000.0 4.495668\n", "9 120 0.25 2 500.0 500.0 4.486455\n", "12 120 0.18 3 250.0 500.0 4.506910\n", "13 120 0.25 3 250.0 500.0 4.506667\n", "14 120 0.35 3 250.0 500.0 4.506247" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "checks.loc[\n", " checks[\"trial\"].isin([4, 120]),\n", " [\"trial\", \"mesh_um\", \"order\", \"lateral_margin\", \"vacuum_thickness\", \"f_linear_ghz\"],\n", "].sort_values([\"trial\", \"order\", \"mesh_um\", \"lateral_margin\", \"vacuum_thickness\"])" ] }, { "cell_type": "markdown", "id": "b8e36d78", "metadata": {}, "source": [ "Selection uses the finest order-3 result for each checked layout and\n", "requires every saved frequency check to stay inside the target band.\n", "That selection supports screening at that band, not a converged mask\n", "specification or an absolute lifetime prediction. Small differences in\n", "bulk-silicon quality factor should not be read as resolved device-loss\n", "improvements." ] }, { "cell_type": "code", "execution_count": 19, "id": "8d409198", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.963865Z", "iopub.status.busy": "2026-10-28T10:26:45.963821Z", "iopub.status.idle": "2026-10-28T10:26:45.968271Z", "shell.execute_reply": "2026-10-28T10:26:45.967978Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:45.966\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m23\u001b[0m - \u001b[1mselected recorded candidate at working mesh trial 4: Layout(pad_width=273.14, pad_height=612.8, pad_gap=20.65), f_lin = 4.5274 GHz at 0.180 µm, order 3, substrate Q = 402682.5, footprint = 0.335 mm²\u001b[0m\n" ] }, { "data": { "text/plain": [ "Layout(pad_width=273.14, pad_height=612.8, pad_gap=20.65)" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "SELECTION_MESH_UM = 0.18\n", "selected_resolution = mesh_checks[\n", " (mesh_checks[\"mesh_um\"] == SELECTION_MESH_UM) & (mesh_checks[\"order\"] == 3)\n", "]\n", "band_mhz = TOLERANCE_BAND * target_ghz * 1e3\n", "stays_in_band = checks.groupby(\"candidate\")[\"target_error_mhz\"].apply(\n", " lambda errors: errors.abs().lt(band_mhz).all()\n", ")\n", "verified_on_target = selected_resolution[\n", " selected_resolution[\"candidate\"].isin(stays_in_band[stays_in_band].index)\n", "]\n", "assert not verified_on_target.empty, \"no candidate stays in the target band\"\n", "best_q = float(verified_on_target[\"dielectric_q\"].max())\n", "affordable = verified_on_target[\n", " verified_on_target[\"dielectric_q\"] >= best_q * (1 - Q_SLACK)\n", "]\n", "best = affordable.sort_values(\"footprint_mm2\").iloc[0]\n", "best_layout = Layout(\n", " pad_width=float(best[\"pad_width\"]),\n", " pad_height=float(best[\"pad_height\"]),\n", " pad_gap=float(best[\"pad_gap\"]),\n", ")\n", "logger.info(\n", " f\"selected recorded candidate at working mesh {best['candidate']}: {best_layout}, \"\n", " f\"f_lin = {best['f_linear_ghz']:.4f} GHz at {best['mesh_um']:.3f} µm, \"\n", " f\"order {int(best['order'])}, \"\n", " f\"substrate Q = {best['dielectric_q']:.1f}, \"\n", " f\"footprint = {best['footprint_mm2']:.3f} mm²\"\n", ")\n", "best_layout" ] }, { "cell_type": "markdown", "id": "c3f95dcd", "metadata": {}, "source": [ "### Interface participation\n", "\n", "Separate Palace solves add 3 nm substrate-air (SA), metal-substrate (MS),\n", "and metal-air (MA) dielectric sheets with relative permittivity 10. These\n", "first-order solves reuse the refined layout meshes but have lower basis order\n", "than the main sweep to stay within moderate memory. Their participations are\n", "screening diagnostics, not inputs to the bulk-loss Pareto frontier." ] }, { "cell_type": "code", "execution_count": 20, "id": "3b2fe6b2", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.969053Z", "iopub.status.busy": "2026-10-28T10:26:45.969011Z", "iopub.status.idle": "2026-10-28T10:26:45.971912Z", "shell.execute_reply": "2026-10-28T10:26:45.971632Z" }, "tags": [ "hide-input" ] }, "outputs": [], "source": [ "INTERFACE_CSV = \"\"\"\\\n", "trial,f_linear_ghz,participation_sa,participation_ms,participation_ma,junction_participation\n", "11,7.833728954447,6.824467356723e-05,6.692614247426e-05,5.10212508188e-07,0.9812917316874\n", "30,5.216741516243,9.189196337016e-05,9.021975851803e-05,6.797717026997e-07,0.9926316806468\n", "32,7.881224870809,6.541355670948e-05,6.400417825216e-05,4.857020683876e-07,0.9770923476422\n", "33,6.40324198803,0.0001017501755525,9.86110755754e-05,7.481073613076e-07,0.9911127770621\n", "42,8.411984768571,8.905261441131e-05,8.625352563279e-05,6.678377903853e-07,0.9849566253396\n", "53,7.39317301994,8.83117320028e-05,8.59492536728e-05,6.501279615843e-07,0.9904070918337\n", "62,8.230347962552,6.98400028415e-05,6.854546775824e-05,5.224693956796e-07,0.9792980481013\n", "81,7.227199592737,0.0001445131334379,0.0001328293061745,1.022589302004e-06,0.9957970390669\n", "87,6.095508771705,0.0001215786407533,0.0001174100334911,8.923626246758e-07,0.9940693625285\n", "111,6.082339802312,5.158340715175e-05,5.191453269884e-05,3.941907444876e-07,0.9774147071611\n", "112,5.104240206624,0.0001440598684397,0.0001315160924288,1.003758898654e-06,0.9954935007389\n", "134,7.415852720799,9.589360744654e-05,9.372244464328e-05,7.156105452623e-07,0.9898072329492\n", "\"\"\"\n", "interfaces = pd.read_csv(io.StringIO(INTERFACE_CSV)).merge(\n", " recorded_trials[[\"trial\", *PARAMETERS]], on=\"trial\", validate=\"one_to_one\"\n", ")" ] }, { "cell_type": "code", "execution_count": 21, "id": "d32cf523", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:45.972704Z", "iopub.status.busy": "2026-10-28T10:26:45.972670Z", "iopub.status.idle": "2026-10-28T10:26:46.113319Z", "shell.execute_reply": "2026-10-28T10:26:46.112954Z" } }, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig, axes = plt.subplots(1, 3, figsize=(12, 3.6), sharey=True, constrained_layout=True)\n", "for ax, name in zip(axes, PARAMETERS, strict=True):\n", " for kind, label, color, marker in (\n", " (\"sa\", \"substrate-air\", \"#009E73\", \"o\"),\n", " (\"ms\", \"metal-substrate\", \"#0072B2\", \"s\"),\n", " (\"ma\", \"metal-air\", \"#CC79A7\", \"^\"),\n", " ):\n", " ax.scatter(\n", " interfaces[name],\n", " interfaces[f\"participation_{kind}\"],\n", " label=label,\n", " color=color,\n", " marker=marker,\n", " s=34,\n", " )\n", " ax.set_xlabel(frames[name])\n", "axes[0].set_yscale(\"log\")\n", "axes[0].set_ylabel(\"3 nm interface participation\")\n", "axes[-1].legend(loc=\"upper right\", fontsize=\"small\")\n", "fig.suptitle(\"Interface electric-energy participation\")\n", "plt.show()\n", "plt.close(fig)" ] }, { "cell_type": "markdown", "id": "e61277c2", "metadata": {}, "source": [ "These values depend on near-metal mesh resolution and sheet assumptions.\n", "A loss tangent for each interface is needed to turn them into an interface\n", "quality factor." ] }, { "cell_type": "markdown", "id": "f79b4c4b", "metadata": {}, "source": [ "(slurm-launcher)=\n", "## Running the study on a Slurm cluster\n", "\n", "`SlurmCluster` writes one trial job per geometry and a driver that keeps a\n", "bounded number of jobs in flight. Site settings come from the `QPDK_*`\n", "environment variables in `site()` above. A Ray script is available for\n", "allocations that reserve their nodes together." ] }, { "cell_type": "code", "execution_count": 22, "id": "04fc360c", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:46.114115Z", "iopub.status.busy": "2026-10-28T10:26:46.114070Z", "iopub.status.idle": "2026-10-28T10:26:46.118505Z", "shell.execute_reply": "2026-10-28T10:26:46.118188Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:46.117\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m9\u001b[0m - \u001b[1mwrote build/submit_driver.sbatch\u001b[0m\n" ] } ], "source": [ "driver = (\n", " f\"export QPDK_RUN_OPTIMIZATION=1 \"\n", " f\"QPDK_N_TRIALS={N_TRIALS} QPDK_MAX_IN_FLIGHT={MAX_IN_FLIGHT} \"\n", " f\"QPDK_PALACE_SIF={shlex.quote(PALACE_SIF)} QPDK_TRIALS_CSV=trials.csv\\n\"\n", " \"uv run --frozen python notebooks/src/palace_batched_qubit_optimization.py\"\n", ")\n", "\n", "driver_path = cluster.write_driver_script(\"build/submit_driver.sbatch\", driver)\n", "logger.info(f\"wrote {driver_path}\")" ] }, { "cell_type": "markdown", "id": "41ec72cf", "metadata": {}, "source": [ "Ray uses one allocation for its driver and workers. Use it to group short\n", "trials into hour-plus batches. Its walltime covers the full study." ] }, { "cell_type": "code", "execution_count": 23, "id": "5f080cfe", "metadata": { "execution": { "iopub.execute_input": "2026-10-28T10:26:46.119237Z", "iopub.status.busy": "2026-10-28T10:26:46.119196Z", "iopub.status.idle": "2026-10-28T10:26:46.122503Z", "shell.execute_reply": "2026-10-28T10:26:46.122183Z" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m2026-10-28 12:26:46.121\u001b[0m | \u001b[1mINFO \u001b[0m | \u001b[36m__main__\u001b[0m:\u001b[36m\u001b[0m:\u001b[36m10\u001b[0m - \u001b[1mwrote build/submit_ray.sbatch\u001b[0m\n" ] } ], "source": [ "if cluster.solver_cores <= cluster.cores_per_node:\n", " ray_driver = (\n", " f\"export QPDK_RUN_OPTIMIZATION=1 QPDK_EXECUTOR=ray \"\n", " f\"QPDK_N_TRIALS={N_TRIALS} QPDK_MAX_IN_FLIGHT={MAX_IN_FLIGHT} \"\n", " f\"QPDK_PALACE_SIF={shlex.quote(PALACE_SIF)} QPDK_TRIALS_CSV=trials.csv\\n\"\n", " \"uv run --frozen python notebooks/src/palace_batched_qubit_optimization.py\"\n", " )\n", " ray_cluster = replace(cluster, time_limit=cluster.driver_time_limit)\n", " ray_path = ray_cluster.write_sbatch_script(\"build/submit_ray.sbatch\", ray_driver)\n", " logger.info(f\"wrote {ray_path}\")\n", "else:\n", " logger.info(\"Ray needs each trial to fit on one node\")" ] }, { "cell_type": "markdown", "id": "ae6ae1be", "metadata": {}, "source": [ "Submit the driver and follow its log:\n", "\n", "```bash\n", "sbatch build/submit_driver.sbatch\n", "tail -f slurm-logs/*-driver-*.out\n", "```\n", "\n", "Check a known geometry and size the allocation from its measured memory use\n", "before launching the full sweep.\n", "\n", "## Summary\n", "\n", "- The Pareto frontier keeps frequency error, bulk-loss $Q$, and footprint\n", " separate. The parallel-coordinates plot exposes their geometry dependence.\n", "- $T_1=Q/(2\\pi f_\\text{lin})$ falls with frequency even when $Q$ barely\n", " changes. Thin-interface participation is examined separately above and\n", " has no assumed loss tangent in the Pareto objective.\n", "- These are simulated screening results, not absolute device lifetimes." ] }, { "cell_type": "markdown", "id": "d5b4fa27", "metadata": {}, "source": [ "## References\n", "\n", "```{bibliography}\n", ":filter: docname in docnames\n", "```" ] } ], "metadata": { "jupytext": { "main_language": "python" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.16" }, "qpdk_palace_run": { "bulk_count": 150, "cases": [ { "configuration_sha256": "7ce6f2da4d5ab7fa01eaa34b4183d73d33ae5c2c5f3143b11d96543274a6ce50", "eigenmode_absolute_error": 1.06687127967e-09, "eigenmode_backward_error": 4.258291816251e-15, "mesh_sha256": "ae307a7a4fd307693f5e6b6ce5705e92cbe3387acafeca592d76ba5b72e8f877", "mpi_ranks": 32, "parameters": { "kind": "interface", "mesh_um": 0.25, "name": "interface-011", "order": 1, "pad_gap": 102.65, "pad_height": 159.39, "pad_width": 273.27, "trial": 11 }, "result": "optimization-validation-21232915-2/interface-011/result.json" }, { "configuration_sha256": "7ce6f2da4d5ab7fa01eaa34b4183d73d33ae5c2c5f3143b11d96543274a6ce50", "eigenmode_absolute_error": 2.342493225862e-11, "eigenmode_backward_error": 1.151852833192e-16, "mesh_sha256": "a4ae6a430a0185c69bc9781f3daaa2dae5a78f50df419aed9cc4088af354abd0", "mpi_ranks": 32, "parameters": { "kind": "interface", "mesh_um": 0.25, "name": "interface-030", "order": 1, "pad_gap": 29.77, "pad_height": 483.71, "pad_width": 188.31, "trial": 30 }, "result": "optimization-validation-21232915-2/interface-030/result.json" }, { "configuration_sha256": "7ce6f2da4d5ab7fa01eaa34b4183d73d33ae5c2c5f3143b11d96543274a6ce50", "eigenmode_absolute_error": 9.11893466467e-10, "eigenmode_backward_error": 4.247215303855e-15, "mesh_sha256": 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