{ "cells": [ { "cell_type": "markdown", "id": "4c9b95e3", "metadata": {}, "source": [ "# Isoplane320 Wavelength Calibration Test" ] }, { "cell_type": "markdown", "id": "249f4847", "metadata": {}, "source": [ "Configure the matplotlib backend for high-resolution retina display." ] }, { "cell_type": "markdown", "id": "926413a8", "metadata": {}, "source": [ "Import necessary libraries, including `kspecdr` modules for instrument handling, IO, preprocessing, tramline mapping, extraction, and calibration. Also define the working directory and resource paths." ] }, { "cell_type": "code", "execution_count": 1, "id": "78560f4e", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/home/hbahk/miniconda3/envs/twodfdr/lib/python3.12/site-packages/rascal/calibrator.py:9: TqdmExperimentalWarning: Using `tqdm.autonotebook.tqdm` in notebook mode. Use `tqdm.tqdm` instead to force console mode (e.g. in jupyter console)\n", " from tqdm.autonotebook import tqdm\n" ] } ], "source": [ "from pathlib import Path\n", "import numpy as np\n", "from astropy.io import fits\n", "from astropy.table import Table\n", "from matplotlib import pyplot as plt\n", "from scipy.signal import find_peaks_cwt, find_peaks\n", "from rascal.util import refine_peaks\n", "from matplotlib.lines import Line2D\n", "from mpl_toolkits.axes_grid1.inset_locator import inset_axes, mark_inset\n", "\n", "from kspecdr.inst.isoplane import convert_isoplane_header, add_fiber_table\n", "from kspecdr.io.image import ImageFile\n", "from kspecdr.preproc.make_im import make_im\n", "from kspecdr.tlm.make_tlm import read_instrument_data, make_tlm\n", "from kspecdr.extract.make_ex import make_ex\n", "from kspecdr.extract.reduce_arc import reduce_arcs\n", "from kspecdr.wavecal.arc_io import read_arc_file\n", "\n", "plt.rcParams[\"figure.dpi\"] = 300\n", "\n", "WD = Path(\"/data1/hbahk/kspec/kspecdr\")\n", "RESOURCES = WD / \"resources\"\n", "TESTDIR = RESOURCES / \"isoplane_arctest_20251224\"" ] }, { "cell_type": "markdown", "id": "662d74fb", "metadata": {}, "source": [ "Load a raw fiber flat field image. Since the raw data from the laboratory might not have the standard headers expected by the pipeline, we convert the header using `convert_isoplane_header`, add a dummy fiber table using `add_fiber_table`, and save the result as a new FITS file suitable for processing." ] }, { "cell_type": "code", "execution_count": 2, "id": "1dc513a6", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Filename: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec 2025-12-24.fits\n", "No. Name Ver Type Cards Dimensions Format\n", " 0 PRIMARY 1 PrimaryHDU 188 (1340, 1300) uint16 \n", " 1 FIBRES 1 BinTableHDU 13 16R x 2C ['1A', '20A'] \n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: TimeDeltaMissingUnitWarning: Numerical value without unit or explicit format passed to TimeDelta, assuming days [astropy.time.core]\n" ] } ], "source": [ "hdul = fits.open(TESTDIR / \"flat_150_490_1sec 2025-12-24.fits\")\n", "hdr = hdul[0].header\n", "# cleaned_hdr = sanitize_header_drop_unparsable(hdr)\n", "new_hdr = convert_isoplane_header(hdr, ndfclass=\"MFFFF\")\n", "\n", "# add fiber table\n", "add_fiber_table(hdul, n_fibers=16)\n", "\n", "# just use the first frame for now\n", "hdul[0].data = hdul[0].data[0]\n", "# make new fits file with new header and fiber table\n", "new_hdr[\"NAXIS\"] = 2\n", "new_hdr.remove(\"NAXIS3\")\n", "hdul[0].header = new_hdr\n", "\n", "new_fpath = TESTDIR / \"flat_150_490_1sec_converted.fits\"\n", "hdul.writeto(new_fpath, overwrite=True)\n", "hdul.info()" ] }, { "cell_type": "markdown", "id": "c7450ea3", "metadata": {}, "source": [ "Inspect the fiber table extension of the converted FITS file to ensure the fiber definitions are correct." ] }, { "cell_type": "code", "execution_count": 3, "id": "3d612eb4", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
Table length=16\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "
TYPENAME
str1str20
PFiber 1
PFiber 2
PFiber 3
PFiber 4
PFiber 5
PFiber 6
PFiber 7
PFiber 8
PFiber 9
