{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Orbit determination example\n", "This notebook does the following:\n", "* Download an orbit first guess from SpaceTrack\n", "* Download laser ranging data\n", "* Feed the data to Orekit\n", "* Estimate the orbit\n", "* Propagate and compare the orbit to the first guess" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Two types of laser ranging data can be chosen (see below):\n", "\n", "* Normal point data: https://ilrs.cddis.eosdis.nasa.gov/data_and_products/data/npt/index.html\n", "* Full rate data: https://ilrs.cddis.eosdis.nasa.gov/data_and_products/data/frt/index.html\n", " * This will improve the orbit estimation\n", " * Caution, this format involves large quantities of data\n", " * Caution 2, this data is unfiltered, therefore there can be a superposition of two range curves if two retro-reflectors on the satellite are visible by the station at the same time" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## OD parameters\n", "First, some parameters need to be defined for the orbit determination:\n", "* Satellite ID in NORAD and COSPAR format\n", "* Spacecraft mass: important for the drag term\n", "* Measurement weights: used to weight certain measurements more than others during the orbit estimation. Here, we only have range measurements and we do not know the confidence associated to these measurements, so all weights are identical\n", "* OD date: date at which the orbit will be estimated. \n", "* Data collection duration: for example, if equals 2 days, the laser data from the 2 days before the OD date will be used to estimate the orbit. This value is an important trade-off for the quality of the orbit determination:\n", " * The longer the duration, the more ranging data is available, which can increase the quality of the estimation\n", " * The longer the duration, the longer the orbit must be propagated, and the higher the covariance because of the orbit perturbations such as the gravity field, drag, Sun, Moon, etc." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Satellite parameters" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "sat_list = { \n", " 'envisat': {\n", " 'norad_id': 27386,\n", " 'cospar_id': '0200901',\n", " 'sic_id': '6179',\n", " 'mass': 8000.0, # kg; TODO: compute proper value\n", " 'cross_section': 100.0, # m2; TODO: compute proper value\n", " 'cd': 2.0, # TODO: compute proper value\n", " 'cr': 1.0 # TODO: compute proper value\n", " }, \n", " 'lageos2': {\n", " 'norad_id': 22195,\n", " 'cospar_id': '9207002',\n", " 'sic_id': '5986',\n", " 'mass': 405.0, # kg\n", " 'cross_section': 0.2827, # m2\n", " 'cd': 2.0, # TODO: compute proper value\n", " 'cr': 1.0 # TODO: compute proper value\n", " },\n", " 'technosat': {\n", " 'norad_id': 42829,\n", " 'cospar_id': '1704205',\n", " 'sic_id': '6203',\n", " 'mass': 20.0, # kg\n", " 'cross_section': 0.10, # m2,\n", " 'cd': 2.0, # TODO: compute proper value\n", " 'cr': 1.0 # TODO: compute proper value\n", " }\n", "}\n", "\n", "sc_name = 'lageos2' # Change the name to select a different satellite in the dict" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "# Constants\n", "c = 299792458 # m/s\n", "\n", "# Parameters\n", "range_weight = 1.0 # Will be normalized later (i.e divided by the number of observations)\n", "range_sigma = 1.0 # Estimated covariance of the range measurements, in meters\n", "\n", "from datetime import datetime\n", "odDate = datetime(2018, 9, 22) # Beginning of the orbit determination\n", "collectionDuration = 2 # days\n", "from datetime import timedelta\n", "startCollectionDate = odDate + timedelta(days=-collectionDuration)\n", "\n", "# Orbit propagator parameters\n", "prop_min_step = 0.001 # s\n", "prop_max_step = 300.0 # s\n", "prop_position_error = 10.0 # m\n", "\n", "# Estimator parameters\n", "estimator_position_scale = 1.0 # m\n", "estimator_convergence_thres = 1e-3\n", "estimator_max_iterations = 25\n", "estimator_max_evaluations = 35" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## API credentials\n", "The following sets up accounts for SpaceTrack (for orbit data) and the EDC API (for laser ranging data).\n", "* A SpaceTrack account is required, it can be created for free at: https://www.space-track.org/auth/createAccount\n", "* An EDC account is required, it can be created for free at: https://edc.dgfi.tum.de/en/register/" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stdin", "output_type": "stream", "text": [ "Enter SpaceTrack username clement@jonglez.space\n", "Enter SpaceTrack password for account clement@jonglez.space ·····················\n", "Enter EDC API username jonglez\n", "Enter EDC API password for account jonglez ·······\n" ] } ], "source": [ "# Space-Track\n", "identity_st = input('Enter SpaceTrack username')\n", "import getpass\n", "password_st = getpass.getpass(prompt='Enter SpaceTrack password for account {}'.format(identity_st))\n", "import spacetrack.operators as op\n", "from spacetrack import SpaceTrackClient\n", "st = SpaceTrackClient(identity=identity_st, password=password_st)\n", "\n", "# EDC API\n", "username_edc = input('Enter EDC API username')\n", "password_edc = getpass.getpass(prompt='Enter EDC API password for account {}'.format(username_edc)) # You will get prompted for your password\n", "url = 'https://edc.dgfi.tum.de/api/v1/'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Setting up models\n", "Initializing Orekit and JVM" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [], "source": [ "import orekit\n", "orekit.initVM()\n", "\n", "# Modified from https://gitlab.orekit.org/orekit-labs/python-wrapper/blob/master/python_files/pyhelpers.py\n", "from java.io import File\n", "from org.orekit.data import DataProvidersManager, DirectoryCrawler\n", "from orekit import JArray\n", "\n", "orekit_filename = 'orekit-data'\n", "DM = DataProvidersManager.getInstance()\n", "datafile = File(orekit_filename)\n", "if not datafile.exists():\n", " print('Directory :', datafile.absolutePath, ' not found')\n", "\n", "crawler = DirectoryCrawler(datafile)\n", "DM.clearProviders()\n", "DM.addProvider(crawler)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Import station data from file" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/yzokras/miniconda3/envs/laserod/lib/python3.7/site-packages/pandas/core/indexing.py:1494: PerformanceWarning: indexing past lexsort depth may impact performance.\n", " return self._getitem_tuple(key)\n" ] } ], "source": [ "stationFile = 'SLRF2014_POS+VEL_2030.0_180504.snx'\n", "stationEccFile = 'ecc_xyz.snx'\n", "import slrDataUtils\n", "stationData = slrDataUtils.parseStationData(stationFile, stationEccFile, startCollectionDate)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The orbit determination needs a first guess. For this, we use Two-Line Elements. Retrieving the latest TLE prior to the beginning of the orbit determination. It is important to have a \"fresh\" TLE, because the newer the TLE, the better the orbit estimation." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1 22195U 92070B 18264.82179554 -.00000009 +00000-0 +00000-0 0 9999\n", "2 22195 052.6446 252.2781 0138214 032.3207 112.2760 06.47294175612723\n" ] } ], "source": [ "rawTle = st.tle(norad_cat_id=sat_list[sc_name]['norad_id'], epoch='<{}'.format(odDate), orderby='epoch desc', limit=1, format='tle')\n", "tleLine1 = rawTle.split('\\n')[0]\n", "tleLine2 = rawTle.split('\\n')[1]\n", "print(tleLine1)\n", "print(tleLine2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up Orekit frames and models" ] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [], "source": [ "from org.orekit.utils import Constants as orekit_constants\n", "\n", "from org.orekit.frames import FramesFactory, ITRFVersion\n", "from org.orekit.utils import IERSConventions\n", "tod = FramesFactory.getTOD(IERSConventions.IERS_2010, False) # Taking tidal effects into account when interpolating EOP parameters\n", "gcrf = FramesFactory.getGCRF()\n", "itrf = FramesFactory.getITRF(IERSConventions.IERS_2010, False)\n", "#itrf = FramesFactory.getITRF(ITRFVersion.ITRF_2014, IERSConventions.IERS_2010, False)\n", "# Selecting frames to use for OD\n", "eci = gcrf\n", "ecef = itrf\n", "\n", "from org.orekit.models.earth import ReferenceEllipsoid\n", "wgs84Ellipsoid = ReferenceEllipsoid.getWgs84(ecef)\n", "from org.orekit.bodies import CelestialBodyFactory\n", "moon = CelestialBodyFactory.getMoon()\n", "sun = CelestialBodyFactory.getSun()\n", "\n", "from org.orekit.time import AbsoluteDate, TimeScalesFactory\n", "utc = TimeScalesFactory.getUTC()\n", "mjd_utc_epoch = AbsoluteDate(1858, 11, 17, 0, 0, 0.0, utc)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up the propagator from the initial TLEs" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "from org.orekit.propagation.analytical.tle import TLE\n", "orekitTle = TLE(tleLine1, tleLine2)\n", "\n", "from org.orekit.attitudes import NadirPointing\n", "nadirPointing = NadirPointing(eci, wgs84Ellipsoid)\n", "\n", "from org.orekit.propagation.analytical.tle import SGP4\n", "sgp4Propagator = SGP4(orekitTle, nadirPointing, sat_list[sc_name]['mass'])\n", "\n", "tleInitialState = sgp4Propagator.getInitialState()\n", "tleEpoch = tleInitialState.getDate()\n", "tleOrbit_TEME = tleInitialState.getOrbit()\n", "tlePV_ECI = tleOrbit_TEME.getPVCoordinates(eci)\n", "\n", "from org.orekit.orbits import CartesianOrbit\n", "tleOrbit_ECI = CartesianOrbit(tlePV_ECI, eci, wgs84Ellipsoid.getGM())\n", "\n", "from org.orekit.propagation.conversion import DormandPrince853IntegratorBuilder\n", "integratorBuilder = DormandPrince853IntegratorBuilder(prop_min_step, prop_max_step, prop_position_error)\n", "\n", "from org.orekit.propagation.conversion import NumericalPropagatorBuilder\n", "from org.orekit.orbits import PositionAngle\n", "propagatorBuilder = NumericalPropagatorBuilder(tleOrbit_ECI,\n", " integratorBuilder, PositionAngle.MEAN, estimator_position_scale)\n", "propagatorBuilder.setMass(sat_list[sc_name]['mass'])\n", "propagatorBuilder.setAttitudeProvider(nadirPointing)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Adding perturbation forces to the propagator" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Earth gravity field with degree 64 and order 64\n", "from org.orekit.forces.gravity.potential import GravityFieldFactory\n", "gravityProvider = GravityFieldFactory.getConstantNormalizedProvider(64, 64)\n", "from org.orekit.forces.gravity import HolmesFeatherstoneAttractionModel\n", "gravityAttractionModel = HolmesFeatherstoneAttractionModel(ecef, gravityProvider)\n", "propagatorBuilder.addForceModel(gravityAttractionModel)\n", "\n", "# Moon and Sun perturbations\n", "from org.orekit.forces.gravity import ThirdBodyAttraction\n", "moon_3dbodyattraction = ThirdBodyAttraction(moon)\n", "propagatorBuilder.addForceModel(moon_3dbodyattraction)\n", "sun_3dbodyattraction = ThirdBodyAttraction(sun)\n", "propagatorBuilder.addForceModel(sun_3dbodyattraction)\n", "\n", "# Solar radiation pressure\n", "from org.orekit.forces.radiation import IsotropicRadiationSingleCoefficient\n", "isotropicRadiationSingleCoeff = IsotropicRadiationSingleCoefficient(sat_list[sc_name]['cross_section'], sat_list[sc_name]['cr']);\n", "from org.orekit.forces.radiation import SolarRadiationPressure\n", "solarRadiationPressure = SolarRadiationPressure(sun, wgs84Ellipsoid.getEquatorialRadius(),\n", " isotropicRadiationSingleCoeff)\n", "propagatorBuilder.addForceModel(solarRadiationPressure)\n", "\n", "# Atmospheric drag\n", "from org.orekit.forces.drag.atmosphere.data import MarshallSolarActivityFutureEstimation\n", "msafe = MarshallSolarActivityFutureEstimation(\n", " '(?:Jan|Feb|Mar|Apr|May|Jun|Jul|Aug|Sep|Oct|Nov|Dec)\\p{Digit}\\p{Digit}\\p{Digit}\\p{Digit}F10\\.(?:txt|TXT)',\n", " MarshallSolarActivityFutureEstimation.StrengthLevel.AVERAGE)\n", "DM.feed(msafe.getSupportedNames(), msafe) # Feeding the F10.7 bulletins to Orekit's data manager\n", "\n", "from org.orekit.forces.drag.atmosphere import NRLMSISE00\n", "atmosphere = NRLMSISE00(msafe, sun, wgs84Ellipsoid)\n", "#from org.orekit.forces.drag.atmosphere import DTM2000\n", "#atmosphere = DTM2000(msafe, sun, wgs84Ellipsoid)\n", "from org.orekit.forces.drag import IsotropicDrag\n", "isotropicDrag = IsotropicDrag(sat_list[sc_name]['cross_section'], sat_list[sc_name]['cd'])\n", "from org.orekit.forces.drag import DragForce\n", "dragForce = DragForce(atmosphere, isotropicDrag)\n", "propagatorBuilder.addForceModel(dragForce)\n", "\n", "# Relativity\n", "#from org.orekit.forces.gravity import Relativity\n", "#relativity = Relativity(orekit_constants.EIGEN5C_EARTH_MU)\n", "#propagatorBuilder.addForceModel(relativity)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up the estimator" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "from org.hipparchus.linear import QRDecomposer\n", "matrixDecomposer = QRDecomposer(1e-11)\n", "from org.hipparchus.optim.nonlinear.vector.leastsquares import GaussNewtonOptimizer\n", "optimizer = GaussNewtonOptimizer(matrixDecomposer, False)\n", "\n", "from org.orekit.estimation.leastsquares import BatchLSEstimator\n", "estimator = BatchLSEstimator(optimizer, propagatorBuilder)\n", "estimator.setParametersConvergenceThreshold(estimator_convergence_thres)\n", "estimator.setMaxIterations(estimator_max_iterations)\n", "estimator.setMaxEvaluations(estimator_max_evaluations)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Fetching range data\n", "Looking for laser ranging data prior to the OD date.\n", "\n", "The API only allows to look for data using the date formats 2018-07-1%, 2018-07-14% or 2018-07-14 0% for example. As a consequence, the search must be split into several days. The results are then sorted, and the observations which are outside of the date range are deleted." ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "import slrDataUtils\n", "nptDatasetList = slrDataUtils.querySlrData(username_edc, password_edc, url, 'NPT',\n", " sat_list[sc_name]['cospar_id'], startCollectionDate, odDate)\n", "frdDatasetList = slrDataUtils.querySlrData(username_edc, password_edc, url, 'FRD',\n", " sat_list[sc_name]['cospar_id'], startCollectionDate, odDate)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Downloading the list of observations." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [], "source": [ "from orekit.pyhelpers import *\n", "from org.orekit.estimation.measurements import Range\n", "import slrDataUtils\n", "nptDataFrame = slrDataUtils.dlAndParseSlrData(username_edc, password_edc, url, 'NPT', nptDatasetList)\n", "# Comment out to download Full-Rate data\n", "# frdDataFrame = slrDataUtils.dlAndParseSlrData(username_edc, password_edc, url, 'FRD', frdDatasetList)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Adding the measurements to the estimator" ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [], "source": [ "slrDataFrame = nptDataFrame\n", "# Comment out to use Full-Rate data\n", "# slrDataFrame = frdDataFrame\n", "for receiveTime, slrData in slrDataFrame.iterrows():\n", " orekitRange = Range(stationData.loc[slrData['station-id'], 'OrekitGroundStation'], \n", " datetime_to_absolutedate(receiveTime),\n", " slrData['range'],\n", " range_sigma,\n", " range_weight\n", " ) # Uses date of signal reception; https://www.orekit.org/static/apidocs/org/orekit/estimation/measurements/Range.html\n", " estimator.addMeasurement(orekitRange)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Performing the OD\n", "Estimate the orbit. This step can take a long time." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "estimatedPropagatorArray = estimator.estimate()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Getting the estimated propagator and orbit." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [], "source": [ "estimatedPropagator = estimatedPropagatorArray[0]\n", "estimatedInitialState = estimatedPropagator.getInitialState()\n", "actualOdDate = estimatedInitialState.getDate()\n", "estimatedOrbit_init = estimatedInitialState.getOrbit()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Covariance analysis\n", "Creating the LVLH frame, computing the covariance matrix in both TOD and LVLH frames" ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [], "source": [ "# Creating the LVLH frame \n", "from org.orekit.frames import LocalOrbitalFrame\n", "from org.orekit.frames import LOFType\n", "lvlh = LocalOrbitalFrame(eci, LOFType.LVLH, estimatedPropagator, 'LVLH')\n", "\n", "# Getting covariance matrix in ECI frame\n", "covMat_eci_java = estimator.getPhysicalCovariances(1.0e-10)\n", "\n", "# Converting matrix to LVLH frame\n", "# Getting an inertial frame aligned with the LVLH frame at this instant\n", "# The LVLH is normally not inertial, but this should not affect results too much\n", "# Reference: David Vallado, Covariance Transformations for Satellite Flight Dynamics Operations, 2003\n", "eci2lvlh_frozen = eci.getTransformTo(lvlh, actualOdDate).freeze() \n", "\n", "# Computing Jacobian\n", "from org.orekit.utils import CartesianDerivativesFilter\n", "from orekit.pyhelpers import JArray_double2D\n", "jacobianDoubleArray = JArray_double2D(6, 6)\n", "eci2lvlh_frozen.getJacobian(CartesianDerivativesFilter.USE_PV, jacobianDoubleArray)\n", "from org.hipparchus.linear import Array2DRowRealMatrix\n", "jacobian = Array2DRowRealMatrix(jacobianDoubleArray)\n", "# Applying Jacobian to convert matrix to lvlh\n", "covMat_lvlh_java = jacobian.multiply(\n", " covMat_eci_java.multiply(covMat_eci_java.transpose()))\n", "\n", "# Converting the Java matrices to numpy\n", "import numpy as np\n", "covarianceMat_eci = np.matrix([covMat_eci_java.getRow(iRow) \n", " for iRow in range(0, covMat_eci_java.getRowDimension())])\n", "covarianceMat_lvlh = np.matrix([covMat_lvlh_java.getRow(iRow) \n", " for iRow in range(0, covMat_lvlh_java.getRowDimension())])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Computing the position and velocity standard deviation " ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [], "source": [ "pos_std_crossTrack = np.sqrt(max(0.0, covarianceMat_lvlh[0,0]))\n", "pos_std_alongTrack = np.sqrt(max(0.0, covarianceMat_lvlh[1,1]))\n", "pos_std_outOfPlane = np.sqrt(max(0.0, covarianceMat_lvlh[2,2]))\n", "vel_std_crossTrack = np.sqrt(max(0.0, covarianceMat_lvlh[3,3])) # In case the value is negative...\n", "vel_std_alongTrack = np.sqrt(max(0.0, covarianceMat_lvlh[4,4]))\n", "vel_std_outOfPlane = np.sqrt(max(0.0, covarianceMat_lvlh[5,5]))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Analyzing residuals\n", "Getting the estimated and measured ranges." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "propagatorParameters = estimator.getPropagatorParametersDrivers(True)\n", "measurementsParameters = estimator.getMeasurementsParametersDrivers(True)\n", "\n", "lastEstimations = estimator.getLastEstimations()\n", "valueSet = lastEstimations.values()\n", "estimatedMeasurements = valueSet.toArray()\n", "keySet = lastEstimations.keySet()\n", "realMeasurements = keySet.toArray()\n", "\n", "from org.orekit.estimation.measurements import EstimatedMeasurement\n", "from org.orekit.estimation.measurements import Range\n", "\n", "import pandas as pd\n", "observedRangeSeries = pd.Series()\n", "estimatedRangeSeries = pd.Series()\n", "\n", "for estMeas in estimatedMeasurements:\n", " estMeas = EstimatedMeasurement.cast_(estMeas)\n", " observedValue = estMeas.getObservedValue()\n", " estimatedValue = estMeas.getEstimatedValue()\n", " pyDateTime = absolutedate_to_datetime(estMeas.date)\n", " observedRangeSeries[pyDateTime] = observedValue[0]\n", " estimatedRangeSeries[pyDateTime] = estimatedValue[0]" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Setting up Plotly for offline mode" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "import plotly.io as pio\n", "pio.renderers.default = 'jupyterlab+notebook'" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plotting residuals" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": 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", "text/html": [ "