PFiber 10
PFiber 11
PFiber 12
PFiber 13
PFiber 14
PFiber 15
PFiber 16
" ], "text/plain": [ "\n", "TYPE NAME \n", "str1 str20 \n", "---- --------\n", " P Fiber 1\n", " P Fiber 2\n", " P Fiber 3\n", " P Fiber 4\n", " P Fiber 5\n", " P Fiber 6\n", " P Fiber 7\n", " P Fiber 8\n", " P Fiber 9\n", " P Fiber 10\n", " P Fiber 11\n", " P Fiber 12\n", " P Fiber 13\n", " P Fiber 14\n", " P Fiber 15\n", " P Fiber 16" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "Table(hdul[1].data)" ] }, { "cell_type": "markdown", "id": "32b206e8", "metadata": {}, "source": [ "```{note}\n", "Fibre status codes used in the configuration are defined as follows:\n", "\n", "- **F**: Fiducial star (guide fibre).\n", "- **N**: Not in use. The fibre is broken, dead, or otherwise unusable. These fibres are not placed on the focus plate, but may still receive some vignetted light from a random sky position.\n", "- **P**: Program (science) target.\n", "- **S**: Sky fibre, used for sky background measurements.\n", "- **U**: Unallocated (unused) fibre. These fibres are not part of the current fibre configuration. In previous observations, they may or may not have been placed on the focus plate. Currently, they are always parked at the plate edge. If on the plate, they observe a random sky position; if off the plate, they may still receive vignetted light from a random sky position.\n", "```" ] }, { "cell_type": "markdown", "id": "bba23455", "metadata": {}, "source": [ "Display the raw image data to visually verify the input." ] }, { "cell_type": "code", "execution_count": 4, "id": "f7794611", "metadata": {}, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot(111)\n", "ax.imshow(hdul[0].data, cmap=\"gray\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "2eb71a1a", "metadata": {}, "source": [ "Run `make_im` to preprocess the image. This step performs tasks such as bias subtraction and cosmic ray rejection (disabled here), creating an 'im' file." ] }, { "cell_type": "code", "execution_count": 5, "id": "6506ea93", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw data with TDFIO_CREATEBYCOPY functionality...\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Instrument: ISOPLANE, SPECTID: UNKNOWN, CLASS: , BITPIX: 16\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating variance HDU for raw file\n", "INFO:kspecdr.preproc.make_im:Copying fiber table from source file\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.io.image:Copied fiber table 'FIBRES' from source file\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted.fits\n", "INFO:kspecdr.preproc.make_im:Successfully created IM file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.preproc.make_im:0.01% of pixels were saturated\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:No bias subtraction performed\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:Variance HDU created and initialized\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n" ] }, { "data": { "text/plain": [ "'/data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits'" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "args = {\"IMAGE_FILENAME\": new_fpath.as_posix()}\n", "\n", "im = ImageFile(new_fpath.as_posix(), mode=\"READ\")\n", "im.open()\n", "\n", "make_im(new_fpath.as_posix(), cosmic_ray_method=\"NONE\", verbose=False)" ] }, { "cell_type": "markdown", "id": "5af7bf60", "metadata": {}, "source": [ "Load the preprocessed image ('im' file) and display it. This image serves as the input for tramline mapping." ] }, { "cell_type": "code", "execution_count": 6, "id": "f0cc15a1", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits (mode: READ)\n" ] }, { "data": { "image/png": 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", "text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fpath_im = new_fpath.parent / (new_fpath.stem + \"_im.fits\")\n", "args = {\"IMAGE_FILENAME\": fpath_im.as_posix()}\n", "\n", "im = ImageFile(fpath_im.as_posix(), mode=\"READ\")\n", "im.open()\n", "img_data, var_data, fibre_types = read_instrument_data(im, 6)\n", "\n", "plt.imshow(img_data, cmap=\"gray\", origin=\"lower\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "127169ba", "metadata": {}, "source": [ "Check the instrument code of the image object to ensure it is correctly identified." ] }, { "cell_type": "code", "execution_count": 7, "id": "e6a9cd49", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "99" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "im.get_instrument_code()" ] }, { "cell_type": "markdown", "id": "05ecc9dc", "metadata": {}, "source": [ "Run `make_tlm` (Make Tramline Map) to identify the positions of the fiber traces across the CCD." ] }, { "cell_type": "code", "execution_count": 8, "id": "5b0a23b8", "metadata": { "tags": [ "hide-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.tlm.make_tlm:Generating tramline map from /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits (mode: READ)\n", "INFO:kspecdr.tlm.make_tlm:Instrument code: 99\n", "INFO:kspecdr.tlm.make_tlm:Starting tramline map generation for non-2DF instrument\n", "INFO:kspecdr.tlm.make_tlm:Fibres officially in use: 16\n", "INFO:kspecdr.tlm.make_tlm:Fibres potentially able: 0\n", "INFO:kspecdr.tlm.make_tlm:Fibres officially dead: 0\n", "INFO:kspecdr.tlm.make_tlm:Max number of traces: 16\n", "INFO:kspecdr.tlm.make_tlm:Sweeping image for signs of fibre traces...\n", "INFO:kspecdr.tlm.make_tlm:Processing column 0/1340 (0.0%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 50/1340 (3.7%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 100/1340 (7.5%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 150/1340 (11.2%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 200/1340 (14.9%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 250/1340 (18.7%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 300/1340 (22.4%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 350/1340 (26.1%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 400/1340 (29.9%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 450/1340 (33.6%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 500/1340 (37.3%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 550/1340 (41.0%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 600/1340 (44.8%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 650/1340 (48.5%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 700/1340 (52.2%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 750/1340 (56.0%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 800/1340 (59.7%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 850/1340 (63.4%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 900/1340 (67.2%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 950/1340 (70.9%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1000/1340 (74.6%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1050/1340 (78.4%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1100/1340 (82.1%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1150/1340 (85.8%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1200/1340 (89.6%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1250/1340 (93.3%)\n", "INFO:kspecdr.tlm.make_tlm:Processing column 1300/1340 (97.0%)\n", "INFO:kspecdr.tlm.make_tlm:Linking trace data to build fibre Tramline Map...\n", "INFO:kspecdr.tlm.make_tlm:Found 16 traces across the image\n", "INFO:kspecdr.tlm.make_tlm:Interpolating trace paths...\n", "INFO:kspecdr.tlm.make_tlm:Final number of traces: 16\n", "INFO:kspecdr.tlm.make_tlm:Found 16 traces across the image\n", "INFO:kspecdr.tlm.make_tlm:Matching traces to fibres\n", "INFO:kspecdr.tlm.make_tlm:Converted traces to tramline map (0 missing fibres)\n", "INFO:kspecdr.tlm.make_tlm:Interpolating missing fibre traces\n", "INFO:kspecdr.tlm.make_tlm:Writing tramline data to /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.tlm.make_tlm:Predicting wavelength data\n", "INFO:kspecdr.tlm.make_tlm:Writing wavelength data\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.tlm.make_tlm:Tramline map generation