\n", " \n", " \n", "
\n", " \n", "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objs as go\n", "\n", "trace = go.Scattergl(\n", " x=observedRangeSeries.index, y=observedRangeSeries-estimatedRangeSeries,\n", " mode='markers'\n", ")\n", "\n", "data = [trace]\n", "\n", "layout = go.Layout(\n", " title = 'Range residuals',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Range residual (m)'\n", " )\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Propagating the solution \n", "Propagating the solution and saving the PV coordinates from both the estimated propagator and the initial TLE guess." ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [], "source": [ "dt = 300.0\n", "date_start = datetime_to_absolutedate(startCollectionDate)\n", "date_start = date_start.shiftedBy(-86400.0)\n", "date_end = datetime_to_absolutedate(odDate)\n", "date_end = date_end.shiftedBy(86400.0) # Stopping 1 day after OD date" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "# First propagating in ephemeris mode\n", "estimatedPropagator.resetInitialState(estimatedInitialState)\n", "estimatedPropagator.setEphemerisMode()\n", "# Propagating from 1 day before data collection\n", "# To 1 week after orbit determination (for CPF generation)\n", "estimatedPropagator.propagate(date_start, datetime_to_absolutedate(odDate).shiftedBy(7 * 86400.0))\n", "bounded_propagator = estimatedPropagator.getGeneratedEphemeris()\n", "\n", "# Propagating the bounded propagator to retrieve the intermediate states\n", "\n", "from slrDataUtils import orekitPV2dataframe\n", "\n", "PV_eci_df = pd.DataFrame()\n", "PV_ecef_df = pd.DataFrame()\n", "PV_tle_eci_df = pd.DataFrame()\n", "deltaPV_lvlh_df = pd.DataFrame() # SGP4 PV from SLROD origin\n", "\n", "# Saving all intermediate\n", "from java.util import ArrayList\n", "states_list = ArrayList()\n", "\n", "date_current = date_start\n", "while date_current.compareTo(date_end) <= 0:\n", " datetime_current = absolutedate_to_datetime(date_current) \n", " spacecraftState = bounded_propagator.propagate(date_current)\n", " \n", " states_list.add(spacecraftState)\n", " \n", " PV_eci = spacecraftState.getPVCoordinates(eci)\n", " PV_eci_df = PV_eci_df.append(orekitPV2dataframe(PV_eci, datetime_current))\n", " \n", " PV_ecef = spacecraftState.getPVCoordinates(ecef)\n", " PV_ecef_df = PV_ecef_df.append(orekitPV2dataframe(PV_ecef, datetime_current))\n", " \n", " PV_tle_eci = sgp4Propagator.getPVCoordinates(date_current, eci)\n", " PV_tle_eci_df = PV_tle_eci_df.append(orekitPV2dataframe(PV_tle_eci, datetime_current))\n", " \n", " deltaPV_lvlh = sgp4Propagator.getPVCoordinates(date_current, lvlh)\n", " deltaPV_lvlh_df = deltaPV_lvlh_df.append(orekitPV2dataframe(deltaPV_lvlh, datetime_current))\n", " \n", " date_current = date_current.shiftedBy(dt) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Writing CPF file" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "A CPF file usually contains 7 days of orbit prediction in ECEF frame with a sample time of 5 minutes, to allow the laser stations to track the satellite.\n", "\n", "Therefore we have to propagate for 7 days." ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [], "source": [ "# Function to compute MJD days and seconds of day\n", "def datetime_to_mjd_days_seconds(le_datetime):\n", " apparent_clock_offset_s = datetime_to_absolutedate(le_datetime).offsetFrom(\n", " mjd_utc_epoch, utc)\n", " days_since_mjd_epoch = int(np.floor(apparent_clock_offset_s / 86400.0))\n", " seconds_of_day = apparent_clock_offset_s - days_since_mjd_epoch * 86400.0\n", " return days_since_mjd_epoch, seconds_of_day" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [], "source": [ "date_end_cpf = datetime_to_absolutedate(odDate).shiftedBy(7 * 86400.0)\n", "\n", "from slrDataUtils import orekitPV2dataframe\n", "\n", "PV_ecef_cpf_df = pd.DataFrame()\n", "\n", "dt = 300.0\n", "date_current = datetime_to_absolutedate(odDate)\n", "while date_current.compareTo(date_end_cpf) <= 0:\n", " datetime_current = absolutedate_to_datetime(date_current) \n", " spacecraftState = bounded_propagator.propagate(date_current)\n", " \n", " PV_ecef_cpf = spacecraftState.getPVCoordinates(ecef)\n", " PV_ecef_cpf_df = PV_ecef_cpf_df.append(orekitPV2dataframe(PV_ecef_cpf, datetime_current))\n", " \n", " date_current = date_current.shiftedBy(dt) \n", " \n", "PV_ecef_cpf_df['mjd_days'], PV_ecef_cpf_df['seconds_of_day'] = zip(*PV_ecef_cpf_df['DateTimeUTC'].apply(lambda x: \n", " datetime_to_mjd_days_seconds(x)))" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "from slrDataUtils import write_cpf\n", "write_cpf(PV_ecef_cpf_df, \n", " 'cpf_out.ass', \n", " 'PYT', \n", " odDate, \n", " 4242, \n", " sc_name, \n", " sat_list[sc_name]['cospar_id'],\n", " sat_list[sc_name]['sic_id'], \n", " str(sat_list[sc_name]['norad_id']), \n", " odDate, \n", " absolutedate_to_datetime(date_end_cpf), \n", " int(dt))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Comparison with TLE\n", "Plotting the position difference between the initial TLE and the estimated orbit. The grey area represents the time window where range measurements were used to perform the orbit determination." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "# Rectangles to visualise time window for orbit determination.\n", "\n", "od_window_rectangle = {\n", " 'type': 'rect',\n", " # x-reference is assigned to the x-values\n", " 'xref': 'x',\n", " # y-reference is assigned to the plot paper [0,1]\n", " 'yref': 'paper',\n", " 'x0': startCollectionDate,\n", " 'y0': 0,\n", " 'x1': odDate,\n", " 'y1': 1,\n", " 'fillcolor': '#d3d3d3',\n", " 'opacity': 0.3,\n", " 'line': {\n", " 'width': 0,\n", " }\n", "}" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "type": "scattergl", "uid": "afa6195b-0913-4240-b3fe-60a63794ab3e", "x": [ "2018-09-19", "2018-09-19 00:05:00", "2018-09-19 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"opacity": 0.3, "type": "rect", "x0": "2018-09-20", "x1": "2018-09-22", "xref": "x", "y0": 0, "y1": 1, "yref": "paper" } ], "title": { "text": "Norm of position difference between TLE and estimation" }, "xaxis": { "autorange": true, "range": [ "2018-09-19", "2018-09-23" ], "title": { "text": "Datetime UTC" }, "type": "date" }, "yaxis": { "autorange": true, "range": [ -19.770564478256237, 778.619148943689 ], "title": { "text": "Norm of position delta (m)" }, "type": "linear" } } }, "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Computing norm of position difference\n", "import numpy as np\n", "deltaPos_norm = pd.Series(data=np.linalg.norm(\n", " PV_tle_eci_df[['x','y','z']] - PV_eci_df[['x','y','z']], \n", " axis=1),\n", " index=PV_tle_eci_df.index)\n", "\n", "import plotly.graph_objs as go\n", "\n", "trace = go.Scattergl(\n", " x = deltaPos_norm.index,\n", " y = deltaPos_norm,\n", " mode='lines'\n", ")\n", "\n", "data = [trace]\n", "\n", "layout = go.Layout(\n", " title = 'Norm of position difference between TLE and estimation',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Norm of position delta (m)'\n", " ),\n", " shapes=[od_window_rectangle]\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plotting the components of the position different between the TLE and the estimation, in LVLH frame. The grey area represents the time window where range measurements were used to perform the orbit determination." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "Cross-Track", "type": "scattergl", "uid": "5369b8a7-f8c2-4721-b17e-b89c9d35b545", "x": [ "2018-09-19", "2018-09-19 00:05:00", "2018-09-19 00:10:00", "2018-09-19 00:15:00", "2018-09-19 00:20:00", "2018-09-19 00:25:00", "2018-09-19 00:30:00", "2018-09-19 00:35:00", "2018-09-19 00:40:00", "2018-09-19 00:45:00", "2018-09-19 00:50:00", "2018-09-19 00:55:00", "2018-09-19 01:00:00", "2018-09-19 01:05:00", "2018-09-19 01:10:00", "2018-09-19 01:15:00", "2018-09-19 01:20:00", "2018-09-19 01:25:00", "2018-09-19 01:30:00", "2018-09-19 01:35:00", "2018-09-19 01:40:00", "2018-09-19 01:45:00", "2018-09-19 01:50:00", "2018-09-19 01:55:00", "2018-09-19 02:00:00", "2018-09-19 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YEL8wtmlD5jJEOmS/QcBHQ/zgsK3s7dIQ9fBjBP6NhixUCG04vMeaIffhhx+qbEqIm/kEUsQu7mHMgcw9NIiMEMDbtGmj/AYh7T//+Y86GAgZrLma6T2g4xN2IQNVN9znWA9EPWvGuK59i7jN13J9T+CQInwXWWuQZt+7+AEA9xGyyBGnusEX+P8ddthB/WjjxBe5bMwnkOK+69KlS+klqNUJERqCLe6ZXM1E1NR+B1OdBQzRED/0TJ06tXRYk7EKHUKmB4IfCx3ShAOacI/ju0U37QuUAUD82W29L3R/4McXiKO6gSGEf6xV/52A+fB9CGEa31um33+m9y/7kQAJkAAJkECSCFAgTZI3uRYSIAESIAHHBOwEUgggyFyEsIlML2RmYUswXkatDaIbxC+IMmheBFK9PTvXic16Tp05hCwza3vrrbeUiIvt8jisBS/GeEnGi7q14cUbIsUZZ5yhBMPPPvtM/vWvfylhAVuTsRXUKrx6EUhNbdBzQPTKPo0aWX56u3wuJ2sBCqUEkElobRA6kVEK0UmLatYsUPRFFikEOghDKCmQTyBFJho+g5iDjD1kESMLFNu0sT167NixKvsWDJHpiG2w8AXEImTo6a35mBOZrBgPQiOyvUxiywsjKxM/BFIwR6xZGwSfbP52NyX8gm3WiGk0sAIb3HvWpkV9fS+CGwT+5557rkysItsSsQ0RO59AisxTlJuwlkXAXIgL/ACCcZH5jFhEg/iNrFFk+1mbU4EUa0MWqW7wA358QWxYm+aKrNl8Ldf3hIlAinsdrJGpnl1bGaIbflzBjzP4ocTUF7lszCeQQuTWGaq4DlvMUWIBa0Vmca5mImpC4EYpDvz4gYzifNvuTcYqdAgZ7EO2KmLWrUCKvz+sJRQK3SO57g+UQsHfD9Z28cUXq7+j8KONtVljwvT7z+6e5eckQAIkQAIkkEQCFEiT6FWuiQRIgARIwJiAnUAKIQz1MCHKIPMKwgu2auvt2noivIwjQwdiIJqpQIpt28iwxIE32HIJURJZPhAN7ARSbDe2ZkFiXmwxxZ/pzEe8XCNDDiJedssWdZEJC7EGW0MhdEHkgwAIm7wIpKY25JpD2wyBFFtyUS4gV9MCqXWbu+4HEQMCJAQYLSpha7VVAEZfZF8hcxBbYPMJpKgbiIxFCGPIWIMgCmaoNwhBFD7Dn0NoRR8IFhBtYZdVHMV8EPIQU8gghY9MYssLIys3PwRSN4c0oTYiDsxB1iDuGfgAgjKYWwXS7Bq2sF0LpNgyXLNmTZX9CXEU2abZDYIbthnnE0gRk7oOqPVa+ANb//WYqDELIRbz4P5E1iWEdGSTozkVSDGuNZMbfoAYjPiwtmyB1PR7wkQgza6Pa51Xi/bIakW85qonnMsXue7JfAJpNgMtkCKjHeJmrmYiauI6ZGUicxNzoK4rMoCzM5FNxrL7e8HkkKZCGaTZ2eR6zV7uDwikyP7Nzr63xoTp95/xX6DsSAIkQAIkQAIJIkCBNEHO5FJIgARIgAScEyj0IgyxpF+/frLPPvuoeoBoEHIgvugan9YZkV2mT1A3EUghdkFswUEa2NqKzDIIRjoL1E4gxctwdgbfa6+9psQ5nUEK0Q4ij10GqXUdsAsv98j0QrYsMvG8CKSmNngR/7RAmp2hh3VBXIUPIYotXLhQ/RvcrFlsev3IuoWomU8gRVYhti9DzIHQghhBNiL+DTEZW6IhUqMWJrJD0SB+Yet+vnqGEEchuJvElhdGVh9HIZBCaEQJB4jQyKyFyImGDF/4x6lAih8twBSinrUshEkGKUQk+Cz7BwbYg4ODsg/1QsY1xCVklmK7Pb430MIQSJ18T5gIpF9++aX6vsmXQYosUmzf1xmkJmJ1rm/eKARS3HfI4sfaEG8rVqwolyUcB4FUH3Zn5eb1/jARSE2//5z/TcorSIAESIAESKD4CVAgLX4fcgUkQAIkQAIeCOQTSCGy3HTTTSqbElmkODAGDZmYEBzxWa5andqUbIEUW1YhDmnhAf20CJe93RsZTxAp7ARSnDaPftY6dhBHUUtU1yDFSzeySVGXTh8ghLlRMxPCJda/99575yQIMQhZdtiGnEuYy7UmDJQtjJja4EX80wIpttZC1NUNAglEbhw+hRPjdf1F9NE1L3Mt/rvvvlMHReEAGYh31gYRFKUIUFsQ/60PWUK2GgRuHDhz5JFHqgxGNH2IEOohor5lvmYSW14YWeeNQiCFKI2Ds6zb2iE4I5MZmZlOBVKdLZ3NFTUn4e9CNUiRtY3DoXCvIWPUtCGDGJnIEGVx35neAzo+3WSQOvmeQG1RiKQ69rCu7JjBVnQwR8Z7dkY2SgqAx9VXX62QFFsGKWzW5TjwIw+2suu6wNrHcRVIvd4fJgKp6fef6f3AfiRAAiRAAiSQJAIUSJPkTa6FBEiABEjAMQFdaw4vp8gSg2ADQQJbalGX8p///GeZg3XwGUQxnDqMjD9sl0UtQ4hiOCimcePGyoZsgVTX/cMLuz6oBxl0qG3Yrl07JdZBuHj33XdV5hO2u9sJpKiVCKEOYgjGwvZMiD6wGWIgGl6IIXpAuEMmKLIVIdhBNEVNT2Q/okHwQeYchGBkyOEEb4iDEFHOPvvsnAJprjXh0JBsUcXUBi/iHwQorAVZteCBE55XrlypsmAhaMMmXRYBohb8jkxQ1BtF5i8Oc8KBSfAPWGkhAYIm1g/BHJm+aBCbsQUZsYLt9XrrPLJ3MS4Oz9KHX+mAhOCEE7VRI1EL0vAxTlvXB+qYxJYXRk4EUsThJZdcUu5+QnxgvVgn+uiSEtaOyMzNLieAzyHKIrMZ2Zt77LGHLF26VAn82G6P09qdCqQYE+UTcJ8ixlH7FHGLbdYQxnHgUr4t9ogJXIOYwCFR8C1KLOB6/JCAWpgQWvFjA0o74D5HPOGEe1yLH03QTO8BLwIp5jP9noA/EFcQ2+EDfXI5vqusWYv4roCwjHhENi/WjoxcbEvHyeuor4kWN4EUPwAhw9vacDCY9ccfxBiEb3yfQgjPPmBLC6SFxgp6i32uDFKv94eJQApuJt9/jv8i5QUkQAIkQAIkkAACFEgT4EQugQRIgARIwD2B7NOKISpA5IMAikwsnDac3b7++mt16vQnn3yiRDK8gOOwE2wV1idiZwukGANbrSFCQFDF2Mhww7ZdiBAQiTA3avDh4CSIfHjRz5fdhvFbtmyphFGIm6iPiG3B2P5vzaDEvKjxhzqX2CoLQQ7rwwnMEIa0aAjRAFmnEFcgwkFYOeyww9QJ8OiTT5jLtaZcooqJDV7EPwhQmHfYsGFq2zWyCyF07r///mX8on2JTEDwhSgJMRTCKoRqbL/XmcEQACEk4/AlCEY681FvU4WwZC1xsH79elW3FYIrxrZmGEOswZ8hqw3CIGyDKAfhyuovu9jywsiJQJrrhHpcr2vbFjrlW/fJvm9QcxTCMUpIQPTbddddlYiJ+wifuRFIUb8U/saY4I8yFYhZ2I+DxvIJpLANQjbuY1yLzFbUpd1zzz3V9RDGsV0bB7QhRnCfo/wCvheQWYx40c3kHvAikGIe0+8JiMXYXo7DeFB3F1nr+A7JFkgxJg4Www8qWB9+HEGmNH6oAQPd4iaQ5vqmR7kA/SMDPsd3Ib4/DzroIFUKI7tpgbTQWFEIpF7vD1OBFOs2+f5z/7cqryQBEiABEiCB4iRAgbQ4/UarSYAESIAEUk4AYhKy+ZDNykYCJEACJEACJEACJEACJEACJOCeAAVS9+x4JQmQAAmQAAlERiBXhmpkxnBiEiABEiABEiABEiABEiABEihiAhRIi9h5NJ0ESIAESCC9BCiQptf3XDkJkAAJkAAJkAAJkAAJkIC/BCiQ+suTo5EACZAACZBAKAQokIaCmZOQAAmQAAmQAAmQAAmQAAmkgAAF0hQ4mUskARIgARIgARIgARIgARIgARIgARIgARIgARLITYACKSODBEiABEiABEiABEiABEiABEiABEiABEiABEggtQQokKbW9Vw4CZAACZAACZAACZAACZAACZAACZAACZAACZAABVLGAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQGoJUCBNreu5cBIgARIgARIgARIgARIgARIgARIgARIgARIgAQqkjAESIAESIAESIAESIAESIAESIAESIAESIAESIIHUEqBAmlrXc+EkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIUSBkDJEACJEACJEACJEACJEACJEACJEACJEACJEACqSVAgTS1rufCSYAESIAESIAESIAESIAESIAESIAESIAESIAEKJAyBkiABEiABEiABEiABEiABEiABEiABEiABEiABFJLgAJpal3PhZMACZAACZAACZAACZAACZAACZAACZAACZAACVAgZQyQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmklgAF0tS6ngsnARIgARIgARIgARIgARIgARIgARIgARIgARKgQMoYIAESIAESIAESIAESIAESIAESIAESIAESIAESSC0BCqSpdT0XTgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQIGUMUACJEACJEACJEACJEACJEACJEACJEACJEACJJBaAhRIU+t6LpwESIAESIAESIAESIAESIAESIAESIAESIAESIACKWOABEiABEiABEiABEiABEiABEiABEiABEiABEggtQQokKbW9Vw4CZAACZAACZAACZAACZAACZAACZAACZAACZAABVLGAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQGoJUCBNreu5cBIgARIgARIgARIgARIgARIgARIgARIgARIgAQqkjAESIAESIAESIAESIAESIAESIAESIAESIAESIIHUEqBAmlrXc+EkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIUSBkDJEACJEACJEACJEACJEACJEACJEACJEACJEACqSVAgTS1rufCSYAESIAESIAESIAESIAESIAESIAESIAESIAEKJAyBkiABEiABEiABEiABEiABEiABEiABEiABEiABFJLgAJpal3PhZMACZAACZAACZAACZAACZAACZAACZAACZAACVAgZQyQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmklgAF0tS6ngsnARIgARIgARIgARIgARIgARIgARIgARIgARKgQMoYIAESIAESIAESIAESIAESIAESIAESIAESIAESSC0BCqSpdT0XTgIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQIGUMUACJEACJEACJEACJEACJEACJEACJEACJEACJJBaAhRIU+t6LpwESIAESIAESIAESIAESIAESIAESIAESIAESIACKWOABEiABEiABEiABEiABEiABEiABEiABEiABEggtQQokKbW9Vw4CZAACZAACZAACZAACZAACZAACZAACZAACZAABVLGAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQGoJUCBNreu5cBIgARIgARIgARIgARIgARIgARIgARIgARIgAQqkjAESIAESIAESIAESIAESIAESIAESIAESIAESIIHUEqBAmlrXc+EkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIUSBkDJEACJEACJEACJEACJEACJEACJEACJEACJEACqSVAgTS1rufCSYAESIAESIAESIAESIAESIAESIAESIAESIAEKJAyBkiABEiABEiABEiABEiABEiABEiABEiABEiABFJLgAJpal3PhZMACZAACZAACZAACZAACZAACZAACZAACZAACVAgZQyQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmklgAF0tS6ngsnARIgARIgARIgARIgARIgARIgARIgARIgARKgQMoYIAESIAESIAESIAESIAESIAESIAESIAESIAESSC0BCqSpdb6NM/EAACAASURBVD0XHiaB33//XbZs2SLbbLNNmNNyriIkgFhZu3atVK1atQitp8lhEti4caP6XmGshEm9OOdirBSn36KwmrESBfXinBOxgudaPtsWp//CtJrvQWHS5lwkQAJeCFAg9UKP15KAIQE+GBiCYjehQMogMCVAIcOUFPsxVhgDpgQYK6ak2I8CKWPAlADfg0xJsR8JkEDUBCiQRu0Bzp8KAnwwSIWbfVkkBVJfMKZiEAoZqXCzL4tkrPiCMRWDMFZS4WZfFkmB1BeMqRiE70GpcDMXSQKJIECBNBFu5CLiToAPBnH3UHzso0AaH1/E3RIKGXH3UHzsY6zExxdxt4SxEncPxcc+CqTx8UXcLeF7UNw9RPtIgAQ0AQqkjAUSCIEAHwxCgJyQKSiQJsSRISyDQkYIkBMyBWMlIY4MYRmMlRAgJ2QKCqQJcWQIy+B7UAiQOQUJkIAvBCiQ+oKRg5BAYQJ8MGCEmBKgQGpKiv0oZDAGTAkwVkxJsR9jhTFgSoACqSkp9uN7EGOABEigWAhQIC0WT9HOoibAB4Oidl+oxlMgDRV3UU9GIaOo3Req8YyVUHEX9WSMlaJ2X6jGUyANFXdRT8b3oKJ2H40ngVQRoECaKndzsVER4INBVOSLb14KpMXns6gsppARFfnim5exUnw+i8pixkpU5ItvXgqkxeezqCzme1BU5DkvCZCAUwIUSJ0SY38ScEGADwYuoKX0EgqkKXW8i2VTyHABLaWXMFZS6ngXy2asuICW0ksokKbU8S6WzfcgF9B4CQmQQCQEKJBGgp2Tpo0AHwzS5nH366VA6p5d2q6kkJE2j7tfL2PFPbu0XclYSZvH3a+XAql7dmm7ku9BafM410sC9gSGDx8uJ598suy33372nUPsQYE0RNicKr0E+GCQXt87XTkFUqfE0tufQkZ6fe905YwVp8TS25+xkl7fO105BVKnxNLbn+9B6fU9V+6cwJIlS2Ty5MnyySefSElJiTRs2FAuvPBC2XPPPZ0P5vKKm2++WV577TV19dq1a2XbbbeVChUqKBuuu+46l6OWvYwCqS8YOQgJFCcBPhgUp9+isJoCaRTUi3NOChnF6bcorGasREG9OOdkrBSn36KwmgJpFNSLc06+BxWn32h1+AS+//57GTx4sPTt21eOOuooJUx+9tln0rhxY6lRo0b4BolI9+7dZdq0aVKzZk1f56dA6itODuaJwKolIovfEFn9nch+p4rU2c3TcLzYngAfDOwZsUeGAAVSRoIpAQoZpqTYj7HCGDAlwFgxJcV+FEgZA6YE+B5kSor90k7gP//5jzRo0EDOPvvscigWLlwozzzzjNSvX19mzpyp+nTp0kXmzp0rkyZNUpmejRo1kqFDh6qsU2Sf3nrrrfLxxx8Lvq/32GMPufLKK+Wnn35SWaArVqxQf44xIMjma7kE0gEDBshZZ50l48ePl9atW8sll1wit99+u7IF8+69994CAbRy5cqyZcsWmTFjhjz77LPqPfewww6TQYMGqc/1FvuXX35Znn76aRk7dqxUrVo10jDgFvtI8Yc8OYTRJweKLJ5TduLGB4v0nxWyMemajg8G6fK3l9VSIPVCL13XUshIl7+9rJax4oVeuq5lrKTL315WS4HUC710Xcv3oHT5u5hW+/D738n3v6wP3eTebXeVRnW2KTfviSeeqERCiJnZDQLpZZddJj169JBTTz1VKlWqJMuXL1fb72+88UYlir7xxhsydepUueOOO5RY+eKLL8rIkSPVUOi70047qc/wbwif+B5fvXq17LDDDo4E0m7duknbtm3V3Dqz9dNPP1XCKNrFF18sPXv2lEMPPVQgfkLQhfiLvr/++qvUrl27VCDFOsaNG6fWUKtWrdB9kT0hBdLIXRCSAR89IPLkoMxkyBhtfIhI3d1EXrnmzz8bOi8kY9I3DR8M0udztyumQOqWXPquo5CRPp+7XTFjxS259F3HWEmfz92umAKpW3Lpu47vQenzebGs+KQ73pb3Fq8M3dyHzz1I2jWpV27ev/3tb/Loo48qATG7QSBFBuj06dNVPVA09EUmKDIydTvnnHNURmfFihWVOHrRRRdJmzZtSj+fNWuWvPLKK3LBBRfIbrvZ7yTOlUGKrNO7775bZazmaqihCrETgi9sQLmAgw8+uExXZJAimxTZpVdddVXescJ2DgXSsIlHMd9r1/4phB42XKTTsD+tsGaVMpM0MO/wwSAwtIkbmAJp4lwa2IIoZASGNnEDM1YS59LAFsRYCQxt4gamQJo4lwa2IL4HBYaWA3skELcMUoiROCCpSZMmOQVSiJI33XRT6WfIBq1bt6706dOn9M8gPGKcAw88UObPny8PPPCA/PzzzwLh9IADDlD9XnjhBXnkkUdU5uj555+vxMnjjz9efYYt/tiyr1s+gRRCqxZqcY9jni+++EIJs6ilivFOOukkOe+881RdVZ1dqseFneiHv0smTpwoderU8ehNfy6nQOoPx/iOYs0czRZHtdUQSW9plfm/7hNEWuevQRHfhcbbMj4YxNs/cbKOAmmcvBFvWyhkxNs/cbKOsRInb8TbFsZKvP0TJ+sokMbJG/G2he9B8fYPrYsPgREjRshee+0l/fr1K2cUMkjvuecetRVdt4cffljVFM2VQWrdpg/hEtvzkdm53XbblV7/3HPPqbqmqB+ar+UTSFFTVLe77rpL1q9fr8RWbJm/8847pV69ekogxZqOPfZY6dixY5kpIJAed9xx8t1336mDqK644opYOIICaSzcEJARVuEznziqp8ahTVO6Zv4PW+15cJOvTuGDga84Ez0YBdJEu9fXxVHI8BVnogdjrCTavb4ujrHiK85ED0aBNNHu9XVxfA/yFScHSzCBBQsWqNqcOIAJ289xiv2yZctUpudXX31VTiBdunSpqvd5ww03qCzQOXPmyJQpUwSCJYTT6tWrq63uEC8xJoTQVatWqXqlVapUka+//lquvfZa1d+LQIpDn3bffXeVyYpsVWzr79q1qxJIZ8+eLc8//7yMGTNG1SCFXViPPqSpVatWqpYptu0fffTRkXuXAmnkLgjIACfiqDZhynGZA5yQQYpMUjbfCPDBwDeUiR+IAmniXezbAilk+IYy8QMxVhLvYt8WyFjxDWXiB6JAmngX+7ZAvgf5hpIDpYDARx99pETORYsWqVPgd955ZyViQijNziAFjrfeekv9+R9//KH6QmyEWIpDkyCcbtq0SYmhqAcKEfKpp56Shx56SI0NwRLZpy1btvQkkH7zzTdy9dVXq7lwABRqnmL7PQTSzZs3y/33368OjNqwYYMcfvjhMnDgwDKn2GOrPURVHNaE66NsFEijpB/U3BBHIXbi307ETquoyixSX73DBwNfcSZ6MAqkiXavr4ujkOErzkQPxlhJtHt9XRxjxVeciR6MAmmi3evr4vge5CtODkYCJBAgAQqkAcKNZGjroUvYJu/0ZHqcdI+6pU6E1UgWWlyT8sGguPwVpbUUSKOkX1xzU8goLn9FaS1jJUr6xTU3Y6W4/BWltRRIo6RfXHPzPai4/EVrSSDNBFInkKJOA4rGfv7556qA7G233aYKyK5evVrGjh2rCsTiBC2k+OpU40KfxSp4II5+PD1zYj3E0f6znNcSZS3SQFzKB4NAsCZyUAqkiXRrIIuikBEI1kQOylhJpFsDWRRjJRCsiRyUAmki3RrIovgeFAhWDkoCJBAAgVQJpGvXrpXzzjtPFajt0KGDqougG+o6oN7B6aefrsRTFJHFKV/VqlVTNR/yfRaAT9wP+dq13sRRPbOuRcoT7d37IutKPhj4hjLxA1EgTbyLfVsghQzfUCZ+IMZK4l3s2wIZK76hTPxAFEgT72LfFsj3IN9QciASIIGACaRKIH3iiSfUqVkQSK0NhWN79uwpM2bMUCd9oY0aNUqOPfZYadeuXd7P2rdvH7B7HAxvFUchbDY+xMHFWV2xxR5b7dFGr3Y/Dq8sJcAHAwaDKQEKpKak2I9CBmPAlABjxZQU+zFWGAOmBCiQmpJiP74HMQZIgASKhUCqBNIrrrhC9thjD/nggw8E2aStW7dWYim20A8dOlSmTZtW6jecBFarVi11yla+z3r37h0PP1vF0TZ9RToN827XLa0yhzz1f8ab2OrdkkSMwAeDRLgxlEVQIA0FcyImoZCRCDeGsgjGSiiYEzEJYyURbgxlERRIQ8GciEn4HpQIN3IRJJAKAqkSSAcPHiw1a9aUYcOGqX9j6zwE00MOOURGjhwpkyZNKnX61KlTBZmlRx55ZN7PzjjjDMEXfpSt8ps3SOU3rpcttXeVkn1Plk0d/+mLOZXmzZAqs4ZISauTZeNx43wZM82DbNq0SS2/cuXKicRQYfV3Umn+Q1Lx2zcF/+1nLCYSWIFFIVbWr1+vaiSzkUAhAiUlJepjxgrjxI4AY8WOED/XBBgrjAVTAoiVbbbZJrHPtqYc2M+eQNLfg+wJsIcTAnpHr5Nr2JcE/CKQKoEUmaAQNdu0aaP4zZs3T6ZPny7//Oc/VW1SbLHXbeLEierwJgik+T7r06ePEjKiaFqQqjLnBiWObmrVxzdxVK9nm7E7qf/8/R/vqTnY3BPAg8GWLVukSpUq7geJ6ZWIxWoP9lTCqLVt3q2D/HHK4zG1Or5mIVbWrVvHF474uig2luHlFN8rSf3hJTagE2AIYyUBTgxpCYyVkEAnYBrECoSMJD7bJsA9sVpCkt+DYgU6Icbghxc2EoiKQKoEUmSMoqYots2j/e9//5Mnn3xSsPW+V69ecv/996vMUrTLLrtMunTpog5zyvdZx44do/Fb9mn1fm2rz14ND2vyzb+J3VqCWHxyoMjiOSJ1dhNB/ds6u4ugRANa676ZP2MzJsAt9saoUt+RW2FTHwLGABgrxqhS35GxkvoQMAbALfbGqFLfMbHvQan3LAGQQPIIpEog/fDDD+X222+XW265RZ1Of9VVV8kBBxwgJ5xwgtx0001St25dlWGKU+yx5f6+++6TbbfdtuBnoYcEBCkIl/i3FqS8HMhUaAH6sKbGB4v0nxX6UpM0YWIfDKz1bxEjiEk0xKcWSVnH1lEoUyB1hCvVnSlkpNr9jhbPWHGEK9WdGSupdr+jxVMgdYQr1Z0T+x6Uaq9y8WETWLhwoeCcnBtvvDHsqQOZL67rSZVACs9iG/3MmTOlQoUKqvboOeeco+q3rVmzRq677jqZP3++yiK94IILlHiKVuizQKIl36BajMLnEKKsglRQhoyunRl56Lw/xa+g5krwuL4/GECA1HEQFbfFb4hM6ZpfqNfxSoHdkYcokDrClerOFDJS7X5Hi2esOMKV6s6MlVS739HiKZA6wpXqzr6/B6WaJhefBgJ33HGH/Pzzz2pXs25hC4pnnXWWsgHlVP744w+VOIiG3dX9+vXz7Iaw12NqcOoEUlMwseoHMezVa0WQ0YkWpuD05KDMvIcNF+k0LFZYiskY3x4MrOUVNIAofGPdWl9ofmSRoi+zSI3DlQKpMarUd6SQkfoQMAbAWDFGlfqOjJXUh4AxAAqkxqhS39G396DUkySANBCAIDlw4EB1xgAS+HQJyKgExa+++krZceedd/qKP6r12C2CAqkdobA/15mBq77NCEsfTc/Ud0RD1mhQ9UbzrVNvs8fno1eHTSMx8/n2YJCdRazjJUzRHF7RcYGYRHZxvqbtZS1S41imQGqMKvUdKWSkPgSMATBWjFGlviNjJfUhYAyAAqkxqtR39O09KPUkCSANBN5++23BPzvssIM6NLxr165q2dmC4ty5c2XSpEmydu1aadSokeBA8oYNG6q+ffv2lZ49e8oHH3wgv/zyi+yzzz5y/vnnq89WrVol119/vToUGOInDlHD2TrWbFUr51wCKXZlI6MU43/00Ucyfvx4qV27towdO1aWLFmisk5RxvLkk09WQ8FGlLrEGUCbN29WAvBOO+1UWjIA3xEXX3yxshtnAEXZKJBGSR/iFrYpL34z828tdmXbpIXR/U6NZpu7zgLkNnvX0eLLg4G13mfnYZkDkKw1acMSSa1zmmSGskyDo7ihQOoIV6o7U8hItfsdLZ6x4ghXqjszVlLtfkeLp0DqCFeqO/vyHpRqglx8YAQ+nCay6rvAhs878F9PE6m9a86PR48erbaxQyDFIePjxo0rJ5AuX75cLrzwQlWPFKLoG2+8IVOnThVsza9YsaI6bBxn6/Tp00cJkoMHD5Zzzz1X9t13XyVU7rzzzkpAXbx4sVx99dVy11135TU1n0D6+OOPy7/+9S9p27atuhbzLFiwQFq2bKlE2TPPPFOmTJkiderUkZtvvlmqVq0q//jHP1S/DRs2KCEVNVUh1o4aNUr++te/So8ePcL3RdaMFEjDdoEWRa2ZoVYb9CE3+DdOA2/cMSOERdn0NntmAbr2gucHg0KHHlk/C2O7vdPDu3T84DT7qGPZtQfDuzBQgXTtjyIrPhX5+jUR/DfaXzqLtDwxvAVyJt8IUMjwDWXiB2KsJN7Fvi2QseIbysQPRIE08S72bYGe34N8s4QDkUAWgcnHiCx5O3wsZz4nsnv5TMnVq1fLRRddpDJD0fDfEEJ33XXXMhmkjz76qKxYsUIGDRpUajvO1rnkkktkjz32UALp9OnTlTiJBpF1zz33lGOPPVb+/e9/K/GyefPm6rNu3bqpM3rytXwC6TfffCPDhw/Pe92QIUNU1mqzZs3UHNOmTZPtttuutD8yYrHOpk2bypYtW1RWaRwaBdIwvQBhCbVErQfs4AR6iKAQRIM6jd7rGrnN3itB8fxgMOW4TKmFfCK1PjAJlgaZ6evmdHrGj6P4CUwghSD63ytE1mwVRq1W1awv0n6gSIN9HNnKztESoJARLf9imp2xUkzeitZWxkq0/ItpdgqkxeStaG31/B4UrfmcPckEYpZBiqxM1PrEIeJo2Kreu3dvwYFJ1i32yBStW7euyhDVDWJl9+7d5cADD1QC6axZs9TB5Gi33XabNG7cWI4//niVQQrhFNvZMSbGgoAKQfXBBx9U/bFd/4gjjlD/nU8gxcFNyFLVbdmyZfLAAw/ITz/9pOb97LPP1Jb73XbbTWXEwh5rw9zY1o+1Yju+Hwc/+RGqFEj9oGg3RvbBOhBD9RZpu2vj8jkP2/HkCU8PBtbT4gvV+9QiapBb7Z1mj2pqLNNgHD+BCKQQR2dm6s4IxFBkjTbpJLJ2hci8R0V+WJD57MiRFEmNPRV9RwoZ0fugWCxgrBSLp6K3k7ESvQ+KxQIKpMXiqejt9PQeFL35tIAEQiOALejYbo4t8GioF3reeeep7fOff/55ac3Ohx9+WAmRhTJIn3322VK7rQLpb7/9prbb77LLLlKrVi0lvur5ci00n0CKbfKnn3566SWwE9v2tbAK2yC0InMVwizEV33gFC6CQHrLLbcoERXXYt3oG3WjQBq0B6z1GqM4ZMmv9XGbvSeSnh4M7LJHrZbpep8mtUGdrshN9qieg/FjTNt3gdQqjkIYRaZodkNmKURSiKcnjDe2lR2jJUAhI1r+xTQ7Y6WYvBWtrYyVaPkX0+wUSIvJW9Ha6uk9KFrTOTsJhEYAQiQEQ4iZ1obMUGRg1qhRo1QgXbp0qTrU6IYbblAHNM2ZM0fV+0QtUV2DNJ9Air44WEkf2mS3QFOBFBmpl19+uey9994yb948td0f64Hoed111ykxFmUAUIN0zZo1goxT1CBFHdV3331XZbJOnDhRqlWrZmdSoJ9TIA0Sr1VQgjjaf1Y0hyz5sUbrFm6eZu+YqOsHAx1DdqfFa4tMT5d3vALLyfVuMlTdZp66sbPIr/FVILVuq88njmpeWiTdsYXIEaOKnGI6zKeQkQ4/+7FKxoofFNMxBmMlHX72Y5UUSP2gmI4xXL8HpQMPV0kCisCECRPUye7IwrS2F198UQmI+HMtKOLzt956S/0/trojAxS1SiGWomGLfT6BFOLlP//5T6levbra3r777rurTE/8O1czFUhffvllVVMUp9u3aNFC8HcEtvxDIEXWKrbxY2401Bvdcccdy6wHYmrlypWNhdugwoYCaVBkrYJiGAfnBLUO67jcZu+asusHAzeZl9pPfh6K5CV7VFPjafZG8eObQApx9J0JmcxQE9HTKqbuexIPbjLyVrSdKGREy7+YZmesFJO3orWVsRIt/2KanQJpMXkrWltdvwdFazZnJ4HEEVi5cqUMGzZMxowZIw0aNJBNmzbJ008/rbbv48/ZRCiQBhEFYZ8qHsQaco3pRqwLy7aYz+PqwcCtKBnEoUh+ZIDyNHujKPVNIJ3/qMgnj2S2zSMjtEZ9+/lxwv1LV2b6dRtvdo39qOwREAEKGQGBTeCwjJUEOjWgJTFWAgKbwGEpkCbQqQEtydV7UEC2cFgSSDOBL7/8Um6++Wa1jR9b8bHdffLkyeq/BwwYkGY0pWunQOp3GFhrjuY7cdzvOcMaj9vsXZN29WDgRZTUdUv9yCK1xrSX2qZ6PUm7L1xHRe4LfRFIdd1RN6fTc6u9zx4NbjgKGcGxTdrIjJWkeTS49TBWgmObtJEpkCbNo8Gtx9V7UHDmcGQSSDUB1CrF9vwqVapISUmJtGrVSs4++2ypWrVqqrnoxVMg9TMMICQ9OVBk8RyRpIpA3GbvKmJcPRhokdONKOmnmO1FqM2mpbfZs45t3jjyLJBat9bb1R3NZ8X0PplPeKq9q/s9rIsoZIRFuvjnYawUvw/DWgFjJSzSxT8PBdLi92FYK3D1HhSWcZyHBEiABCwEKJD6GQ6vXSvyyjWZg5iGZgrQJq4xC9CVSx0/GDg9nCmXVVpg9VID16/sUW0fBXbb+PEskH7zqsjbE72dSO/HGLYrZQevBGItZECoR8mGtT+JNOnEcg1ene3x+ljHise18XJ/CTBW/OWZ5NEokCbZu/6uzfF7kL/TczQSIAESMCZAgdQYlU1HnbEHcRTbmhsf4tfI8RuHWYCOfeL4wUCL7V4yka1ZpBDsEZtOm5/Zo5ibdWxtPeBJINVb6zGL1+xPvdWeBzbZ+iyqDrEVMnT9WyuYgwaKNOkcFarUzxvbWEm9Z+IHgLESP5/E1SIKpHH1TPzscvweFL8l0CISIIGUEKBA6oejrVl2XrL1/LAljDH8rG8Zhr0xmMPxg4GX7fXW9epx3Aitbg+JKsSbGci20ehJIH1nosjXr5qdWm9nifXAplMfsuvNzyMgEEshwxo3KPGAOrg4LMwP0T4CxkmZMpaxkhS4CVsHYyVhDg1wORRIA4SbsKEdvwclbP1cDgmQQPEQoEDqh6/SsLXeyokil+OocfRg4Mf2em2hF5FTZ3s2Plik/yzHa857ATOQC7J0LZB6OZgpn0U6i9RtLVP/ooYj5SAQOyEDMYiYWfOjiDXz2JpR2m08t9tHEM2xi5UIGHBKMwKMFTNO7CVCgZRRYErA0XuQ6aDsRwIkQAIBEKBA6hWqVcxK+tZ6Kystcrnduu2Ve5Fd7+jBwI/t9VY+boTOIONa1yHF/YLMVrYyBFwLpEGImdZsQApbsYvU2AkZhTKYg4jP2HkkvgbFLlbiiyr1ljFWUh8CxgAokBqjSn1HR+9BqadFACRAAlESoEDqlb6XLcxe547yei26UeQy8oKjBwO/ttdbLXMqSgYZ16xDWjBmXAmkWsjEduYjRvmboadFL2aRGt3rYXaKlZBhl8FsrY9LsT3MMFFzxSpWQl89J3RCgLHihFa6+1IgTbf/naze0XuQk4HZlwRIIDACTzzxhDz++OOy7bbbysSJE6VixYpGc82YMUM2bNggp59+ulH/uHWiQOrVI8ikxOE32ILs5hAcr/NHdb3fh/dEtY6Q5jV+MLAe9oXsXL+a9cCm/s8UPkRM+xbx7KcNei0s0eC/QBpkdp6fBz/5Fc8cJ36il4mQbtKHvg2EAEWvQLAmclDGSiLdGsiiKJAGgjWRgxq/ByVy9VwUCTgj8PHHH8uUKVPkyy+/VKJkq1at5JxzzpHddjM7cPn999+Xli1bSvXq1fNO/PTTT8uTTz4py5cvVwLowQcfLH//+9+lRo0a6pp169bJGWecIffdd58aJ1scve222+SFF16QKlWqqH9at24tAwcOlDp16ggFUmf+Tl5vCKRpOJgpl+d0VqKd4JY8rztekfGDgd/b662W6qzQQsKntWZpkNnBrEOaN4YcZ5Bas0dPGO84No0u8PPwJ6MJ2cmEQGyEDFMRnQd/mbg1kD6xiZVAVsdB/STAWPGTZrLHokCabP/6uTrj9yA/J+VYJFCEBBYuXCiXXXaZDB48WA466CApKSlRQuSDDz6osji33377gqvasmWLXHDBBTJmzBipXbt2zr6PPPKIPPfcc/Kvf/1L9txzT1m1apXce++98v3338uNN96oxNDFixfLtddeK3fccUfOMSCQ7rrrrtK9e3dZv3693HnnnUpUvfTSSymQFmHc+WvyxINEBr7t75jFMhq3Sht7yvjBIIjt9flE0uyauVZx1M2p98Y0RITiun8Cqc4ePWigSJPOTrzgrO/0Ppn+R44UabCPs2vZOxACsREyvnlV5O2JIju2yJR4KNTCitdAiBfvoLGJleJFmBrLGSupcbXnhVIg9YwwNQMYvwelhggXSgK5CYwYMUJlY5544ollOtx8882y3XbbqSzPe+65R4mfJ510kuoDYXPUqFHqzyFUYmv87rvvrvrfcMMNZcbZtGmTum7s2LFKHNVt8+bNamxkgdavX19uvfVW+eKLL1TWap8+faRTp05lxrEKpPhgwYIF6hoIqtYM0l9//VXNtWTJEiX2nnDCCXLyySersYYPHy7t27eXd955R/AdgUxVCKywGw2i8IsvviiwrVu3btKjR49QwoZb7EPBnNBJrNu2R69O6CL9WZbRg4Gfp9cXMluLsOiD7Ge0X5aIYOs7WtDiKObQ4npas68L+MdRBmkYzKMcAwAAIABJREFU2aPaVn0SuYkI5s9tw1FsCMRGyNCip4l4rsVU1rQNNb5jEyuhrpqTuSHAWHFDLZ3XUCBNp9/drNroPcjNwLyGBDwSeOLLJ2TZmmUeR3F+eY9mPWTnGjuXuxAZmePHj5dddtmlzGdvvfWWPPTQQzJu3LiCAikuggAJoTRXBulXX32lREiMld2QoVqtWjUZMGCAoB+ySSdMmJBzcVaBdOXKlUoYRXbrueeeW0YghbgJ8RRb/n/55Rc588wzVfkAbMWHQFq5cmW54oorVNYqxsAW/379+slrr70mKANw9dVXC0RdZMVefPHF0rx5c+ewHV5BgdQhMHbPIqDFtiC3YycAutGDQZDb67MZ6rmsf46t9236inQaFjxx1iHNy9iRQBp2Nt5T54us+VEk6GzV4CMwETPEQsiwHs5kWuJBZyPzsKbQ4jAWsRLaajmRFwKMFS/00nUtBdJ0+dvLao3eg7xMwGtJwCWBM547Q/634n8ur3Z/2ZRjpsj+O+5fZgBsjz/qqKNUbVBdC1R3wNb766+/XiZPnuxJIEV9UwihubbOI/Pzhx9+kCFDhhgJpMjuhKAKIRY1TPv27avqkRaqQYqxzz//fGnWrJkSSI855pjS7NRXX31VZZMOGzZMZcQeffTR0qFDB4Xg/vvvV5mk/fv3dw/d8EoKpIag2C0PAR7WZBQaRg8GQW+vz7YUGasfT8/8ae1dMwc3hXnQGOuQ5owdY4E0zOxRbanO/sP/n1r+l0ejm4GdfCMQCyFDZxY7yQgNW9j3jXjxDhSLWClefKmynLGSKnd7WiwFUk/4UnWx0XtQqohwsXEhkPQM0nnz5qmMUbQjjjhCjj/+eFcZpLgOrUGDBjJp0iTJ3mJv9adVIF22bJk88MAD8tNPP0mFChXks88+K93eD4EU2/dRUgDt9ddfV/+gzMB5552naqNWrVpVfbZhwwYlwqIEQNCNAmnQhNMwPutJ2nrZ9sEgrO31tpaG2EHHzdB54QqzIS7RzVTGAqkWmfY9SaRl2To1buY1viaqeY0NTE/HWAgZTrbXa9dwm33oQRqLWAl91ZzQDQHGihtq6byGAmk6/e5m1bbvQW4G5TUkkEACEAfbtGkjvXr1KrM6bK2vWbOmnHXWWepAJZw8D3ER7dNPPxXUKEUNUrRTTjlFZYjm2mKP7eq9e/eW6667Tpo2bVo6B7Izzz77bCVAHnDAAUYZpPqQpmw3WAVSCJ09e/ZU4izaoEGDZOjQoar+KQRSlAPYb7/91GdWgXTkyJHStWtXadeuXehepkAaOvIETpjw7dLfr/le3lv+nrz/w/sy4sARUr1ydcdOtH0wCHN7vWPrA7pA1yFleYYygI0E0iiyR7WV1pPIuUU6oJvDbNjIhQwvcai32TMT2czZHntFHise7efl4RFgrITHuthnokBa7B4Mz37b96DwTOFMJBBrAthKf/nll6tt7jjACAcbvfTSSzJt2jRVD7RevXoye/Zseffdd1U/NIinyBTVAinqgA4ePFjV/czVcIo9xvj3v/+tRFIcpHTfffepg5RwqBMyPZ3UIC0kkGLbPezce++9lY2XXHKJ3HLLLbYCKWqQPvXUUzJ69Gh1aBNshIiL2qVBNwqkQRNOy/h6u3T/ZzJbtRPUnvzySbn8zcwXUNud2srkoyc7Xp3tg0HY2+sdryCACxIurLslZiSQ6qw9J9ua3RqU6zo9Pw9s8pOq47EiFzLcbK/Xq+Q2e8f+9nJB5LHixXheGyoBxkqouIt6MgqkRe2+UI23fQ8K1RpORgLxJvDRRx+pg4wgUlaqVEkJnRA9kbGJhu/ea665RlasWKGySjt27KjExLvvvlt9/sYbbygxFcLiXXfdlXOxOAAJp91jjG222UYOOeQQlZ2qa5/6JZC+/PLLaks+Ml5btGihbMdBVHYZpDD6sccek5kzZ8r69eulVq1aSlzFdUE3CqRBE07L+DobsPHBIv1n2a66ZEuJrNm4RmpXrW3bN+oOA2YPUBmkukEghVDqpBV8MEjj9noNj3VIy4WRrUDqJWvPSdDa9dUZgCYnl9uNxc9dEYhcyHCzvV6vlNvsXfnc7UWRx4pbw3ld6AQYK6EjL9oJKZAWretCN5wCaejIOSEJkIBLAhRIXYLjZTkIOMgi1aJjw5oNZXav2bHFie31xzx2jMDO7k27y4SPJki3pt1kTMcxjmwu+GCgt9cbisuOJo57Z9YhdS6QRp09mi1w1awvYnp6edzjscjsi1TI8CrUr/1RZOb5GeLcZh945EUaK4GvjhP4SYCx4ifNZI9FgTTZ/vVzdRRI/aTJsUiABIIkQIE0SLppG9tQ6EM2JgRS3a7qeJUSH+PYJn48sVQU7bZHt1K7550xz5G5BR8M0ri9XtNjHVJnAqkWleIiSsZFrHV0Nyanc6RChpft9doFT50vsuZHEdayDTwoI42VwFfHCfwkwFjxk2ayx6JAmmz/+rk6CqR+0uRYJEACQRKgQBok3TSOrTMCDxsu0mlYTgI6exTb1CGWusnIDAuttlWLuEc/drQsXbNUnu/1vDSq2cjYjLwPBmneXg96rEPqTCCNmyBpPbCJW+2Nvw/86hipkOFle70G8M5Eka9fFTlooEiTzn5h4Tg5CEQaK/RIURFgrBSVuyI1lgJppPiLanIKpEXlLhpLAqkmEEuBFCdUoRgrCsZWrFgx1Q4qusUvfkNkSteM2XkObGp1Xyv1MURGbF9Hc5qRGRYXLZDquqMj3hwhM7+cKU6zXvM+GBhm3Ya13tDn0QJpGssL5IGdtwZp3LJHtf06kzAuWa2hB3F0E0YmZPgVi6xDGlrwRBYroa2QE/lFgLHiF8nkj0OBNPk+9muFFEj9IslxSIAEgiYQC4F0w4YN8vrrr8tbb70lCxYskJUrV8qWLVvU2uvUqaNOvGrfvr0cfvjhUq1ataCZcHyvBPSW8Tq7iQwtuxXdWtMTtUfdZmR6NdHk+mxbcY0+0d5p1mveB4M0b6/XTuBBTWXCMa9AGrfsUavVPNXe5CvF9z6RCRlaFN+xhcgRo7ytSx/2xTqk3jjaXB1ZrAS6Kg4eBAHGShBUkzkmBdJk+jWIVVEgDYIqxyQBEgiCQOQC6csvvywTJ06U2rVrS8eOHWXvvfeWBg0aSI0aNWTdunXy448/yqeffipvvvmmrFq1SgYNGiRHHHFEECw4pp8E8oikuv4ottcjK9NtRqafpuYbS9tqPUjKV4E07dvrNXhdlqH7BJHWfcNwbaznyCmQej0QJ+gVWw/c8UM0C9rehIwfmZDhx/Z67QNdh5QlGgKNyshiJdBVcfAgCDBWgqCazDEpkCbTr0GsigJpEFQ5JgmQQBAEIhdIBw8eLOeee660bNnSdn3z58+Xu+66S2699VbbvuwQMQGIf08OFFk8RwSZpBC/Gh8i+tCjQa0HycD9BrrOyAxjdVoM1WKunlOXCHBSFiDng4HeXg9REHzS2vRBTQXq1qYJTU6BNM7Zo9o51nqkf+ks0n5gmtwWyVojETL82l6viek6pPueJNLyxEg4pmHSSGIlDWATuEbGSgKdGtCSKJAGBDaBw1IgTaBTuSQSSCiByAVSbKWvUKFCQvGmfFlWkRQoDhsuA37/Qh3MpGt6ZmeUxolYtpirbXNTFiDngwG312eQFtFBTS98+4LUqVZH2u3ULrBQLSeQxj171ErCKpIykzSwGNEDRyJk6LqhfvmXdUgDjxNMEEmshLIyTuI3AcaK30STOx4F0uT61u+VUSD1myjHIwESCIpA5AKpdWFLliyRr7/+Wm2tz25dunQJigHHDZqAzpQUkaN3bShLK1cucwq8m4zMoE3G+Nkn2Os58/15IZvKPRjow6xy1GkNY22xm6MI6pDqchBg5/SQLie8ywmkOnu0WE76toqkOLgJ2aTMDHQSAsZ9IxEygohH1iE19rnbjpHEiltjeV2kBBgrkeIvqskpkBaVuyI1lgJppPg5OQmQgAMCsRFIH3nkEZkyZYo0adIk50FMN954o4NlsWvsCKxaIkundZOjt9skDTdtktlNzxDpNEyZ6SYjM4z1ZZ9gr+d0Uze13IMBt5WXdaGuQ4pDvSAax6xZD+xaumapss5JiQUnyykjkOrsumI7IR7bsN+ZIPLDgszStVDapJNIjfpOcLBvAQKhCxnWWrN+Hqqk65AWy48ARRiVocdKETKiyRkCjBVGgikBCqSmpNiPAiljgARIoFgIxEYgPfXUU+X666+XRo0ahcJu0qRJMmfOHLn33nvVfKtXr5axY8fKZ599JnXq1JGLLrqotC5qoc9CMTYhk5SKTBBIv1sq0vhgkf6zYntQUz7h1s1BTWUeDPThTPBr/2dUbdbUNy0Yx/SgJl1uoVvTbqpEBETSoLJISwXSjatFkK235keRYhWOkE2KGpNYg24QS1udKNKkc+rD3iuA0IUMnR3s1/Z6DUDXIWXtWq8hkff60GMlsJVw4KAJMFaCJpyc8SmQJseXQa+EAmnQhDk+CZCAXwRiI5D269dPpk6d6te6Co7z+eefq2zV5cuXlwqk1157rey0005y+umnCz4fM2aMTJ48WWWzFvosFIMTMklpvdHqO8rkhe9lVlVnNxlRf3uZuennwAQnN/isGYOze80uM4RngVTX3NwqELuxLwnX/L7pd+k2s5t0b9pdBm6pJQKRNKYHVlmziREbl795uUAsHdNxjO+uKBVIv39L5O2JmezLE8b7Pk+oAyLz8JvXRD555M9pKZR6dkHoQobeXu/3gUqsQ+o5FuwGCD1W7Azi57ElwFiJrWtiZxgF0ti5JLYGUSCNrWtoGAmQQBaB2Aikl19+uZx00kmy7777Buok/GU+dOhQGTJkiFxzzTVKIN28ebP07NlTZsyYIdWrV1fzjxo1So499lhp165d3s/at28fqK1OBodo89RXT8mEjyYEJtw4sSdXX2sW3ph9zik95X5mzRpKJA1KcHJjdyGBVH+GcU23WZd5MAj4cCYdC83qNJMjdz/SzfJDuUaLjphMZWNOOyMz7+jVocxvOkmuWAiybi5iZd2Kb6XKcxdmTDxypEiDfUzNjX+/+Y8WtVC6WTbLd79+J7vX2j1y1qEKGdbt9UHEJOuQBhpPocZKoCvh4EETYKwETTg541MgTY4vg14JBdKgCXN8EiABvwjERiD9/vvvZeDAgbL33ntL/fr1pWLFimXWePHFF/uy5rvvvluNf9hhhymhFALpTz/9pP572rRppXPcc889UqtWLTn88MPzfta7d29fbPJjEJ2dqcfSp8T7MbZfY+Q8Ff61a2Xme7dmBNI1a2XMxhoibfqK7N4x0q3nZbJd9zpTZPV3ZWxyKpCVPhj88L7IlK6ZOpuot+lzg5gH4VHXyYxjHGDJ2fGKP5v3i4ig/EDM6pCWxsJObQU80YKsm4tY+eO1W6Ti4tdF/N7K7HO8eRoul1Aa8wOdfv79Zxn11ii17HrV68mVHa70hMDrxaEKGXp7fVAZzaxD6jUcCl4faqwEuhIOHjQBxkrQhJMzPgXS5Pgy6JVQIA2aMMcnARLwi0BsBNIrr7xSFi9eLPvvv3/OQ5r+/ve/e17zwoULlSCKWqO//vprqUAKcXbkyJGCuqS6Ybs/MkuPPPLIvJ+dccYZgi/8OLQr3r1CnvnmmVJTujbpKqPaZV7k49L+8co/5IMVH8gdh90h+zfYv9SsZUvnyglvnJ85vAm1Sbe2LbV3FfyzefeOUtKyj/rvMFqF1d/JrI8nyqhlL2ZE2x9/LmPTxuPGSddPxsqytctkZteZ0rBGQ1uzNm3aJFu2bJEaj/SWikvekpJWJwvG8buBLzjrBs7gHbd296d3y13z7xLEKWwGy0nrqkm7HxYpLuATl6ZtPaflOXL2Pmcrs/T9NrLdSDm+yfG+mlry8zey+ZmLRWrsIJs6j5At2+7g6/hxG6zigselEsTgtT+VmlayT0/Z0vjQ2K399k9uly9Xf1lq5yl7niLtdmwXGVL8HYXvlUqVKgVuQ6X37lKiPXyzuUVP3+fT429ufKiUtD3H9/HTPmCYsZJ21sW+fsZKsXswPPsRKyhFVqVKlfAm5UxFSUC/BzFWitJ9oRutd/SGPjEnJAERiY1AeuKJJ8r9998v2267bSCO2bBhg1x44YWCrfyoNYqDl3QG6c8//yznnXee2mKv28SJE6VevXpKIM33WZ8+fWTdunWB2Ot00O7Pdlci04ROE2TQa4PU5XNPmut0mED7wy6IYbDRKpBi0gMfOVDN/b9GmazcKnNuKGcLBNJNrfrIxg7+ZBPnWizE0eozesnECr/KxLq1VW3Mc2ruI1vq7CqV5z0k+Bztsqat5amSlXJ528ula+OuttzwYIBrt5vUQQm968991/YaNx2ufO9KmbV4lhLyIOyhPdHlCSMR1818bq+xxsKHP32obNVi9KaWfWRDl1vcDu37dVamf2+R+aHmmcXPyFXvXSXHNT5ORrYd6euc1R7sKes2VZSS3Q+RTQdkBNk0tIo/LpSK386RSt++UbrcLfWby8YDzo6FULryj5Xyn/f/I/Wq1ZOjdjtKZiyaof77sgMui8w9JSUlau6gBdIK636Sqs9dpObaeOhw2Vy/ue9rht8rv3936uLed5B5BgwrVsJaD+cJjgBjJTi2SRsZsbLNNttI5cqVk7Y0rsdnAngPQmOs+Aw2ocMFpQclFBeX5TOB2AikyMa87777fF7en8PNmzdPhg8fXvrFjKyb9evXK0H2zjvvVNv7IdDWrFlTXXTZZZdJly5dpEOHDtKrV6+cn3Xs2DEwe50MrLcAN6zZUHCgUJDbf53Yld23kF05P8N268VvZLa3v3LNn8Nhezq24Xca5sWcstdiro+nl86jDo6qWaP8wVGvXav65P08j0XINK46vYfKHg3yICK99R9bwWd+NVNmfjkzVodfAU92Tc/SQ68qby9jFn2YIRijOqTWA5ra7tRWmadtxv/rbfe+BOPWA7x+a9pNpNvtvgxZdIPkOtDJ70OBXEB59ptnBf8cuPOB0q95Pxn51khZ+ftKGdJmiDSr28zFiN4vCW0rbNDb6zUK1iH1HhR5RggtVgJbAQcOiwBjJSzSxT8Pt9gXvw/DWgG32IdFmvOQAAl4JRAbgVRnb0KMDCP93ppBCog33XST1K1bVyDU4hR7bLmHYAsBtdBnXh3gx/XZYs2IN0fEUhgrVLczlwhVjg3EyQ8fyNSpRINQ2n2C91qlGO/Va0UgTm0VXwf8/oWqk5mzhufiN2Tmo30ydVN3aCNjjrvf1o0bvvivVJ3eMzN+/1mZf/vc8gqPAZ227tb8XDU9S2MjhnVI88Wt0zq0trwQhzjAa9US+eX4KVJ5z/gesGW7Fj86ZAulEddjHfe/cbJo1aJSQXTqwqkyd9ncUsHUjyU7HSM0IeOdiSJfvyoStFD93ytEflggctBAkSadneJg/wIEQosVeqHoCTBWit6FoS2AAmloqIt+IgqkRe9CLoAEUkMgNgLppZdeKu+9954SR7G1PVskRe1QP1u2QLpmzRq57rrrZP78+SqL9IILLpADDjhATVnoMz9tcjtW9uFHpRl5MRLGCp0Kj3U7EnWRVfrkoD+F0sOGu88mtYhSVsHVTrAtZYwapTWaZ0TPfG3VEtn8+LmZ7FEvttoESEHh8Qz/D4TyK14xjs4gnl3pL9Lwy1czwnfrvm6n8O26QnHre6b21uxRlGBYefprUrVqVd/WUdQD6exFLCJCkfT8l89XGMcfPl79+51l78i0hZmD/fSfhc05FCEj6NPrrdD0wV04rKv9wLBxJnq+UGLFT4KIuxr1/RyRYxkSKLpYMVwXu/lPgAKp/0yTOiIF0qR6lusigeQRiI1A+s477xSk2759++TR92lF2WJeLqHMp6lcD2MnkOY84d5utq3b3VU3N9mk2ddbMjvtxK/Ssgb6YKnGB+cXSbfOA+GrwoXz7Vbl+vNcDO3W4XoyDxfmEsP1n42p2UK6zXs+0DIETkwvdC85EvXtJoVQf0sr1WvDqY/Lb9u3pkBqZWYV6SIQSfXp9dkn12vR9IoOV8j21be387Lvn5cTMsAJgjIOvGrQXLY0aCGDXx4ssBtlAVyVAghrez3ofPOqyNsTIxXCfXdSTAYsCtEL8Tvv0UwMr/kxQ65mfREI5k06UTANKZaKIlZCYsFpChOgQMoIMSVAgdSUFPuRAAlETSBygRRfmE5OKnPaP2rAYcyfSwTzffuvx4XYibaus16tGaCw0SRDM6veaK5rTPiV9vmmwJZ/iziKg4eq7RXctulcWa86Nq7qeJV0b9rdoxf9ubxQTc9uyHp+8bbMRDGoQ2oikA5qPUgG7ucx2w0Z0cggbXyw/H7yY7J27VoKpNnhFqFIuuiXRTLuw3HSrE4zGfLXIaWW6W32pzU/TdrvHP6PeKVCxsbVIu9MyGxPt7Rx9WrLIksmsqtMV73tPejt9dpuXYe023gKYv585apRYi16aWEUZRx0gzCqRVL9Zyy94GNE5B8q1rESCgFOYkqAAqkpKfajQMoYIAESKBYCkQukp512mqr72blz54K1R3EK/auvvqoOS5o2LbOtka38gTeaSdwyB+0EULvPbX2dnQ3aeVj5LdrZwmiew57ssl3LMT7iLmn00hiRxXMyH2FreN3dRL55I/NndXaTTa36yMYOF6vTPoNq2ufWuqm+Zjn6ZHiu2Czj//dmZsonDJ0XSK1WJ8solNnsOWa1ITp7dGsW9O87taVAms9J1u32R44UabCPE3e67qsPaOrSpIvgH92yD25yPYHLC/FyChGpynMXZkaAqAQmNevLos+elHH16ki9khLZvqRECaX6gCnj6bQojXFPyJQWCLyxDmkgiGMpemXXGdbZog2a/3lvZ/ehSBpIfFgHjWWsBL5qTuCGAAVSN9TSeQ0F0nT6nasmgWIkELlA+tlnn8mtt94qy5cvl7Zt28pee+0lDRo0UIcjrVu3Tn788UdBn3fffVfq168vF154oTRv3rwYWQdic74Mt7gJY3Zb6Eu3rNdsKLN7zXbHKrs2KQSnxodkxlr17Z8CJv4fIiZE1ByHJTkWSHs9L41qNhKxirR6BVtF2N8PHCpbtmwJTCDVNmPaeZZ6o76JeO48Uu6qQmxLM3JrH5LJpoSPUIs0wlboPrLLijY2W2ePbl0vHiKZQVqAXgQiafYBTdo6XYc0O7PU2PceO25ctVSqvPafzJb6rLqdpaLumrXSbMNGJZaiOcoijWLLu56TdUg9RkfZy2MnekH4hBiOLFGTbfQR3Pe+OqCIBotdrBQRu7SZSoE0bR53v14KpO7Z8UoSIIFwCUQukOrlLliwQN58801ZuHChEkUhjiLbbvvtt5e9995bUIO0TZs24dIpgtnsBFJftv/6wEELTYXsMdnWbmRK9mn31osMapWaCl85xTOdpYo5a+9amsUa9INBPuHRdC1GXH3oVMie0oOamp4hDV+8Sm03L3j4lQ/22A1hd1iX55jNyh6FoE+B1M4rkhFWsJ08pHqkI98aKSt/Xym5ao1mH95kYL1vXba8OFoq/LgwJwct6g7d5W/S9P3pMrJ+PVlZqZIMaTPErBYpBCy9bT/EbN3SOqSgdOpDvrFK+0CxEr30YVxwCsRRHMhlkg1OkTSUMI5VrISyYk7ilgAFUrfk0ndd0O9B6SPKFZMACQRFIDYCaVALTPq4+TIz45Y5aCc0wU+exaZsZ0N8Qlapboanopuyc5KlG/SDQSHh0XeuHm4qzbbtTm0FpQCsrUyJgDu21mqNeJu9XakKu89tUWVlj6I/BVJbapkOT52fyT4LuDZmvgOatJWFxFPDlbjrpjMta+wgcuToMvU6y9m84lOZ+t7NMneb6ubb7PX4YW6v1yS0b1mH1F1s5LgqFqJX9nZ5N/duyD+O+OaAIhooFrFSRLzSbCoF0jR739nag34PcmYNe5MACZBAfgIUSIs8OvJlZhYSoqJYsolA6lls8mlhduUA9DSmQqoWvYLcYl/IlrhwBYdCbMsIzvNfyGyzxxZ7Q2G7oPshlqPMAv5tLb1gEzN24rJJXOedIkf2qN8C6fpN62WbysHVvfXjloPAiBPgT2txmrOT4K3ZZAEKaXYCaSQHNVkOrNp0wNlSec+yh7/lOlRq7pfPyNQlzyuXjW9pk7FnzR6NoubjOxNFcGBPFHPbBDXiYdqCabJo1SKJ6nAuN/dd5KJXri31LU90s5Q/fxyJYXy4W1C8roo8VuKFg9YUIECBlOFhSoACqSkp9iMBEoiaAAXSqD3gcf58Ak2+mpQep3N9uYlI50lscm1Z+QuLUSAtZHOuw5t8xOVoqEJZt3oN6iT7Gs1FkF3ptQ4pRMhXr82IrdnNptyCSS1aJ1nE5ea3nFxvLSXgRwYpRBxssca2cMcH8zjyqLfOuk4mRqlXvZ5c2eFKZwOGkE2W7wR7baiuQxoq563ZnVvqN5eNnS6VqpaT6mFXvkOldDmAK9dVknpdx+VnHWX2KKyKcR1SLYhreMYlC5xFtu+9IxW9rD9mICP5iFFlMp4dL9Y6HsswOMZnd0GksWJnHD+PFQEKpLFyR6yNoUAaa/fQOBIgAQsBCqRFHg6FREW77Lcwl24ikHoSm3xcjKkdTup7Bv1goOPgqo5XSfem3cvQMF2PjwjzDlUoXstlwY6unRnHzTZ7XQv2lWsyY+jDuHBoV64Du3IcBmUikJYRdTuOMUeos0dxRf9n/jxMzKct9rr+ZJxFHGtmJoRcNFdi0/Q+mWUGVCczn9io2YZ+UJM1e7TzpbJ5h+blBNJ8h0ppca/f6t/kwErb5T6Z3prpF2WGnvZrjAQwa8wi6xlZpKEK4+bfMOV6Lv9tuUz4ZIKs/GOlhHaoWPaWej9rBusfR9xs0/fAMQ2XUiBNg5f9WSMFUn84pmGUoN+D0sCQayQBEgiHQOwE0k2bNsnKlSvVSfZs9gQKiaB1xr0oAAAgAElEQVQmoqT9DP70MBFr4yLkmWayOsnSDfrBoJDNphmx/ni68CiF7CwnOOsMy8OGi3QaZm4e6s7iWr2dvk3f8tdnC6g5DoQyEcCdlFkoswBktMLGHPN6zSC1ijhdmnSRaQunxVLEsWZmQmRybWfA2Y5aVARL/JOrhXpQk+Vk+Y2HXioo3ZGdQarromYLzqXZrut/F4ik6oAcazafdWu9n2KW+d37Z09dhzRKkTbLbi2Wa1FU+z3X4V1ulhzUNSqj/INxShzVLXCR1BpL+pR6t1vqc4EJqcRGUD6JYlxreQjMn+87jQJpFN4pzjkpkBan36KwOuj3oCjWxDlJgASSSSA2Aulvv/0mt956q7z++uuK9OzZs9W/X3rpJVm6dKmcfvrpyfSAh1XZZbgVyir0MK3jS+3s1AO6zsZzbFHhC0wFUoxiIvyiX9APBoXEcNcins9cTXiV4alFRFw4erWZNa9dK6KzRiE+dp/4Z/ZorhGsmZxZYqUJNy2iNqzZUGb3ynxn2TbMOeW4jICblT2qY2Xt2rXlRC/bcbd2KBYRR2c56pd0TyJjgNlk+bIxrf4I9aAmvdYjR8rGunuWE0gL1Uwtk+36yyqRHxZkRNK/dBbBYU/zHs0cfOXHNmjTgM3XL4bb7LNjQYvncc8i1X6vV62eDNl/SGn5jUBqqGZnjSKWWp0o0qSz14gof32A973/xkY7YrY4qq3JlbVPgTRaXxXT7BRIi8lb0doa9HtQtKvj7CRAAkkiEBuBdOzYsfLHH38oIXTQoEHy7LPPKs7ffPONjBgxQh54IEcNwSR5wsVa7ITHuGRk2tmpl24iSLnA5PgSJ5m3pn2DfjAoJNSaZEI6huTiApM4KMfzllYZIdHusKbsjFAnWad5RFLTzFtTkbwUmRZ+se0f5QOymtcM0nwiTiBiiIs40JdkZznmy3o0miLAbDITgTS0g5r0OreeLJ9LyLCrmVoqRB84SuSdCRmR1NoiEkch4KBh67pqllICEoNt9rmE51Lh0U39XKPA9qeTjuFBrQZJi/otRMcIRh9/+Hjvk8BXiM0fFmYO19It6O3vrEVq7LvsWLXGQLZISoHUGGvqO1IgTX0IGAMI+j3I2BB2JAESIAEbArERSHv27Cn33nuv1K5dW7p06VIqkCKztHfv3vLcc8/F0pmT5k+Ss1qeFYltdsJXXDIy7ezU8Ez7BQ3bVPSEHaYHIAX5YGAiPDoW8QKAbGJnOfY2YqIy0yqOQnTMtaXebj3Ylj+la6bX1qxO0x8YnMSLsvXJgSKL5+TMHsX0XgRSLeJYhY9IDhGy4Z1LbDLZyl5wWJ1NhmzI9gPtPG78uck2as+2m1qTlTHnRiAtl+2qM/5++FRkx31E/NwGbbouEZXViJqeaKVb1vU2+4Dqyzowr1RUzN6abhIfTubxu2/pvVatnoxoO6I0M13zdv3DST5RFAJ7g31E/nJo5t9BN31PxKgUQ9BLdjq+9dA+qxiaLwOaAqlTwuntT4E0Wb7Hczpao5qNfF9YkO9BvhvLAUmABFJNIDYCaY8ePeSee+6R7bffvoxA+sknn8jVV18tM2bMiKWjIDzNO6N8FlgYxtplXNp9HoaNmMNU+DQR0MKw2YmYaCqiBflgYLLN25GIFxBkkzjIyVNnkebKCrUKjjan0tsuK0skHfD5vSp2Jx89Wdru1Dbv5aYiuRrAQPD1IpDqrKDsE+E9bV+3Bee8Q64sR89CrjXj0CdBrdB2deuqPdtuglCvz5LhmUvIsDtUKrRsV5M1be2j+elLSkXIdyZmMhL9Er2toh4mA0tDQTgf1zjytKLXdrfdsa2c0uyUUoG0TLmFqpaXYZRaqLFV5LQOBHZrV4isWCgCMT1X5jH81KSTtxPqHcSN6hpwDWKn5sSxf76/F2Cr/rvBKpxSII2jF/23CX+/zV02V/AdgWcGlLtpv3N7RxNRIHWEK7ad8f711FdPyYSPJigbB7UeJAP38++HZowZ5HtQbMHSMBIggaIkEBuBdPz48fLDDz/I4MGDpX///vL444/L/PnzVV3Szp07y4ABA2IJGGLa872eD+TXNrsF220BNhGk7Obw43MnQq0TcdIP27LHcCrSxkkghYgHMS9Xi4NAahIHmmeZh7Mc2Z1qjdZanhBH+88qXG/UJGBQGxTZnY0PlgE772gkkJrGgJpej1+gZIAXgVSLIdlZbjpr0HW2mAk7B33yiU2ehdz5j4p88oiITwcMmQqkdtvaHaDJ39VyOJM6WElEcgkZdoJdKGKuwwVbsxlxWBeaEmw2bhB56crMaF632WM7NgRX1FjNbgbZh/kyLuPI07o8bfd5rc6TPWrvkRFIt2YNn78isx3+yh9XSr2SEmde05miOzbPZIpCVI2qxSjTOCoEhebNrvds7Zsri5QCaRy96K9NTmrSFpqZAqm/folqNP0+iXr6S9csVWbYJQc4tZUCqVNi7E8CJBAVgdgIpPhLdsqUKTJz5kxVixStSpUq0qtXLyWYVqpUKSpGBeeFoOf3XyKmC7UTSJ2csm46p5t+dnZaxyw2gdRE9MP6gnwwMLHBkYjnxskG15jEQd61ZB++hPkgZKL5JY7qNWzNWD1614aytHJl2x9ATNalhtZCb57ao3p6LwJpvq3eoW0BN4gDdMknNvly2JGPp587ET49i7t27CyHM+mty7mEDLuaqWUyB/86