completed\n", "INFO:kspecdr.tlm.make_tlm:Generated tramline map: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n" ] } ], "source": [ "make_tlm(args)" ] }, { "cell_type": "markdown", "id": "c963c3f5", "metadata": {}, "source": [ "Load the generated Tramline Map file and check its size." ] }, { "cell_type": "code", "execution_count": 9, "id": "c0d80979", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "(1340, 16)\n", "(16, 1340)\n", "Filename: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "No. Name Ver Type Cards Dimensions Format\n", " 0 PRIMARY 1 PrimaryHDU 9 (1340, 16) float64 \n", " 1 WAVELA 1 ImageHDU 8 (1340, 16) float64 \n" ] }, { "data": { "image/png": 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Ax5Uj6OJggHzm/qYPlEzJimL4MF9ZYj9AKbaupuxEY8u1sbWZXivfcl1BnrM4v0SeB1P3PXt1wgLPQra/KdgrZ3BVallSyr3AOdt+fvVtV8XJtRNnWY/+7JF48LEHSfUBAADzRYhEmtwvCQAAAACANRv+xuJlCECFuA+CihGoAwAAAACVic2AEDPoF8Ay1JpxYtgfSXmYGcM03THZ6pHav9Yc8DJctxLbp5Zta9JnzZmihqZMeCmylKLVRT9e/Ypw1+QgM1EjxPVvvj5a7r0P36unIwMAAEfFICgAAHA0Fd/TqxlXb5gMx2g6fm+hIF4ikQHHaBzaDRXZHrsCAAAAAIBxSinnoNnh92PTAoCPXAEMw4H6B32TPog/kFLK+jAuKVOPY76UzDo9JeIDNvr2bAr3851huTXIVQvn+qTuk0KrZ4G260tM3Y+GSj4y6+v55Fc+KS5+xkXntI9uPxIvfPQFcenCJeP3teyLAACgDlwbxGka8/s819KeOTKl1sS1PtbssRHz2HRdJ2S3/ytSKfXq5xW3W06u9rQdb2sRc7x1nX5XwlGexz2amP3w2C9dydluXdcdfGf6LHX5U8ldN1e76ctaU78mhL2tXfvOgRm0l209p9rWxuzpFR+DY6aqe9u2e88GlFKibduw/XMGXO0Z2tZd1x08++iv2dq2jarfGpj2q769bPvbnI9hk5jzQdu2e88curNjdCo1/+az1a1tWyFM+1rbWufJva/F/H6cgmv5XdcJtaBrXSzPuu8IAAAAAEBlbIO/x24MHQy25eYCsBqlbprqQTCxpY3VI6WepnXv+kCJxCAgmz4YMrXs7PNXmFXNVsecZdZ2tjsPSht+mOGcXNN2HTqo13BdD7a/XzadOx+6I6SS9uOs0rYAAABl1Ha9BwAAAAAAgIrxHAkVIVAHAAAAACrVD14n6AZASanZYULYbov6Lt80aL/ErdbUeh6Ulyk70V6ZluUk0dYvR3CIKztRFEMdUwOnirTlgBpkYcpVrsqxbVzlB2w333W69KWXxKU/Z86S0zt9/lTc+5l7++V71wQAACwF539UhftyAAAAAADUi9/tqBiBOgAAAABQKVlhdgQAddJ7CSXyZGzRS8jeHwWW5xU8kBq0IeVevYZBFsN6uOoy1n8Pgyxig38O5iu4bWKDufR5XCVEt0PUXONl5s70dF52ZBDuwfSDzFHZFLre6Ot+5a9cGZ32zofuCHWqzvc5gpUBAABXA+H2guW5pwQAAAAAANaEeyGoyPbYFQAAAACAY6otCKa2+gBYB6++ZyT44Fj915z7TTKnvcZnO/oEwCzZlHt66HF1Hpw2+Gy4RbafvxUX33jRWcbuxZ147qeeG13WGrY1AABrN98rfAAAAACoGPdWo/AbFZPhGAUWh4w6AAAAAFCZHFkLAMC3X8gR6OIqY5hd5iDzT4a+y7Tk1HL1G2ahbWQKwMm97mM1islGkr2Ohm2eqjFsi9JtKURE4Mrg36baxQbCnJd59ndS5p/oOS3lWbJZSSnFxa91B+kIIcTdj9wV3Std5loBAIC5424HAAAAABQy4xehHQu/UTEpjlE/jJVBxQjUAQAAALBquQNcYgZG6/OXZBtECwAmY8EGPpz92iCIJ5vMfVxf+9r7TiXyn0NKrXPquXKvrCyllFf7/lPS6c1TcfJ5J85p2getuPuRuwefG4O9VtyWAACsBWf7RINrbcW1EwAAAAAAWBPuhaAi22NXAAAAAACQTh8ALKUkyw6wIgeZUER8YIAroK9EIEiNAQxTBLyUDILJUX6OFjC1Y2ow6xTnthxLKLF1s5epZ+kZ/tuznQ+2yfDfZ8f3y29+ebSc5/7Tc6J9qbVUs74+AgAApLFda9jO+67rgbXc+whpA58W6TpzJsO1tKdL27aiGwY7KSXatqVtHJRSB28w7n8rrKXdXMeo63g7OH4NGXpTHXsbxPThtjY7n2d4jJ59NjoPjNbSNq79w3lONOxrrjZbWnvGXJt1XbfXbt3Z8bm0trFxradrP8w5zxRc69k0+d4bP9a367UYOx/MUcy90bY132c9PT0V3enp3me73e7Vzy3ttrT2LPECzzWI2T/07/rjM+acPJWprsFt69m2rRDad23XCdG21uN6rvt06HJ2u52zLGXY39ZyfKJ+ZNQBAAAAAA+1/pA31YsBrQB6MX1XyZuXpt4peVna/Dn6wBL9qKnEPlApZnljc4S261RBU6nLOdYZztaeXudhw/rWel0xRq+3vj31dX9w5YE4/ez9h7+67rQTdz58x1kuAABYF64CAAAAAAAAEIXnS6gIgToAAAAA4KHWwaKh9eLtIQCm5nxzav//nG+pGllmDUr0wrVmgbEu62wb+W4rW+BGifUO2X9Cp61p35QRx52r/qbvbn/e7dEyn/vPz4ndffvb0AAAwLpxByPc3nVeRdefAAAAAAAAuXHnAzUjUAcAAAAAAvSDyadKfWz7nmAbAC4pPYQrIGLKIIOxfu48G41hPt9+1TbdWACDb8DFcLrcg+VcGXpyCNmHrO2o1cW3TNf2awzrl5ShR8rD7eHRjqPXAwXO0yFrGZVNK7FcpdTeen/yM07E/c+87y5vp8SdD95x11f7jisgAACWjwEWAAAAAFAAz5eBqsW8YA0GvLQEFSFQBwAAAMCqhQ7uDc0AkKMOpu+dGSoMg9QJ7AGWLfftRmOfcdbvpPQntnqG9nOu6Xxq5+rLD8qby83czAEsPvp9wZllJaJcW3nG7dWUub3pEyhmq9NBWQHl+horJXXbh2wDm//zm66N7gD3fuGeOL1zWlWmIQAAUBfuZgAAAAAAjoqspQCASATqAAAAAECiEkEwuctkACywXLn7i2F5pmw1MWx90DBLj61s1+elghB9sqn4LHtsuv77kPU4zyQUEeTZL9M6j3ct3MvYyyQUWGaolP3AmO1IlAtudWXhiVlmagalktvmT26ciA9/1ZPOaVSnxO0P3C5YCwAAMFfcwQAAAACACfD8GMAS8NJaVGx77AoAAAAAwDEppQ6zJxg+cxlOmysghsAaAL5y9xdj2WZilpeUhWckGKTm3tIWsJLSHudZbBLq5Dlh9n0rNTuRUmqam+0Z1rtxZRmKyH4kpTQGFIXuS87lZFjvvoT/4903RLtxl3f/l++LR//9UfIyAQDA/IwGlQ+ucZQIv0+D1yghRNd13tMvrZ1t18shbTJW1ly5trWtfWLaIKat58jVNm3bWj/vhvMpdT6tbZ4YMS/yyGnsBSahuq47yFy7lv0sVtu2B23Utm3W/WyJbC9aWdP+ZttHXG1w0G4RLyqas5j13O12B2262+2EkDLrOTkn13VEzuuF3W5nnWe32+0tq+s6sdvtstft2Fx1trWb7dhVSh1kLO2PT1dbL4mrPW1toB+jw/aybYM5nityX+vr3/XnUPY1+zG62+2E1L5r21ao3S7qnDxHMcfUztA+u5Fr3Rp+C2E9yKgDAAAAYPX0hwQpgxJKPHDI9eZ9AMt1kPkmtbyRIIPYvi51yJdP/9zXKraOejBIid42JmBlGPRjPC8k12oeDh4kppQ11bl0EPyWNPBxOG9KJh2Pevi2jek4u/XUVvz//vLTo/PeevaW1zIOarqwwaMAAAAAAKBSPIcB6sYxCtSNYxRTYV9DxQjUAQAAAIDKjb15n6AdADkNB96bhsP3b7P2DThwBkIGDrjX+7sS/Z+UsnggQEzp/Xaxtb0eQJWjbWLLKPmWTFPbnWdXis34lF4tQ6HmINuYDDjnWZkybdOc20dvcymE+D+/6bp4dOK+7fzCr78gHv7Rw6hlct0DAMDy7WWjPFot5ivHdSOQjP0QE6HPi8MrMDCV1Azbq0XfFo59Daga5wNMiv0NFSFQBwAAAAAqFDIINent/ADgqbZHg33Qiu2hZUr2klkM8shYx/NAEMPnOc8xtsCvlDJy1M+0vXOud196iTJTuGoTU1cppXjlkhA/8nXXRqe99b5Xs+mMbf/c+yAAAAAAYAH4nRiONgOqNoO70QAAAIhAoA4AAAAALBRvnAcQYy+Dh2WakIwce4PsHfOEDsa3TS+bJirbz9iy9tolMXggtnd2LVMvM7U91eAzU1mutrNltylxVlJiP0tMzLlPr2eXkHHGlfHI9XfOZcXKsX0+/lYpHlzaOKd56f9+STz4xAMhxGvtQIAyAAAYIqMOAAAAAOQ3i5eUAWvGMRqHdkPFCNQBAAAAgIViICuwHvrRnppC3jRoflhmSICAcwB+jmCF0GXuLd4S7BNZnnNZqfPrgR6J5aU6xjlGSpl1va3bPzYT0/AYGZk2VzBtzqDc1G2qTpT4+FvHp7v97O2gZR8cj4H1AgAAWJ3hNSL3huLQbgAAAFgDrnvD0WaYEvtbFJ4joSYE6gAAAABAhQiyAXAs/cB/PQCgRK+UEmRgy57SDeqfI4hBDTJ+KM+yh4FMxulK9PFaFpuQ9T+ftsAbp8behp6cScmSvUdnawtT8E/uTDX69g7ZL23bUUmZvH+71jCm7PbNrXh0yd1uD37vgXjp/34puGwAALAuZNQBAAAAAACAFzLqoGLbY1cAAAAAAGCmlCJgB4CXnH1FX5aUUsjBjc0ctzhNARHRZVmCKWroN4fBFbnqMxZ4o3/Tt090MEehYKJjCdoOOeqZaV2zBw05JB3jJ0Lsvnw3OtmdD9xJWQoAAFixnJkE58i1/l3X7U9bujIzordNz9Webdvufa+UOvhsCWLWZ7czX/Pvdjshte/arhO73W5x7WYTs55KqYPj1fbylNTlzI3t2BVCHLxoRAmPeyYzbAObkPNBanlrYWu3g/PB2Wej++cKrKUvys12HjW+pOesr6u13cZeYjXFctq23T8fnF2znZ6eRpU3R7b+yPW5/l3/Wc5rj9xy7lOuPjxmOTW0zxRs6+lqz4PfqYb9z3c5U5mq/3L9TtXn6z87dttMJaYvOj09ffWcMPysbZ3bc6r2tNVhLdsTryKjDgAAAABUqobB5gDWqUTgj0mJ4J8ccgYU9fPnrucUZ4il3ygu+XBjGOSW601etm1ew0Oax7/6cSEec0/z6E8eiRc/9uI0FQIAALNGRp00ey9c4N4SAAAAAABYsoU/z8S8EagDAAAAABXT3+AJAEb6G5aOVI0pWd+qJPJmIenfzJpTjsFyY+sXUucps7boy0lu2wJZmXyZ3mxmnE5bRshyfdon5/aLKmcjxJNf/+ToZPd//H5EjQAAAAAAAAAAAABgfgjUAQAAAICKDQfMDv9N0A6A0kKywIz1SX0gQc5QkL5PnCr7zxyFniuaAutfukX7bZZyXoyt4xT7S8ll2EoOXeaTX/Wk2D69dU7T3m7Fg19/EFTueV30bbuw4xQAALiREQbHJrkHBwAAgKXg2jYKvwkwGfY1YHEI1AEAAAAAD7UExvT1WNpgcgBpJukTHFk7YpffZ6tJ6mML989S5GnfvRIi6nyQNaXwevuU7hOgpZeZej413czMnvEoQxmuPSZ2n9fL7PeJkPLOg+ZM+3TMfi6FePobnx6d7OHPPIxuWK55AAAAAlVyDwsAAABA5bj3CtSNY9QP90FQMferDgEAAABgBXwGgE41SHRsOQxWBXAssUEWY0EEw2CDLJoma+BGiVu7cynzvGxLe46dk6YIclUe9UheRkAQTM7pXIY1sgbexJatlHd5V/7iFXHhMy44p2lebMTpx05zVO0c10MAACzb8EzPUAsAAAAAAAB44xkSKkKgDgAAAABUZDgYmEGoALwlBER4Z+oaLMM3g4c+TVOgX7OVGBtUJIQQskCAiczcv7tKCA3cOF9vQzmpwTZjbRm6DL2OKZnmxuYNzXwTtB6h6z3RsRO0vaUQN95zY3Syy79xWdzd3fUvd2yxXB8BAIAVir0uV0KIruu8yzNNu0Su9Wzbdq99lFIHny1d1pdfWMpaWnu61sd1vKnBvmg7XoeW9nvItr5j7an2PxBKqaj+a+zFMqHzTMG1nq721Ovdf9a2bfByppJzfx/r923z7LXb2X527H2gBq422O12e393bSt2u521ncfKyzH9lGLq1nXdwT7a/13DsWiS+3xkW0/XftN13d75wOdckLM9XW1Q6z7atq2QWpt2Xeds5xquPWJfJBYq9Dy6NK72jLkumuPvqpz7mqu/sS2nbVux0eZr21aoytstp5j13Gw2B8+fN5tNtedQrE9z7AoAAAAAwFzFPIDNuTz95lap5QKoX6mHJbY3WfsGgoxOk/gwy1aPlAwj+rzq7N+xZZrmUSW2V0KZxjoOviv5MC71vJWSWcY6rbbNYzLlmIKeUtuy+CPRwPo9+WVPikuffck5zfbhVlz63UtJ660/YOFKBwCA5Tv+UDAAAAAAAADMUgVBhkCPQB0AAAAAqxf6xvxezJtlUuhlDt/G3/+7hjcbAVimXIEvpZeXu4yUcuQg4CNVTGaXGs8JNdYpN30dSwRmFQn2OuOb7efGM+PZdG78/g3RdNyCBgAA8QjSBQAAAAAAgM3ynzxiznhKCgAAAAAzQbYcADb6DcjQ3sIUCOgzXTBHPxYdDBNblwB9QGdoPxw7n6s8IV5tKz3LSI1K7EemTDW9nG0dIyTTXo3n9L2MQCPb6PEvflw89vmPOad58uVWXPuja17l+dQJAACsB1cAGXE9FaVkYDwAYEYqvH8zC7QbpsK+BlRNcoziWPhNj4oQqAMAAAAAFTK9zd40WDVkUC0AmPj2HUUGKkVm23l1VvN8XcKN/1n3ozkyEB0UWU9WI8cCEmeX2R4W7Z2TDd+nBhIN65mjVVPKuPEt49l0vv0/3RebduOdoSdGjQFPAAAAx8ZgKAAACpjzfcNjot0wFfY1L7RSHNotHb9SPfF7HlgcAnUAAAAAwKAf+KkPqvUdEGqaLnQwqc/gZtcb+od1ZyArgJq5BvIP+7LQoI+QDCc5pJwjxr6XHkFNWbPLFHiw6Qr2OuZ56qBdPdp6tL6B6xqcrSloaj8+QW5KKXH58y+LJ774Ced0l19pxd/46fteyx09TvVrHY/5AADAvDEICgAAAADK4w5rOLJvYlLsb354XoSKEagDAAAAAAb9AF19YLTvIPGx7Ddj+gHWY4NQ9TL1ug7XAwBMXP1Mjp5jL9Ampg5jQROG7GM+A/hdZcaut6vvDynTK0gkQ7DH2DKVUkXOH7ZAJM+Z4+cNMBakG7rMsf24xvO0qc5SSnHzmZuj837Hf7ornnqp81qv0HaJDdwDAADzxFCLNAwiAwAAAAAAa8K9JNRke+wKAAAAAAAAII0+9Kr0DcjkbC19OSJ/VozUbBv64H/lkV1lrCxTmdllKLPEED5Z+C1WOUp3BZBF70czeHuXvt56RiaTS599STz55U86y71w2on/9UN3hBIXnWWN1s8jK5EpmJpMOwAA1G/0pSQT1WNOXG3WdZ19Wss1LddMdl3XHQTud10ndruddZ6ltadtfdq2NX7edZ2Q+n7YdaI7+28NXL9fbG3gOjZztputbjXvtyEZklPuLcVst5rZ2sF0LM7h+LStT+4Xd7iO0WEN+n2t9nabgu18IMRhe5bY13zuGdXI1g76tcdw2prXZ46aJt877ee4bZqmOTh+mqbJ2i5LlPpyziUbfQmX4QWjNb/QLOfyXcfVZrMxfr7dbg++22w2Qmy31rot7fi1refotpnoJX+5zPVaBnGWdZQCAAAAAAAgG6kNThoOjo/JMJZ6A96Y2cRSVsoN2Fxl9vVVSiUPNhwLGikV8FRCyrZpHBlWstGy6qXezE8NzDqvR+Yydcrwvd62N565MVr2X/3Pz4mbz9sHMe4tMyL7VY5tAgAA5oPhCQAAAAAAAPDGMyRUhIw6AAAAAFav1sGetdYLwLL49jVZMsskLH+s7MEHSeXpUgcGKqUm6c/1euZYppQyKQhGf2NaCaUGbpbcZrWc38fqoW/7C595QVz5yivOeZpWib/zgdvZ6iDE9BnDAADA8dVxtbQQlVx7AgAAAAAAAGtDRh0AAAAAAICFyRFcopNiPJOFK6jDlcEjNQCotD6bjW/QSul66dlVTMu01dX2eUydY4N4YuabWxYVU02H6137uujbSCklbnzzDSEbd72/6DeFeMOd01f/0DIT5aoLAABYF64EwkmunwAAAACY8FsBqBvHaBzaDRUjUAcAAAAAZozBqwCEKPfG6b1yz7KrhAbj9Er1V2MBEVFlZqhrH5xgyyZkC17wDgbyrEPIZ6H7kVc2lMzbfSxAKYqhjsmZhGbAVUt9HS7cuCCu/qWr7gKVEH/xo4Ygv4T2mFuAFgAAyINAEwBrRN8HAAAmx73XcLQZpsT+Fod2Q0UI1AEAAACASrkGxPefM3gVQAljATch2WWGGktgStZMNWfT5AwMyt3Xumo2tizb90r7LrnOBc4vKjGrimmbppRp081scFTs8XjA0ZY33n1DyK27rTe/txFP3z38PLZ+XOMAAAAhyKiTqsT1MmDEvgYAAAAAOIaZPdfDumyPXQEAAAAAQDhpGYjOoFYAuej9idK+y9LfDLLO5A6syZ2JI2d5ekBNSLmuQM01ZFkrcZ7Ty4xdxrD9fTMohbDNXTrrzPaprbj6l6+OTnfyKydCitPzv217o+/xfr6v+1QSAAAsCuf/Q67rp67rrNOqrhO73W50nlJ1O7axF+BYcX/NyNZuXdcJadgPu66z7mtLu4cZcxyYXmowVk7Nx5uNa1s3Tfi7hQ/aINfLKxbAdYyazhVd11XddsfuJ3a7nVCDdlNKid1ul/UcCuBVtvOB6zzRNM3e7wYp5aufLewaw8XWPrY2aJrmYB559lnMOXlpbe1qN/27vr1i9t1aRb2cz7GeJycne39vNhtxcnIyy7aJ2ddj5rHua5HHaM1s7RPTbpvNRjSbzf5n262zzY7df9V8DY78lnX0AgAAAECEbG+iP4LhYPRj31AAUI9cPZqpV4nta3L0Uca+ukD/naM31c8tMnM9c/b4swqImGB7597HS7zFvPRVy3Dfvf6u66I5cd9GfuW/vSI2dzfOaVLrcc7WzjO+ngMAAHac3QEAAAAAAGCT+xkskBOBOgAAAAAwIQaQAihh6gCL2AHxtnoqpbIFG+buZfsgi+E6D4Mj995WffZvV9YbvY4h7egMytS+M5Ubsiwljv9GqSHbuhc5r3oEv6YuN3T+mKxLtmX47Je95vFGPP11T48u84Uff8F7Wa5jRp93aW+JAwAAfuq5Cl2Aiq7pAQAAAAAAiuNeCCrCk04AAAAAmFBNg54BYGoHg/Ez9InH7leHyw9N1T4WUBG6HFv5sfULWZZ1/rHvU8s/0vYfW67r29ggn70yPbZZaNsMg6H6/1//hutic9mdKefl335ZPPqDR0F1TK0rAABYD153Eo43yQIAAAAw4rcCAACTIlAHAAAAACpnG8gdMsAbABBgGBQjXgtgGGbRcfW9o0EHhYISUs4Hzmw9GU21nCnYzsu+06csSwjhvT/G1kNelOLaO6+NTvfcB5/zXnYornEAAAAAAAAAAMe09zKEhTzfABaFZ0moGIE6AAAAAFBA6KBZl7EMCEsZ8Awgnt4LlLgdOSwzNtiiRG9VpMwM/bezfc7Kj2nD8/OLI3Cj/3dI+bYyc9PPj6HnSn2NUgN/xrIdhcw7mmWn0Hk7+ngcWcen3/G02Dzhzqbz4BMPxIPfehC87BAHa7agYC8AADCOoRZpFNdNychQBAArxjkgClcfmAzHKFA1fktlwG/6KOx5qAmBOgAAAAAwEwxKBbA0oTdKvfrBwTQ5AiZjS3AFo5QOpKpVres9RaDb+bIiz+VSSuMgh5xBSkoM9tWtEE//ladHy7j17K39MrXyAAAAAAAAFoHnM3FoN0yFfQ2oGi+RQFEEhaFi22NXAAAAAABqoZQ6HLSakPUgF1O9Ss4HAD1bD5IrY1ioYy1X1/ettvro/W9o5pWxZftkUAnOVCNl+YeZCeXXsu17rnPswbXEYJvlWo9SrdHX/Ym/9ITYPuW+dfzKH70iXvzYi+LCyYXR8nKrbX8AAABhRjM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JGlR/JLF1mmRdEjPymLKMrFU3aEOVKXONax+49s5rYvPYxjn/pTuXxBf94YPX6pUQ3GbjCpxzsR3DORyUOQhCU9p2GtNvS9O0BE0DALBsnOUz47oJAAAAAAAs2YQvYARCrTpQ55/+0396EKTznd/5neIf/sN/KN785jcfTN91nfiFX/gF8R/+w3/wykTzx3/8x+Kv/bW/thek8/a3v138i3/xL8QXf/EXn3/28OFD8UM/9EPiH/yDfyBOT0+FEEK8733vE//oH/0j8U/+yT/xWpfv+Z7v2QvSOTk5Ed///d8vvvu7v1tcuHDh/PPf/M3fFN/1Xd91nnHn4cOH4tu+7dvExz/+cfH617/ea1kAAADAmvUDRm0DRJVS2QaPji3LNr1OSpll4DKAepUYemUadF9Lmf1A/WIBKzMfzBYdAFTgXDFVS4auc8y5Wl6Q4vq7ro9Od+13rgkpnnttPse0Oa8bfJUK1rEd33pgje91ST9f41lPU1AQAACYP1PQM0ZwPQQAAAAAAFaI+0iozWoDdT72sY+J7/me7zn/++TkRPy7f/fvxLd/+7db52maRrz97W8Xb3/728Vutxtdxvd+7/eK55577aH82972NvGRj3xEXLp0aW+6ixcvir/39/6e+JzP+RzxV//qXz3//Pu///vF3/27f1d87ud+rnM5n/jEJ8QP/MAP7H32oz/6o+Jbv/VbD6b9ki/5EvETP/ET4p3vfOd5sM6dO3fEe9/7XvHP//k/H10nAAAAAG684R3AnOh91hIGuPfr4JtdpeQ6nwdEWL5LOWcUP9uc1S+0fVztriICKQ7ayJDlaRjYGtKmodNfe8c1sX3SfTt19yc78fitx/eDvQzr3dd7bPnDoLSUupvKHQbAKEOZURmKHNm2YraNb7ZxIZbRfwEAsBau83bO69yY6yXXS1Bq5aqb7Zoq5/q4yprjNVrTNAfrZPpsKOe+NpWY9Znjek4l9/5hs7T2tLWN67dg0zR7vz37fm6qbVAzW7ttNhux2exnB940jdhsNtZ5ltZmo/uUgekFQUtrlxL09mw87u+spV2XdG061fVf7muPms+jObdp13XWz/XvTJ+tlW3/6Lru4Lu+zWrep45NKbX3PEeJ+tsrZ58T0xe1bSs22vHYtu3e/9fK1U8ppYTQvh97/lb7vohl8X/SuSC73U78nb/zd/aCbX7oh37IGaSj227dD+V/93d/V/zrf/2vz/++cOGC+OEf/uGDIJ2hb/u2bxN/62/9rfO/Hz58KN773veO1uW9733veSYeIYT423/7bxuDdHqXL18WP/zDP7yXaedf/st/KT7xiU