xG7WwD/PFqHLCTZ+bKHWwjlWYz2Uyloz0ybrOB9X3+t5+kjcyvbytpdnDvRCGYOtQvHU2tvJ3G2qS7/qu8qBtfbIzAwBGZmiuTJEIYLWaBDe9nlTFhEd6IUfesAYdXORfRfHZi27kutAplxlWSiQxtGT/tqkf6RE5uiQvw4pzSTFLE7qElMg9dcvUYxmTQwZ03GMvP/D+yqTtFvTboL/96sF8R4E24MoB+DXmjkOCZBAcRKIjUCq8W3atEllkpaUlMjOO++sRNI4Nwh6V3W8Sro37R66mSaiV9SCI6DkzArMQyvqTEenWbcm4iSWGsSDgUZoItCZxErQAWxiZ0GeVpEUxrqtN2q30K1CZqsmu6mediU0TGPAJHtUx4rbU+zziThxy3LLZ6dd9qOd69TnPh7Y5ISbL+JuvgVat9ef8OehOrmEDBM7AhdzjRyV6ZQt2JYTHHNkzhoPbz1RXQuj2Vvq9fgYNI9ImktEstpgwtzYZh87WgV+HNBU8dPHpNKCJzIz7NhC5u6+v0xd8rwcuPOB0q95Px9njmCo6X0yk3YbH0o2qxaY9EohkMZRJC20vV7bnv2DVSACqS5vsfan8MswRBCOcZ7S+sMJ7vtmdZspc93UJaZAGmdPm9mm3w+sgqh+d/Rzh6Tf70H6nQKrjCpRyYwwe5EACRQbgdgIpKg12qRJE9luu+3KMFy+fLmsXLlSWrRoEUu2UQqkA2YPsN0CHLXgCKc5EedM1hRkIDgVSE37+/1gYGVgwtdYxAsQrvZtoR8UbHliW/2qbzNWNj4kMGuXTusmR5d8LQ03bZLZZy0sOI+tzbjaMHsUXb1kkBYSauIkiuWzRYsOngUbnXXocau9XT1Pa2C4ebk0DmCdAZlVizNbyLAT8vR8cRL0cnErZ58Wv5zUls0WR1udKNKkc27kNvFiV2rBF2HfOBjMO1rj9+hff5NKnz6eudhyunzcD5kyXq3f9WoLTGy9z/BdhTqOaLkyNI3tD6ijyXdq9g9BvgukucpbWGIwoKVz2DwE8h3OpeMgu4Z5IZAUSIs7zLKzR3W9fZP3Cqcr9/M9SL/TWG3wU8x1ujb2JwESSBaB2Aikffv2lREjRkjz5s3LEP7qq69k9OjRMnXq1FiSh0Dq9zYE04WaiImODpAxndhhPxM79ZBB/KXsxFynQqJpzVI/Hwyy12PC1+m6nDAz7WtiJ8aKQ9ZzqV8hkB5xV0Ex1raUhfUgqQK1RzVHtwKpnYgTF1GskJ1OMjYLxp1PBzY5Eb6c9DW9Z0r75dhej8/yCaR2L7iB2upwcTouc52uXVoz16n4lS2OomarXY3MAnUs7Uot+Ba3DtnZdS/N1K7cSJr930eZ7lnCVKDCvp2Bfn5uzRz3Wq/Wxq7srOd8gpOfy3M7ll3JDT2u9UcrXwVS63cxfrDacZ9MnWg0vw5fcwsnhdfZlVzI9X1cCBMF0uIOIp2FmX2GQRDvDH69B1mfuXFeAZIU8E9U7+LFHQG0ngRIIBeB2AikxxxzjDqpvk6dOmXs/O2336R3797y3HPPxdKDUQqkJtmhUQuOcJqpMIa+Udtrsg08OxBNBD2/Hgxy3QQmfI2yHAO+w0zFehOeAZuqHrbAte3vv8vkZStERq8uOGVBmw1OrrcO7lYgtdtKGRdRrJDYZJoBaeR/q2DiJPPQMrgWF4bWaS1Nq9YpeOJ5YCJZnu31MDNbyLAT8vTSnGTGGrF22SmfWJ6TpWkWKXi9MyFTQxPb6k3EUdhf4DR0O16B+d4lV31ZqdixcpU027BRSlr0kEqtTy4zqkmGoUczwrvcj3q1BtbmEh3jmolrKnhZf0CrValWpl4tDvTy0nAvwieoa2sV5n34bvZiVpqvtatB7VTsp0Ba3NFU6P3B72dxv96DtHirRV39vA5P2JXEKm5v0XoSIIGwCMRGIO3Xr58MHDhQOnToUGbt7733nowbN06mTcucbBu3hr9ACp0eHqS9Jn95Oan/GZStJkKuntuNQOmn3W7mN1mfXw8GudZqMj+uM4kXP1lmj2Va08h0PUHaWk4gbd1XBNmfeVpem5E9ikOf0Po/Y1QWwKtAmn2CvTY5LkKInYjnaykALZhAKGs/MHPatknbKrKN2/i9LKpaVYZsFZiU4JZnnMBEsjzb67GMbIHU7uVXLz0wW03YWvoUioVycaA5wAeWOqxlpnQrjupB8mSRmhxy5mvcOuSYq3up+FxSok6pL9mnp5Q071FO9HKzrdYH84IZIoTDmvKJ+k6FpWAAlB3VbleBtbf1B7T9d9jfH4G00D1rrf0bcMZvGKyLZQ67jGKnfzdQIC0Wz5e3Uz/n4uT62b1ml+vg97O4H+9ByB6FqLt0zdIydUdNSngVr6doOQmQQNgEYiOQPv3003LvvffKSSedJM2aNZMKFSrIokWL5JFHHpHTTjtNevToETYbo/kg+uT7y8VoAJedTLd2B7FNwqnJToS5qO11k8Fq8hDhx4NBPu6mfE37OfWvSX/bbeiWQeLwoFMahzu0kTHvzcxYV0DgzPsr/JODRJBB2vhgkf6zTFC5rkFaLFludnb6XgrAiUhq3ZotIiPr15OVlSrJldu1knrL5mUyodByZKT6mv1qjZQ82+vRJVsgtWOrh3UinBgFrctOhezNGQeFaoVas9WcZI5abc9zIJSdqIAhfI9bl0z1ZaUZ5RBIdz5CNu7VLa/oFdfsR1cIAj6sKZ+oX+5wMVfG+3uR3Y9R1tmswtjJTU/2LpCalDnR9zPrkfrr+DyjmX7vO/mxhwJpKK4LZBKdEJJva7qb96FChvrxHpRP1I363TEQB3FQEiCByAjERiAFgbffflsee+wx+e6772Tz5s2yyy67KGH00EMPjQyQ3cRRiU52v/xpu+Pwl4YTRlHba7JdPTsmTB4i/HgwyBWLpkI5rjURcu3i3e3nTuw04enWDtPrymQSb6klAqETbeg8kTqZ0+2tLafN1q31EEdzXJfLHrcZpCZb6J28+JiyctrPzk67z53Op/rrF3H8d66X8SxhVGWK/qWznL/iVXX5+MO3nhyva2HmEeB851tgez3sciuQ4lrfbXXhmEL1L3PGgVV00afS19hB5IeFIl9nfOVoW30um3MIbCbblAOJWxdM1SVrf5RFr18j46ptEJ1RXqiupF5fac1Xt/PG4Tqn9Wod2mwi6sflsCbTH0w0Av2dcPMhN3sXSLUfCh2UZ91q3228fZ1gh75i97IETAVzJ3WJKZAWb5TZve/4/T7mx3tQvgQK66FN3GbvPSb1OxASwCYfPVka1WzkfVCOQAJFRCBWAmkRcSs11XTbsN9rM60padrPb/v0eE6EMVwTtb12Dwy5OJkIen48GOSa2wlfN2vzKy6c+NVNmQO/7NTjlLNhynEii+fkzQQt19+6td7gYCar/W4F0mLJcrOzM7BSAFaRFOIaDu2p0UBk7YpMvUrdcHBIqxPl50oVZdRbo6TcgUcFshh9zyIssL0e5maLXnZsrXHmu60ubsJC9ubd6mnNFLXOqQXTlie6sMRySQ6BzURMdro11ZuRBa7eWmbg2bWL5dmaNaRLky7qn0ICqUkJgcDs9XvggA9rchWzfq/RcDwn3wcYUn8njGg7QupVq+e+BqlJ9qheg/4+zXFgE+6pucvmSrO6zZTQj3+zuSeg40F/J+Qbycn3AQVS9/6I8kqTdwcnz+0ma/H6HmRnc5RJICbrL5Y+VrEZNkexS7ZYWNHO5BKIlUC6YcMGWbZsmaxbt64c8ezT7ePikqi+kLOLVOfjYfcXStAcnc7vtL/f9rsREU0EPa8PBvnW6eQBxkTI9ZunHs+JnX7/au1mTTlZoZYohM8c2+XL2LzPOX/WHbWpXZrLNrcCqYngFYcsN7uX9kCFJognEMD0VnntAIhrqE/6l0NL65Tm3Y5Y4OXfd74FttfDdC8Cqe+2urjRCm3ttt2yDPEYDb6E/5p08icDLUtg+3/2vgTKquJ4v1gGZpgBhmEfZQeNLCI7Au4aERX8ibsibtFAiGBiVhUUccui8g+KGndwQdQIKkJioiioCKgRFJEdwiYwbMMOw//UfdOPfnfuvV3dXX3fI3n3HA7K61td/XX1Ut+trqYeS6XmfzWASe+VclJ9bFHtRP7cTsM9YimKIHU65vS05yktcsmePASgxek8MgGAYgsUMp1NIYUg1Vzrf13MCVe2uRK6NexmTpCGpKoIVDeE0JbHv3gvUyJz4+o/7nookfBYp858kA6CFP2EqcumegEVeAfEkI5DuKH6r5enOl4vANA5AagCzdYPUvkR6fRxVG0/Wn6X06Hd2/teQDvx53s9WtqS1TOLgA0CGUOQzpkzBx588EFvEx90c+abb75p005n75oQahzKUEg5Fwucru6qBS1IHueCrKuvCeFNIfRsNwZh7dDBV8dmdHFTladgJGTolFXVa/p74LiWo0LxuPzpvwVAAhQAkh8sxK33+I8G5Ci+ZkqQUhzzTCLFksfWfZ1EISFM+zX5HpKc6Jjjg5GkAZc3RR5HDLnxXCfyRtkGxfF6fN9PelFIclGv7vFbpb6aBSj9TLFpzWppxSWCbUnhMTD2y7HJo+pRAtKmr1BKssux1faTCVJ8Pe2603qGVsrRZU3JvK65RTC61+hAXXTGIK0x5qV0+1QQY0iOIklqfIu94sNOhRaJ8uWENs4NSO6W7C3xop8R9yXbllSM5jeH5n/uTcp8K4NCtZ24CVIkcO6afZdHjopn6ElDsySppkVTfVcTnyhMFVs/SOgc1t+ZcCmxZjdkXHF/8FUm+GMZB1JWof8JBDKGIL3pppvguuuugz59+hxVwKfri5UO2cW5wOl2jg6BJ2SnU18TcpaygNhuDMJwp9Qt3tUpq9vPqvI69krNr6uq0+b30M0jkqRvDUkct8cHidLCpt4X1nNrHoTigwdhxs6qAJ2uBjjtt0YqmBCkVOdHJzLESHnFS1Q9qc6ZCx2FTGW+toALRljxVRyvRz39BKkObqy6GnRERpNNEsG25PizyQRpWskxObL5xEsr5M+NiiDF7vuvuqgJG+TgsiZKlHCm3GZPnWvloSva17p2axjaYagZQUr4sFNhuvDdaB+Es4iG7dG4Bww6YZDBjPO//YpyPfPBQ53L4iZIxT4Wj/1i5CiSpfhMHzg9myeRaOI6J/U4fVwbP0iObMScmBg57H/S6eMQoc/4YkG+j4lfnPENzSqYRUCBQMYQpHhT/cSJE4+6DkvXFyudRSudhKPJgpVOfU0WAspmw2ZjEDUodIhHk77gGpA6emKdJv3ApSvKUdrgzAcBPnggpcoOLRKXNy0YQL+QKUhnE4KU6vxQy3FiKcuiOu1U58yVnihXGWEZcDSUlXQkRGHJpBcVW4EZhaB0iS/FFtMa8VxOsE07ebBnC6q8fYhV2vQtzzvq5dJteTpsOemyCvlzVQTpf9VFTdgZDi5rUs4JmseT0z2+guoXRPnDfR42I0gJH3YC2y2its8eCWP/874XMSofqVem3HAJ5n+BbIrtys2kzmVxEqRBJJnwhcJuYv8v6Dr2JugEruj4mipFbfwgSuCEbB/Zi5pUvVHx9zCMhT8URkzr15R9I4tA5iOQMQTpzTffDI888gjk5+dnPmqShukincJu8gsCj3OB0+0cXWIM5VOPfujqoipPITrDZKgIPZuNQZTeOvjqbIpUWOn+rmuDKjx169ctT64fI0q3rQIobAbn/vMnXiSpbSSDS4IUcdCJMtTFTVWeQoqhDKpzpqrP5neSQ+mLIhUkJdYblkKApJMgXzG3Zv9xoa/YEKTptgUKvqyEMwl4qVA5YTOtUTOYBrtJBCmlTbpqkMoLUqrcXoLGmYogzYQxh+MHMcSLeSiEdCQ2Di5roub0zIRoXFNbTF7U1PVOaFSrEcn8UgoRPuwECi2PIi0p7gAjyzYEHqenXjKkpTTWu3FR4hUcP7aXvGlVHl9hqu0KjajzQZwEadDdC2Jfi3pnSTGaPen4DZw+ro0fRNU5XRcn05DP7FJheWnTFQiW2WhltftvRyBjCNJZs2bB1KlT4corr4Ti4mLIyclJwb6oqCgj+4Jz8dBpoA6JqEtO6eihKktd1GQ56dL3aCRIdbEiE3+qjtX8XcdeUbQyglOzfp3ipl+huXQ2IUh1nOF0RmdSCS+qc6bTr7plSToEkDAsBDQxCksmvajks4xDOm2Bgi/lSLNuv5LLlxM2/suOot6n2jdZB0pBmUzvOcTLp2tCkKZFd1/7BIkj/hlvLh/eeTgFheAyvtyW5oISb1LHi2jHNSdcAz0b97St1uh9nTVBrkCMyyvaXAF9mmimvDI5Xi9X/vLlMK2gBkwryA/M+StsFF+x+gAl6hTzrKxDw7YAZ43SwhyJfRxzdXPreheiZdpj8uGOOh/ERZBGHbHm2ntlWr+50kdnP069EJiiqw1BStU5awuUngguE4ZxungO85Zk38wiYI9AxhCkF154oXc5Sdjzj3/8w761DiSkKyqPulhgk01ISi6oTL486ZJ+XLra9KVqUbbZGES1T8cOUM7RQpDqtovLBlCOKVHOZbeuCVIKMcWJpyyL6rRTnTNXeqJccsSNL4qUSqKE6o4kA8rE29nPHhl4gZR4VyZITcjEdNoCFV8WwtnUUF6+HHQIUhMiwlQ17z3ZVk68NBn9FjTOVBGkJgS7le6+l+WUDxg9OnFRIuWS1c3lOrepKxqjk8JC4J/OfJnU8eVvtpgTzm16LlzY+kK9LiZ+2AkV+tl4GLvty5TLxfxlqTexKxWXo65bnp4o/vXkxN/4//ixgfDIpC0WL4q4wIsgzkkRk3Qq1PUkLoJUzj06Y+CMFJy49l5OwM8wobr7W9OAgaBmm/pBOjpnbcHM4FQYp8t3NGtN9q0sAvYIZAxBumfPnsjW5OXl2bfWgQTVpOKgSk+kipCT603n1x+TxSpdhK4NQaoi9Ew3Bir7UdXrf1/HblR16/yuW6+J3ejoE1XWdExz6WxCkOoQXaw3rWuC/l9JkPqiSHX6IhA+4vF6fFcmvajYynVa66rZ/3JxKtFhTThb6AhTh8HIvENQUqUK3NPrHi9CTPXESuiKPJu+VAxB/aoiSLFdseruA9IfdSkIGmvCScptidG1po8OQUoll0x1obxnSpDKN9kPbjeYUtWRMqbH68slbFn1MYxaNsn7v7DxxnIJljzHIhkqjtXLF50pPk6hjvIHESTDMTUEPtaRz3qoK0ubfvygzAdxEaRRacXS6eMowc+wAiZ+Dhc5ZuoH6eicLv+R0s1op8cUHBN4wRTlfZdlwo7Xizp1fTiXumZlZxGIA4GMIUjjaKyrOrgWDx39dOpM5+ZBl8BDDNKlr029KnLMdGOgsgndRcukP1Q6UH7XsVeUl85Njs5mTG67jf3IckwIUh1nOJ3RmVQ9dcgIiv2ZlNEi5qSjvBP2rvEcZePjtb6I1CjdbQnSdNoCxfnGtqeTxMWLfobt/sbrAuqRXi27MTFM8Y6IjkRyFI8E59dPSgsaZxSCNDbdfe0OG+8sR9WZLmvSJZmo9m1jAlHvmtYv2ok32Y/oMoKunu3xeoBkaoiiQ4dgdMdhgdHz1sfsQ6Kukw0VkaWEo/bCPkWkMNrxxG8nehdMpTN62N9pJh/PUAZlPoiDIKV8tNbdY9IN+7+rpMneWtfPCEPM1A/S0ZlrH87Z62i/U5dNhce/etwT261RN8ALjzLpUfmGKh83k9qS1SWLAAcCGUOQlpWVwbRp0+CDDz6ALVu2wPPPP++1b/78+YDRpX36aOZC4kCHKCPuhZmyWZBVNyV8iM2PLKaadINeTtcCZ1OvavEw3Rio+kDX9lR6quoz/V1XT5u+MNVRvGc6Xrh0dk2Qmhy3s8VUvE8lSLG8qYPPpSvFOUzWJcgqvMX6jNu848FGDrJmBJNMepkQiemKdNMhwNMZ8Swi2jzC5pzxJNMy6QeSYLmQguQJis6lEKQshKR2Y44QY/7IOzb7fPnyhFYDxqUQyTqq6pJMog+MP5ToKOcrqzO+gqoxmnttj9fj3Ln+M2/ubLN/Pwwv7BR6zF1rbvY3UP6wEHYBHiHqOAxjsb5itVbpISz63/+qzrorv0uJ8o+DIBUEWRSxxEXiMcKekaJMfDKdS4GjGm3qB+noTLntPu6OkdND4EWu3lLUegCM6T0mblUC66NwCunyHTMCoKwS/5MIZAxBOnHiRI8c7d+/PzzxxBPw3nvveR2ycOFCGDt2LPz1r3/N2A6Ke2GmTGYyWJw5ZHQ7wTCxfxkAACAASURBVAQbU4JKVzd/eZ2vlGHvhi16phsDVZt0icd0LHK69opt5iIbVfgF/W5aN5fdmhCkug6jkQNsAqbvHR09dcoyqFZBhDZG5ZGfc5p3BowiNSJINXMmyqSXqROs3U4GsHUInHRGuSajBpGwOeU+ErkWS/5JERUZEuUW1KcUgjQWcjfAfqJuJ6eQNEqTZIgi1SVI00ns60a7+vEbOXsklOwrIaeV8N63PF6PIpIYl+6CfqW7Aa5KHLf3P8Z2Sv0AJebhiFykQteg4/RRvylt1UEB07WUgnMcBCmFIEvH3tZBVzkVabIXR4W4sDXxg0x01vWLXILuv1wM60J7xmfB4AUuqybLpvgupn4RWYlswSwCGYZAxhCkV111FTz00EPQpEkT6NevnxdNis+OHTu8m+3ffffdDIPuiDqUxZtTecpk5q8vXQuGCUFqsiBy4GtDkKoWD5ONgapNJjip8syo6jT53URPExs30S3oHRs74BhnugSpycUwpg6TLcY6ZFy6otmwjToEXhKTcqd6SZ1jYGz1/WaXdWjeun20EqQ6BI5OWVv79L+fQpAefxVAi/LLXCIqck7oRhytj7JdCkHqXPcQ3KLIfRbC2Zcn2MROdD9ApAtLbJvtmHl0/qOwdPtSegQkw/F61DuJ8b5q0GbrWoCThwSOOWNsFR8WUuxCEXWssgcWYt/EUH3vGK1l5TIoHwVcE6TU/aNqD84A5VEvwjS60mZPLINm4geZ+AImfqerzhV2KUc/c0Xkcuks9Bl60lAY0jH4cjqTfuDSLysni0A6EMgYgvT888+H1157DfLz81MI0tWrV8Ott94Kb731VjrwIdXJ9XWNVBkAmExU6VowTAkj0/eoGAaVs+lHVZ+YbAxUbaFuHGU56dhEqrAJaqdJ21R4UX+32Qxy2K0pQapzmQklMoSKF7WcrqOWDh1FW3R1TWJQfjRzWKNEPkhq3kqvsAHJIJNepqS36XvUfg8qp0tw6BDrNnr5303quWcvDKrbhXSztckHC7LOqvyJEeR+phKklLHG0v+aHx/8fWJCeLHoTTaOIwUpxFaU2Be+eQHmbpxLz6MsCGhC3s6welPGTYtLAD4dDxAhTxtbeX7FG+pVF3ZFRB1TbJYtPYRB/8uv2JDllHnaNUFKOV6P7U3H3taya2J/3XRvy4WtiR9korPwdzHPJxKT6XrQj0HyEY/Vy7pw4cnVLmqQF4d/w6VzVk4WAdcIZAxBeuedd8Lxxx8PgwYNShKkO3fuhPvvvx9q1qwJv//9711jYSzfhlgzqTToi5RKTjoIUpuj/emYiKmLRBDWKkLPZGOg6lMT4tHkHZUeqt9N60yHDWBbbMYzxzjTJUhNHKB0kI8Up1K2JYpzprI9099NMPXqKo/uG1m/SOvmc+9dg2PAMumlTRiUg5MOW9AlcNJB4iI81CO/fjsz7QulvRIi4MJsl0KQOiV3QxpHGWss0eSWUaQmfZp2u23RD/q16Kc0K3+Bd5a+A9NXT6enCdG4WC5MmQrrg8gDGpI3Vpuw1p1fpbzS/qP+FJvFdgqbuafXPVA3t652P3C8QNU1qC7Ku64JUp19ebr2jBz9FIcMHSxlfUz38P42mfhBJjrb7OE5+yEqYjdTbFXlu8p4cPg3nPhmZWURcIlAxhCkP/zwA9x7772wfft22LBhA7Rp0wYwerRly5Zw9913Q506daxx+P777+Hpp5+GFStWQG5uLlxyySUwYMAATy7Wi0f8v/vuOygsLIRf/OIX0L59e+VvWMDkC5dNY0y+PqUjpF9n4vXjkY6J2GQhlvWOWvBMNgYqGzHZtNj0iUqfsN9N7BVlpcMGsF4bO7B5V+AXB0GaDvKR4mzJNpQOHUX9urqm2P7UYTAy75AeQaob3VReoSC9dpbthFGfjDI61q9LVprOA/J7uqSsbnkOHVFGBYI05Mivvz4nxJgg+AJuraeMGwpBinJMiEAbvCn2xzYXGEaR6n7cEXiky25Vx79V/TV7zWx4ZckrNIKUmtdTUWmFOVdBaGrleDWcXyHksqaonLlB85xRPmpVJxF/p4yvMFGUDyYuCVLd/arYg08fOB2OKTiGiJDbYtgG3KtjJGO6dTKNrNTthzBETfwgkz4VBGnUkXG3vZ6QHnV03bQvuPXWCbhKl0/G3easvCwCFAQyhiAVyuKlTEiMHjp0CJo1awYnnngipR2kMjNmzIBjjz0W2rVrB1u2bIGf/exn8OCDD0Lz5s29vxs1agTXXnstLF68GMaMGQPPPvssVK9ePfI3rNiUACIpHVDIhJBNxxc1m0WVg2jSxde2zqiF3GRjoNLf1O7i/nJpYq/Y9nQtxjZ2wDHOdAlSE/IgHcf/dElHUV4ndYBqzFB/N8E0KXvFhzDh24kwJy+XfkSVEBkYpDsHQWrVViqgvnK6BE66iaZBuU2gx8ovACIubQkiRthuMCccrRf1hxEiVILUCbkbYSfU6FCWaDzDKFJTgpQlf6rBGNMdX/4qFm1aBI8teIz2wUUm7sNuhSe0oYLdKvpKa97SjR4V+oa8R8VXvtFeK90KAS9qEer4CpOn+mDikiBNBgHkNoRnj78eYPsagNN+G9r0dO0ZgxRC/2fqsqnw+FePJ39O583lNv4YNoDDb9D1g0x1NvWNqGOKUk7WHY/X+8nxTCNxKekIOPwbCnbZMlkEMgGBjCFIMcfoOeec4+UgjesZNWqUV2evXr3g4osvhldffdWLLMUHfzvvvPOge/fuob/17NnTK6vzBYajbSaEk8k7trqaRDiKOtMxEdturqLe190YULA37VOTL7IUfcLKmOqZDhvANtgQpKZtlbHTJUhNI0RUjo9Nnwe9q+XQlguIW0ehtymm4v0JH/4O5pTt9I63Ko+4WkRgCdJr1a5VMPbLsRB0o7KqH9NBllMJBqG7ie2o2k35PUXP9+5MvBJys7Ysj50Y0yDQw8hkKkEaNxlNtQU2vQyOg+t+3Em33dqS3Ggrt318m9cMJbG38HWAryeTPx6EjbvA/lVE/JLWB9PoUVQ04Ji9LlmunQqAMjFplKGOrzCRKltySZCKvdiQrdth6LbtR1Q843eBRGm69ox+7JAcu2v2XV7kaHFBsRc9OmXpFK/Yvb3vhYtaX6TRgzxFbfwx1MDWP0IZun6Qqc6ZQJCqeIFM0FFOg0chSDn8Gx5rzkrJIuAegYwhSPHm+ueeew4aNmzovtUAgIv6ddddB4888ghUrlwZRowYARMnTkzWjUfxa9WqBWeeeWbob5dddplX3vQrl2lDTTYB6ZiMTRc3xMWkjaZ4ivdsicMoYk13Y0Bpi+lixbHRoegnypj2pel7OroFlbXBh2OcxUWQqhwfWxz975uQjnHrKHQ20VVub8rlPuc/HQ2lBvnlF8RBkKJMEtHAaBC6/ZoOEhebm0JufDwWoHQTQEhOxMD+b9wDBp0wyA45OUKPcLlMGCGSiQQp5QivAI+NJJcjEwl9ifXb1B332OIYz2gr935+L5TsKwFl/kxBYp49Un3xUcRICLRbQVCGXNZEmkcs5ldPXV8uVF2yXBC/6Tpmbxt5rYpAdUaQznwQOqx8yeuCZ/fkJi7b2bYKYOWshBU17wNw3bspFiX2xOmO1JTJURE9KPwhVDgdKQBM/QUBsM2+WMjQ9YNMdY7bJw+a1ihp7Tiicm02F1E5UoPkcvg3Nvpm380iECcCGUOQ3nfffXDcccfBpZdeGkv7n3/+edi9ezcMHToU1q5dCyNHjoRnnnkmWfeECROgrKwMzj777NDfBg8eDPv37/fe6fJKF+/v+VfOd67/Lf+6BeZtnAdPnvkkdG3YlVTf1OVT4Z4598CFLS+Eu3vcTXrHtpBNnU8tfAqeXPAk3NLhFri5/c22qpDet+3Du+fcDW8vfxtG9RgF/Vv2T6mT6pySFC0vFFVflBwT+9HRy1/WtL502IDtWLaxeYEbzil79uyBqlWrkmB/efHL8PnGz+HK466EHo16kN7BQqM/Hw0le0tg2InDoHVha/J7pgWnr5oO+Kdvs77eH8ojdLyr+12xXnJhiqlo05wNc+CV71+BHnv2wjVFneBQt1uCm7trE1R9dwRAQX041PVmONygLQWWZBlMRXP48GGYv3m+V1/3ht3hquOv0pKBhUd8NMJ759FTH9V+1+QFk/pM3jHRTX5H1In212DB61BpxUdQ1n4glLW9OFI0En9IMGF6iJHdR5qrgfYx90mAHxaR6sWKHvv6MViybUmFcS1sRTWvCNs1tSWdxuriJPeHzaU3VT8c42EKDU6Ag6eXRwZHKG4ydwlxcc9hupgGNRtt5b5593kEaeTcK81fB/vZzR1hfVt12gjvw8Sh0++oMD8q52mhH0Dg+xRbrTL3SW/cH+p+Cxxufqq3humsY2I8xTm/inZx2IIKY7QVPHlXrVo1CpykMlVm/RE2fvIwnNuk2IvAfPvCt5PvVVo1C3Je+j/v/w836w0Hrn4r+RvH/oukYEQhsW9FvZ8444mUo9ViLxzkI9jWq3rftm5Tf0PWS/jLVFsx9R2wTlt/ToVn1O9I0PZ/u38F2/W/c+HbF3o33E+9cGpa8tMKW6XyAnGPL6qd2PRV9t0sAmEIZAxB+u2338Kjjz7qXcrUsWPH5FF3ofgZZ5zB1otvv/02zJo1y8szmpOTk8xHikfsxTN+/HgoKiryCFLMVRr02+WXXw6lpaXeKye/cbL396cDP2XTM0zQzz76GXyx6Qt47NTHoHP9zqT6sDy+h+XxvTied1a+A/fNvw/Ob34+3NlF7YTIOtm8a9K2dbvWwcDpA6FxfmN4s++bJiJgzPwx8O7Kd+GmtjfBjSfcmCIDN5H4VKlSxUh20EsmdoByhJ53dLkDLmh+AZs+nPaKsuK2AaG/zVgW48zGjvDDDBKkVFt5fMHjsGzHMhjSfgi0rk0nOl9d8irM/WEuXN76co9Yc/2Y1GfyDkc7TDEVdaNjev/8+6Ho0CEYvakEDpz6Oyirf0Kqars2QfWPHwDYtRkOtv0/OHRCwunTecS88v7a9+Hva/4OP27yYzi36bk6Iryyggz5fZffOyeik9hUL4I7ut5B1vWXs3/plY1DR6xH6In//efef4bKqz6CnHlPw6Fmp8DBrj9R6i30xXdNnyqL/gZVv/0bQH492Nf3YZKYsL6krkH4sWXS0knQrUE3uKLNFaQ6TQst3b4Uxi8cD61qtYKhHYYqxYhxaT1n4dibnrCnwLHp08RmHhL9Ya2zEp1EAV1Mg8Sirby27DWYt2le5PpQedMiyPnoASir/yM4cOrviRpWLBY1J4gxEDTuZqyeETnvVZ33V6iy6mMr/fzj3sQG45xfZXQ5bEGFsSBIqfsVlZFUWfMJ5E26FB4vrA3j69QO9FlEGZS15/LJcKhJL08sx/5LpV/U72LPivs/9Hn8/pn4PU4/TOhr6i+I9zn8Btzb4gddqq1cPP1iWL9rPbzR9w0ozi/W6hqbd7UqCihM9bc5MLXRVdcmOPxkHX0LCgp0imfLZhFgRSBjCFKM5Ix6Hn/8SKJrGwT+8Y9/wLRp0+D++++HvLw8TxRO2AMHDoQXX3wRxIC84447AI/9Y37SsN969+6dVIXj+AG1XSY5EtNx5MD0eATiEHcoPwc+UTrrHi2h2IKJHaBcm36h6OUvY3pbY9w2gHpz2IHtsRndI/amOcbY8yQqjMNET9uj7ib2iu+Y6OqvK3m0dsOmxE/yEVTMi/fZ4wAbv/WiR8HwchMRmY4EKWJFynkaAApbfkcC4KaXb5GO0xLqpxYJzDX48uWJ1wlHs631NcxNG3akm3qKQfcIMRXPoHK649vmqHuF+gPyS4a1xWY+iHNsof4c/Ye28vL3L8PcjXOjL5ozyOcahLFyTggZd5H2YDh+Am1A1H/VJKO1IW4bEG3gsAXVmGM9Yr9tNcDz5wNsWw03NG4Ac3NzITQ34lcvAbxV7jfefSQ/qe3+y3Q+k/M5RuUZjdNXFG2RdVsweIFREzn8Bh0/yHYvng6cBbBRt9fL4KfzoibZJnRSPqRrfBkZbfalLAIWCGQMQWrRBvKrM2fOBLwMCo/z16hRI+W9hx9+GOrUqQN4bB5vsccj9y+88IJXLuo3ISTOydi0rrgnNpsF1SZ/KdkgpIK2izGKOloI0riJR1N7jdsGsA857MB2nOkSpKZEjMrxMRlHUe+YkAxx6yj0N8VUbr+QMXp3FSjasSHx04mXJvJYYh5E/BvJ0bNGAeTXN4JbkF6Tlk2COevnRJMZETXE6cCbOu1x6hhKNIl8hicPAWhxemSfWesryKeWpwNg7lHCE3WBDJUgxWriypspMNIh9ll1ExiH5Lj0zwfDOw2HNnXaEHriSJG45zCOD19oK3g0HCNnI3NnCuLQMv+ock4IuU0+Moet6c31Qb0r8pCePASGrXjdK6G8vEqSE7cNiKp1P0AENV2lOytBiuQo5hht3gc6VFrtqRNJ3ojyJ10NcFEiiMZ0v6k1qAMKC1JMlf80Hbn1Ofa1HH6DDkFqu/9PB86yD4H/rbr4iANTU7vVzT8q6knX+DJtZ/a9LAKmCGQUQYr5SRYtWgSbNm3yjrbjg4svPngU3vbBI/Fbt26FSpUqJUV17drVI0zxqPwf/vAHWLhwoRdFeuuttwL+hk/Ub0JQnJOxKQFjewmRLv42mHAs6Dr62i7GWFeUDJ2NAVVv04Uq7kXZ1F45vnpTsRTlOOzAtF+EDroEqSlhoIza0QVPUd6EdEz35TzKC0oi2pzS3qUfJG56lh9LclSsj3gCAo8pY95JEwIH5aicYE5TMK2Lw9nXaUcgaSOiDgmkpQn5l9RPvphJg0DnJkht7J+CtclHE5N5JFQXOcowok9N51h5bLUpbAPDOw+nwGJVhmOckAhS2UYNI+BFQ5U6R0SDBl5CZHNzfRD6C1/35u+S4g4wsmyDl1t4dK/R5H4Scwm+oEOskisIKWg1B5XLVO0T2AhSERFa2BTWXvIU9P3nzV4OxxkDZ4TDgBGnj3ZI/H7dOwDNT0kLQSqTTeJSpjCl495/ox4c+1oOvXX8IJsAG2yzjf9pM+50iEeOfjHV1RRfW//GVN/se1kE4kYgYwjSVatWAR5rx9x7SEjOmJFYFN99912YN28ejBo1Km5stOqLazK2IQ7jnthMj4AL4E2JNa2OKy/MsVBF9Y3OxoCqvyk+HG2l6mhjr1iHaRup+vnLcWBja/c6BGkUIULBwMbxp8iXy5jUpXPLta4+UeVNdPXLqxBBiE77ipmJYg1OsLrxWdQlogKPJoJUSYaEdIwpsWpqF6H1Scdto2Qb6yunXyBEqso6REXi6USQspKQESCJenSIfevIXL8+8q32ASSp7RyL1XHMJ1Q75sAHbQU/uGC+zVBit5w0BMLHApXupDkh5Db6QFs1iL6O1LH8w8iSajkwtqgwHJMIIba3yaswDPrd5ANEkJwo+2UhSGWi86LHYW6j4wD3UXhzPRKOkQ8es0dytTyKNC5fTNaJcmO5XD7ufa0pGSbrzLE31vGDbPuRo80mY0633rhtQbTJ1E+x7RcTTLPvZBFIBwIZQ5Defvvt0L17d7jsssu83J+YJxSf9evXe9Gckyf7om/SgVZEnbqToqn6NoST6YRoqqttfXEuHBxfRxGnMJ11NgZUvE3xsbEhqm6inG1dcZP6HHZgu4GIkyCNiwixIRniJBfQbm10lccHB1GhGm9cBClXm1X64u8kMiRAkPIYLqVyjTKhekrHbaOO2RtHP4soVYPctFGkrA5BGoftYleYjG1j4jmq72WSFHHvcEkyhQLH2IhrnsUmcpBiwlZ+MesXHmqBUY+ChLQ8Xq+lc8CR/gq2ajF+IqeHly+HaQU1YFpBvlGu57jGlNwGDltQjVMWglSQnM37AFz3bjL6b+hJQ2FIR0J6kbtrJ5p93Ttw59oZMGXpFIjKA6qxDCiL6kQMCmFx72t1CdywRpv6HEKejh9k6z9y7OWVnR9QQFfvuG0BVbY5nWfr35hgmn0ni0A6EMgYgvTCCy/0SNDc3NwUgnT79u1wxRVXwHvvvZcOfMh1xjUZ2xBOcU9suguFH+w4Fw5BcKvyB6kMIkxnnY2Bqg55gVMeQQoRZrvRoeiIZWy/OsdpA6gvx4cOWxk6BKktaSQcqGtOuAZ6Nu5J7VbtcjYkQ5zkAjbMRlcZGCdEjg95QWSMmTcGSvaWgM2RaBOyStsQJALHxObi0hHbFUqQakTOaetrebFMFPmcaQSpzTjTxpViqEiSYpQi5gbGB4nSlqfD0v3b4NFtXxlFDYpqTSJlKSoHleEgxZQEqXyE3fJ4PbaBrLNMZJcTsynzbNO+AFOGJWDRjL5W4v3ZeJiwZT7Mycs1yvXMcdxdqaOvANc4iVqDrQlSET1a2DSRR7T5KV70KO4dVTkck82Vokjfav9juGv2XWC7l6diLfwqnfqONl9MYGHrN+j4QbZ1xeWTy3Zi4p+bXmJLtc+gciakvpBj69/Y6J19N4tAnAhkDEF69dVXw+jRo6FVq1YpBCneOv/qq6/CM888Eycu2nXFNRnbEE5xL8q25Jbt+zqdyDXpHy0EaVzY2tgr9l/cNsthB7ZzQZwEaVxRLTZEblwkrpgvbHSV55w4CdLISC/iRBgXEU0mQwL0jktHrDp0bMgkzVWTItHVPlYbcoyY2IWR0bk6BCnHRT8qnW3GmVM7EAR4eQOSx6pzCmH4KWNUzQr8Pa55FivnwEb54UWMAcXlVlSwtIg8EbmKBHbPIfDZoZ0wcdFE6FGrJQxatzxBcDMc+6+g+4oPYezil2FJtWpGuZ7jWA9knW0+QPjbHjVnWxOkvouWTEgmT9/yKNIpF46BOxc+FQtBKkfikclcxYWu1DGjU86WbBR12foNVILU2AYkUGxIQB1s5bIm/k7cPg7qa+Pn2Po3pthm38siEDcCGUOQvv322/DGG2/ANddcA3/+85/h7rvv9i5M+tvf/gYjRoxIXtoUN0DU+kwmRqps2wlYvM8VJUnV23Yx1f6KTFUsoJzNgiGLC9OZujGgNsHW3mz7Ji494948cNiB7QZChyC1dbps36fagQ0ZEie5gO2x0VXGg0tOFMbonG7ZswUwglT34hC/3Lii3I4WgjRST3HMXnG8WIussowexf6MGis6BGkc84JNHbHMCeU5g6f98DlMg93Qr3QX9CvdbRSZaNNW6hwrymmRjSHClak7BEl54qUA7S/RVTGlvBGRJ+oHgJJOV8DI9f/0ZI7bsCkR+csQ1VqhUSs+hJFLJ0FJlSrGkfocfUMF2wjXEOGqeSUvLw/wj/az8mOA5y8AwOjREQu8142JrfIoUi9/ad5eWv5SbYVTXzDdh4s9IinHqqWOHGSjUMHWb6D6Qaa4+qHiIoapXSD8P3JqCIms1IlApuoTVs7Gt+bqG9s2ZN/PIuAagYwhSLGhn3/+Obz++uuwevVqOHToEDRr1sw7Xi9uk3cNho18zkUoSg8b8sXmXRNsbBenOMkxrrrC5FA3BlScbRcpmwWSqiOWs7U5DsJSR18OOzDe4JcrqkOQmuZzFJjE5bjb1BNHNJtsIza6+m3NtUPMSZDGQjpZRrjFpSP2YyRBKiI9FZFqWvoSZUbNZ6pIr8OHD0O1atWUU2Ic5L7N3MU5RlVgJPUUBCm+oEkMxqUvFykmCNJJyybBnPVzUo+UMxD5MubGOovxgrlsG9X3RI5rcLo1YRtmD0k9Dx1K3GCfn6hT59H6YKIjOKAs5xiOSg9gHEGKR+vfGgKwclbiaD1esiQRRtrkoXTRU4cWTT1ZCwYnSFdXjwkhJnSx9Y+obbL1FeR6bHOZUv0grn1/XBgLjEz8KlsfiWoHcjmBy/SB0+GYgmO0RMTFdWgplS2cRcABAmklSB9++GH4yU9+AjVr1oSdO3d6fx/NTxyTsc3CcbR9teQgq6j2xFVXWP9QNwZUfW0XVa72qvS1sVeUbdtOlX7+3002OEF12MwFcRKkxs6pJrA2JGdc5IJokg1x44clDoJU3DZtG0HK2e4o87DBJC4dUf9IMkNcBIMFI47Zk/WVczr2HALQoJ3mCEsU5yJI45gXbHIyCv2wzYEXCBmhF/xSCsm9dy/Ap+MTBTWOcceBJ6rEVY+fIO3Xop93MZH3iOP1TJGaVkReeZTvyB1fW+dgVplMCkHa+vLkJV6q9+TfxZxikn9Zpx4sy7luqi5/M4ogxZvnMepTih5FvcXeVCcKL4lN+XH9uAhSm/yRttGYVHvgPDlo6zdQ/SBbv0FgExfGWJ8pcchJYFNswlRPWbaNf0PRMVsmi0AmIJBWghQvZnrzzTchJycHLr74Yu+/j+YnjsnYZuHgmBip/cNRl01bqXqKclzEWBihR90YUPW23fTEha1tPVmCNNoitCLUQkTZEFZUeyUTRQECrRxoqoJSORtd/dW5jhhCIkMQpG0K28DwzsMNWpx4hdOhDlPClsCJQ0ehu7LvxDH7AeNCo8nI+jJEj6LeqstUqBGkKMv1vGCTakHVVuNBEPBiBT3lHLQakaSu8UTVueZKQZB+seWLRH7Pxj1g0AmDEuiIHK0abY/qD/IYiRDCsQ6qbCaJ7f79MLywk5f/VPeJQ0+hE+c6xk6QYrQnkpn4txQ9irpb7cXLj+yf26QY1lWtCiYRctQ+tfVxbMlGqp62e3C5HltZVD/IygYkhW0IbCq+opwN0Rkn4Sj6UDtCWwIkTn11+yFbPosAFwJpJUhvvvlmOOOMM6B79+7wy1/+Eh555JHQdrVo0YKrzc7kZDpBig2Pa2Kz3TygrnGSY1wLctwEqdFX9hixtd0E2mw6TAY6lx3YzAU6EaS2JENcRINNtBjqGAe54MKx5OifKDv+XyNIuQggytygtDkCqUnSlyl6VDVOdHKQxjEv2I6NuMimQD1lkpR4W7qScKcYpaKMILLa4IVSx56dKI1HwTUjkiMJUpH/U5F/l9ocDiKPCU63IwAAIABJREFUQ4ZK35RUC/nNAc4apXqlwu8cZDC1Us7xETWPGR2xD4keZfFRnj8fbtj3PczNzQWdi5OouIpytkSTVaSshrJce1oOn4xKkHIRm7b+hwbMSWLfxCezOfKuoyOWtU2TgDJs/BtdfbPlswikC4G0EqSLFy+GcePGwapVq2DPnj1eJGnYM23atHRhRK6XcyEKq9R2wo+LIOUgtuIkSLkm/LB2UzcGVGOz/ZIbF7a2Y0K+JdR1PinOhd+m3XETpHHcEm/rrGnfBk4dSAHlbHWVRXLKCmoSOqdzNsyBV5e8mhrlZdB+2+hOSpUkwlAhSElcUhRRlCFhQTxmr9SXQLRSmqTSOdMIUlvC0PajCwVTLBOqp0ySEsjCOObZwHyp2IjyG9+pRKmwlVW7VsHYL8dCMjpdJvOZLkLimCPjIB4rYBuRWiPMtpIEtmW0P8V2bT9AyHVEzS3aBKkcPXrdOwDNT0lWxRFYAV+9BHfOvgumFOTDvb3vhYtaX0SBS7uMzR4PKzta9uAyMLY6U/wgFhsoV9rWX9YxCht74PI/Kfra6Cnkc8ig6Jotk0UgnQiklSAtKyuDypUre+0fNmyYR5YezU8ck7HtxBTXRMxBkHLIoNoTFy5hiztlY0DVFcvZ2lpc2NraK7Y1LlKfsy6b/tEhSDluHudwUFW2a+us2ZIpKv3k3211lWW5jmxC53T6qukwY/UML0dgMk+gToOlskoyz1CueI2TIL2n1z1QN7eupUbBr6vIxuRbhNvsI8l9xuhRlc66BKnLeUGlK6VT4yDFvL3pv4Z56gTmOhXHzbGAgiR1iaen4K5NMG3OH2Ea7IZ+eKEU5CciR5d/eAROApGLhYWt7CzbCaM+GQXJ/MaivRr5V1V9yTHfxkE8JvUs2QZt9h8AIEYO+9vveo4V9XHgKuseprc2QSqiR5v3Abju3RR4uPal41/oA4/DdjCJ5lPZq/jdNsqRq60qfTn3z7Y6U/wgToLUNpBEha343VZnG3+BqiOWs9VT1BWXvjpty5bNIsCNQFoJUryg6Y9//CMUFhbCSy+9BFdfnbjF8Gh94jgyYUs42S7q1L6x/dLIOZlTdObcRATJomwMKHqKMrZ2wLVQqnS21RPlc5HXKl3xdy47sNmYmRCkNmRRHESDrbPmnFyQjMNWV9nOXGPLTZC6JqI58HCtI/YfmcglRH9G6kt4nzJvUXT+byNI47ioiUTkiiPnikuLOGw/1BbKifYJtWvCnLxcGNS0L/RofcGR4tKN7yoiF1+SbSWFGGM+Xo91ccy3cdhCUs991aDN1rUAhjlY45i/EFfuUxcsBKl00zz4okdRZ5t9kzw2kv5HvU4w5vwXqVMouRzX/plrvxmmOJeeQr4gSIsLimHGwBlkvERBih9kS8IG2kHrATCm9xhtfakv2OocF+Foq6fAIy59qfhny2URcIFAWglSvKTp9ddfh+rVq/9XXNLEQQqqOtmWcIprYuPCwvUGQuDNWU9QPhnKxkDV9/LvtnbASQZG6c1BbnLIoGDLuZm0sX8dgpQjGsWp414OvK1TGCdByhGVK+zNNbZIZLz8/cswd+Nc4LgZ2bafVOOMI6I2DlsgE6TyMeuQI7eh+oroUQSNGNkXha9KZ12ClKOvwvRV6aqyI/E7Nwnkr5dEkOJLgjhs2DY0N6WzuUCyo7FFtWFJtWowvNNwaFOnTWpzBElKuH1etpXknNDqcqg7e1ziuD7T8XpUkGMN45QTZnsCh9GNz4KiL18FMIyi5VxfwnQl2y11oEWkmtCKIJ35IMAHDwAERI+iKhz5EVFOcv9VugvGnP9CyjF+jSaHFuUimlzvbbn0lIGw8ZUofhAXSZ5iB44JUludbfwFHXu21VPUxSVHR/ds2SwCcSOQVoL0d7/7HVSpUgU6d+4Mzz33HNx4442h7b/oIjd5ZDgBj2OSs11Q4yJIuSbQOJJXcxJjaE9BfUTZGOjYIgdBamtLFH1tNlNCflw2y2kHNnMBlSDlcoIEWZE8RknpWM0ytk6wM3IhoB2cJCEXERQGNzqnj339GCzdvjSYFNHsJ9fkI4f8OHJPatmbOGYfcuQ2tM3iuHIEqabTfSqddQlSlTwd3fxluY5Ec47VoPaQxy+B7CbL0gEW60VytnSTR9iNrbYflmxbEj4XEIhcrD6IIB1duREUrVtgTAwGNYtrDUPZLm2hgp4vX55ojkEeUo45UGUinLiKusIifckEqSJ6FOvh2NeinCQxuHcvPNvwHICLHldBpvU7l3/j+kTf/zpB6qL9QYZia7c2/oKO4drqKeqKS1+dtmXLZhHgRiCtBOn27dth8uTJ3iVN8+bNg5NOOim0fQ888AB329nlxTEZ2xJOXAu7CjyueuIg8TiJsbBNHjdByoELhwyVHdjaK8qPiyDlHL82suImSBFjWwJTZQe28l2SNX7dbXV1LU+W/79IkMZhC1rRk+KyppCIskB9CYSaakz5f1fpnEkEqUpXattdk01apCbh0ibWucVHjkLPIWqSkGh3sq1UyL3JEO0s+peTyHNpCxX0FB9FBowDyK9PNVevHJftR1WqZbdE7cPwJROkbw0FvEApLHoU1eDYL6Kc5J7+4EGYsWYdwIgFAIVNiS1VF+Mimlzvbbn8MBkRG7+B4gdxYZtiB4YpAdSWcMTWsKzpRbI2/gJFR1GGK+AoS5DqoJ4te7QikFaCVAbtjjvugPvuu+9oxdHTm5toCwLDdgMR18TGtfBzLpZhxsW9OAW1nbIx0DF+WzvAuriOM4XpzTUeXGzygnTmtgPTPqISpJxOUKzRNzqGXl6W05GOqt5FPaykiE95boLUNfnIkW/QtY5GJIaIKAsgTAL1FaQqU/QoRWddgpRzfvGPOS6SSMjp0bgHDDphkMHMEv2Ktq0pIjRZ59mAI/OkuUYmckMIPtlWBDE2aPtO6FGrZWgKARPwOW3MJUFaQU+BvcFFTdo2ZQAsJ66ieiuCVESPIkmJ0ZzSzfVCPtd+0U8GLVixGuCkq1mjSLkiP13vbbn8MNkEjyaCFPU23YdThx2X3R4teiIu3L4SFetsuSwCcSKQMQQpbshycnLibLuTulxOchwT8dFGkLpY4P0dzz3ZB13WlYkEqWtsOewV+youm+W2A9O5IJ0EaWDuOsuZkot0JDn/GaKrrAYrKRJAkN77+b1Qsq8EbC7qEmJdO+8cBCmXPUWZijbZEnHZUgV9iVF8uqas0lmXIMX6XY05la7Utru2VyMiV0QXBlziwzYXCIId84GeNcqLYtS6qEhB5Mq2ksSgdBf06zAYoMXp1O5RluMk8lyS5RXsTBE1HtXwOFLauMAibCyQIkhF9GgEUcm9/xJEHkaQFh88yBZFyrWvjWNv6yLAxEYmxQ8y3TeHjTkbQlc5gTGShdztdunnco4BCsbZMlkE0oFA2gnSJ554Arp27QqzZs2KbP+IESPSgY92nS4nOY5JiXsTEgaQzSIqy3RN4mFd3JgEEXqUjQHV2DjsAOty/fWaC9e4CFLuekw3ZlSClJMc4CIsgmyYywlmIxciBpoL8o2DFAxTGZ3T2z6+zft53JnjqFNIaDmuvgqrgKsPXRF3Qm/tPlNc1pSir4PoUdRbpXMmEaQqXamGrEUKUoVK5YzmxYij9kby/HrLBLsUwag1dylIetlWkutM5Zow6HTeVFecRB7neuiHvAI5SLicLcrcXM9fRsS+YnyE4askSOXo0eveDT3qLvZf3Rp1g2fPfdZgtKa+kiRId1aF4s3L2aJIufa1qC13m/2gme5Bo8C38clUfhCXbyPr7wIDWT6XH3W06Cna7pLrsB78WQFZBBgQSDtBOmHCBOjYsSN8+umnkc255ZZbGJrrXoTLSY5jYRYLECJhmi+FgiIXQcq1+ETpzE2MHS0EKXe7/Rhz2CvK5JKjsltuWzM9hkUlSDmdSxcOlcCbi3TjIlWi7IBLV7kOFlIkRGlughSrcem8c8nmIlrDbMHI1kRUXlTkYMdhUHfGqES1jLkcUZxKZxOC1BXOKl1Vc7X8u8ub7I31DLmAy3ouQGLzs8cBNn5b4bIk7blLEPUIpu+ovWwrcz55CCbsXeMdrx/U9Rc6XaMsy7nuaLdfqd2RAoH9FpFWQyXa1bgS9VrbWUADjAnS588HWDlLSVBy77+ED/Lcj26Aru/dnWjR3dtVXaP8Xeg5gOFmdBeEoNwAFySWS4LUxV6fyxcNMwwu+VxyXOsp5LvkOpSDMFsgi0AMCKSdII2hjbFW4XKS41o8XCyafpBNySG/HNckHtbHvTEL6ifVl1MdI+WyA9fYcsqPw2a57cB0I6lLkPZr0Q/wj83jMvqGS7YLp8+PmQsn26XeG3ZugDFzx0BRbhGM7jXaxgSS73KRmH5ltCLcFC0RBIOLlBBYtRGBERFVltR3XzVos3UtAGPuUQGVSudMIkhVuuoYMqcsf73GBCkKCiDMredCQbzi0fr+qRHjRnNXyFH7pK2s/QSWzH8axhYVQpvCNjC883CdrlGW5Z4bXc1dgXZgkYfUpc0i6FZ2G9JrYfYVGUG68mOA5y9IRI3iRUkRD7fvlLL/mvXXBEl7xu8ATvut0i6jCnDvE13tbV2RrzbtV/lBXL6N3H+m+3CqkXD1n2s9uQlNbnlUvLPlsgjEhUCWIGVG2uUkx7V4xDGxcdXBSbKFdbXNgh8kM2hjotoY6Jghlx1wyQnTnbPvuDYhUThzj11TeekgSI2ca6LRckUJccmJUtuawAgQzhnp6xfvgiB15bxzEqTcxIofV2MMBOHku9E+5aKbKjWTeSOJQ4hUTEUOmRCkLnDmPhbvQkc/6WxExAcctbeaX4Q8JEd7DgFo0C7FLoxli5ypEmmPtgKlmyDn4/uhZE8JjKxfxPoRRijOTeSpxgBpIAUUCtRTkNW+sU6pw6XNuiJIw+bvSIJURI8SiElugjRlX1+7fYKoxccyipRbTy5fyW93rvb3Nvt6lR/E7YshJtr7cCT1V81OwKkg0zlJaBdtFzbBqaeQyT0OKPNmtkwWgTgRSCtBevXVV5Pb+tJLL5HLprOg9mSsoazNwiRX42pBluvgIrRcLfKyri4WJn/7VRsDDTNgO3LuYtF0hWscNss9dk2PYlEJUm4ny5VzyUVsGhMAGoOLS1e5Spd6L9q0CB5b8BhrdBc3aSGw4CThXfST3GfGYyEkP2TKRTctzwdof4mGVdKKqnTONIKUK+rZpS0YE+Wiy3wRn8ZjAO0KyffSTQABKRywOmMcZCK3nCQ9sG0d5My8D2DXZi/aeVilTV6LOPIcy9bMPddY91fIUAuUa3FRk1i7OU5/BKnsCoegOSaUIP3qJQC8nIkQPYpt4PIZBB4V/CUNsjZqxuU6HeeaaHLlO9n4oSo/yIUvRpaJuXL//TLAB1KeZYXtcmJsg6tqh8Cpp6iL219StSH7exaBuBFIK0H6xRdfJNu7Zs0aeO211+CCCy6AJk2aeDfar127Ft544w248cYb4cwzz4wbG6P6yJOxgXQu2XFMbFybHdckHnaDCzxcEqScCylXPwWZM5e9ouw4CFLuL6Km/UQlSLmdSxXBYjBlea9wEbnG5IKG4sYkQ0QdLvV2QZBy9ZcfEk4cXJLO1pGuMuGEZBYAzFnyNkyoXdNJHkeUT9HZhCA9GsaDS1tgmRN9UcVGMsVx7oCj9WKcWfWVbLPywC2vz0hnwrzLTeS5mLsiI55FHtKrJhFae6SIS5vFWlz1F5kgRbIJCUn8+6LHE/lHIx4X+/wK+y9x3B/1wOP+SH5pPi70dOF/YLM4998yTDZkm4og5d6Do97kffjMBxPkKNpF81MA0F7Qfpv3AcDLxQIeTozJemrarCtbcGW3Bs3LvpJFwAkCaSVI5Rb9/Oc/B7yIqX379ikNXbRoEYwdOxbwtvuj4TkaJjnXExv3JsIliYc25WJR9hN6qo2Bjm1zLsouiUdOO+OUFYY1tx2YbiTTRZByO6sCZ06n1ZXjJ3S1IhlCDItCXumMf7ns7DWz4ZUlr0CPxj1g0AmDTMWkvOcquomTFBCyXORFZOkv+QIcJEjzchMEKWM/yZ1G0dmEIOXsM6EvJ1GOMrnlCT0pmJIGnO+o/bCF473XyNGYwpaQrDxrFEB+/cBqredZjFJdMRPg68kA+fXgULNToMpJV3h1uVobuOdzawwCkI20A5GewHfJlcouXIwrdrsNaESQHQRGkGpGj4q9UnFBMcwYOEMFH+n3wP0X8cKosAq4fRush3M/L+st9sxDTxoKQzoOIWFGKWTTVyo/iHsPju0h+eSyvSKhjwSpTPKHpIjg1NfUX6D0mQtbcGW3lPZky2QRiAOBjCFIzzvvPHjzzTchLy8vpd179uyBiy++GN5777048LCugzQZG9bCNSFxyYlrE3E0EqT+hVO1MdAxCc7+c0mQcm4ejkaC1HQzTSVIuZ1WEZF6zQnXQM/GPXVMMrIsZ6Qrt0PtV9yFg411uNL7naXvwPTV01mJN1fOOyf5zEZeBVguG+EmCKfSTVBSuxGMXP9PJ3kcsQkUnTOFIHVhXy7GF6uNSSQp5vMsqVIF7ul1D9TNrRs9z4akbAh6iXOe9dsK91qD+rPiWw4I5xwjMI4cW4YXNbloe8YQpEgsPdohoc517yTIJsXjghwK3H/JuhlEkbrQ05XPyLn/lrvPdF+LMlR+kAt/RNlnUdHOiqhjToxtcFWNL049RV2u7FbVluzvWQTiQiBjCNJrr70WBg0aBOecc05K2//1r3/B888/Dy+++GJcmFjVo5yMLaRzkUSuJzabL4xB8LhYNOV6XCwe/r5SbQx0zILLDrBOTln+NnDiykkKh2Htws5MyP10EaSuyEFOx92Foy7bA6euslxB4JBIEY3JQBCknLnsXBBY2CRu8sIFKYZ6UshGjS5KFnWlL1VnE4LUBRbcdoDtdzG+2NteTqaNLaoNS6pVA+XFT4S8o67mLr+tuPh45oIkdDF3RdqBRR5SV/MBu91KRha0PlaIIMW8oxiRh8fqMRqP8Lja3wXuvwz0E01woacrf4xz/+3vQpN9LcqI8oNcEYRKuapo5xB7EXKxXQsGLyBYubqIKa4qyULu9IHT4ZiCY1TFSb+7sltS5dlCWQRiQCBjCNKZM2fCgw8+CJ07d4ZWrVpB5cqVYcWKFTB37lz4zW9+A6eddloMcPBU4WqS41rwXE9s3CSxC+JK7mkX8rMEKW/qAtc2i/bgYtya2BaVIOV2sFwQF4grJ6npisQV84ErgpQTA3nuckGQunKwufvOFaYuSBbuceDfqVB0NiFIXZBYLuYZF7bgZBz88x6YsHeNl3IhMlJfJkeJt6Rzzl1+W+Eeu1RSX3dH7iL1RqS9yhG+mnlIXdgs4kWZC3RxFeWD7CCFIBURd5jHEfM2EvN8ujgCHLmnu7t2oknECFfRfhd6cvtLQleTvSfVLkwJt3QQpJF2gNGjbw0BWDkr3BZCoo6VxCsVTKmciz5zoSeq7MpuDWDLvpJFwAkCGUOQYuvWrVsHM2bM8C5nwqdx48aAR++Li4udNN6VUBdEC+rKRZC6nti45buMckRcXSxK/hvMOSNIuewA2+7ii7iLDVqWIE2drVwQF64cK04i14WjLiPrymnlJC9kfV/45gWYu3FuNNlisNBx9lmUc22gWvIV0VfKSDzNSgQhwp0v1JVtYfMopKMJQYqyuW3BxRh2IdPVfDhtzp9g2q6V0K90F/RreT5A+0uOWKicBxT/NeJSJr9Zc9qX31Yo9qU5zJxEartYF5VtN8xDytlfMvZKfXU7SiqvJEgNc3xy7mnl5oXu7cWFPBEX8ATB5EpPbp/RFSlmu7eP8oO4/Ua5/0LxlQl9TLkQ9gi7li4cc6GvC1/UhZ4Ik2sbs5imsq9mEWBBIKMIUpYWZYAQF5McNotrcXZxNECGnZvMck2Qcm9OEAs/BplKkHL3FWlTYjBGXS3yQhVXi70Ys/f2vhcuan0RqeWUCFIXjqCTiClmgsUVaSE6xpXT6oLAQZ0fnf8oLN2+VH1cl2R5Rwpxk2IomZskdoWpK4LBlb6ILUXnTCFIue0A2+8CWwqmmsPKK56cw/bshUHbdyZIULx4Kb8BwPIPj4g88dJU8lRRGeeY9duKi3nXFb6cOJBsyzAPqQubpc4FJnYbJjsZQbr4TQA8joxRo1FkU0DlXL6NX7TwxZ4991no1qhb6s+YJxWjAyXSS4VLpDzVyxG/c/sgrvazogmmOET5QS59kVCfPID4DOwmcQwff7x7u1fERXCJC1/XH6xjYaYVXuW2W7mC/m/1h6kXTeVUNysri4AWAlmCVAsuWmFXBCmnXJcTG/fCwS3P34susPATepwEKacduNyUcOPKLU+2A1cbSpMNT7oIUsSD27nkJnJdOOqyHXC3X8h2dTO8K4LUBVHMTYy5IlhcyXVFiJBIHAAwJUi5bYHbDrD9LuYFV3aQ1LVyTRi0YydA6abULQkSpnisXo4sVWw9uefZo5kgjcNet5TuS/ZI3ZVvA3w9OdFnPem3hbuaD1zJDRtnaCs19m+G3FcHahOOAkRXe7vI/ZfiAp6gIedKT849PertOqDAZF+LekX5QS79vEB8xdF5KqEvCPXytAwmwQ8qBsEU1yi5LnF1NR6EP8aV21WFe/b3LAJBCGQJUgd24WKSQzU5JyPKgvyfrbvhs+Vb4LPlJfCfrXsA///YOjXg5JZ1YfjZbUKR456QXZJ4rogxv9xMJUhdbaSouKJNoW31bKm4zZfZ/v3G6woHk7FAIUiPhmhPxJjbcXfVbllX/O9xZ45jXRlcEDiooGuClPP4Ojdx4QpTVwSDq6P7aAcU0tGUIKXI1hks3HbgiiB1ZQcV5jA8Vr/rBwD8GyNJG7TTgdMryz3P+m3FxbzrCl9u+xL2f3Wbn0LZvkYwe9kWWLxhZ7KPeldeCDdUeQ+25LeGugPuI/edKwKee7zKDQqac9FWCpZOgWrTRhhFj1L3imRgpYJKX0xEEBKO2rvUkzuC1tV+VkCrxDWks6L8IFOZFLsIlC3SLFAvE/Nd1sTdZ9gOE39B1X4Xeoo6KTyCSr+g37MEqQlq2Xe4EcgSpNyIOrwZPE6CFInR2yf/2yOvgp5j6+TBny7tGEhscU/yRyNBipjJ/cVJkHLagV9PruEQtZlEUvSN+Wvhkfe/T6kOberSLk1gYJdjPCLe/7hajLEeVxtKE9tNJ0HK7Vy6cKxdRXlykwwqx5JjrI2cPRJK9pXAPb3ugbq56o8M1DpdkBeqfsOorO827ITFG3fC5tL9SVV/1LAm9D+pYh5yVwSpK4LBlb4IFEVnU4KU2xZUdkC1UbmcGLuHDxbAuQ1uTf50fKOagH9MHgqmJnLxHW4MuOfZMIK0KLcIRvcabdrslPdc4cttr2JNbF52PSxae9hrQ92Cat7fW8rnqWdy/uj9/6+r3wF9WtULnK/8oLmaD1zhivoH2dmBbeug6JnuieZpXnqEr7gkHpW+iHwBj0J3V3tExICbHFS223IEm15WFeUHuSTyAvEV5DjVZuWI47u3J/27Ue2neUFE6DMLfxl9GUowkb8bTPwFVVeapkNQycXfXflkYqxlI0gpvZAt4wqBLEHqAFkXixP3JiJsQfaTV4K06tGyCPC/kdiaPH9NciG47ezjKkSTci/2LjcmLmX/LxOkYbj6iXexkcB/lx+0Kz9R6nKhd2UHJhseCkF6tDhX3I472ohwWLvk/xQ2bctJRvOg04rOqSkp4pIgdYGDC6JFjEFukkGFLUZkPTN7RZJwCFqWB3QsTiEeVDJNl3aZYCjKaVqBtEXCFm2td+t6WlW4sgF5TEQR5ZlAkHL3GZLqU/69DmYv3QJ5TZ73+mPPmutS+kXMC0Eke1QHuiSajjaCVPQb4sUVXU/BF/sXP5bokNycc5fcbrSrIFtCHev+65deqoQ/HLwcFh9u6pW7sXeLSL3FGt6msA0M7zxcay6JKsz9kVOuK2j8ln3yGNT+9AEAQhRmkN6u9l5Yl9h/dan7Y/hp298Hn1SSia8IskzIwlymmNNU95FP5Mn7XQwK2JT3AkxZOgV0ctVH1e/CB5XrM5WfLoK0gr7Uy5n8IJcfs197yVPQd/4YKDtQB3Yt/U2kKQgfOurUpRBg4i9EVe76vhFXpLboryxBqjvLZMtzIpAxBClOnG+99RYsWbIEdu/eXaGNDzzwAGe7ncrinuRQ2TgIUlzAb5/8tfclTDWpj31/STICEI9Hv3pzzySm3JMmd9vlzne5OZO/rtWtWhcOHz4MeXl5VrbnAgsXXwGDcJVtJigCOSiyVCbguYl3uSNcjFmUb2JfFILU1fG8IOcSyavZyzZ7jir+t3ASe7euC3ULqkfaMzeRi87o2K/vg5K9JbB33SVw+FBBYP3oUN/Yu7lSP/lllwQWNzEk9OYmWoRcbvuKav/Ur9Z5JBc+MsmN/7+5dJ8XUYoEmPj9DwNPTHabi/bLBPys7/aG2jeFBJFfdmUDWAeFFDElSDltgQsDnAeemb0y5ahzbuPXoVLVUsAPJ3WrF3nQz1q2OUm66xKlFEypi7nIWSnIPk7ZqAP3PBtkK9xjLQqDoP7F/sOPJKoPEy7sFSOT83deBfLck9L35Rc1La7fF57Z0SVpc7hG3tC7RaCZcI0Fv3DufoqUj2khpgyDgt2rodL/jQdofgp1SCTLcV8iI/aRGMixsWwW5BZPhgPbu8DedZd6dQZ9fAcRTRiRj9KUFMQ6Zd8qCKCc2vM9PQe0HgBjeo/RxtD/ArcP5pdvul+OIkhd+CFC7wo2Jo7Ln/E7gNN+S8e7/L25jY6DG/L2wqHdLaFox3Dv5BsGEYlUYcIGP/VS1CX2Ln4/OahSE39BloN1zVleAlgvPutK18LWund7RO6MgdMDT+bRG1+xpCufLEuQ2vRK9l0uBDKGIH3ooYdg7dq10Lt3b6hevaLTfdFFtBuguYCxkWO6eETVKSbYCv2RAAAgAElEQVTO4oJimDFwho163rv+xR4n9Cue+syLDEXyCgnPoGPO/skY3/FP/i4WZ/+xcvE1du3WhAMrL0464NguSFF1yTh0KOzwP02QyuRoUNSxjGNYFDP3V3a5TpvNb5QNmHzBTSdBKjuXPeqfVYGE8LcVichfn3t8KASceRdFtNjnJVOgav5SaFntPDi/9anJKB38HYk0QbahUqgbNfqIkyD1EyKoC7fjmnSwqxfB6N48x15FR3ITLkFkgNxfKvIKyz40Y7FHPMjEJDfRFETAC93w73oF1T1STraxG3o3V5I2AlduG9CRa0qQctoCxxgLItSRiBIfTvxRtH6yTTVn6WCq2mvIEa5yWUHmcqXG4CQFUc8gW+Eea2Fjwd+/qI84yo7/reo/LnvFvvvtO/+A6g2mgzLKc8WHAJ+OT17U5G9DWDQp93zginSVbTdF53JiuEa9JlBl4JOq4RD4O9feC/eNj76/BF6f/59kPVVqLIcazZ6CxtXbQdGOEUmySvgsf7r0xCN+jiIfqSkZ5A8MEGQa+lnobyGhNW7uKx5B2rByH48gpeTkp/oeGPFKfRBDfFS+n6mPG0aQmuyTqW3Ccin6trsZACNB8aEerxeVld9mP6UgH+6sXxco0cRIWgb5yUH6mwbAvD5/jWf7/pR4wv6RyN296mbPtw9LjaeDpyhrOiZUdQnfORtBqkIq+7tLBDKGIL3qqqvg2WefhdzcXJftjUW2C9KNW6a8YODRE11yVACJC2qfhz4oX1TzYNZvzgSXBOl7/ecE5q9MLOqJHJaUowxCf9OFnmJI8uLR99i+LASprh0IsnHN1t3QpDyvpx8fF4ucjGv9PYO9aGPd/vF/da9W732oXv99GHrSUBjSkX5bLKWvuDbpQXXp5oylEKScxwhlnYVzWVipLaxfncgrJkf11SvPvSYTkVGRdFyOu0yQ5RTN8gjSfi36eX/8j58QoRJYHI51GCGCTv3qnL94qnIdUY2DIFUSA5TBFZK7TpAI1MgwrOoPMxYno5gxmouTtBF2I/qpc/VfQu/ylA1BzZRJEP/x/zBYOPUVdVBJkaOdIPV/APFjrpoTkdhG+xFzWtQRaNsj5X5dRc5KQbCLOaxb0QAYfNI5xFEUXoxrnhU1uCZIw2xWnhP8uTzl8RZFknLN4/hBZuuB1TSCFIF7+fIEfFdN8v7yr0NBc4QgG7mIcupcYGNwyTms4zCoO2MUQH49yDn7TshtdJyRWNv9Z9AHdSQYL+lyLDRpsBf6vtEXRGBJ5CklOR9pQLoAE7+GGhjwt0UzYeTnw7yIRCSyMEDFhiTVicYMinYU/lQYmabrhwjDUBGkYQFAVOI2zABT0iMcfz3A8xdoXygmgohe3X0zTK2zH8bXqU32RWQ/WRVJquMvRKXEQyzeXv08TF31PHSudTnMnNMpCY8qSIU6kF35TVmClNoD2XIuEcgYgnTQoEEwYcIEl22NTbbpV6AoBU0XJNWCgbl5Ppx1plcMCSwkOHUf/9F8DOmvnLMVpg+cDscUHKMrLrC8WPAx3wseFxC5K/FvJP7kvKiqBUiuwNUEj3WkkyANuwhJ9POIs9vAJV2aeFDYblCDOkzg2uDQhbDs+95eEdNFWXyB5T6GFJcd6GxWUadMIEjL9jaCfZv6ekcaw3L3URxADsfdHz14Wsdt8N7q16BH4x4w6IRBofOL7FBTSFKbaNeg6FU54hCV5I4aE9F4rWu3hhFdRijnWRHVqkqLgIK4HW1/5KBMhKhy9fkbJkhSJEkaN/0c5qyfA9eccA30bHwkzYsSDF8BYWMle0ogt/h1oF5GM3vpZnh29kpPWtRxWlHd0UiQckR9ivbbkFdR5BnKVxGknl37juaHRZjb2L/8kSQoHQn+PmHRRFi680vYv6UPtK7VKTIKn2LLlLZT5IgyQQQpJWcotY4gfFX9K/rv128s8KoJI0lt+k7UIaLVq9RYCtXqzlKuNZ5CU4d5eUhhwDiA/PpJKOR1yD9HcM8HnGM1rC+FzqN3V4GiHRugrPmpUO3U4cbpo0yIR9QtjBzy564PIpyC3vXIwKJdR6IL8bj9RY8n0wbo5sAX5CglMED4jHJOSxuSlEqyyScHEVPUNYHtkct5g/wpUx83jCAN828xMvL1+WuTkb8ULIPsNkV+7nEAHzwAoHG8XvZx/5TzBEw79juYm5vr5aKlRujKJGmUL0T1F/ynPoOCg/z+bVRqPOrcLZdzFWBEtV8TnbPvZBGgIpAxBOmDDz4Ip512Gpx88slU3TO6HPcA556I/Asyfm3FDYLpIy8g+a0fYiVIUfaN//o/WFe6zkuIffGJHQAJPv8xEFxMMYeqWOgpZK9LglSWff3x18cWQeonrHGD07NlEWA6AplIFn3uAgMhc9+ms2H/5rONyVFhj9imx+a9Cu+se8TLJ3VB49us7NVv5y5IYlEHdcMjylMIUk5nVdSLjvsf358PpbVe9giirjV+SrqNNyqyx9Zx95OjGDWoQ7LIBJbquL0pmUshRDDidvq6Z6Fy7gboW3wDXPCjzqZTbfI9KkEaFNVKyZ/JefxT7rOWOed5pCJFhyCQsD2CJBGReDYEqWwj9WvvT9o/9bZuOTJRdfzXdjwE4UElRUwjSG0JJ1ln0zFGIdR15gVBsqNuQR+BTNsclgrC328ChwPbT4KDO05SHhtXTRa66wHqGfWhJMhWOG3Xb7NiDFKiyeXxFvYBz3Tukgl01OX0zv8B7Kuw0wop/VJ+3BxOvBSg/SUpP8k6yySpbr+p7IA6F6jkRP2e1LlkG7SpVggHTv095NVrakyQ6u6PUDf5SLEgzfzEqGhDlC/mvzTUI666Vgd4awjAylkJEeVEmo5Pp0OO+vU8t8bEZJoAE5KUSl76/SU5aAJ1iiLTTI/EUwnSIAJbJm11j4qnYLKzaqJvicfr5dQNXvq57itg5PcPahOkiKl83D6sbynjgZoSL+jjg86Rf9U8wc1LYH1U+1Xplv09i4AtAhlDkD733HPw6quvQtu2baG4uBhycnJS2jZihDpCxhaMsPe3b98OmCP1u+++g8LCQvjFL34B7du3j6wuapIT+TM/W16S/FJ3csu6kUfDuUks1OG8qT28Ntx0zJtax9KjGo5H9b+p/hOvyKj205JRiqZ9IxbK8d/eBxhBeEHxbfDAOTeEivOTg6p8K9y4yorJi8edXe5kIUhVC5K//UG5ZOWNEZKnV5y5Ae6afRdbgnjEQBCOmBh/WLcrWezLT+rrRAqr7E9sJM6vPxoaV0uMbdO8tv66dMnXuAlSf/SjuA1a5yh42PFVGwcwiBxFbHXJC5nAjSJJTcgbv46/Off4UOJBEAwYNTa409nkvJVhtisIoagIUplMFMd85Xx+UVGPpiRDkL7J6Nz6Z8GHXyQi16nH0oPkCXurWusryKn9FY3ACBAkk6OozwnNdsHYL8eqcw76ZFFJUk6SSahAJUVMCVKsR9jCz9s+4F2chY/qspygfjNpv0yeRUUb6xCkqFtUZB8VU7mNOnNBcuzW7AQLvk18mFaR61FrGGWeRRzlC89QXtiFe3ESpNcc99PkBw/qnCCPt6A53XTukol4nMunrXmNHqHuy0Pq768gYtdkPETZge4YUO2LosbwoO07oUfjnnCgy00eOWp6AakO8RhEnKnuS6AQToEXiK75ayLSEC+7qdcSzq15MHlUPwo3sb/WjXaU9Xzkvc3GJCmFYKIe/Y86Gq7TbwKvMII0LNLRj6E/7ZYOgZzUd8VqreP1MtktbM2k7QIDWV5QEI8qopri44m6wqKedY78R9l6SuqCc581mU4qvEOxX5aKskKyCCgQyBiC9MknoxN833LLLWnrTIxubdSoEVx77bWwePFiGDNmjJcvNegyKf/E5D9m7p/g/Y0KC73nJPLE5FjzhMTtfZyJkOUvizsXPejlATKNTJWxwgTmSJDe2/teuKi1+sIuJGrxS5kqbYAueaVjhC4IUpUdBC3mQTrLXxG5j65jv+Eiv37fN0pCWwdPLCs2Jmhb+NiQpGKzjVG1JbXGAiY0x/xPmAdKflQRCqo26NoYhSDlOprnd+ox79u83U94t8Tr5kULOnK/omwyLNm2BIZ3Gg5t6rRRQZX8PYwcFQV0HeBnZ69I3oQeRpLqOqs6hAjqLROkh3a31rpAKnAMr/8MJi6aCN0adoPB7QZXKCKTo0i+3Ni7eZK8peTz47IxVMwfMUc5jq4yFmzDO0s+oh+B9Qn0k6OYSsKEGBNi/WS0P4eijAMpIk0FQPnvVFLElCDFdo36/JdebXvWXJeiFSXiT35BEHnUiF8ZUxV5ZtJ3YR92dGXpzgVyn/VrclmSIDQdF1EEqX9exv7AfpM/lIh/EwR0kK2YfEAKM2G5/ZjrGvtBlyCWyUz/7fImc1dQlDKFeE5poy8Pqb/9fmJ32Z6P6RGqhPmAs4/CqhPr2KCDudCj92/gQLVCY4JUhwzxR/JR7xugEKTYVr9vJkeTeke0GzeE4oMHE5fk4vH7gEcOPtBNKeXX8/bJ/zYiSVXp2KjkqGhe2NFwsRfXSaVGIUjrH7zAOwkYFSVqgo3Qd8aadVB8yq9It9fLZLcItknaLNpClzsBTrqaMDJTiwj/NMh/ifIXKkSzKi5TjiJy5X5V+clhDVTZmjYwAOBCpoke2XeyCGQMQZqpXVFWVgYXX3yxF90qLpAaNWoUnHfeedCzZ3jOs6CvQEE5QzBKDR+8eVHcvhg0aaqIMSp+sg7cR+FRB3nDs3jurZ5aJiSWH6vTenzpJZvWuaCHQpLqkleCVPt0+Ravbfj/+OBxf4wCxkcc9RETPSYen3L+FJYI0ig7kBdz1Vd11FOQpJgvFm0hLEE61bYEHoi7IBx1cvRQ6hEL/l9P+ZB8M6Rfrj8KAX/Hm06RIBURpHipFR7pQYzkRzcqAN/VHbtxEKT+qFHOm8Fl8s0k76b/mGNQVKaJA+y/4MdvFzrOsC4hgnUJ57X2oe6wYV1bj6TwO/aUMSDKCHnnNj0XLmx9YcqrMoZhpIuKhNbBQ6W3TA4XVm5r1W65rj99OBNWlk2GoqpNYfSpv1apkfw9jHijko1hFfnJKBGhJ/L42soPqpcqU5cglecIMY4LdlwFx9VvDJtL93uklnj8BHwYPjo2JdunihwV9el+OMH3gj7sNGi42vv4oMpz7H8f+zsqilzoKQhYketWJs4o+ZL9+IbNh0EfwOSc0v51AOUi1ue1q+/tV6pVq5asimpnlEEYNBdScPPLlvMR44cv8ejYGb4jfyyR8deVk8xDevZIgAbtAqGQ18dTO26FuSVTSHbmF4Z9992GnV5UsHi2V/4ckHRtlXcK3HZy+aVRlA7RKDNtzp9g2q6V0K9BN+jXfjDgvGIaQUolSHWi5vxNUUXk+csHHS2fN+M2uH7D+9Bt7154dv0Pgfkrw4hEKrRBepoQgWGnzOR9r+4+NuhoOJV4ltsfRpAKP+yn7e6AP75e03tFRTDrYiP09QjSa95K5pYN65+w/kwSeGgLDc9J5KnVfGTZ/ijYKH+BGgCD6lDGlu6JS38zKXVoQqPtL+nKz5bPIkBFIKMI0t27d8OMGTNg5crEpQdNmzaFvn37Qn5+PrU97OU2b94MeLx/4sSJSdlPP/001KpVCy677LLQ+vzEGyWkXV6E/F/PdIm8IMVk0hEjO5HEwsmek8SSJ8x7Or1sRGL5yVFcQOZt+bvRMfCoL3WIEXXz5E8WrjI0sQF5eu3FXtG5l89lIUjD7EC2rz9deiI5tYGwOY5oYrnfBOHIaVuIo7wpW/NDrrZ9+aMExDgb9eVVXo7boK/hQYSqTg4kVVoEvy1RCFITIkDUg47VlH+v8yIq/QQOltGNpAwaC8LhF8TKrSfeAcfVa6waNh5ZIesW5jQLQkA3MjWKJKU6wybkKDY8KGrKNGIM5UURpFHRVXIn+MlombDlsANRl8C25u7+cPvpp0XmP1QaiVRApFs4fLAAmh2+nnTZjUyO+vHnisCSSRChLpKIbZvt8nLRtilsA8M7D9dpamhZqs46BKls41hx2IcOfztVRCZ1jGGdqg8aQYDYzItyW6ipGygfc8I6zq+r6th4lLEEtdsfQS4TiEGy5PbXzc+BMf1PcE6QihysqvzQYW0P+9ChM3dFRSlrf4gTeUhbng7Qc0holwnb1roEqlxaEKktKhI5mTGNC55SEGlVMJodn7ALF8kT0a5NMOfvt8OE2jWTpK4NQUqNFtMhhvxtMfGd/L5Yq+M+gS92TIIBVevCmCVfJqrAKNLr3vX+lvffpqfmwvQUPgxWSTlSHkSw+X0qf75RSv+LPhABL7qXVmEdYQSp8MPECS4qhjokadLX25ML3X46N7LJfl9ZPgWZQpAiWX73dgp8FcqE5SMN8xeColmjKqaOraDI6bB8vkH12aQbCJKnG1BiBH72pSwCBAQyhiBdtmwZ/Pa3v4UmTZpAmzaJo5hLlizxyFI84n7ccccRmsNfZO3atTBy5Eh45plnksInTJgAGFk6ePBgWLhwYWClb6x/A15f9zpcUnwJ9KnZH37//g+wsfQgnNUyH27rldisBD0bSw/Ao5+WwIKNe72fR5xcBGe3qgn3fn8vfLvzW7jruLugbc222g2V5TYsqArPXHQMjF85Hj7a8hHc0uwWOL3e6doyg15AHVFX1BF1xXpvfGudV1TUG1URlhdYYfn7zqoPDQtyYOaWmfDkqifh1Lqnwk+b/ZSsK8q745+bPOw7NMyF+89ukPLumCVjPFzvbHNnIK74/r+W74aXFyQWQdSpfYPq0KFhdWiQXxUa5Ffx/v2HXYdg4cZEbjZRFv9bEI9/aPE01K9RJTItA6VRT6x6Itlnp9U9zXsFdRz72VbPZtC+RpyciGT1PxgREvTgew+uu9H7qfu+v8DwnomoZp1H4Iw4ICYYkbp5/2Z4pO0j0KB6KuY6cv1l71t6n9dfd7S+w+sv1B37Fx/sX7SXsOfVBTuSfYM6nt2yAK7oUMsrfvWXiWMyKn3/ubwUXlmww+tvfK5sXyspI6zej0o+gqdWPwWnFJ0CtzRVpwrZv38/VKlSpUIeZiF/24Ft8PSap6FW1Vpwc9ObteDctvcgvPjVDti+rwxqV68M/X9UAM0Lj0QJobDpm6bDwp0LoW/9vtC+ZnSu5ajKsa6n1z3qFan2ww2BdcnvY/mvN+yHmat2e7pde1ItKMytGliFqY5Yx9TFu2DVtgPQrDAHru1YOyl/0vpJsGbPGris8WXQNC/4CN1HK3d7+uGDOt6qMVYQU9QbMe1Z82z4y5xtnpxBHWtV6ANKpwoMzik6BzoWHrlgD9uIssP61y9bxkRukynGfvkrt+2H19a95l1QFYUtpc1BZf60/E/eP+Px79Oa1YBTm9cIFSXbf8dG1aH/8YloFfF8svUTwD+96vTy/tg+aC8rtx/w7A2fSlVKIbf4dUBC91fH0dexKD2oOh88eND7SOfP7x42BoWN4xwxZ8/fvLERNCfI9oPv+MeVLB/nwR0Hd8BNTW6CwpzC0GaJcaaaB/wCqPLDKhZtWVs218ttm7+vs2cHHRvlVnjFP26i5qsou7295e3Jn+X5hTovBK0HYg5Awaox4e//sPVh9Z7V8Nr616BJXhO4vLFddKKYW5DIa1+rXYVxqDPucH6Z8O8d3isCMyFfNY5V84GYW+Q+itKt4Id5UG/pZK/Iyl4PRTbjxX9v98ZU9QbTlZhW2VsCeTuWQ+6OFbB240ZP7uKyJrCwWkc4tmEDqJ1b2fu3z3a/CTthHTTefyEs3xi8D8QxdVKj3Mh5Mkzxxt88CV/tX+cRpLiO4XyA8wr+kaONqf1H2Rvhvu2VhTu8fSXuTXH/rfM8ufpJ+LjkY7i40cXeH+rzw66D3r564Q/7oFq996F6/fe996+t2gJafXzk49aGE66H/t/39faEZ7aoYbR/Rp38elaqVCmpKu5xhU+Ie1zc64Y9KAf9Otwb/qh6L/hgxZ6Ufa/wqag4yOWEHld1qA3L8v6SshenyMO9La5B/vR0Yl+PBGndSm3g6QHFFHFeGaET2kdU2wQuv8zvAV2OD/84KftT6O/5dUHfHv8M2bodhm7bDt/1nQwH8tUf/4MahL4u9qtcT5Cvi34H8gL4IPZXnnhk3xoGlK7P/MrX21N8V+HrNsyvCu0bos8bbHNXfXGVp8IrXV4h91lUQZnruOzk8CA0lsqyQrIIRCCQMQTpbbfdBn369IGBAwemqPvGG2/ArFmz4JFHHklLR27ZsgV+9rOfeUfsxTN+/HgoKiqCyy+/3IsuDXrWFa2DRc0WQe2tLaFk/SDYXSkP6pVthT7755Ha8V2VlvBdTiuv7I8OLIPdLV+HrQVbofOSzlCntA5Jhii0u1IufJHTHjZXrgM1Du+BH+9L3M74bbNvYX3RemixvgW03JCad1GrAqkw6vhFmy88HVFXfPz1dz7wjYeF/5HbjL+fcmB+sgjKnd96vie3y9IuWuph/TOq9fHe8cud1XYW7K22F3p/2xvy9uelyMX3Ps7p4vUd4tbs0Hr40aHlpLrx3dWVi2H1jyYDHmHftfQ3cNzuEjihbAXp/bBCiAFigRgIO0DcFlVt6el47v7ZofLlDZe/0McnfOzhgHoW7QM49eAXZD13QfUUnLDfPun4jvc+4lrjQDhhQa6kvODCJgs9m227ui0cs/UY7183VSr06scHMehy8FuofzhBPuGD+s2v2s6zf3xOOLi8Qj/8o+M/vN/O+fc5JJUWVW7hYS5s6rRD5VEFAW+X5JfAvFbzvP5qu7yPp8emSnVgF+R6Y6N52QaoAXugWdkG7238+ILR82H9ta/qPvi2ybdQ7UA1aPef4GN8QY3YCznwTZVWsK9Sdah+eB+0O7QMciFB3MjPhsINsL7OeigqLYJmm5qR8AgqJPREMmjv+sStvk3KNkCTsoSDJz+o26bKRbCmciNPt9Zla6D24V2hdQsdG29tDI22NdLSEetaWrkp7Khc4NXV5dB33vvfHPsN7M/ZD23XtIXqB484YVgey/4ARd7fUe2IUqQ0txSWNF4CBXsKoM2GNrCmcsNke4UOOg1ZVX8VlBSUQJMfmkC9XUc+ui2s3MrTs0FZiYcj5QnChMMOUO4XVdsmIxD92FJ0U5UR/bZ33SVw+FBBpI2hLviEYWNjV1F6Cvv+oVIdqNw04UiUrb5SaeeqtuPvwg6abmoKdUuDSREsJz6QBc0r8vjDsjguGhzemhyrlDq2V8qHb6q09lQOG8NftkjMk51WdAptmiyn3aGlkfOAX8iSRkugNK8U2qxvAwV7E2PV5BHtFZF42J4mhzdCg/J9C3Uujao7bL4R41eem6Lk+NcDWTedOUDU4Z8LxFxsuu4E6S76CTaeAZ12H1mrTfoK3xFzKf432szB/NWwuv7qyDXM34f+Odi0vTfm/d1rxqS9p0Dp4dQ9pdw+rP/L6k2TH0w6r6mYo7ug0h5oU3UddK66LBSa9YfqwEcH2nt1+e0f69hXqRrsqFQA26EguX4FjfEo7HFMFlXZBdfl/B2WVMuBsUWFULa3ETTYeBIce2gDrFq1yvuoq/ssa7gM8E+rja28P/5nVeVGMK9KW29f1/XQopR9HbUuUUfx1mJov0b/g+/MKp2g9Nj3vTsQGq7tAx231IA6lXZCu2pr4P+qfeKp8Z/D9eEv+wbAwYrbKaqasLbOWvimyTcg9PQHNHxUtXNyD9vl4DfJ/aK/Atxroo9QY8WlsHHvkX0x+i+2/oe81y5q/CIcKPw2ZS+uaizubfGpXDlB6ItH9j867VkX2rYw+QIbtJO+BxJ94n/WNfsMvinc6elbXBJOwMr+FPoyNQ4ngpXE803TbzwfZMymLTCgdBe8sucU+Hw/Pb++Xy/0XYRvjv6b39ddXaWx57/gg74L1Qdd3mg54B/07an+vfBbhW/j1zXIDxY+dK9velXwoVX2EPQ78geC63hhzAsmIrLvZBFgQSBjCNJ+/frB5MmTKxynLy0t9Y6yT5s2jaXBukJwkULS9sUXX4SCgsSG+4477gDUt3fv3qHiRJj8ge1dAG/yNkmCLCf8Nj2y7M87I+em1D36S8Eu7Fa7wAToZycWFTnxNP5/UO4Z21wn8nEG+fhGWB4d/xEbSk7PIHyEfCQeyw7UMcrHKsv1pwQQeuoc+Q7S03/EhZo3NigdAuZj5T52IXSOSjGAid1FzlDEA/WQc4iG5V0ytS0dG/FfLhXUB6IPTyrOh127doVGZOheIIJ1qfJNyvpw5ZqTb5vvWuOn3tF5fPz5Ck2OrNvq6D8ai0cQ/15yv6ffuDPHeXhhnsXZyzYnL3fC34JSElDmRa8P9m6BUZ+MStaB/yGOWpoctRfHlYd2GApt6yeIP/nGb938pn5MLu61m5yHMQgDuV9NctFScRXHYK9qeTs8M3NzBRvzH0mNwlrnaC5VP385cRxaELomfS/LpB5bl4/YC0y+27gzJZeosHF/agvqMf6gfJ7iWK88H4zuNToQPpO8o7Igrv4TmHardTV89E1Osgr/5UbUnKNBjY06vh2WWzNIjrwe4I3wz8xe6fWpTY5jtJWH318G3/9Q6lUpjsDbpDAQumMf3/XRH72Ict0UKVFjTk7J0K7VxsjcnlGpRZJ6ls/XIk8sebyLY/YnDwFoEX0yC/vpL9/+zhPd9MDPU1OE7NoE8M97AEoTJ2S2QG2YnXc69O/dEQB/27UZ4OtEtKr3nDwERq7/l/KCRVwjcC0Wl3SFXbQm5ohZyzZ7ZX9d9VU4vtIaeCenJUyvu9OLghcfPru3agi3n6d/sk11IU2fhz7wmqbKRxnVNxx+zo9fvcK7dFQcAcf9sXcJbKVN8Gq1Md7f3oMX9hjkpMRXKXrKR8pRB0ynhftcfMR9COKCVPm4Oh6pF+XIdhxSUOige3Euigs6Yi/23+gfdSj7g5dGwOSJTKe2bTU8/nwfGF+nduQ9Fr5yqYEAACAASURBVJRj7MJXeq7R2dD102et+lz0m/Bd0Ae47bx6cPeXV3v+4s3Nn4FH3v/eaAyYpJaQcUd7Qhtfu3Uv4J0b/vsYxJg0yUUb1b/c8kxsKftOFgFEIGMI0ksuuQQeffRROPbYY1N6ZvXq1fCrX/0KJk2alLYee/jhh6FOnTrekXq8xR6P3L/wwgtQo0Z4ZJzI/4E3YhftGO5N+iYLlCBhTC9UisrdQ1mQdUFXyZTz6fhlqxKH25JuMqElCMAgmbq3PEZhJBap8xreCq99mPhqaUNmynl/Gldv5+XgxMuEbDaQqJOcJP2VfzbwZKKeUbmKZJzkDwCmhCPF1lT2Jesk5KnsykZff5Jz/82q4gOFyEW7c9GDSVxxPkDd3pi/FibPX+Nhjk/35nVg/KXHsxGkOuQo1m9CwAb1nZ8QkXPsYXmRH0121KgXdQiC1CaXo5/MyWvyvNcMdFTlC2iErkG3klNsVi7DmXfQT5DK/Wxy0QvqKWPSoG4J7Kwx1Shfpp+A2F3nKQ8GJJ+5H5kUq1OpnUc6hz2cOTJN2yGIsS75P4VZ3yWiU2yIdypBumFrKSzeWApzVm0PtO8fNaoJvVvV8z5g+B9BkFIuLcJ3U/JZFlQDvB29XuF+7wNBGOEk24zujeZCX26CFAm8opym3kcSQRTZ9hdFVx0s5Pm6ReVLPfLLhrhF/QSZ/ugHK5JkK/ahIPNMx7Fo16pKz0GlqqVwT697oG5ueNSz7hgTJGnU3EX9IGe8Dq74EODT8QCKPKSibWI+wA8mRXlFgOtM3Uo7oPeqcR45isTolNwBUK9lp4o5RJEo/exxgI3feuKGNUqkGKL0j3wxlbBpnAPw8V/C1rvyQrihynsABfXh+153wP/7+j5vHIsPn5//Z7e3l6HeLC/aHnYHQFQOSF2bUO0ZKfLEvhsJvE8WJ6Ig8Um2OecNgA8eSPwj5iZFkrT5KRTRyTLUnJFy4IzQQQ4GEL7ieYXj4NZTuxn5nSrFm//23WTaAZ2Lc6MIUrwkFu+tQN/M5Im852PmgzBl7v+DO+vXhQGtB8CY3mMqVCHjGuVPJS97aj0Yiv9xb0KOYR5SoYQ/gEikZhP+gu64QrnU+zV0sEYfWr5QGu0fg7fw4wHHfRM2vphOO7JlswhQEMgYghSPrS9atAiGDh0KrVoljlosXboUxo0bB127doXrr7+e0h4nZTCK9Q9/+IOXbxSjSG+99VZPp7AHJ7s3FyyEv6640bsZ3GbSxzpQ3nlTe3jV1dlyN7x8/XmkRU8mRzHJtH/hoS7IOqBSEizjJItfIQUhJDYZqsTQtgQptsMf9be9USIXzYLBC0iRrDpYYFlBPI7sPhI6FZ4Fd779ffJLHCXhur8+sTg/febf4JH3NnuyqNGeUboLPXGzc2HTweCPxsQFGvtHYPj6/LXJdvg3Ey4XOepmF8eMsC/VhotDX5n4F9GrAiv8W2xa7+70Egw88cTArpDJ3fOOrw039mkZSFboOG665CgqFhTpqGv3WD5Iz6ALJkzIIUo0GlVnJEOf+2wBlNZ6OSUqRuiFZE0QaUSVL5cLihqjXqjkr0/IurPrndCoViOr6FFZtiAxvt+03jv+qRtBJfcxYnjTafWTDnVY5KAJluIdPynmtzHUIYr8k+umko02+sp1IPkmIv5QpslYoFwk40WNfbUWtuxKnAEVmBzfsKaHTd2C6Lx+JhHb8tyDdZ7a7gDM3fFSIOFOieijYG6iZ5DcqFvhVVhR9MQyKjJXvjwoijAWbS6s1BbWr+7u9S2SmTZzlhxtLEdm7qr5shWxKeY68TGKmyBFXFFfMXdhlONjP34w2SVUcjRs/aL2LbxcnqN1wDiA/PC86ChP2FrBjqtg0/ZqUBe2w29yJnl/IyH5bN1fAn7YibS7FR9CyedPwcj6RVB06BCMPmc8WdWgC+XkOaJ3o8Nw/DcPJyJZy6Ni5Q99+OHljmkr4POVibRZuP+hBoQEkTjyiTKTk3f+hnP4ObLvEbq33LYa4K0hACsTKczgune0SFKdfWjQxaECe9mnIRuBZkEkE3/39+cAo0jDCMcgkRUI0m2r4S/TnoKnDkyBbuJW+DpNAU77raZGieKhl2U9fz5M2fxlKEEadmO9XwnRR/jv6DPCox0AsN9HLEgQ45YP+gAYLCH68NwaEwFPPKp8mKBqXUZiyoSuiCS+oPg2+FnXK0jcRBhMOmPAEurs61kElAhkDEGKG7LnnnsO3nrrLe/rNT6YyLl///5w0003VchZomxZmgrIizvHzeCiGfIRXVUEov9YfVQUIAfpKENNIUhNu4Zrwhdfp/HWciSu8CgDEs9+wnZ4eQoAU33xPYHHze1vhpva3gR5eXle1Kc4rqBLkor+uumYN72jFzqb0ah2BBGPQdGYsoywiAGODWmYri5kc8nETeOj7y9J2pHYsOLmZkHlXwPa2/SB0+GYggTRHPSgbf5i0lcABxMXfgVFvFFJABvSgeMopYrIRf3wMSUcOHQUfSATrle3/JUVuRA1zsKIF0FCqCIcZdkyQZpTuQ78+o0F3s+mN0L79UadVuf8xfvnn7d9gIQJ9ilGsGHEnYhig6qlkZGDNvMrvqsb3WjSP7Y6yu8HEWNh0Vz18qt7uEeRXVEEKcqdvWxLMmIUbycfcNIx0Lt1+EWRQW2lzjlB7woCpnL1Dd6FNP6obx3SStUPNnrKsjnnljCdKWkLZJI0LCpUyMEb4WuXdfciEG1vK5cJUtRfzE82qTLkD0EuI8qFvmLuqrH1ZqhX/gFAnAygRNhS+ifUHvFoPEZ1Eo7Zp3wwwTz4/xydIEdbng5b2t9AXh+3rPoYRi2blCBIKzcCOCuRzoX6oK19t2GnVxzxSs45ImVAw7ZJmWJ8IMFdq0otb1/77/W7vb2teCinmoL29DY31ge11ZZ00X7/raEAX72UUEWTJDXxxwRhi/vxSjlboe8bfb3AnBkDZ1C73qjcoNceg6/2PAFd6v4Ynr/gzyQZKQRpOaHs7b8bN0wQpHgrPD6GUbj4aoV0aufU8YjMubnVE/U06uZFO4qHGjmK5SvYguhrjBjG9ApMj62vq22zhnqj7d05+y6Yv+XvXipBTCko/EIU2aNlkRa5y+WLGTYn+1oWgRQEMoYgFVrhxmzDhg3erYjFxcXWt3677m9czI+pk7jd7bPlJV74OT44SYivQCpSRKWjPNnV2XJPaOQeyvHnhIwiR7G8yYIcpa9t3pMo2dxHBn49ZSa8t22YR5BijlBqJKuqv+TfBfF4QYsLYGS3kd5GEh85lxDmEbqkSxOSWB2inCSwvFBUZCbaOOagETmO8DjPJV2OCdXZ5SLnYuHn1lfk7kGcxJdfnXGBm8jXPlsO7yxMXGbkd+YojpufHKUeXRc2Q4lKU9kXF1kRVg+HjkK2isxVtZX6e1iEopx+gEpwCif14T4Pw8S5az1S0jafpb8dog68IV5F3oYRXa6x5bQzTpsKs4mo8YskknyUW5aB8wASFz9q+P/Z+w5wL4rr7QPSRaQpRSWgYCwYC6AESBRjoajwgQKJKIQYFYhCNFFRERAUNLEnFAuion+7EEHFRI0RbNgiJDYUxC5FUbqU7zl7mZu9y+7OmbI7s7979nl81PubnXnPe87Ozrx7ZqZsGSwKGI3r1oAxr14Y/H9471yMp/D+onjvT1s1gJ5tm2idNm3qQ8Rz3QtzoUaj+bBlXWuot/nYIHM1vJSXIlrJnjNTnFi/rQx6GVZq3Kbu67p2U/CB4JUVz8DuW4+Eo/Y4zlgcRdxRgRT/hiLpsq0Pae0dGv4A0Lt9PZj31c3KmekyPqO/h5eu4+Ft4l1KFZAp79lETGKZfUhUTCorPpic0aIbHPXfp8oyNYnL88N1lsf+5s0wYnVZ9imcYrilibAD60LBdUc2bLifFAIpjm2jmY2ybZqi8w/ZqjfVGBDlTeY5YnyoJDpqiqQmONHWLMbHSZw/9s7zcMWrvwPcRg4FR0qWY7lAumkFwIyeQfbl7Lq7lmV2Nj4cJtQ9CODNe8uyMvFSFJgF1rBIOrLaI4D/fN76GDhx60fl4nE0VimC/k5zBRTC0dcGe8/G8Ws6180zDkQS0BH1+sPzr8Qfvoj9AMbHPg3qpIqmYh6KojsKrrr70er2E3wfMxBmwDuBtGjuwb1YwpfoCFCY/M2z/4+UNSazOdrZRTP7sOPBdjEDMnxIDWWZi+mXqih2FSFIZnfWdYdfdlce+RejpQFJtiQJpFheda/T8GbmKOhSXuhUjm2KhDbrisNvOoiM1kldtk/lMq6cynOBg0g8pGnp6k1wx4Kl5YcpCIFKNnGzkZElJkAmh2jIcJrwGTw/b9wEH3z7gZWDPmwIKxR70pbVhjOsZIJ2ecZrzYbQr8VIuOHZj4z3HYzDHxUZ4g70iFvSHsafNbc2688jc5AijAlO0SdxBykJX1XZZW35KdjiwJSwH8NL9uNEL0rMYhkbW1qEMx23fHdYedM62wok4baB00YdFF4pcRCuR2RxRuuu3nA+VNt1CXRo2AsGHXY8pWlpmbhYwZi8552ZsOT7N6HepmPh6u59pPUEsbN2U3l2O77DOh9QM9OMcgFK9F3n/+SyYOsUvFS2HZBtgSA1nrjMXrTTY+066LF2vbawWaEf/ObbsgxWFDY7DgXYs+wUbKUL9zed/buyW35yGkDbU8tvD48PWtZtGXz4Fx//sVA4UQP/P27VW3hec8exjwV7sYtVUTp7LqbZZjLP0R7PCpEUsyFxCTbhMsGJ1WtjJWCLFgmfs4EHQs2/uKt0DoVjWxQ/az31+2Argk+37wFn1usIKxr/u+LhSZoCcxijEEnvrzEeOlZ9Bx4+ZBqMW3tVUGRM2yfKV3up7J2701xh2QsAM04qa9ZwH9IwdpX5Qpzr8oyDKCdCeI472CmMNSya4t8x0ezx5XfBG989AJtWHAebVx4Hyyb11IhMvoUZsMOAc4F06tSpwX6e8+fv2Lclwa6RI0fasdhyLShyffLN+qDWjjvSycVhTKZfgQTUuK9B0ZPfRVmVzh7vCR/6g0sPTC9bNsfhMH1pJL3go0suTDkI3y9eVO32bAdTjplSYRCJ5cLLO9KWy4f3tRWnG9rYAiAtxnR5yFpwNB1ERu0SX0BV9lJS5UZl6wkhkNaoUSOYXGJmoDgBHsWEGg3nw7fb/wsDDxwIHZtVPPHThjiKthlPDkNLn3u06gH4j+3LBkaBycahTxT7ZJipp1cLEQcn/rt+98tgb0lZhicFX7SMEKG7NR8Cj73yv8MpxAFbWD58yFZcdpaqEKSK05agZaseGX5dPsQSWOR75bpNQfZleK9FFEiFX+L2XDURSNEmU/E4/MHkqD1+ESznrbCUV0Yc8XdTnHnFgY6wH97CAumQvQ+IlO1ULClWRP+1eVUXqF/1IOlep+H9LUX/pGO3jh2mH9BM7wexNF2SDVreH2zYCGdsraWd9VmhX2nRrcLhTXDcFWoiaVgcjcEvuMExSLvG7XYSSIW/oskc4fmJGBuHt7hSnb9Q48JkzGg0nsUsSdyTtGUXgMEVk2nisJvOn4ywUsncUS6asEE5CwHHtlXf/j+o8cTIQBz9w65XQ62DXgmWaI/vPB56t+79PxQWRNJP33wa9p59WtBWl003QfjwI2xItl1d0lyhwsFUY3cvK2ZpH1KsynSum2ccyNoSKw/xAwheacKp2M+08YYzg1iwOcdVDG8uzgy4P8X+nnvugUMPPRReeumlVHecc845hXOXaScnDE77GiSW84qy1KXaorwtjKI+0xd8mpNVRCZKsOTxlS28qfer/V7dSSBFnOHlIPj/mBmKe7fgyxsvcco5nhSIJwZmJejaysy07aeoL00Gu3FxkTVebFM2iAjjCguk4u+4RFVkk4Yzhjo27Rgss0Wx4b2vvg/EVLxMl6vKhDzK82WjjrR2bGao6opWFB7CZSiYKSJpWCAVwti1feMP/1LFGC4f9mGb3Q7f6TRvEWsoyCUdJEKx2QQj3msqimEdPgtjSfyoiE2uBdKs+wPBkek2CSqcmsStrXgzFvJijEiKlbgs4LgPM9EPe+EyefFrGm/GvIZFxqTDmtatgFeWzIF7Vr0OR1XdDc7ocIH0UKekmIvtZ8VeqHgTLvfvOCy9fsS89HmAtx8qayZB3A1zmyaQYhVJBwrtUuejYDyLS7QxA9HWfvpx/JjMS4zHh+Ign66jpIcPmc7HjLEqdmhiznDwpttIB8Zu+uoDqDml7IDjAZsvh1P7DoAnVo4JMl9jT0EXArNCFm4FE3aIrC+3OBse3m0gPLnmPKha/Rs4ZNu1cNQ+rZUFuFj/ZLAPqakfTe9XCQPdebTQLj77ZmPQHCaavb11IuA8NzYWVEBxWWbAAgPOM0iFDd9++y3Ur19/J5O2bt0KK1asgKZNm1owN98qwieDDz10qHbjuh0QpUFbGEVbtsWrsA0qIhPFdtv1JbUpBhFJAmnaIDJcpxhQZiWQ2vJd1i9nMdjd6YszxekxZbLGi02qxFqcQCpgY0bOU59PD/aB2/R1N9i2qWK/aGu5qg3BMJxlEs101XRVhdtsYBQV5iHiYVsUzJTTq4XIsG1jU6i7/mS4uNsB5MM8VLhPEhnEAVtYl+yQrTy4NRXF0I68hBtbwpgqZlOB1JRjY8GJGLimOPOKAzTHhrCfBa9JsRLuv35Y3aXCBzn8SIJXdF/ZaFY5pQ8kujq1mGm/YxpHATghUMYJjTvEyA/enQU3Nay/0+Flqhwk2iv2ERUV4rJ73Et01z0rNrHu67Jl+eKKLKsPF1YRSMV90aW31Xd/PTgFvUnVLnByswuUxSoVfkyER5N7A4zhZdiSPTVN27I9n5NxLOY2T57yCnS55rmgeFom6dZHzoFdFt0PL287EF75+T2Bz6XitRBJVff5xH1MUZzGawfvpnOcWKwZ7EOqMl+I85FpHMn8Hv5da4/ehAZM/aOCm8syAzIGvBFI+/TpA48++uhOeHGg1q9fP3jsscdktnj3u2knJwyyVU8cQbbrzrKDs401D2EMOReczOo5C/ZrvF9qnIYHkWJpAg44cPuGH+31ZTCY8F0gzfrlbLt+2/XFOVjlI0eaQIp1iwlxh3qnw1erGsLKtZvKD28xPb1YYLcxic1i4h7m1gZGUZ/pZJr68qFijp5eHRYZ8Lc7X3sZlm17CBpU2wf6t/ottN2nIRWCUjkbvJTvsZfRVgtokA0xo2jCGNqtgtlUIDV9nk3vpwauaeYg9Rml4kkrZyNubdQRxUgRSM848AwIr2wI14Ef6pKyym30KRTuTf1oQ7yGcBZpeJl7KFNz9S67wBV7NDQ+tCo17qOZoUkEoniK+5Xu+/PUJflhHx6/9/GJS+zT/JTX+BsxmIzxpAIeJRhFlqFkqb0pJ1awUuzZUSY839v+Q4NykVRslSBWwgXnY7zxFoxcXLZv8cs/vxs6Htsr+G/pnDFG6CRBFMJliHNTfmKxinYQlKV9SE3nuqZ2kvjdUcjmgVC2VjGq4OeyzEASA94LpIsWLYIxY8bEiqe+u9W0kxP2mb4003iyhVG0kWUHpyIyUWIjS17D7asIpHn6KtqWySAyXFfWL2fbfssaL3IT3mph0aD0DftlAmkWE+JoLKgIL0kxm7UgYjMTz1RUofQ3WEaF1+jp1eE2dqmzJDgRvEOTDvDLNr/UOpmcgtlUZMA28uDWRhs2bKVwimVsPcMqmE0FUlOObdks49gUZ14Cnq04sCLkRUiVCaRt6reBEUeMKL9L7I8r/tC5deNEN+XxwQQbV3k2omBtvlvg6/8A/OPKsiYwKxOvj/5Zdlr9jkOUfrd4SvDnvxyrf+o8+X2LYilmi+K/wxdmlRIPcwpzO6D1AC2B1NZ4U9Yf4O8mY0Zr40PCUnvT+Zg1rBRSY8RNTOr4w0Nvlx8WHK5GnCa/rUUnqDrkyfKfSHPGsAhJ2esTRdVZQ8v2fw1l7ZrGXCJWy/uQms51paIz0b/UYiQfSiqzKbRScXM5ZiCNAecC6fDhw+GLL76A77//HnbbrWyJjri2bdsGGzZsgCFDhkD//v0L50nTTk4YbPJyl5FmC6Nox0ZHmYbZZv1Z8hq2QQxaRncYDf0O6idzSeLvWeM1HTwI4FkP0kwHkVGCs8ar+mz4IJDamCDmIYjYEgfIk0vtp7fsRh1eMUsLD+nCf+OF2VnV670Fa3Z5Fbq16AYntDghc4E0Koio0JAHt6aiGNpTNGFMFbNrgdTWsyqLPVM/mt4vwxf+3fTZEP0J1mkirkUxJ8WKygeeJB5sPKsUjk2w6vTTqZgWP/y/fT1FQRRHfzEmWO5u49kwjSUKp6KMDYE0r3EXYjYZM4o5x1N9n4K96u6lQlPFsuGl9gkinwlObCxvYSzJh2Il3EOvf1LGwbfLYX7Nsg8qm375CNT88XHBfyuJYioHXgmuI3uXmsxxUrFmsA+p7lxXJRlDP5gr3mnjGbGtRdiyjeupvAw4F0iR+uXLl8NFF10UZIqGr6pVq0KTJk1i9yYtgsuUOv8Ug7IWxnQ74ihkW/am+dYWVmzD5GWpEn+iHd8FUltxlvXA13QQGfVd1nhFe9TBq0wgtTGZosSvaTum91Mw2hJh85xc2uBFiDhZC6Q2hII8uLUhatmogxKzWMYWJyqYTQVSlbaiPGQl5MXxbZI5iPXlJeDZaMvG8xnHYVKs2GjPVuzLnjUTrCbiaiIuscwdM0ebHAjQ6pjyojbeYzbqkHEqfg/zM+yQYVoZpHmNuxCz7pjR+pxGsp+mqUhkc35EiQXyHGqHYLl9931g47kLyw+rVeZXZGqmHXgVzh7tPRkA9y7dcZnMcVJ9k8E+pLq+VOaU4mhJGercJq0a09i3YAZXwQxUYMALgRQRffTRR7DvvvuWnHt0O7kwEeSXkCZ7NjBi03l0zDY6YkFTXgM08VL+7cG/hfPbn6/ppewFXd1BZNQgmz6KI8v2izRrvMIGajtpAqnJpE818EwnXDaEQBlmgXHE4SOgTYM2suKJv+c1aUcAprxiHXkJpNiWqR9t2CtzrKkohvXntfQ33NbAAweCyQFmKmKeqUBqwnGe/ZYJTvRNnn2Biv/inoGseE2LFdP+IE9+dbGKGDLJnJf1WeHfbfSRuraq4BRlw3GHH/5r165dLnpR66OOh6j1pZXTHTNan9NI9tM0yf6zjpVAPHluukMY/qHnTbClbf/yWFH2C+XAKyFWRrJH0RyTOY64N/YMiAz2IdV9PpQ5JfhZVkRgNTl93kS8luHj35kBHQacC6QvvvgitGzZEt57771U/F27dtWxz/k9NlLPsxbydDviKLl5dMy2sCL2rHkV/IgX60mtToKJP5+oHZPkwYhmC6kDAIU6bQnuaU3abMNmTKVhpvqvFATSrCbuUX5NBQZRn40JKvURsdGWsBv3H8V9SGvUqEFtXrmc6cTb9H4KYBuChq1YouC11ZaK2ORSIBUZZw1rNYQrO+3Yj5FClEYZ07ZUONWAV+EWk6xcrCiTTEcAyFIgtdH/UXnXbcvUL1R8opxpf5DX+zZsl+jXb/jZDVoCqc0xnIxvXfEwkznN85MAnpsIkHBgky4vujbKuEv7nSRqCVG4fosge3T79u3lAqnWnEPwh8BC+4sGOCUCtIlAKrXV8j6kuvMSLU5NgsDSakwpv4YY+XZmQJUB5wIpLq3/xS9+AbNnz07FPnnyZFXbvCiv28mFwWct5NmqP5PBRMSLVJGJ4nxbdsvasiWQZo3X1gBLd4An4zH8u802bNaVZgM1dtME0qwmxHG4TSZteU3YbGX95SHiCY5tCDCijuGHDIf9dt8vU4FUV2RAe/NaWm0j3mz4hdqHCQHmqGZHAZ4GrnupYLYlkOpk1eXZbyGXJs+zSbyr+tE02zUrXtNixZQfE9+o8quLlQVSOdMmAqmtsaYc5f9K6IzzMpvTiAObIkvAEa3unDEzrCkkkwTHkCC8ccAjFQRSbVFMbFWAWaLIYcuflYmj+Hf8Ny6rx79HLhOOpON3y/uQSttL8Is2pyoPUwbz8qzntwbm8a2VlAHnAmmp827jobdRhw3hRuYr0stSVonkd92XRly1ugMRVRPES7ndnu1gRvcZqreXl886DrAhnUFk2KC8Br62fJcXXuSIOnApBYE0q4l79OExFRhEfXlO2k2EZ4HXhUCqs42BDeGS2mGa+lBFbKRiSipnK25VMJsKpCbPtI0MXxXOTWLB5F4VjFjWNA5M70/CSxFIfe8P0DaV5yPMhY0+WiUWTAVZk2dTBWe4rBCfL+9wOezdYG+lJfZ5jrsEZp2xLXXMpsxhypJs3bGti8xB0pxPiJmD58DGph3sCKRIuKgX/xuFUhRGxX/jIVgxl0ncSedflvch1Z3r6t6nHMOhG2y0KeXXBCDfywxoMOCNQLplyxaoVq1auQl4gv27774LjRs3hj333FPDND9usdFx6L4wqQzYGgSQXpZUUAnlbGHF6rPmVZggXsrNdm0GT5/6tDYDeeA13RLCZACiQoyNPW+wvbzwYlvU58MXgdRk0pbXhM2GQJCniIdxYGPynadAaoI3T26FsDWu0zhoVKuRSncSlNXNNlNuyOLSaBXMpgKpiS9N+hIdflV4CddvYqMOTtN+Mite02KlKP2BSV+rK6zqxADeY/oeM40jHdwmAqlJJp8OVt3xvs35xk64Ew5sEkLR+M7joXfr3mRzM8WagEI6pg0tr4eRiwDHtuEl9sbz4/ByexRJMZM0JnM0DF9HKA/HT+I+m5b3IdX1pwuhURdr2C95zG/JDxMXZAYAwBuBFE+w7969O3Ts2DHoQC+99FJYsmQJbN68GS688EL4+c9/XkiH2eg4dDt0KmHSlxyxIhu2ypqyhRXbyZpXGy/lvF8gpi+pvAa+xgOrHcQWTSA1nUjJnq/w7yZtmdyrgtF0v0FsK29RxIaoEZ6cNqzZMNMl9iaCSJ4Td11RTMRbnpmDLviIiAAAIABJREFUtmJOBbOpQIo8qbQXfo5txLxKv6ArcNnyCxWr6RYUWfGalUCaZ3+APtDlRzd+qH6PljN9X5rer4M7/JHukGaHKGWQ2hzHU7HrfFTPVGxK2C9Td2ybx/wryrV0vC8EzB1L3qMCqTV+kUsUSAmXbhIIab5ocR9S3WdEJ84JtKUW0cVqe45sagffzwyEGfBGIO3bty9MnToV9thjD3j55ZeD/542bRp88MEHcNNNN8Ftt91WSM8VoeOwgRGdk8cL2hbWPIWxsBj7VN+nYK+6e2nFMukFrVXz/27S/XotapAOmAzxidt1B5HKAzxLeLEaKjdpGaS6Ez4dM0wms3ni1BVtBCcmdurwamMyG97/DT8oZnlIk4kv8+TWVNQwjSPVWDBtT1XMsyGQ6orQJiK7Kq9YXre9PONV2GUSB7p2yjhNi5Wi9Adoo25fqxvnMl6TfjeNOxOf6GIOHxR4dKujlQTSPOYKUbt0xozWBLwkkmMObNLlxnTsrhMH0nlUaHk9ZndmJpAqgNdJApHaKdq3uA+p7lw3j3lilG5drKIeMr8KfuaizIApA94IpD179oRZs2ZB9erV4eKLL4ZjjjkmyCjFpfYnn3wyzJ0719RWJ/cXoeOw1TnpDEBUnUIVmWT12rJZ1o74/YSHT4Av1n0BugJpXnhNfWga71Q+dQeR0fptxRMFN9WHvgikqgJMmIM8J2ymS6tNJ6cU34fL6E7aw3XkKZCa4DW5V5VXE7HIJNZVcdoQxrAOVcwuBVJT8VqVY91YyLsvQLtMxLiseM1KIM2zP0BuddszEa1VY1XnWY62kef7VrRdGQRSHTFN2f+RA5t0x9CZi7kJhiUKcpHl9Xh7VCDNhd8Ibh2eyPMEi/uQktsM2UedYyjHqOQGHazhKk3vt20P18cMIAPeCKS/+93vALNIcR/Sm2++GWbOnAk1a9aElStXwtlnnw2PPvpoIT1m+uDn1eHZ+Oqk8+LRcaoNrHnxKuwb/ORgeP3r1yFx/xoJEXnhNRUeTe+nxoPuIDJav616qLgpsZsmkOpO/Kn4ouV0J4p54jQRGEwm0bqcmoowYWFsdIfRwZY0WWaQ6ooMyE+eE3eTtlTFRl3fh+8zjVtVzDYEUl1BTvc+XZ51Y8Ek1nWxmsRBVrymxYoJR7p+0eVWp69Vfa50sdl612I9eb5vBW7hy24tukHvA3orZZCafojX4VxnbEoZr+lgqXDPshcAZpxU9qeRi2DWyjdg9ILR0Kt1L5jQeQK5ehdiI4JL5CiyvB7LRgXSXPiNMKgTe0rzeLHMfuwasu+SCqryo4TTGN3/KjCdn7rCbZECrqoEGfBGIF28eDGMHz8+yBi96KKLoEOHDgHdc+bMgYULF8K4ceMKSX9ROg4bL9ciCaR5d8ij/jUK5iydA6obr4ugN40j6sNjKhjqDEKp2MLlbPkvL7wCO+U5SxNIs5oQJ/lAd/KeJ07TyaGY6B3V7Cg448AzdMJR6R7TCXjeAqmOyBCdRPdo1QPwnywvE+HGxEZdm8SzpXMaOLapitmGQKr7rOXZHyA3urGQt4CHWE240e2fZTFbKgKpzh6vqs+VjEvq77ofI01jiIovWk48Yx2adIDfHPobJYE0r7lCGLPq2DavMXeAUSxFb9kFFnYbC8hPh6YdgoQK6lVBTMPszW8/Bvh4Qdnth/6KvEcntT3pmDayvB7LhwXSXPkNGaUjkCrNE0RG8MhFxpwXRSBFelWxhuNMiV/VAOXyzIAmA94IpJr4C3GbScdhSwiSEUURbmR15DXosYE1L14FZ0IgHXbYMBh66FAZlTv9nhde1UFkFKjO4EOZDIunz+f9YqbELgukahGhK9qIVlyIIiaT4fAEftghwzLPINURGQS3pr5RiQRdUQzbcCGKmHKjitmlQJqVkJcUHyIW2tRvAyOOGEEOIxd9gUkcmG4vkkRMWqyoxl24DRNbyU6MFFTta03s08WI95k8IyYiuy7mUhdIxZi7ed3mMK/vPF2a6PftENY+b38mnLjqn6DSbgWxcb8zAf45CQBF0vDVdRTA0ZfQ8RBLxo5pY5bXY3U+CKQ6Y36leyzuQ0qZL4TdpIST6F9qMROdwyVuqn1crvIx4J1A+tFHH8GyZcsCT7Ro0QJat25deK+odnJhg00FKyp5NoQtEzupOLGcjXby4lXY9dA7D8GVr16pvGxG3J+XQGr6VTcvkRx5MXkhC17zfjFT+PFJIBUTr4EHDoSOzTqSH9M8J2ymoobp/WRSQgVVJ+3hNvIWSLFtXbx5xoGJsGEirur4H+8xFYtUMdsQSHWfFd340eVWN0vb1Cc6eE3azIrXtFjR5Ra5ybM/EL5QFR5Vnysdn8fdY8KNqo02MJsIpLoniZvgVh1Dq5Y3wRbcG1pqf0irshPZFw1aRKq2fNy+ZQvM++TzsnvwVPeWPwNo0ALguYllf2vZBWCw3fM8Yse0Yi/OSHthgTR3fncwqTP3o4zbyx1lcR9S1bmumMfrJuKQgi2hkCrWcDVK/JqA5HuZAQUGvBFIv/vuO5g4cSLgUvu99io75fuzzz6DAw88EC699FKoX7++gll+FTXpOPIScGwIpDYEK4rnbGDNi1dhj6lAqvNSp3AZV8bEj3m+6EyeK2G3jVhS4ZnSXppAmvdESHfynidO0wmtro0qfo+WNeEnbO+A1gMyzyBF7Lp4TSb9OvzqCka6wp8ORnGPaZuq99sQSHWeNRNBzYRfnVjIO17RPt0tPrLkVRYrOtyirS74Ve27VJ8rkxgN32vyHtL1hwl28UGq9e6t4Q9H/YG8xN70I7wuZtV28xxzR8U1IZBSD3V97ZUb4NfvTocOGzfC9A21AA4/vWK2aHifU8uZpLFj2pjl9WhjWCB1wi8A6LSrPK+xtA8pZb7gi9BoMh9T5le3E+D7mAEFBrwRSK+++mqoUqUKjBgxAurUqROYsH79erjxxhuDfUkvv/xyBbP8KqrayYXR5yXkiXZUNwYPYzUR1lQ8ZsKnaCcvXkV7C5YvgHOfO1d5XyEXeE2+7uf5ojN5IQte88SLbVLiLk0gzXsipDtZzBOnSeagq0m7iVBQJIFUVZxQeQ/EldWNO904N8GrIzaG21PFLBO9KLboYM5SyEvDrBMLJs8lhb+4MjqcYj1Z8iqLFR1uEXPe/QG2qSo8qpbX9Xv0Pt12TbZAMcFeHn81G8LVR1/tvUCKtqrMUShjNRP+Eu+dNQxOXPUcfF6tGsxrPQiad/5DcjO4lP2fk2Dhuw/DkGZNoEOtJmX7lmL2aPQKi6SD55Rll1q4dpqPJSyvx6bCAqkrfnUyV5XnREIg7j0Z4LDTtVlWnevmPZ8JG2bSto25nDbJfCMzkMCANwLpKaecAnfeeSc0atSoAtRVq1bBkCFDYPbs2YV1omonFzY0r5eIzle1ME7Vr7MmzrTBiY06VGz4aNVH0GtOL6V9hVzEAbZp8rIyuVeFTywrXsi6B1+F68BBJW6Kn/VFec58Ekh1Ju9ZTtzj/GM6QXQhiuhOhtH+sDB2/N7H55JBqrvVgq6Qovsc6gowJv7QxarzbIXbUsUsE70oduh8jNC5h4JFVkYnFnTukeGQ/a67X2qWvMpiRZenvPsD5F71OXHxPoj26yoH2uX9vg3Hs/Dn1BOmkgVSHYFK9gxRf1cRukzmbVQ8SeWGPHAcLNz4FUz/4qtA9AwyQvGgJXGh2PnWfQDL5gd/mVx/d5jSYHeQLq0WJ8tbXGq/01xKCLExbfggkIq5KvJG2cJAa25raZm96jxV5QOAaYxG79d9XmL5RZF93iiA/vfahsn1MQNkBrwRSE8++WS45557dlpKv3r1avj1r39daIFUtZMLe0+30yFHwI6CpoMWrZeIKsgd5Skik6zqvHgVOHBg0OGBMgGO8lKO4jeJIRkX0d9NhMc8X9A2fGjy1VOVVyxPid0kgdTFREhHxHGB02TirTvZ1/G/uEd10h5uy4VAqoPXVLjW4VdX3NC9TwejuMdU4FLFLBO9KLboPNumdlJwxZVR5QfryOrQozQbBD8NazWEKztdSTY3S15lsaLbZ5r002RiIgVVM6114kYXW/g+nXct3p9lHMjsKppAqvIBP++xYdy8b8KKVdBr7bpkN2Cm6OGnwxRYA5OXzZELpFiTOGXdMLtRgNppTCuyJ2OW8ocFUhvjd1l8Jv2uMk/RnttaWGZPmS8IG7Vx6pIYuU/Xn7G4hZA/do0ldFwNM6DOgDcC6ZgxYwJxdPjw4VCjRo3Akk2bNsEtt9wSpOUXeYm9SicXdWGeL2mVl0YUp6nAqhK6JnyKdvLkFds0FUh1Xz4qvIqyum3l/YK2IRqrDJh1uNR5TnwSSHUm7y4mbLoTdvSPyb26MaE6aQ+3ExYr2zVul0sGqQ5eHTFNl09xn46Qi/e6EEVM+VHFLBO9qNyrily6wg8VT1I5nVhQtc0Uo7hfp90seZXFik5GuWm863KtypOL9wHapopT8OHifSvaFlxd0fkK2K/xfiQX2Ri/kxqKKaQy7lcpq4sn6b4Kh+18uwZg6QsVT6XH5fEtO5cv31bCKrIbUVwdSTsEKs2+Cv48+OwyARavmGX8YYFUCbNlglXG/dpzWwtCtErbomzzus1hXt95lhmTV6c7H9vJRrFFAzbJAqmceC6RGQPeCKQrVqyAsWPHwhdffAH77LNPMOlbvnx58N/jx48v9CFNJgOCPF8iRRFIbbwI8uQVn14cGJwy5xT4Yt0XQN14PfzU54lX90WXt0Bq8lwJbk1iXqdXpnCUJJC6mgipTt5d4FQVi8K+U7VPx+/Re3Qnw1hP2NaWdVvmIpDq4NUR10251RHFsE1XoohJ7KnGvEz0onKvillHXKdiSSunGguuBDy0QZVTvCdLXmWxosot4nXFr+r7SMcXNuJVFadoU6dvtoE33G+qCKS640sbmFU+/uc9Ngzbpzq2VZ4fWBDvBN4KAtePfw0w46SyPVBjxNciCqTa8WphmT1lvhDrB9yHNudLNWYFPHEfbnEW7J8rMpBx71bMcuaLGXDEgDcCKdqPouiiRYsCYXTLli2w7777Qtu2baFq1aqO6LHTrMpXoGiLKl+6TNGatKXbOepiNh28KA8odIHuuA8HBnhI0+tfvx68BFT3u8wTr64vTeJch15dnKIt1b2IdDDG3SOL3aILpC4mbDoTdpeTdhOOiiaQtqnfBkYcMcLW45Najy6vrkQRkyXdqqKuTPSiOki13SyFvDTMqrHgSsALC03jOo2DRrUq7sOfZGOWvMpiRfS3uFcmdb9MXQGQGpdJ5VT8qlLWFFf0ft22s4wDmY0iDnq26Qn9DuonKx78riJSkipUKERtW0WYUmieXFR1bKs8d7OYRVph3F9rf4DnJgLELK9H48MCqTJmMnvygtQ4wJq0BVK82cIye9l8QVhrhFNOmbSEaszG4t697f8E9sFz4w8bkyLhAsyAHQa8EkjtmORnLdROLoo+z5eIyd6TeXfOunwKfvPkVQwMxr06DuYsnQM6hwrliXenL3rERypvgdS0PVeDYNlBAUkCqeqEn+g2abEiCCK6k0TdSamUNEkBE7HAhUCqg1f38BkTbnWeERd7pQobVZ+tMDeqoq5M9KLyropZ9+MFFU9SOdVY0IlxU4wmcZAlr7JY0elvXfQHgl/qs+IyBhArFWc47nR8YStudQTSPD/2R+2kijiuxoYCr+rYVms+JLJIDU+0r8DV99XKDo5KqFMIpKu3roZuj3QLzNU5k8E0flUEUqN4tXCaPXXuV2FbhkOHmlKkfL9qzIoGynG3PAmGvjmnbCsJS/vjKhvBNzADIQacC6S4z+i0adPgpZdegm3btkHXrl3hrLPOgmrVqpWUo7ReYACge58OeSovjWj9eQuk1JdGEg958ooYcGBQFIFUd3BIHXzqxGYWftS10xS/LHaTBFJXEyHVpbwucKqKIcKHribEJsJsWKCqt0u9XJbY6+B1EQc6/tSxzbQPEPerPlviPh3MMtGLapMqZtXyVByycqqx4FLA09nTM0teZbGi09+66A9UBWjVmJHFoOrvqh8fsP4shXIZfuHTdnu1g/Pbny8rHvxuJDiRWkguRB2j6oo9hvDKb1cZm6qUrYBPZJFaONG+fD61dHni8noxD8KVokIgLcJ+mUbxaoFjMV+Yt8u+0HzJP8v4xT1oj7mkQoalEU4LgasbhwL3nU2Pg/YvTU+NHwswuQpmgMyAc4F0+vTp8Pzzz8OQIUOgSpUqwUn2xxxzDJx++ulkI4pQUCaKxNmg2+Ho8mEicpqIqzp4TV8GLgTSWxffCrf95zbo1boXTOg8QcnsvPHqtGcSP0pkhArr4BS3uxoEy2LXN4FUdQKmWl7X9+H7dCbseL/LCbFOthBiDt8nEzJscCvqUMXrQhDREQ5d7JUqONV9VnTstBUrqpizFPLS4luVIxfxahIHWfIqixWd/tYlv1Th0SVGjAUqznDcZxkHsveH4Kt5g+Yw8ecTZcWD33XmQqSKCYWoYz6qkEpoUrsIdWxrdCaDWAJumEVaQSBN2TtSZJAuXrM4EMrL953UZknvRhX/ylZ8SRGYZOq+dS9c/p/bYPaWVTBhxSrotXZdxeZCmZbiudLZwk1qA7EANWbD1ZXPh774Cjps3JSYfUyEwMWYAWsMOBdIBw0aBOeddx60b98+MGrJkiVw2WWXwQMPPGDNSB8qkokicRjzFkhVXhpRvCbL83X8YyLI5s0r2ocDg7999DcYv3C8skDqAq/OINaFQKqDU8QbdbCsE59p98hiN0kgVRUmbOFWnTS6mLDpilw6E31bvKoKjthudDm4TMiwhRXrUZ28u4pXVV5diuS6HOnEu61YUd1/UjVubMasSiyo9nM2ceq0nSWvsljReWZ0Y90Gz9S2dfxgA5+oQ+fdqXOPLczi/akikOqIKLbwUsfSLsayURupY1ujceysYQCY5Wh4IE55luMnn0PzgbPKMhxjrqIJpNR4SY3P5yeV7cuqkqmLy8z/fV9w3+V7NILZdXeFCW3Phl7tzitbgr7jt6DdHeK2y+dK2K+DQdwzD2OnbX8+mMlWZ8f1GDPgXCDt0aMH3HfffeWn1GP6fffu3WHWrFlQq1YtYwN9qUAmisThNHrxaRhu0p6OAKwBsfwWHT7FzVZeeorgcWDw2levwdB/DlX+auoCL3VwFqbBxCeKdJYXN4k7kw8CunjxPhlPSQKpq4mQqojoCqeKGCL853JCrCNwRLPiZEKGSZxG71XF6yoOVHGqxrdNTnXjT0egshUrAvNRzY6CMw48Q0qHznMprZRYQCUWqCIasWmlYjoxmCWvslhRzc5FMlz1B9g21bc6Wx0oOVpSmIozXI1KjNvEinWpCqQuxrJRmykijmyMZpvHuPqoY3CjcSyKbZjhiNfYNdpmlWcvbqgFHc5dmFiPEEjnfTYPRi8YrZwsog0wciM1Do2yc8NtqmTqok/+OalMuK7fAmbvcxBcvva/O3MlhFcA+Oysp6DbM2eDqy0LhKnUmBXly/2wZQvMw/1r+WAmWyHO9VhgwLlAevzxx8Pf/vY3qF27drk5ffr0gVtvvRUaN25swUQ/qtB54ZoIlrpWUwYPcXWbCFU6WMUXXp3l6i54xYEBvgx6z+2t/BJzgVcnXvOOAYwbHZwi3lxlCchit+gCqasJm86J4LoClU6fFb1HhyeXAqnq5N2VIKLKq8sY0BHGMI5cCqQqmHWENBvPlqhDJRZcxWtYaKKKzlnzKhNIEbOqQFsEfl1iRE5V+1gdP9h8vkQ/VKVGFZjRfYa0aqowJa3IoABFxHExlo2aRB3bGo9jLRwkJLBO2Lsb9PrFn6QC6Yz3Z8DktybDsMOGwVAHBwohQMpc19rcS+xFivuHjlyUHL0ojqI/8N9YdvBcmLXyjWQxeYfvFjbdH4bU3qicfGPwGMXeSnm2wjdWEEhbDwI4+hLbkLg+ZkCbAS8E0v333x+qVq1absT7778PrVq1gurVq5f/7ZZbbtE20ocbdb7y6dxjaivlpRHXhmrHaIrThBtrLz0FI8SX0yMfPDK4S+XkRhd4qYOzMAUuBpUmJzcaDywV/B8uKotd3wRS1eW8qhNnTRp3uk1FDBE360xIbeHVaTsqjFGEDFd4dfxhA6sqr0UUSFVESsGprVhREWezFvJk8aISCy7FMRVO0easeaXEiuoHKVf9AfJFfV5cYkScqn1R1nEge75E+1/88AU8ferTsuLgYiwbBUWZq1DKSI01LEAdg1PLJcKhincp9lw+90yYvfJNGN95PPRu3TuxpJgHXfXGVTB7yWxpeUMKU2+n+NjqHEEI0UlL7UMZoUIcxX9Ls1jH7g6T6+8OUxrs7iwjVxCtOgdc+O4jMOSVsdChVhOY3v8fWbqb62YGlBlwLpDOmzePBPrEE08klfO1kEwUicNttXMmEkN5acRVpSusEmHtVMxkoKXjC12c4j4TgdQFXp02dWPHhFsdnKI944GlJnBZ7CYJpC4nb1TR0+WETUUMEa5zKYro4HUpkKpO3qkxo/kYJd6myqtqeZt4VYUx0baqL/A+iuhFsU3lGde1j4KDUkbFty77VxVO0e6seaXEiipfrvoDFb5cYkScVCFXxL5q3FCeGdUyyNkb375B+uhvMl5TxZVUnjLuy3s+YzL/UxWlYnkxOUjo2+UweUaXQKCTZYSKedDwfw0PhD+XBwpR5ismCRg78RzezgCzQ/EUetyrddkLAG/dB7BsftktXUftlEmZGo9v3QuT/zmKxL+tZ8jk2Sq/99vlMPv2jsEeqzorQbO2hetnBpwLpJXFBTJRxOQFaZNDncOWXCybMWnThfAsBga9n+gNn6/9HJ7q+xTsVXcvkutkS7JJlSgW0hnIGp/2qIgRi+vgFM1QBsoakKS3yGI3SSB1OXmjtu1ywqYihggnuRRIdUSu6ASaImRIA5JYQGXy7jIOVPfIdBkD0UO3iK5QzjTDem3GCrU/EDHTpn4bGHHECKp51sqpPGNUm6yBi1Sk0r4PAqnKc+OyPxA0y/j1AaPq85J1HFBiXQiklDGti7F31AbZuE82PqNwYqMMdWxLEfqkeEQWqc5hTc9PgtkLbyYJXT4JpLI4QM6siM9h8sNL6KNOQdH08NNjl5nLfDzkgeNg4cavYPpRY6HDAX2l7s6qgJKgPGsYTF42xwthNys+uN5iM8ACaU7+03npUjpw2/B12tSxzQZu3a+8LgZpJgMDF3h1BH1df5jEgg5O0Z71wY+CIWlcxQmkridv1GwhlxM2FTFEuIpql4JryUVVBEdRadRGm6KXDLgKXpfxqoITbVYRemQc6fwuE27i6tT5GGAzVqiYdZ5JHQ6T7qHGgst4pQp4YRupdulySYkVlRgsAr8u313CT6o8+YD5igVXwD+++gfpo7+LsWz0GZAJjyZjSt3nLe4+gbND0w5BpmXSZW3cLQ4Swj0yUayjXDuyIvGUdUomoEmiCAWOShnKXFcmTKq0V6EsLqdf+sL/9hpt9bPU/TdlOMTvdzY9DtqfeIM2LNMbyc/3jrjBmMHYkW3NYIqL72cGdBioVAIp7m16++23w9KlS6FWrVpw6qmnQq9evQLe1qxZA9dccw28++67UL9+fbjgggugbdu20t9USFd9kVE6cJX2KWV1shVdDShkL40ke5W+clFII5Qx2XuH/NIh4FApohKvrkRytEcFZ9h+Fkjp0UA93dflhE1HNGCBlB4DKr5VKUtHQCup2rbLGECLdNrXEXUpoheNYTpmFkipjNI5xRqz5pUSKyoCqeozSWeNXlL2nPmAEa2hfnwIxwH1cC86W/SSN75+Izz48YOk5dIux1zCIplAKvudzoxZScqYmlKGjGLWsLKT01WySHF5+IyTYGGtmjCkWRPpIUEmW42R7SAWlM11rXJLxCSbs8YJiQIn3rto6fKyQ6CoArchrujtpGcHxdFZQ4MtBYY02xMW1qpF6jssQ+XqmAEpA5VKIMX9Tvfee284+OCDYdWqVTB8+HCYNGkStGzZMvh306ZN4cwzz4T33nsPJkyYANOnT4eaNWum/iZlOFRAVdBzMZggdXARo4sqkOb51UoMDHROb3QhlKOLVYRHVzGgijMcuqrPo8qzLiub1raPGaTUybCOSCnjivq7zgRXZTJKxUEtp4M36geKkEHFQylH5UvHNkr71DJUnFifSllq+yrlZMJNXF1FEUip/YYKXyplqRl5ruMVbVLxqQ8CqQoGH/iVxaKKPSoxqFpWpT/yAfNd/7kLpr03jZQF5mJOE+VfNlZ1lZAQFyeyMbjMFqXY2yF2BveMXUO7dcfBQ6/9dAj8+st/QPO6zWFe3+RzRXBsi4Je77m9pWVpAPRLyea6PgmkaWJuhZPgP/lcTeDWpy/2ThmnwU2hQ8FO3Ke58pZzliFzdcxAIgOVSiCNsjBmzBg4/vjjoVOnTtCnTx+4//77g8xSvPC37t27w5FHHpn4W8eOHZVCS1WQcTGY0HnhUpeCKJFFKKwrHLrgVQik8z6bB6MXjFbalNoFXqRfJV514obgYlIRFZzhCmWDT1LjmoXSfBonkLqeYFInYtRymrSl3kYVQ0QlquVtY9ZpPyqi+CqQuhTK0U9UkUHHB7bjgJqdHW5XR1S1GSsysUlgVRH9bPMq6qPEgut4RaxUTrGsTsyo8EuJFRXOVMqq4FQpK+NX9rtKWyZlVZ5tHzCrCKS6YzUTPuPuTRv76ZzDYBufqE/Gl/VxtzhpvffkMqEt7RKHDmG24shFpIQKnwRSGXey37PyeVy9acJjOU48Cf6dhWW3UwVuy0YILIlCefigqsFz4JDnhwUIFg1aZBkJV8cMmDNQaQVSHAAOHjwYbrjhBqhatSqMHDkSZs6cWc4oLsWvV68eHHvssYm/9evXD7Zu3Ur2whUvXQF/+/BvMO6n46DXfmVL+9OuHrN6BF9X5vaeSz7QR1Yn5ffDZh5Ka7aPAAAgAElEQVQWFHtr4FuU4jD17anBP+f+5Nzgn7wuVT4FrrP+fha89tVrcPvxt0P7Ju1zgbtp0ybYvn07oEA65qUxcMp+p8CVP72S1LYLvAhMhd/ZH85WtotkPKGQDj/41bXnrJ5KcU6AQi6Sxi3GyoYNG6B69erl9eEE89537wU87OT8w88nt2OroGj/qKZHwcADByZW++SyJ4Plnz1a9YDuLbvbap5cz3nPnReUvaXrLdJ7Vm1YBWNfHgsNazUM+mQXlwpexHfzmzfDB99+AOcfdj60adAmOHgHr3CsZGkH9l2rN66GsR3HQqPajbyNAypOH2Jg5jsz4ZUvX4HTDzgdOjajfXRVjRt0lM1YoWKOxmuWsZlUNyUWXPdbiJ3KaVw/YJtXSqxQ3wmIzQd+ZXh9iFXkSsSr6OPTfOsD5jkfzoGJb08kjf9V5xa241rUlza30hlPZo0zaa5ie+5V5d/3QdW//S4wZ+vo1almYTksv/3QX8G2U/4CFN/i2Pb1r1+HYc8PC+ZeaJfLKw2zbW5N7BTzFRQen+j9RIWqwjiHvTUXqny8IPAH+sXFlcZpecz8qDN80mdqMAeLs0ng3mWXXVyYwG0yAwEDJSWQYud7/vk7iwddu3aFAQMGVHD5jBkzYP369TBs2DD47LPP4IorroA77rijvMw999wD27Ztg+OOOy7xt0GDBgV7l1Kvq964Cp5c/iRcesSl0KNFD+ltXWZ1CcrM7z1fWtZmAdHuQyc8BM3qNJNWPf3d6YD/DDlgSPBPXpduu6c+fSp8uf5LoNpnwx4UR/F6a9VbcN788+DwxofDLV3kIg7e4wIvtqsSr7q+sMGtCk7R3hfrv4DTnj4NmtZpCg+f8LANGEp1CMxxzwzGCgqk+OFGXH//9O+A/xy/9/HBP3lfr614DR788EHYt96+cO5ByR9Bpv53Knz03UfQb79+0H6PfD4+hLmY+OZE+GbTN3DJ4ZdAw5oNU2n68LsPYdp/p0ltypLri16+KKj+2o7XkpoR/J5z0DmwX739go8u+E84VkgVaRaKtp9UzQMfPgCvr3jdWbxScfoQA6rP9upNq2HSm5OgQc0GMOrwUWRP2owVKmaV55FsiGJBCgaqPYpNKxUXfWy7PdpB//36p95LjW8lAKHClFhReXaKwC8lTnT5VLlP9J2Ud2jWcUDBvfDrhTDqjVHQvUV3uOyIyxJvcT3mCgNLG1Orzn8oHOmWkY1t08aRum3u+lA/qPbpy7DhxOtg80GnxVZT9btPYbc7OsG2ensH5bbs/VPSPAX7lSeWPwH4rMniRRe/yn1pcSDjXqUdG2WT9ACcT7658s1gPnnU10ug9rwLA7+hX1xcSTirffoS7PpQ/yBm1p32ILy+eYV0Lrz77ru7MIHbZAYCBkpKIKX69PHHH4f58+cH+4xi5o3YjxSX2ItrypQp0LBhw0Agxb1K437r3z99EBvFI9sUOlze5f4nsmUdUbt0l7pT/ZVUjrTfSczNqvaZ4sT7xRL71VtXQ7dHuintv+NqKbhKvLo4+Er4RSf+XD5fiDstduOW2Ltcuo54qUuRXS+pVWnf9bYFyKvKcsq48pSlsDb6L1EHdUmnih9s4lPFKZb+Ymb2iCNGZAFFWqfq8mPqsxht2GasUDFTlrdLCTIsQIlZ1/GKJlI51ek3VCmkxIpKHGa9JQDFvjS8KrZQ2jIpQ4lXUb/q+8MEV9K9Cz5ZAH9c+EfptlHS5bdZgEuoM2nM6HpcGIUr2w81k+23KHuRiqX4oQOdKPMqHNveuvhWuO0/t8Gww4bB0EOH5uj1nZsSmKefOD04YCp8ZcKtgbVJ/O5kw9gdoqKjw5piceLSeowZ/HfXUQBHXwI+bWFg4Ba+tYQZqHQC6d///nd44okn4Oqrr4batWsHrsWvWn379oW7774b6tatG/ztsssugx49egT7kyb91rlzZ6XQUBH0XL6oVQUnVy8S3Q7WheAoBFKMOZX2XcaBSry6igF8AFVwigdWN3aUHviUwqoCqcqkyRbGaD0UscP1hE2FJyE6uzwBWPA14vARwZJ52RX1AUXIkNWp8jtVqHctOFFxUsupcKRaVkUYw7qFsI9bQ1zZibZNC95nM1YomH0RnSh9gut4DfuVItZT+mLVOAyXp8YKFYcP/KJ9SXh9iVXEqNInUfk3iQXZve+seAd+88JvpCeYux5zhe1I+qDvE0bK2JYiSsr8F/u7EEBbdgEYPLdiESGg4t6j+NuOE9MpcwCcB417dRzMWTqHdKiXFnaFm9LmuirzNIUmtYvGYY2dH84aVnYQEmUfWW00yTfGis7PTwJ4bmJZrKBwCwAy8T8DaFwlM6DEQKUSSJ9//nmYNWsWXHXVVVCnTp0KRF1//fXQoEEDwGXzeIo9Lrm/6667gnJpv6mwrfLyVSmrgoFSVjUbkPJipLSrWkZHPNS5RxVXXPmwQKoyqHGFF21QiUFXMUAZRMb5Q8U2G/6P1pHWflwGqQ8TTIr46XrCpjK5VCmbRQxgnRTxRrQdN4mnChm28FOEMWyLEiu2MMXVQ8XpQwyoZjKrlhf82IwVikiri9N2XFA+hLiOV7SZKtJRy5nwSI0VKm/UciaYKfcm4fAlVtEGat+VRxxQOP3y+y+hz9/7BEXTDlvR+ZBNaV+nTBIWlVVTOu2q3pN2AG6mc4PwYTphoS389x2ZgMImSmINjm3Pfe7cYB/SuKxNVX5MyyeJdJlyqwk6LmZj5xHilPhQdq9mk1q37RQH4cO8MJZa/iyoV1Vn0ALDNzEDBgxUKoEUl8R/8803UKVKlXLK2rdvHwima9euhWuvvRYWL14cZJHiXqb4G15pv6lyT/0q5VLAUR3IqAh+qnzJylP5FPW4evHpCqQu4wA5o/LrMgZ0OFKNcVkcqv6eFoe+CqQykdaHCRt1con+UhEnVf1LLa+CoUgCqWuhnBoHKvxTfapaTvW5odoWxUEVvaj4ZT72RXSi8CWzhcqJaTkKDoo4bYqDGitU4ZNilylmyv1Jz7sPH0oEfuq2H6r9BoUfnTIYK0c/fnRwa5pA6lPGWNKY0SeMwhdJY/DM5zLhpfYohn6zvCwzEa8Y8Y0iePkmkCbNA3TmFDrPjso9cWJ5Yrw6XGa/k0Aasx0D2u0yqUaFdy5beRmoVAKpD26mCk4uBRzVtqk2ZcG/qjDn6sUXFkgpX1oFV67wivap/LqMAcSq2r4PA+EkzHECqepS7CyeNZmYlMfEXWYXRQwRdcgEX1lbNn5XmZjHCU5UIcMGVqyD4mMfJu5UDD7EAPKqIiCpxEzY77ZjRYaZkrlpKy7T6pEJtdRYyQMrRXCU2WMDJzVWKM+PT/wmPTsUO2zwSqmDylcecUDBi7Ey4NkB8MW6L+Cpvk/BXnX3ir1NZdxLade0TNz4y0fRRuCMcpvL3EBkI4bJTshMpMwbcWx7ypxTpLFi6lvq/UJkxvJhcd+H+UGcDdGYTYxXh8vsK3C3vR4AYgktrRd2+fisUeOGy1UOBlggzdnPVMHJZQed9NKIoyrzr5gS/1D5FNXkMqiIwawrkFIGHVmGMIVf1zGA9hdRIE3iNk0gHddpHDSq1ShLlyfWLRNmfJiwUSeXaKQPk2IVQdcHgZQi5qn4IMtAlgl42LYPHx7COCjPt+w5TOKUKnpRfSIT83RxUttXKZcWCz70W8IWGadYTqXPUOEoXJYaK7KPZlinL/1BGnc+vAvC/FP6rjzigBI/YYE0bdm0b4JI3PgrSYyk8JBVmaRxYm5zRFwi/e/7ysz7UefyJdJReylzlY9WfQS95vQKbk3LNs6Ky7h643zuW6wK3CIWxnceH+z5iwf+xnIphO24PWQzJrc8DhofDhM+eLPsYKaY/VBV52wZw+bqmYGdGGCBNOegoHa8rr+2Ujsv1+KYKk+Ul3gWIREWSFUGNipls8BN4dd1DKDdFCE3zA/Friz4DNepIpBSJkxZ45VNyGS/Z41P1E/liiJGZI1ZhbO4slQhw6Ydgt8kMc8XwYniX2qs2OQvri4KVnEfRZSKa8N2rMhEJV2cWXCdFrO+xCvaTeEsD+GZGisULD7xK8Ra5Povx/4lCLW4v2URgyp1UvoDCvcqbeqWxVj50+I/SQ/eUR2j6eKh3hcdA/owjo3DnjRW9WEMG8ZLST4RAmnzus1hXt95VFdlWi4sOvZu3Ttoy0ehHHGF56/tm7SH0QtGJx+O5miZfflWABs3wvQvvgaIEWl9fdYyDTSuvHAMsECas8uoLzWqkJoVfOpghvJSzAoj1kvlU2BwJTiGBVIVkdYVXhW+XMcAYlV9XlTLZxHDSbEbzSD1JQNHNtH1ZcJGmVyiP30Qx2SchuMujl+qkGEzfmX8qoi+NnFF65IJeL48V4hbhjVsm0rZ8H22Y0Um5unizCIm0mLWl34L7ZZxSi1jyiE1VijPukofZ4qbcn9ULPepHxD4ZX1sOA56tOoB+I+riyqQUpMu8rIjOg73YRwbZ3vSwVE+jGHDeCmi14LlC4JDmjD7EbONfbiie6dS7HCJWzxHKDJ/vvbz5MOuHC2zL+dvyxaY9321suzRHQczCd58fdZc+pXb9o8BFkhz9glV8HL98qMKj647OhWxEV1N5d92WIQFUhXOqH6wjVfUR+GXUiYrfKJeVZ5cP1+Iu2gCKWJOExUpk/us4wDrpyyb9mVSrJK95ItAKvOzL4KTDKcvMaAqeukKj1TRi/qMyvxMeQ6pbZmWS4sFmR2mbavcT8Gi638VHNRYoQikFJtUsJmWjcaCwNemfhsYccQI0+qt3C/ru7CRPOKAYgzGysyPZsJt/7kNerXuBRM6T9jpNh9FJzFuRbC43JtyyBCFD9tl4sbXKtug2caTVp9MBH/onYfgylev9EogjfIr5og+ibhhzsXcBf+WmonrcJl9eRzs/rMygTRy+TBnzPO54LaKyQALpDn7jdoxUDM4s4JPFZySvm5mhcu0o6XaZRt/WCBVGSy6FvIoYq4r0TnsI1UMrp8vxJ6EOZpB6lMGTlpmiy8TNsrk0idxjJrJGmcXVciw2Z/J+JX9bhNLWl0yYcan50qGNWwnJbssjhfbsSITx6hxnUc8iJiMy7bzpd9CHmSc5iWMUWOF8gypxHYesRDl2Cf/C/spfagvuDFW/vHlP2D8wvGJAillHJmH76NtCCEHsxlxPIY40/ZRdYER24wKjypziDwxy8bVt7x+C9y6+FYYdtgwGHro0DyhpbYVXlKPy9Z9jQNhBM4LMQYwVpMORQvKulhmv+wFOPGZs+HzatUSD21Tna95EygMpFIxwAJpzu6mDhRkX+Kyhk0Vcl13dFQ+wy8WFy+/sEAaN+BJ8qdrgZSC1ZXoHOaMGq/iHtfPF+JIwhwVSMWEzocMlzRxRle4sd2XUSbklIm9bVxJ9VF5i5sQU4UMm7bIRBxfJu4ynJQ4sclbWl0yrOF7dYVH27GShtmnDxDIXRpWnzJdKf0Stb8wiV1qrFAy4ClinwlW1XtFLOB9uA+peJ5GHD4C2jRoo1pdJuUpfVMecUAxDmPlv9//F4b+c2hiZqDqOJ3Sro0yYuyKma+zl8xOz8iz0aBmHVHh0Vc+ZQLpqH+Nku5Vq0mR0W1inoXC7eS3JnsbB8pG5r3MHg9kmjUUTtz6UapAKvjGw6bEvq/KtvENzEDGDLBAmjHBcdXLxBkfvg5SBScfxDEZn2EfuBIcowKpbCAhMFPLZRnGMgyuOA3bTI1XvMeH5wtxJA1yowIpZbKUpf/DdSdNdn0SRChiE6VMXpxSJ7pFEUip9mTNr0xs8um5osajyXNGFb2ofknDIrhvWKshXNnpSmqVmZVL4pci8GUGKqZiin91BXIVO1RiRYbHlw8mYfsFZswoxn7AlzgVGGX9ASVOVPxtUhZj5Ztt30Dvub0ThSXXiRRJ9okxmPjdt8xGgSs6z/J1OwCZ8DX4ycHw+teve5elG95uATlP2irC5Dlxcm/ey+x3tHf5Ho1gdt1dIUkA9WHO6MQf3GihGGCB1IG7ZIKeDwIOdY8bHzo6GZ9hF8vEvqzCIUkglS3nUbEtK+yCsySsrjgN26vyzKiUzYrTNKHWZ4E0SVTyacImE8aQe5/EMWqGVZzwqCJk2Iplma9lgoktHJR60rD4JNxQYhbtlXGfxkkWsZLEL9Ueig9tlYnDasKnLVzRetJiNi+8KrEi+yAi+z0rHtPqFf2/KDPwwIHQsVlHF1Bi25Q9P3nFAYUQjJXatWvDkQ8eGRTH/Tyjl6+CHuIUcxifTlaP8hdNAPBh3hUXG7KEGV8F0mgcSJeuUx4MX8rktcwes0dn9AT4djlc3uZwmL1lVaJA6sO81hf3MA5/GWCB1IFvZIKSL8snKJ2YzJY86FXBQLEpC8xRgVQ2kEAMvgh5MqyuOI36iYrDl+cL8cdhjgqkVAEti7iN1pmU2SKb0OWBLdyGTKTziVMqljibVIQMmz5I4teniTvaW4Q9cxEnlTeT5yyLWEni16cPECLu47Ca8GnzeQrXlRazeeFViRXZhwZZX5wVj7J6BS7fskfD/QH+N24DEL3yigMZh/i7EEh7P9E7OFX7qb5P7bQvoq+CnrBv89bNUGOXGhRznZQJZzgiv90e6eblMnBZpjB1jO6EZAB4Z/U7cGDDA101n027eS2zF9mq9VvArJPGA+7lGpeJ68u8NhuyudZSYoAFUgfelAlOKsuFs4RPER59eOHJ+BQcueyYkwTStCU9LvGG4yotHn3BiHgp8YrlfBJI4zBHBVLZBDTLPiBad9KSVN8EETH5HddpHDSq1WgninzilMJdkoCmImTYjJMkEceniTvam+Zn3zLbKEKSCb9ZxErS/p1U0d9mTMrqErEQzhakPHuyem3/nrYnal77UavESpqvqcK/bQ6p9W2DbVAVqlKL51ourT+QLcHPE6gQSIf/a3ji4TayVUh54i1qW4JDsV+qj6esU+YKzXZtBk+f+nRR3VA83CHhEkbunN1txaBQ9igMngOztqxKFEh9mn9ZsZ0rKVkGWCB14FqZoCf7CpcXZBlOX8QxGU4fBVKKCO7LiyQNqy8YwwKpbNsC8Xz5sM9Q0QRS5Dlu4uab0CATv3wSSCmTXd8E0iRRJC8Bh/oOLMKeucIWWcxiOUqsJHGjInqZ8uvT8yVsiYuFtNPtqRzYLpcmOObVz6rEShqHJoK+bV6LVl9af5BXHFA4EwLpVW9cFRx0FN13kLpdF6Wtylwmuk+mbJzrgqu0+YD4rd2e7WBG9xku4FXeNm88JFj6Hgik9VvY5yEiwqY98z7Nv+wTwTWWEgMskDrwpkwcowp+WUOXdWS+CKQynIInl2JeNINUFgOImVIm6xgQ9SdlClO5zwMn9bnx5QMEchKHOZpBKsuGzIPbcBtxEzffBBFZBptPnFJEryShQUXIsBknSaKITxP3NEHRR+GGIpCa8JtFrAg8RzU7Cs448IzyEPPpZHgBKu45863fQqxpPpb1a7aecZVYSeu/fPtgYoufPOqJy3gW7eYVBxQ7hUA64/0ZwQng0VVRvswTKLb4XkZsVeDDx/0krpLmCiyQOowuscz+sNMBek+2CySSPQotfxbUL5sz+nogml1yuLYiM8ACqQPvyYQvX/brkeF0KTiG3SbDKcpSy2URElGBVHCXtjG8T0Je0vJ1nzBSsVCF1CziIFpn3OEFYYHUt1OWEX/c5MwnwVEmMvi27JOCxzeBNEkU8U1wShJofBRuKKIHpUxSv6UielH7vrg4oMQztX6b5cQzhHXivo6+4kwTHPN6vlRiJQ2viaBv0/dFrCvtWc8rDii8CYF03mfzYpfV+jJPoNhShDLbt2+HKlWqeAtVJoz99uDfwvntz/cWf0kCW/YCwIyTykwbu8auiQlL+JPmjL7oG3ZJ4NpKkQEWSB14VbbkxJcORPbllypIZU0xdQDmEm9UIEVOZPu3usQb9Zl42UWXT/kSq4iXKoD7jjlOIPXpIInohNhHoSFt0u4jXtn+k0lCg4qQYbMfThJsfcwcLMKWEEkfHqI+MxFGsoiVuA84IjZ86rMEj+Es3dUbVsNNb94EvuFMy26mZBnbeM5VYiWtPzUR9G3YUeQ6krKz0aa84oDCnxBIF69ZHJwIH90b06dxLMUeLmPGgEwYG91hNPQ7qJ9ZI3y3OgNimf3gOSCyPNUridyRkD2KpZISUcS8N+4wN2M8XAEzYJEBFkgtkqlSVZo4JhPOVNoxLZuGxaeBD4Uzl3jjBFLZoUI+CXlxmY4YWz5tvl+KAqmPS4HR72HRyUeMaZh8xCvLwPVNII3GAP6/j8JzkphgIjSavlOT7qdstWCCW0X0UrExKkD7+HwJe8KC3eqNq4Pl7NHtAVRsz6psnKif52oC1VhJ+sBjEq9ZcVuUepP6A9/6WSGQ1q5dO/ajv08rdori+yLjTPK3mM9MOWYKdPlRlyKbWEzsItPT5jL7lAOg4uaMsqSrYhLLqEuVARZIHXk2SRzzrQNJE/F8EvBkYiO6WeCNZkHmEQJpAmnSZus+8RsnPvoWq1Q8lFjJIyawjTjM4QxSX8WGcAbLK1+8EggNPVr1CP7x5UqatPu47FOWEZSUiaUqZNj0TRSzr5mDcdz5mOlKEUhlcZLm36xiJYrJx+dL8BLmGDNIP/j2Axhx+Aho06CNzUfDuK44P+cpjKnGSlJcmsSrMYkFryBJEPetnw0LpHFjK5/GsQUPiULAl2UOzuo5C/ZrvF8hbCk5kGN3LzPJ1mFNM3oCLJtftq8pCq+hK27OSF3tWXK8s0GFZIAFUkduS3qJ+NaBpH399Sl7kCJ6uRyoxQmksi/rFJvyDN9olq5vsYpcyDKJqSKqS17DAqmvYkP4kB7EiJdvQkPS5LxoJ1cjt0mZWKpChs24jgqPIlbb1G8DI44YYbMpo7qKsCUEGij7GGKaQZhVrETjwPesQfHhBDn3bXm9CHTRdw08cCB0bNYx+LMsPoweksjNqrES9xEiT0HXpu0+1RX3kS/POKBwERZI48a0sjEZpQ0uUxwG0pIpmu3aDGb3nA2YbcyXAwbEYU1dRwEcfYkZALGvaf0WZYJrzBV99l2u4jQzlu+ujAywQOrI60lLlsXLJbqPjyOYifs6yvZRzRuvTGxEPC4FxziBNO1l4aOQF+XPx5edzMdF4DUskPq6h5sQncRz7qPQkMSdjwKOzM8+CqRR4dFHXjE+w7GKh/P4JjCE35Vpe9GaCk6qohf1HR6OA8wgH/PimODWcZ3GQaNajajV5FZOPGvYoI/L6xFXXH+Q58cy1ViJw+tbpmNuAWaxobiPfHnGAcWUsEAaHRP6ON6i2MRl9BmIS5wIn2CPS+xZINXn1+hOsSQeKzE9rCkle1RgjM7HXCYpGfHGN1dKBlggdeT2pP0SfROdkgRb3wY+FN5cfsmOE0jT9sz0jV98TKIitI8vO5lQ7mPWa5THsEDqq+iE8SCw4X/7trweMSVNJH1c9imb9CYJZ6pChs3XXTSjUWD0LZMYbQ7v8errlhBhnCjkRi9TYTfLWAn73seDj6JcvvH1G7B56+by7Eybz4WNuuK2W8jzXaAaK3F4TePVBo9FryNOeM4zDij8hQXS6JjWx/EWxSYuY8ZAUubg2W3PhrMOOosFUjN6ze4WhzXFLIsnV0zIHo3OGTHpq9sj3aB53eYwr+88clNckBlwxQALpI6YT8rAdLlPZhIVccKibwMf2QE9rgXHOIE0jUPf+MXYCHM89NChwcsOL59OIyyiQBrFXBSB9IdtP8DjHz4eDHjEMlBH3Wlss3GTdtMsvKzsS9t/Mg2zqpBhG394KfDMd2Z6u2Q5vK0Cco0H9Pgo5KaJ96aCU5axInDj9gq4r6ePH0xsx36W9cVlX+YpjKnGiui/wttryD76ZMlfqdQdd5J9nnFA4TEskGL58HxBzGeGHTYMcMzIV+VgIClzcGrXqXDEHkewQOoyDEQWacsuAIPn6iER2aOSA59E4lKv1r2g1369gnNAfFkdq2c431WZGGCB1KG3xUAiLDD5mJUXt2yZkrGZJ7UyQVH2e9ZY4wTS6GAyjEEm+GaNVyaW4wtv9pLZ3r3sZLz5FrdR4XlC5wkQFkjTlty6ioEitZt0wrZvWwKkiV8+C6TRrRZ8XbJchC0h8LlK22rBVHBSFb1UnvMovz6Kzyr2+FA23Hfl/WFHJ1aifa1vQp4PPlXFEBWe844DCt6oQBo+mwDnM3glHURKqZ/LFI+B6Ed/ERMskHriS5FFOngOQMufqYH6djkA3o97j6LAiv9OuYTOgYkUn6/9HFwckqxmIJdmBsoYYIHUYSSIl4boMFxnOSZREZeV56OQm7aE3leBNGnPTB+FPIwPEQsiVnwb+JaSQPr9tu+D/fx8E/McdpnKTSedsO2jkJckhqeJpzpChjKJkhsEbt/jNLwlhK8CXlEFUgwR5BcFHMwmxwxSvswYCGdn416uuHVBXgeg6fQr0b42vK2Fj3vRmnknv7vD7wXTLPIsUEcFUjFGFIIIL6nNgnW/64xbbYZxgAc0bd++nTNIXbvv+UkAz00sO3kel9qrXOKgJ+K9QivAJrgvUCGay7pmgAVShx6ICo9CxPOtE4kTneKyXx1SGTSddkCPa8ExKYM0aUsFHwVo4V/Bs29xivhkh4f5yGsUs8gg/Xjdx7lOil0/v1m0X6QTtpMEhbhlloIrHSHDNs8oin2z8RvAE2p3rb6r7eqt1bcdtsOTS5+EQ/Y4BPapu4+1em1WlLbVgmlGXh6xghxXgSo2Kam0dYWfexQY8f/z2rpAJ1bCfW2bBm34456lyBXCM37Uwe0r8owDiglRgVTMF8S9vLyewmLplRFzRPT/5LcmA646u7zd5SyQ+uLqsbuXIVHJIg1nj6KwSsg+RV0D59/47wUDFkC9mvV8YYBxMAOpDLBA6jBAosKjEPF83KMjnJ3pa6ZreGkPchi+fBVIk/bM9FHIE3xu24xtzMcAACAASURBVL4NcP/JmrvUdPj0JDedlknsK69hzEIgfWPVG4D7OuaVNeSlMw1BRQWn8GQTJ/E+XUn7T6YtrdYRMnyymbFUZKDoAin70x4DIlsQaxR7u+aV+azTr4RjVwi6/O4yjwchPCOXeKFImlccUNBHBVK8R4y3ffyITrGJy5gzEE6kwKXVuNrskPqHsEBqTq2dGkQmqMpepIrZo3aAci3MgBsGWCB1w3t5q3Ebmvu4R0c40xHBj14w2rv9J9MO6HEtjCVlkMZl58qyIB2HrPfNp2USp4mnLg0LY25UrRGsW7cO/vHZP7zLFnHJkW7b4cxMn7csSFpeLTIHBx44cKfDsHSEDF0e+b7sGYg7nEe0arofMcdK9v6z3YL4aIL15rmFhW6shLfbwIPQ4vos2xyVen1i31FhZ55xQOE2TiDF+zZv2wzVq1SHKlU4o5zCY6mVESsi0S4hlCfNg0rN9sLYo5JFqpE9WhgeGCgzEMMAC6SOw0III2IZAsLxbV9HxCSEPJGZiS8/33Cm7T/pu0Aazhr2NUPX8aNCbj5JKPeZ1zDmbnt3CwTSKYuneJctQnaCRwWFwIgTS5y0+7j/KNIVPmk9vIdj2tJqXSHDI/cwlAgDcUKojcNZOFaKF2phv59x4BmQV9a7bqyIPixvQbd4nlVDHN4/2TfROUkgVbOQS5ciA7e9fRs8/MHDwVxxr7p7BQeQ8h6kHnla7EVKySLl7FGPHMdQ8mCABdI8WE5pQ4h6YkNzH5fXC/gi+y78RdAxfRWaD4u4+EIOX64zB9MGBlFsrg+U8smnOljE8i7c8whPhReXz7yGxX3cpwkF0gmvTQgEPZ+W0+n4w/U94RO2USTNU2hQsT1peXVa5qCukKGCi8vmy0DcVgs2DmfhWMnXj7Za2wbb4Iet+W5poxsr4W0BfBPybPnDRT24t+/K9SuhatWq4NuBVyyQuoiIYrbJAqmHfhMn2ncdBXD0JfEAl70AMOMk8sn1HlrJkJgBZQZYIFWmzP4NIosUa/YtKzNsbfgQqd6te8PQQ4faJ8Owxjgh1IfMwbSBQXTvVNf7pRq6wPntSZnEshPuXQIPi7eTj54Mn6z6JBBIfVtO55Ijk7af/eRZWLRiEXRu3hnaN21vUlVm98Ytr5ZlDuoKGZkZwRUbMxC31YIQz032dORYMXZNpanANFa2bNsC1apWqzR8VWZDWSCtzN5Xs50FUjW+ciktxE9sLO7AJlxaP6MnAP47TUTNBSw3wgzkxwALpPlxndjS95u/h2sWXgPtm7QHFB59vnBfoRpVa3gLMW7/SR8yB9MGBtEl4a63A/DWuQrA4oRy34VngXlh/4Xw78//DZMXTeYDmhR8XgpFo9missxBUyGjFDgrNRviDuVKO6iLaj/HCpUpLsexwjFAZYAFUipTXI4FUk9jQCyfr98CYPDcskxRvFAU/eckgLfuLfvbyEWeGsCwmAH7DLBAap9TrtEhA3H7T/ogjKUNDMKZjZiV2+2RbuWbmjukstBNxwnlvgvPAt8VR14BP2z8AeYtnwe4F2V4P8pCO4XBSxmILq+WCWMsZEgpLVyBuK0W0vahpRrIsUJlistxrHAMUBlggZTKFJdjgdTjGMAs0WXzy4TQw08H+FFngLf+73/iaFg49dgMhsYM2GKABVJbTHI9XjAQt4xaCE/jO493lqErGxiI7EHEOHrBaPB5L1ovHC0BESeUC46f6vtUsGG8b5eI3ZNanQR1ttWBJWuW8P6jvjkpYzzR5dVJBzcJGCxkZOwQR9VHM4nF/4/rNE57D0KOFUfOLGCzHCsFdJojyCyQOiK+gM3K5kEFNKm0IAuRNGxVNKu0tCxma5iBRAZYIOXgKCkGhMiERi0aVLYcwIfMQdnAQAh6whnDDhvm5R6vRQmW6EFNPuxDS+FOiLhH1D+C9x+lEFZiZaLZg7LMQRYySiwAdpgTziTGP415cYxxf8CxUpqxkoVVHCtZsFqadbJAWpp+zcIq2Twoiza5TkUG8GT7pS+ULa/HTNJDf/W/JfeKVXFxZqDIDLBAWmTvMfZYBsKZgljAhyXrsoGB2CcV8Tav2xzm9Z3H3jVgICqU+7APLcUcIZSjQMqnAFMYK60y4lAmtAqzBWXCGAsZpeV/YU04kxhPrb7pzZuM9yPmWCnNWMnCKo6VLFgtzTpZIC1Nv2ZhlWwelEWbXCczwAwwAzoMsECqwxrf4zUD4eXVCNSHJeuUgQFmOd79n7vhrJ+cBXvU3sNrjosALrwPKcYAiqRFyMxdsHxBsAdpu2btikAzY7TMgMgexL1ncQ/StJPLWciwTL4n1YUziVdvWA0ffPuB8QcTjhVPnFsAGBwrBXCSJxBZIPXEEQWAQZkHFcAMhsgMMAOVgAEWSCuBkyubiSJ7EPfxxMsHYYwHBvlHoRDKURSd/NbkAMD0E6cH+7v6fGGsrFu3DmrUqOEzTMaWEQMie1BUn5ZJzEJGRk7woFqx7yhCaVirIVzZ6UojVBwrRvRVqps5ViqVu42MZYHUiL5KdTPPgyqVu9lYZqDQDLBAWmj3MfgkBsQye/wdl6xP6DzBqTDGA4P8YzW8bQG2XpSDr1ggzT9WfGoxvMwehbERR4xIPJiHhQyfPGcXS1goT8siprbKsUJlistxrHAMUBlggZTKFJfjeRDHADPADBSFARZIi+IpxqnEgMgiRXG0d+vezg884oGBkvusFRYHdGEcDD10aBALvl8skPruoezxrd+yHu575z4465CzUhtjISN7X7hqYTtsD/agbdOgDeB2C7gXqcnFsWLCXuW6l2OlcvnbxFoWSE3Yq1z38jyocvmbrWUGisxApRVI77jjDpg/fz7ceeedgf/WrFkD11xzDbz77rtQv359uOCCC6Bt27bS34rs/FLHvnXbVnjv2/fgoIYHOTeVBwbuXPDc8ufg6H2OhqpVqroDodAyC6QKZFXyoixkVPIAUDCfY0WBrEpelGOlkgeAgvkskCqQVcmL8jyokgcAm88MFIiBSimQvvfeezBjxgz48ssvywXSSZMmQdOmTeHMM88E/H3ChAkwffp0qFmzJqT9ViBfM1SHDPDAwCH5BWuaBdKCOcwhXBYyHJJfsKY5VgrmMIdwOVYckl+wplkgLZjDHMLleZBD8rlpZoAZUGKg0gmk+DIfOXIkjBgxAiZOnBgIpNu2bYM+ffrA/fffD7Vq1QoIHDNmDHTv3h2OPPLIxN86duyoRDYXrrwM8MCg8vpe1XIWSFUZq7zlWciovL5XtZxjRZWxylueY6Xy+l7VchZIVRmrvOV5HlR5fc+WMwNFY6DSCaS33XYb7LHHHtC1a9dAKEWBdOXKlcF/z5w5s9x/t99+O9SrVw+OPfbYxN/69esH27dvL5rPGa8DBnhg4ID0gjaJsbJ+/Xo+xb6g/ssTNgsZebJd7LY4VortvzzRc6zkyXax28JYwcSS2rVrF9sQRp85AzwPypzikmqgSpUqJWUPG1MsBkpKIN20aROcf/75O3kAxdABAwbAO++8EwiiuNfod999Vy6QfvbZZ3DFFVcA7ksqrnvuuSfILD3uuOMSfxs0aBB88803xfI4o2UGmAHvGcCBJA8OvHeTc4DiAx3HinNXeA+AY8V7F3kDkGPFG1d4DwRjRay88x4sA2QGmIHCMNCgQYPCYGWgpcdASQmkae7ZvHkz/P73v4fRo0cHe43ioUwig3TVqlUwfPjwYIm9uKZMmQINGzYMBNKk3/r37196EcEWZcIAfznNhNaSrJSX2JekWzMxijO9MqG1JCvlWClJt2ZiFMdKJrSWZKW8xL4k3ZqJUTwPyoRWrpQZYAYyYKDSCKSLFi2CUaNGQbVq1QIa8avnhg0boE6dOjBt2jQYOnQo3H333VC3bt3g98suuwx69OgBnTp1gr59+8b+1rlz5wxcwlWWIgM8MChFr2ZjEwuk2fBairWykFGKXs3GJo6VbHgtxVo5VkrRq9nYxAJpNryWYq08DypFr7JNzEBpMlBpBNKo+8IZpPjb9ddfD5jOjcvm8RR7XHJ/1113BQJq2m+lGRZslW0GeGBgm9HSrY8F0tL1rW3LWMiwzWjp1sexUrq+tW0Zx4ptRku3PhZIS9e3ti3jeZBtRrk+ZoAZyIoBFkjvvDPgdu3atXDttdfC4sWLgyxS3Mu0ffv20t+ycgzXW1oM8MCgtPyZpTUskGbJbmnVzUJGafkzS2s4VrJkt7Tq5lgpLX9maQ0LpFmyW1p18zyotPzJ1jADpcxApRVIS9mpbJt/DPDAwD+f+IqIBVJfPeMfLhYy/POJr4g4Vnz1jH+4OFb884mviFgg9dUz/uHieZB/PmFEzAAzEM8AC6QcGcxADgzwwCAHkkukCRZIS8SROZjBQkYOJJdIExwrJeLIHMzgWMmB5BJpggXSEnFkDmbwPCgHkrkJZoAZsMIAC6RWaORKmIF0BnhgwBFCZYAFUipTXI6FDI4BKgMcK1SmuBzHCscAlQEWSKlMcTmeB3EMMAPMQFEYYIG0KJ5inIVmgAcGhXZfruBZIM2V7kI3xkJGod2XK3iOlVzpLnRjHCuFdl+u4FkgzZXuQjfG86BCu4/BMwOVigEWSCuVu9lYZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGQgzwAIpxwMzwAwwA8wAM8AMMAPMADPADDADzAAzwAwwA8wAM8AMVFoGWCCttK5nw5kBZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaABVKOAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGWAGmAFmgBmotAywQLrD9fPmzYMZM2YAbjjeuXNnGDFiBFStWhW2bdsGU6ZMgeeeew6qVasGp59+Opx88sk7BUxaOWodlTYKC2b49u3b4d5774VHHnkEHnvssXL077//Ptx+++2wdOlSqFWrFpx66qnQq1cvjpWC+dcmXO5XbLJZ2nVxv1La/rVpHfcrNtks7bq4Xylt/9q0jvsVm2yWdl3cr5S2f21ax/2KTTa5rrwYYIEUAD799FP44x//CDfeeCM0atQIJk2aBAcccEAgcD355JOBODp+/HjYsGED/P73v4dRo0bB/vvvX8FHaeWodeTldG5Hn4EtW7bAVVddBY0bN4ZnnnkGHn300fLK8CWw9957w8EHHwyrVq2C4cOHB7HUsmVLjhV9ygt7J/crhXVd7sC5X8md8sI2yP1KYV2XO3DuV3KnvLANcr9SWNflDpz7ldwpL2yD3K8U1nWVHjgLpADwwAMPwNq1a+E3v/lNEBAffvghXHfddTB58mS49NJLoU+fPtC+ffvgNxTEVqxYAeecc05wH2YLXnLJJanl0uqo9BFYQAIWLlwI7dq1C+Ji1qxZiRaMGTMGjj/+eOjSpQvHSgH9bAqZ+xVTBivX/dyvVC5/61rL/Youc5XzPu5XKqffVa3mfkWVscpdnvuVyu1/qvXcr1CZ4nK+McACKQBcf/310LZtWzjhhBMC/2zevDkQv+bMmQODBg2Ca6+9Fpo0aRL8hi8FFMUwixD/+6uvvoKTTjoptVxaHb4FBOOhMbB161bo27dvokCKWzUMHjwYbrjhBthzzz05Vmi0llQp7ldKyp25GMP9Si40F7oR7lcK7T4n4LlfcUJ7oRrlfqVQ7vICLPcrXrjBaxDcr3jtHgaXwgALpAAwceJE6NSpExx99NHlVGHm39NPPw2//OUvYerUqVC/fv3gt7fffjvYqxQf+vA1YMCAxHJpv3F0FpMB2cAAY2T9+vUwbNiwnQzkWCmmz1VRc7+iyhiX536FY0DGAPcrMob49ygD3K9wTMgY4H5FxhD/zv0Kx4AqA9yvqDLG5X1hgAVSgCDL78c//jH06NEj8Mu6deugX79+MHfu3CALELNF99prr+C3F198Mcgsvfrqqyv4MK0ctQ5fgoJxyBlIm3A8/vjjMH/+fJgwYQJUr159p8o4VuT8lkIJ7ldKwYv52sD9Sr58F7E17leK6DW3mLlfcct/EVrnfqUIXvILI/crfvnDRzTcr/joFcZEYYAFUgB4+OGHg0N1cF9RvN57770gQ3TatGkwevRo6NmzJ3Ts2DH47cEHH4SVK1fulBmYVo5aB8VhXMYPBpIGBn//+9/hiSeeCAT02rVrx4LlWPHDh1mj4H4la4ZLr37uV0rPp7Yt4n7FNqOlXx/3K6XvY1MLuV8xZbDy3c/9SuXzuarF3K+oMsblfWGABVIA+PLLL+HCCy8MRFE8xR5Twlu1agUDBw4MTirH08nFKfYjR44Myh5yyCHw6quvwtdffx3sQZpWLu03XwKBcagxEDcweP7558v3p61Tp06FCjlW1PgthdLcr5SCF/O1gfuVfPkuYmvcrxTRa24xc7/ilv8itM79ShG85BdG7lf88oePaLhf8dErjInCAAukO1h67rnn4LbbboONGzfCkUceGYigYnk0/h33I8XrtNNOC5bf44XZpHiK/cUXXxz8f1I52W8UR3EZvxiIGxj0798fvvnmG6hSpUo52Pbt2wdbNHCs+OW/vNBwv5IX06XRDvcrpeHHrK3gfiVrhkurfu5XSsufWVnD/UpWzJZmvdyvlKZfbVvF/YptRrm+PBhggTQPlrkNZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGfCSARZIvXQLg2IGmAFmgBlgBpgBZoAZYAaYAWaAGWAGmAFmgBlgBpiBPBhggTQPlrkNZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGfCSARZIvXQLg2IGmAFmgBlgBpgBZoAZYAaYAWaAGWAGmAFmgBlgBpiBPBhggTQPlrkNZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGfCSARZIvXQLg2IGmAFmgBlgBpgBZoAZYAaYAWaAGWAGmAFmgBlgBpiBPBhggTQPlrkNZoAZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGfCSgUIKpN9//z3cdNNN8MYbb8C2bdugVatWMGrUKNhzzz2tkfzZZ5/B6NGj4aSTToI+ffqU1/vVV1/BddddB8uXL4eGDRvCyJEjYf/9909sd8uWLXDffffBvHnzYOvWrdCyZUu44IILyrG+99578Oc//xlWrVoF++23H1xyySXQqFGjoL7t27fDvffeC4888gg89thjFdr4v//7P3jqqaeCMi1atIA//OEPUL9+fWv2c0XMQGVjIOt+5bnnngv6gjVr1gTP6u9+9zv4yU9+EtCMf7vmmmvg3XffDX7DPqJt27bcr1S2IGR7S44Bl/0Kkpk0lokjmscrJRd+bFCJMuCyX0kby3C/UqIBx2ZVCgZc9Suo5cyZMwceffRR2LBhA+y2225w9tlnw5FHHsnzoEoRef4ZWUiB9MYbb4RddtkFzj333IDR//73v3DwwQdDtWrVrDD81ltvwS233BIIrwcddFAFgfTCCy+Ebt26wfHHHw+vv/56IG7OmDEDatasGds2djZ/+9vfoHfv3rDrrrvCPffcA8uWLQvEV+wQBg0aBOeffz506NAhEEFR9B0/fjzgROWqq66Cxo0bwzPPPBN0GuJCe2+++WZAHmrVqhW0/9133wX18MUMMAN6DGTdr+DHjuOOOw6aNGkCb7/9dvCcP/jgg1ClShWYNGkSNG3aFM4880zAjyYTJkyA6dOnc7+i50q+ixnwhgGX/UraWCaOIB6veBM2DIQZSGXAZb+SNpbhfoUDlxkoLgOu+hVM9po9ezZ07do1SBJ5//334eKLL4aHHnooUdvh8Upx46wIyAspkGK2aK9evaBjx447cYzZEpjhuXLlykBwwMxKzCx95513ALMuUaTE39avXw+//vWvoX379jvVgQImlps7dy7Uq1evXCDduHFjIGCgqCGuK664Arp37w4//elPSf7+8MMPg0yxW2+9NcgWmzx5ciB24oWCaf/+/QPBE9tfuHAhtGvXLmh/1qxZ5fW/8sor8OSTT8LYsWODvz3//PPw0ksvBdmnfDEDzIAeA1n3K1FU+NEEP5jgs47P+P333x988MBrzJgxQb8S18fFWcf9ip7P+S5mIGsGXPUrmIGRNJah2sz9CpUpLscM5MuAy34laSyDfQ7l4n6FwhKXYQbyZ8CnfuXUU0+F2267DRo0aEAigvsVEk1ciMhAIQXSp59+Olh2/sc//hFat25dbioKjOeccw789re/DdKycQk6iocTJ04MBNIRI0YEgiTe8+WXXwYZl5ilVbdu3Vi67rzzTth9993LBVL8WoFZq/j1VFx//etfoVmzZhWyTNO4f/zxx+GDDz4IltBiZihmjKId4jrvvPOCpbc//vGPgz/hsvy+fftWEEh/+OGH4J7DDz8cDjjggEBkwf//0Y9+RHQ7F2MGmIEoA3n1K9gubtGBWeR33XVX8MEGt+qYOXNmOaTbb789+DjTr18/kqO4XyHRxIWYgdwZcNWvhA2NjmWoJHC/QmWKyzED+TLgQ78SHctQGeB+hcoUl2MG8mXAh34FNQ5cUfvaa6/BtddeSyaA+xUyVVyQwEAhBVK068UXXwyEyurVqweZoIceeijg14M//elPMHXq1HJxEfcQFQ/N9ddfH3yNEBdmaeFS+S5dusRSFTepQPH1rLPOgqOOOioQXbGOAQMGkARSFEIwoxUzSHGZ7RNPPAFLliypsDQefx84cCAcdthh5TZEBVL8YcGCBcE+rCgK/+IXvwj26sBtB/hiBpgBfQby6FfwowcuHfl//+//QefOnYM9AjET/Y477igHjh89xBYcMmu4X5ExxL8zA24ZcNGvhC3WEUi5X3EbM9w6MyBjwHW/Eh3LyPDi79yvUFjiMsyAOwZc9iuYhLZ06dIg8ezSSy9NPeMlzBD3K+7ipVRbLqxAKhyCe/nhfn3jxo0L9uHE/8Z9O8WFWZ+4nB0PV5o2bVqwb6e4brjhhiCb9OSTT471b9yk4uOPPw6yUPFQJdz3dN26dXD00UfDz372s9QYQWwXXXRRIK6KZf3PPvss4HJ5TGkXF3YOmE2GmaF4xWWQ4leVu+++G66++upgj8IpU6YAfnHB/VH5YgaYAXMGsupXUPTEDyTNmzcP9h/GC/uS4cOHB0vsxYXPNB4Ch1tupF3cr5j7mmtgBvJiIM9+JWyTqkDK/UpeEcHtMAPmDLjoV+LGMjJLuF+RMcS/MwP+MOCiX0HrsW/Bs1ZQ48AM0r333pvnQf6ERaVBUniBFD2FgiWKCSg8ogD6l7/8ZScHYrYnPmyYmSUu3LMTM0xVMkjDFeNDPGTIEMDMVGw/6UIRFdvC/TRQTBUXLrVHkRbx4yXEUMQo9vKJE0jxHjw86sQTTwzuQ3H0tNNOq7AMv9JEMBvKDGTEgO1+BTchx2e3du3aMHTo0HLU+HfMEsePHmK7j8suuwx69OgRZJhyv5KRg7laZsABA3n1K2HTVARSHq84CApukhkwZCDPfiVpLJNmAvcrhg7m25kBBwzk2a9EzcPtEXG7RFwly/MgB86v5E0WUiDFrxr7779/cKDJihUrAMUE3HsU9+TEDExcov7zn/8c8CX+6aefwj777BMsh8c9RzHTtFOnTsH/431hUSIaC2mTik2bNgHuE4j/xv1E8cKlspgWXrVq1fKqNmzYEKSJ44EsYXEUC6DA+pvf/CbIHkNxF/fcwNR23CZAXHECKZ7qhkvzMSMVl9W/8MILwZ6s4ezYSh7XbD4zoMxA1v0K7leMFz7v0Qs/suBG5JhViqfY45J73J+0Tp063K8oe5JvYAb8YcBlvyJYiBvL8HjFnxhhJMyAKgMu+5W0sQz3K6qe5PLMgD8MuOpX1qxZE6ym23fffQMycLUubkWGGaQtWrTgeZA/IVJpkBRSIMUH5uWXXw4Exvr16wf7f55yyimB0z7//HO45ZZb4KOPPgp+x6XvKIyiIIp7/OGJ9v/5z38CYXHYsGGxp9inTSoefvjhQMjE65hjjoHBgwcH+6B+/fXXgdj56KOPBv8vrrlz5wbCZVg0xd/wbwceeGCAE+3B+7ETwEzTpk2blt+fdEgTftV58803g3pxSwE8gGqvvfaqNIHLhjIDthnIsl/BDzW4V3K0H8AMdFxGv3bt2qAfWLx4cZBFin0WfjThfsW2l7k+ZiBfBlz2K0ljGe5X8o0Bbo0ZsM2Aq34FV7UkjWW6du3K8yDbjub6mIEcGXDVr2CWKGaMfvLJJ4GGggdk/+pXvwpW+PJ4JccA4KbKGSikQKrjPyGQ/vnPf9a5XXoPZn7inqKXX365tCwXYAaYgdJggPuV0vAjW8EM+MQA9ys+eYOxMAOlwQD3K6XhR7aCGfCJAe5XfPIGY7HFQKUSSHFJ/HXXXWeLuwr1zJgxI8gIxdPt+WIGmIHKwQAODLhfqRy+ZiuZgbwY4H4lL6a5HWag8jDA/Url8TVbygzkxQD3K3kxze3kyQALpHmyzW0xA8xASTGQ9cCgpMhiY5gBZoDEAPcrJJq4EDPADCgwwP2KAllclBlgBkgMcL9CookLFYyBSiOQFswvDJcZYAaYAWaAGWAGmAFmgBlgBpgBZoAZYAaYAWaAGWAGcmC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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objs as go\n", "\n", "traceX = go.Scattergl(\n", " x = deltaPV_lvlh_df['x'].index,\n", " y = deltaPV_lvlh_df['x'],\n", " mode='lines',\n", " name='Cross-Track'\n", ")\n", "\n", "traceY = go.Scattergl(\n", " x = deltaPV_lvlh_df['y'].index,\n", " y = deltaPV_lvlh_df['y'],\n", " mode='lines',\n", " name='Along-Track'\n", ")\n", "\n", "traceZ = go.Scattergl(\n", " x = deltaPV_lvlh_df['z'].index,\n", " y = deltaPV_lvlh_df['z'],\n", " mode='lines',\n", " name='Out-Of-Plane'\n", ")\n", "\n", "data = [traceX, traceY, traceZ]\n", "\n", "layout = go.Layout(\n", " title = 'Delta position between TLE and estimation in LVLH frame',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Position difference (m)'\n", " ),\n", " shapes=[od_window_rectangle]\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Fitting an \"enhanced\" TLE\n", "Let's fit a TLE to the estimated propagator. This requires the original TLE. If no TLE is available, then a first guess can be built by:\n", "\n", "* Computing the Keplerian orbital elements from the propagator, for example using RV2COE at one instant.\n", "* Writing these elements to the TLE. Although these elements are not mean elements, they will be fitted within a certain range.\n", "* Write the BSTAR coefficient equal to zero. It is a free parameter in the fitting" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Fitting\n", "Fitting the TLE, based on great example by RomaricH on the Orekit forum: https://forum.orekit.org/t/generation-of-tle/265/4" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [], "source": [ "from org.orekit.propagation.conversion import TLEPropagatorBuilder, FiniteDifferencePropagatorConverter\n", "from org.orekit.propagation.analytical.tle import TLEPropagator\n", "threshold = 1.0 # \"absolute threshold for optimization algorithm\", but no idea about its impact\n", "tle_builder = TLEPropagatorBuilder(orekitTle, PositionAngle.MEAN, 1.0)\n", "fitter = FiniteDifferencePropagatorConverter(tle_builder, threshold, 1000)\n", "fitter.convert(states_list, False, 'BSTAR') # Setting BSTAR as free parameter\n", "tle_propagator = TLEPropagator.cast_(fitter.getAdaptedPropagator())\n", "tle_fitted = tle_propagator.getTLE()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let's compare both the original and the \"enhanced\" TLE:" ] }, { "cell_type": "code", "execution_count": 30, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "1 22195U 92070B 18264.82179554 -.00000009 +00000-0 +00000-0 0 9999\n", "2 22195 052.6446 252.2781 0138214 032.3207 112.2760 06.47294175612723\n", "\n", "1 22195U 92070B 18264.82179554 .00000000 00000-0 16257-0 0 9990\n", "2 22195 52.6437 252.2794 0138226 32.3199 112.2756 6.47294467612729\n" ] } ], "source": [ "print(orekitTle)\n", "print('')\n", "print(tle_fitted)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Let us propagate again to save the PV from this new TLE" ] }, { "cell_type": "code", "execution_count": 31, "metadata": {}, "outputs": [], "source": [ "# Setting up yet another SGP4 propagator\n", "sgp4Propagator_fitted = SGP4(tle_fitted, nadirPointing, sat_list[sc_name]['mass'])" ] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [], "source": [ "PV_tle_fitted_eci_df = pd.DataFrame()\n", "deltaPV_tle_fitted_lvlh_df = pd.DataFrame() # SGP4 PV from SLROD origin\n", "\n", "date_current = date_start\n", "while date_current.compareTo(date_end) <= 0: \n", " datetime_current = absolutedate_to_datetime(date_current)\n", " \n", " PV_tle_fitted_eci = sgp4Propagator_fitted.getPVCoordinates(date_current, eci)\n", " PV_tle_fitted_eci_df = PV_tle_fitted_eci_df.append(orekitPV2dataframe(PV_tle_fitted_eci, datetime_current))\n", " \n", " deltaPV_tle_fitted_lvlh = sgp4Propagator_fitted.getPVCoordinates(date_current, lvlh)\n", " deltaPV_tle_fitted_lvlh_df = deltaPV_tle_fitted_lvlh_df.append(orekitPV2dataframe(deltaPV_tle_fitted_lvlh, datetime_current))\n", " \n", " date_current = date_current.shiftedBy(dt) " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Comparing with estimated propagator" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In some cases, the fitted TLE is much better, in some cases not.\n", "\n", "The figure below shows the norm of the position difference with the estimated propagator." ] }, { "cell_type": "code", "execution_count": 33, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "type": "scattergl", "uid": "6ee58a26-e0ff-4ac4-8f3b-74e4ed6e2089", "x": [ "2018-09-19", "2018-09-19 00:05:00", "2018-09-19 00:10:00", "2018-09-19 00:15:00", "2018-09-19 00:20:00", "2018-09-19 00:25:00", "2018-09-19 00:30:00", "2018-09-19 00:35:00", "2018-09-19 00:40:00", "2018-09-19 00:45:00", "2018-09-19 00:50:00", "2018-09-19 00:55:00", "2018-09-19 01:00:00", "2018-09-19 01:05:00", "2018-09-19 01:10:00", "2018-09-19 01:15:00", "2018-09-19 01:20:00", "2018-09-19 01:25:00", "2018-09-19 01:30:00", "2018-09-19 01:35:00", "2018-09-19 01:40:00", "2018-09-19 01:45:00", "2018-09-19 01:50:00", "2018-09-19 01:55:00", "2018-09-19 02:00:00", "2018-09-19 02:05:00", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Computing norm of position difference\n", "import numpy as np\n", "deltaPos_tle_fitted_norm = pd.Series(data=np.linalg.norm(\n", " PV_tle_fitted_eci_df[['x','y','z']] - PV_eci_df[['x','y','z']], \n", " axis=1),\n", " index=PV_tle_fitted_eci_df.index)\n", "\n", "import plotly.graph_objs as go\n", "\n", "trace = go.Scattergl(\n", " x = deltaPos_tle_fitted_norm.index,\n", " y = deltaPos_tle_fitted_norm,\n", " mode='lines'\n", ")\n", "\n", "data = [trace]\n", "\n", "layout = go.Layout(\n", " title = 'Norm of position difference between fitted TLE and estimation',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Norm of position delta (m)'\n", " )\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The individual components in LVLH frame are now more centered around zero. The fitting helped." ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "Cross-Track", "type": "scattergl", "uid": "2b0a7bb8-b4a8-4d97-b3e3-bdaf1ba20304", "x": [ "2018-09-19", "2018-09-19 00:05:00", "2018-09-19 00:10:00", "2018-09-19 00:15:00", "2018-09-19 00:20:00", "2018-09-19 00:25:00", "2018-09-19 00:30:00", "2018-09-19 00:35:00", "2018-09-19 00:40:00", "2018-09-19 00:45:00", "2018-09-19 00:50:00", "2018-09-19 00:55:00", "2018-09-19 01:00:00", "2018-09-19 01:05:00", "2018-09-19 01:10:00", "2018-09-19 01:15:00", "2018-09-19 01:20:00", "2018-09-19 01:25:00", "2018-09-19 01:30:00", "2018-09-19 01:35:00", "2018-09-19 01:40:00", "2018-09-19 01:45:00", "2018-09-19 01:50:00", "2018-09-19 01:55:00", "2018-09-19 02:00:00", "2018-09-19 02:05:00", "2018-09-19 02:10:00", "2018-09-19 02:15:00", "2018-09-19 02:20:00", "2018-09-19 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\n", " \n", " \n", "
\n", " \n", "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objs as go\n", "\n", "traceX = go.Scattergl(\n", " x = deltaPV_tle_fitted_lvlh_df['x'].index,\n", " y = deltaPV_tle_fitted_lvlh_df['x'],\n", " mode='lines',\n", " name='Cross-Track'\n", ")\n", "\n", "traceY = go.Scattergl(\n", " x = deltaPV_tle_fitted_lvlh_df['y'].index,\n", " y = deltaPV_tle_fitted_lvlh_df['y'],\n", " mode='lines',\n", " name='Along-Track'\n", ")\n", "\n", "traceZ = go.Scattergl(\n", " x = deltaPV_tle_fitted_lvlh_df['z'].index,\n", " y = deltaPV_tle_fitted_lvlh_df['z'],\n", " mode='lines',\n", " name='Out-Of-Plane'\n", ")\n", "\n", "data = [traceX, traceY, traceZ]\n", "\n", "layout = go.Layout(\n", " title = 'Delta position between fitted TLE and estimation in LVLH frame',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Position difference (m)'\n", " )\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Comparison with CPF\n", "The EDC API also provides Consolidated Prediction Files, which contain spacecraft position/velocity in ITRF frame as generated by their orbit determination system. Let us compare the results" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Requesting CPF data" ] }, { "cell_type": "code", "execution_count": 35, "metadata": {}, "outputs": [], "source": [ "from slrDataUtils import queryCpfData, dlAndParseCpfData\n", "cpfList = queryCpfData(username_edc, password_edc, url, \n", " sat_list[sc_name]['cospar_id'], startCollectionDate - timedelta(days=1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Downloading and parsing CPF data" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "cpfDataFrame = dlAndParseCpfData(username_edc, password_edc, url, \n", " cpfList, startCollectionDate - timedelta(days=1),\n", " odDate + timedelta(days=1))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Plotting position difference. The grey area represents the time window where range measurements were used to perform the orbit determination." ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "mode": "lines", "name": "X ECEF", "type": "scattergl", "uid": "a7d11a05-2bf8-46c3-b72f-663382053647", "x": [ "2018-09-19", "2018-09-19 00:05:00", "2018-09-19 00:10:00", "2018-09-19 00:15:00", "2018-09-19 00:20:00", "2018-09-19 00:25:00", "2018-09-19 00:30:00", "2018-09-19 00:35:00", "2018-09-19 00:40:00", "2018-09-19 00:45:00", "2018-09-19 00:50:00", "2018-09-19 00:55:00", "2018-09-19 01:00:00", "2018-09-19 01:05:00", "2018-09-19 01:10:00", "2018-09-19 01:15:00", "2018-09-19 01:20:00", "2018-09-19 01:25:00", "2018-09-19 01:30:00", "2018-09-19 01:35:00", "2018-09-19 01:40:00", "2018-09-19 01:45:00", "2018-09-19 01:50:00", "2018-09-19 01:55:00", "2018-09-19 02:00:00", "2018-09-19 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1.1815240057185292, 1.0336962146684527, 0.9173547402024269, 0.8184200637042522, 0.7253189324401319, 0.6278073540888727, 0.5208306785207242, 0.40173694147961214, 0.2759458317887038 ] } ], "layout": { "autosize": true, "shapes": [ { "fillcolor": "#d3d3d3", "line": { "width": 0 }, "opacity": 0.3, "type": "rect", "x0": "2018-09-20", "x1": "2018-09-22", "xref": "x", "y0": 0, "y1": 1, "yref": "paper" } ], "title": { "text": "Delta position between CPF and estimation in ECEF frame" }, "xaxis": { "autorange": true, "range": [ "2018-09-19", "2018-09-23" ], "title": { "text": "Datetime UTC" }, "type": "date" }, "yaxis": { "autorange": true, "range": [ -7.458500765496865, 8.738224291009828 ], "title": { "text": "Position difference (m)" }, "type": "linear" } } }, "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objs as go\n", "\n", "delta_x_cpf = (PV_ecef_df['x'] - cpfDataFrame['x']).dropna()\n", "delta_y_cpf = (PV_ecef_df['y'] - cpfDataFrame['y']).dropna()\n", "delta_z_cpf = (PV_ecef_df['z'] - cpfDataFrame['z']).dropna()\n", "\n", "traceX = go.Scattergl(\n", " x = delta_x_cpf.index,\n", " y = delta_x_cpf,\n", " mode='lines',\n", " name='X ECEF'\n", ")\n", "\n", "traceY = go.Scattergl(\n", " x = delta_y_cpf.index,\n", " y = delta_y_cpf,\n", " mode='lines',\n", " name='Y ECEF'\n", ")\n", "\n", "traceZ = go.Scattergl(\n", " x = delta_z_cpf.index,\n", " y = delta_z_cpf,\n", " mode='lines',\n", " name='Z ECEF'\n", ")\n", "\n", "data = [traceX, traceY, traceZ]\n", "\n", "layout = go.Layout(\n", " title = 'Delta position between CPF and estimation in ECEF frame',\n", " xaxis = dict(\n", " title = 'Datetime UTC'\n", " ),\n", " yaxis = dict(\n", " title = 'Position difference (m)'\n", " ),\n", " shapes=[od_window_rectangle]\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3D plot" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "alphahull": 0, "color": "#00AAFF", "lighting": { "ambient": 1 }, "name": "Earth", "opacity": 1, "type": "mesh3d", "uid": "74b28e8e-d191-454f-9a90-e466b8a46227", "x": [ 0, 1.2681081047345893e-13, 2.398797019596578e-13, 3.269539056214488e-13, 3.7859758039659885e-13, 3.8921433278904197e-13, 3.576536729411704e-13, 2.8733568806159546e-13, 1.858804229079739e-13, 6.428212970033931e-14, -6.428212970033921e-14, -1.8588042290797388e-13, -2.873356880615952e-13, -3.5765367294117037e-13, -3.8921433278904197e-13, -3.7859758039659885e-13, -3.2695390562144883e-13, -2.398797019596579e-13, -1.2681081047345903e-13, 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1656.640234370091 ] } ], "layout": { "autosize": true, "scene": { "aspectmode": "data", "aspectratio": { "x": 0.8247691069319288, "y": 1.2202755274167263, "z": 0.9935957221790916 } }, "title": { "text": "3D trajectory plot in ECI frame" } } }, "text/html": [ "
\n", " \n", " \n", "
\n", " \n", "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import plotly.graph_objs as go\n", "\n", "phi = np.linspace(0, 2*np.pi, num=20)\n", "theta = np.linspace(-np.pi/2, np.pi/2, num=20)\n", "phi, theta = np.meshgrid(phi, theta)\n", "\n", "x = 1e-3 * np.cos(theta) * np.sin(phi) * orekit_constants.WGS84_EARTH_EQUATORIAL_RADIUS\n", "y = 1e-3 * np.cos(theta) * np.cos(phi) * orekit_constants.WGS84_EARTH_EQUATORIAL_RADIUS\n", "z = 1e-3 * np.sin(theta) * orekit_constants.WGS84_EARTH_EQUATORIAL_RADIUS\n", "\n", "trace_earth = go.Mesh3d(\n", " x=x.flatten(),\n", " y=y.flatten(),\n", " z=z.flatten(), \n", " alphahull=0, \n", " opacity=1.0,\n", " color='#00AAFF',\n", " name='Earth',\n", " lighting=dict(ambient=1))\n", "\n", "trace = go.Scatter3d(\n", " x = 1e-3 * PV_eci_df['x'],\n", " y = 1e-3 * PV_eci_df['y'],\n", " z = 1e-3 * PV_eci_df['z'],\n", " mode='lines',\n", " line=dict(\n", " width=3\n", " ),\n", " name='Orbit'\n", ")\n", "\n", "data = [trace_earth, trace]\n", "\n", "layout = go.Layout(\n", " title = '3D trajectory plot in ECI frame',\n", " scene=dict(\n", " aspectmode='data'\n", " )\n", ")\n", "\n", "fig = dict(data=data, layout=layout)\n", "\n", "pio.show(fig)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.7.3" } }, "nbformat": 4, "nbformat_minor": 2 }