+MLgsAAAAAANQv9vbiQTCArfyKbmDu1TEieME0fc7MMv9/9v485pbsLuy9f1X7OXOfPuf0Od2eZ0w8E0wcT5jY2Nh4iF4GQ6b3JvglSCQKIglIkaIogJCioIhEJBEol5tAlBsSSK4tgu1uE9vYeMLG2NjXxgaMwcaA6T5zd5/p2VXr/eM8tU8Na62qNVTtVbW/H6nV59m7atWqVauGXbV+9QsNqGiXpaMs3w0pM/Ygvb6MLbrP6wFWus9N84bUfRPgM2DabC+Ts9/an03n+vuuSyZZsw85ZsjTLj/hAQv1gJ6+7EE+ZQMAAMBN/ZqMqykAAAAAG9xvBdLGPhou4edp2E07GajzP/7H/5BPfOITm79f/epXy1ve8paoy/iFX/iFRhTjd3zHd8gzn/nM3vn+yT/5J42/f+mXfklu3LhhnP769evyP//n/7SWofO1X/u18m3f9m2bv9frtfzCL/xC73wAAAAAphN78DQADGE89nhkQxmLV6aPAbQBJNGX0nxzWKx1SfF84ZpBxXUeEXOQktMboAcs89TLTsmhM4es0+x/dV/2f2e/U6YaYdvE6Jd9/W6sPjW0v2/2jZ5gLQAAsCyc6QEAAABgItxrHYRWwlawfwKLsJOBOv/hP/yHxt//9J/+0+jLeNvb3tb4e2gg0LOf/Wx58YtfvPn70UcflV/91V81Tv+ud71Lrl27tvn7pS99qTzrWc8atKx2nd761rcOmg8AAADAdKnTUxgQDyB9vrdqdceYMY87Kd5S7l1fh6BJU1m6LDCxgw2qNO5BmXWi1uigTvVlyPAgC11b6tbPFOAzpB9X5bVvkHaWk4ucfX1/Np2r//vq7Ww6AwKHpji/912rtGtpavM+jfYaIRtV1gp62mTvIaAZAICdwF0RAAAAAAAAAHO0c4E6X/jCF+T973//5u+nPvWp8qpXvSrqMr761a/Kpz71qc3fe3t78vKXv3zw/K985Ssbf99///3GaR944AHrvDaveMUrZG9vb/P3Jz/5SfnzP//zwfMDAAAAu8w2MDTmoFHXbAQMWAUQk+mIkvLxpl6vqetozOJimN41WMM2/VjrHVxWrc7Vv4YGf/SV51cd+/y67Dd3v+huOXzfYet8tx66Jdc+cc06TUxBbTimVOsFAACwS+rXvFx7AQAAAACABct4+S0StnOBOr/2a7/W+PvVr3519IfDn/nMZxp/v+AFL5ATJ04Mnv9lL3tZ4+/Pfvazg5f10pe+dPByTpw4Ic9//vMHLwsAAADAbVntbe4pm0MdAYwjZO833ScJLTPLsk4ZUY5SrUAQXRaOvrqNbfTMRVX7KuVdrlKqsz1C2ia0XdvrYeyXB9PFas9O1p9M5J433NM734X7L4iU5u+Hrs/Q+UPn7Sw/yyTPw24Vm7Iy1TPgxECgDwAAy9bJ+reVWgAAAAAAAGB2eIaExOz1T7IsH/vYxxp/V4EtSil5z3veI//1v/5X+ehHPyp/8id/Iuv1Ws6dOyfPfOYz5TWveY389b/+1+WpT31q7zJ+53d+p/H313zN1zjV8RnPeIa1vLrPfe5zwcv65Cc/2VjWN3/zNzuVAQAAAOySanDolAO7fZfFQFYAIWIeQ6oAkliZZYYsK3awYsygFdX6LkZbx1jfmG+cUkp1Ajd8Aqj6ps8OgkuC2lCT9ady/OuOy5HHH7HOvn95X6586IocP3L8zrl7hGDZ+hq6bG9jpqeJswPG6KO2rEwxlwMAAJbB57og1Xsp3vVy/L3h02bbvv7yua61Bam356mC+WP3jb6XEYzNthzTd6Z2y/O8k/00z3PJ89zr98jSmNpttVp1vlutViLi9ztujqL8Xj3YP0NfPjG0Dts+5rkcv+qfd45tji+6SUnsbWAqL8uy5kDPAe0Vux9um88+2m7P6j5tzLbZ9n4o4nc8Lkv9W37KsuysU1mWIobpReK3QarHvKIojN+1201pPpuT2M9IdMqy7PRDpZSUZWls67m2p485/haaimk9bfvo/v5+43lLURSyv79vnWfb7Wm9JjDwOX6a2mC9XsuqtY+u12treT6/61JgO065fC5yuz3r36uDz6q2cykv5TbDfO1coM7HP/7xxt/Pfvaz5Y/+6I/ke7/3e+W9731vZ/ovf/nL8uUvf1ne8573yD//5/9cvu/7vk/+1b/6V3L8+HHjMr7whS80/n7yk5/sVMenPOUpjb8vXLggly5dkjNnzjQ+v3jxoly8eDFoWe3pf//3f99pfgAAAABp4eYBsJtGe6Q+wTFlzIfrvgPzsuYHXg9eewNMPMqtD6KwzemTZaZdHzXCQI2xelPUQSW1rHlZlsmp157qneXC/RdErZWIKZ4nwsAX3UCkmNrBY5vPXfeh+vSG9Xbul4MXzTUQAABLML/hwukZI2gcAAAAAAAAgJtlhfIP8Gd/9meNv69duyYvetGLtEE6bfv7+/LTP/3T8o3f+I2dcuouX77c+Pu+++5zquNdd90lR48ebXx25cqV3uUcP35cTpw44bSsdt10ywEAAACQvjGyRwBAXYwjTKy3d9bn0ZXZniZEVYLrMbY+/RiDDdtl6tpy7LeiTnHeaQcd5RO+6TV7WiZHnmzPprN+eC2Xfv3SsPICAmDmfI4P2ReVUsaAQa59AADYDZztsRUzzDABABgB9x3c0WaYEAHqQOLYRzERzgdI2c5l1GkHt7zlLW+R8+fPi4jIiRMn5Pu///vl9a9/vTzxiU+URx99VD71qU/Jf/pP/0k++MEPbub55Cc/Kd/5nd8p73//++XQoUOdZTzyyCONv48dO+Zcz2PHjsmNGzc2fz/88MOjLadOtxwfDz74oDz00ENO87QzEQEAAAApqr9lP6VlZrUMAAAwxtGgHWTgla0mZoXkoE6aDB6+GXCmPLZXy4xhW0f/vvOSzhzOVVXdVy9f9U578X9fFHVTWYPOMpn2umGwLW2LoGuWLeynAABgWpzpgYWYwW8/LAOD8jzRbpgK93G8ZELAOgAAXrj2QGJ2KlDn5s2bcvPmzcZnX/nKV0RE5DnPeY488MAD8qQnPanx/Qtf+EJ5y1veIj/5kz8pP/zDP7z5/CMf+Yj8xE/8hPyzf/bPOstpB9C0s+MMcezYMbl06c7bONtlxlyOrUxfP/3TPy0/9mM/FqUsAAAAAF1Kqd6BqkOmAbAMY+3pMVMxa49HETPexJJlWaNMVfvcuzxDJiEfpiCpKvghJBBmqjPGkDq2z2G2wB+XdR66LW7ee1PyJ9v3gOJ6IRfec0G7jL621AWr2M7beZ4by/Tum4bP623qGlSjy/TUp3e9dcFPAUF5AABgXhigGIjrpXAMZseY2Ef90G7OOJIBaWMfBQAgAL/bkbCY4y2SVxSF9vNTp05pg3TqfuiHfkj+0T/6R43P/s2/+TeDAlt83+Ka6jwAAAAAtm/ItXw1zRyyFwBIX/1I4jpAfsz7D7ayXY5/oUEuLtRIy4vazgGBRMbvAvtMlmWdeo21xR55bv89v4vvvSjltbJ3uqHr7bT9WhmugrWCoqLcZ9QERQ2ar43rGAAAdgpPLgEAAABgHPzeAtJGtshwLs8igSnsVKDO8ePHJc+7q/yP//E/tgbpVH78x39cTp06tfn74sWLcv/993emu+uuuxp/X79+3bmu7XnaZU65HAAAAABN7QCYoQNk69Pp3qJv+m5IeQBQF3p0GCNThW2QfkovElFKObdfPehGe2x2DBhq/1sXeGnLrtJuT9/zReh2cQkqFdHXs5MBx3FdfNb9ytErcvPxN63TlDdLufCuC97LSFGWZcYMNg6FOE1e328GZVqqzTdlcB0AANgezvYAAAAAMA5+bw1Uf26T0PMsLBx9bTieFSFhe9uuwNROnDghDz/8cOOzv/23//bgeb/jO75Dfu7nfm7z2fve9z75ru/6rsZ0BOqI/P2///c77dLnC1/4gnzbt31blOUDAAAAY2oPnI7x1vms9SZ7nzIAYGxjBdXEGmxfL2WMAfxDMoLEDG6pB+jUzzm6zCW2gM++Om3KtGXDGdienfNbzzSN4CNNPfvWpa9P6oKW+oJ//uDePzCWV7n065ekeLgw1nsWNNu0LMvRgl9sgVgu27BvOoJ3AABInzWIX/dZhGuFJbNd37oOIouSWbFm29dmupd49ulk8jzog0vra7b1MbWbaXvqsp9mC203E1tf82kDn747Rz6ZV40ZeCMuX+T27+Ntin083nWx99FdYTruWzNqa15Sp5SSoiicl2OS8rWHjU/dTMei2Os5RbvZlmFaT9uxeL1eN8oslZL1em3ta9s+tk/FtJ5FUXTapyxLKYpisr42lZj723q9lrL1/GW9XouIWPvbksQ4H1SfzbHNXNfTd56yLDv9sPp7ju0Wk6099/f3G+2mNJ8NxXUhxrBzgTqnT59uBOo85jGPkac+9amD53/JS17SCNT53Oc+15mmnnVHROShhx5yquMjjzzSCaA5ffp073KuXbsmjz76qJw4cWLwsh588MHe5fi477775L777otSFgAAALAUoT/s+wYzmwaoZq0B3ACWZ5Lbhq0H2q7HFaWUtp7BxyfHoBST+gAiWz23eZN27GWbzi0xzyFTZWry9YeP2ZM/v/vPrdOU61LO338+6nIHidTXdfO3g9x8B0g0gp4M9XMpuzNYtxXI1peRCQAAzB9neAAAAAAAABjxfAgJ243XcNR87dd+bePvxz3ucU7zP/7xj2/8feHChc40z3zmMxt/f+lLX3JaRnv6e+65R86cOdOZ7uzZs53Pv/zlLwctq113AAAAAPNQDU5lkCqAWPpCAFyDBHRv0h0zO49L2baMONUbqKuAFZ/jrC4DTqgp2rJedpTyI7wNtvNWztZ3oefB//ub+1+Ac+VDV2R9aW38Xvcm+DaXDEXato8YpNP+zBb8Yqu37i3aQ5i2m/VN+7zVDACAxeIsDwAAAAAAAGAJdi5Q57nPfW7j7yNHjjjN357+xo0bnWme/exnN/7+whe+4LSML37xi42/n/Oc5xinjb2sdnkAAAAA9FIbIKobXAtgd40VshcjEKJhCxliBs0XuR5TS2m9U2tLW9v88b2H5L1/8ah1flUqOf9OezYd34CVqWWaf/dlqBnjOqMv8Cb9lgQAAGPidSQAAAAAAAAA5mjnAnVe8IIXNP6+fPmy0/zt6c+ePduZ5nnPe17j709/+tNy7dq1wcv40Ic+ZC3P9t1HPvKRwct59NFH5dOf/vTgZQEAAAAAgOUbkq3CN2CnPU9Zls5ljGHsbGS61gzOCuKQ6WR4kXfKUBMFmgzpa43pIy+7nv3mP73hXilW9iVc+dgVufXgLWMdY2eBqfa1PO/exo3Zb8fc3rGOFyK3B+pW5UUPHAQAAEkgSBcAAAAAAADAEuxcoM7rX//6xkPxL37xi9qsOCaf+cxnGn8/8YlP7EzzuMc9rhEQtF6v5YMf/ODgZbzvfe9r/P3617/eOO23fuu3Wue1+cAHPiDr9Xrz99d//dfLYx7zmMHzAwAAAJjWZkCxYTCtacAqg1iB5Ys9mE0pZSwz5JjSPn6FBqt05vfNJFObzxZoEVus4/O2jvJ99R/SZq5toOtDwbJM/vz0nvzyN57unfT827vZdHR1yOrrdfC97/auyo99I7ev7Xz2T1NQGgAAgC/uaATiWgwAAAAAAOwK7oMgMXvbrsDUHv/4x8tLX/pS+fCHPywiIvv7+/Ke97xH3vjGNw6a/4EHHmj8/YpXvEI73bd/+7c3stX83M/9nLz2ta/tLf/zn/+8fPSjH938feLECet8r3vd6+TYsWNy/fp1EbmdUefzn/+8POtZz+pd1s///M936gwAAADAjsGmAJbOGEww4vEv5rG1HlwQKxCmKs+lnvV6dOar/e2SFaQesBk7YMUUlGGrW0iGGJd6WevXmtY5sOQgo87Pv/6c7B+yh8Jc/cRVufknN53KP1iIdrlD2sEYnGv5blt0/dxn3+mUR8AxAAA7QymlzRyplAq7nlgA27p0vmtnpVxIO/ishymL62q1Cq3OTjK1m+7zPM9ltVotpv/1sf2+M7Vb53e95rMlmOr47XuPwrW8qV6Kxcu34u4PtqzeprYuy7JxTlUHn7Ft7P2z/d0YGZFT2AbWfuM4z3q97sy3Xq83fc51OUtSFIXxu/39/UablkUh+/v7O9M2Iub2sX3ebp+iKLSfz53Pebz+wvu6oihE1dpHKWXtm3Plcmyv2Nqh/V1Zlr19bdvtGvMa1NaepjYwnQ9EzG2TwjnRh2u72fpGWZYi9X1U+q/ZTN/NtT2Rtp3LqCMi8pa3vKXx97/+1/960Hwf+MAH5GMf+9jm7zzP5Q1veIN22r/1t/5W44bLW9/6Vvn93//93mX8xE/8ROPv7/7u75ajR48apz9+/Li8+c1vtpah83u/93vytre9bfP33t6e/M2/+Td75wMAAAAAAGmwZtgaYXnVzcmgDDjtvyMH1FSiPgCOUMe+gR9D23SMB9uNurT/jpHxKKxKTll7hrSPbrDAI0dK+X9eeU9vXR56+0O90xgW6jff2CYaJBF1oNkCB60BAAC7RK+kALRxrQ4AAAAA2DZ+myIxOxuo8+xnP3vz93vf+97eYJ0HH3ywE+Dz3d/93fKMZzxDO/0zn/lM+Tt/5+9s/r5165Z8z/d8j9y4ccO4jF/+5V9uZLk5fPiw/MiP/Ii1XiIiP/qjPyqHDh3a/P3zP//z8r/+1/8yTn/jxg15y1veIrdu3dp89r3f+73GdQEAAABwRzUIeJtv00ihDgCWb4rbmKFBILFYA2k8l1sv0zSHa4aeetm6OaOeH0a4kR3jrDVGv/zQ163l+hH7bdJHPvOI3PhD/X29bZ6Pk3vb8pbbIrn2AAAAzjibR8b1UTjuvwEAAGApuLYF0sY+6od2Q8J2MlBntVrJT/3UT0me31n9H/qhH5If/MEflEuXLnWmf/e73y0vf/nL5Q/+4A82n505c0b+xb/4F9bl/NiP/ZicOXNm8/eHP/xhec1rXiOf//znG9PdvHlT/t2/+3fyXd/1XY3Pf+iHfkie8pSn9K7P05/+dPnBH/zBxmdvfvOb5d//+3/fCMYREfnc5z4nr371q+XDH/7w5rOzZ88OCggCAAAAAADpqAdkxBx6VQ127wx4H2EQfP22aYxgh3oJserarqNrMEys4IEhmWXqy3LNLNOuZybNjEc+20cp1bk57toertP2Td/+vjxUykeev+4t+/w7zg+uh2ah3rMO6W+x+npoOVmWddY1RpntMgjIAQBgtyjO+85oMQAAAACD8HvLHW2GqdDXgEXY23YFtuVbvuVb5Kd+6qfkB37gBzaf/dt/+2/lZ37mZ+QlL3mJPOEJT5Dr16/Lb//2b8uXvvSlxryHDx+W//bf/ps87WlPsy7jiU98orz1rW+V173udZuAmQ996EPynOc8R77hG75Bnv70p8uVK1fkE5/4hDz00EONed/0pjfJj//4jw9en3/5L/+lfPazn5X7779fRET29/flB37gB+THf/zH5YUvfKGcPHlSvvjFL8onPvGJxoP9w4cPy9ve9jZ53OMeN3hZAAAAAG7bDJCf6CaJbpAuWXUATG2sY55PuVmWSVaWUeuQZVnUgW2247TvMXy0846hPr7La7dlCsEVSqlGPW4864bcOGKf5/oXrsu13702eBmx+1Bfu3n3I0s53tu8VZehdWtvl0aZ9em8agUAAOZk+1eMAAAAB3j+4oxrOUyKfRRIG/sopkJfQ8J2NlBHROQf/IN/IKvVSn74h39Yrl27/bB9f39fPvCBDxjnecxjHiNvfetb5WUve9mgZbzyla+Ut73tbfI93/M9m2AcpZR8/OMfl49//OPaef7G3/gb8rM/+7OyWq0Gr8tqtZJf+qVfkr/7d/+u/OIv/uLm8wcffFAeeOAB7Tz33Xef/Of//J/lFa94xeDlAAAAAJiWbeAqAJhEuR05QgYPXYljZceIGcjYzlbjm7WmVmBjGp+6umaO6fteKdXMHiT+gRumbTrGbfIsD0gYfkjk+nOv90524R0XJMsy43Ya8zzd7nMVNbAPDmV6U/2Q8k1ZuFzqaGvD9ty++wwAAMAuIiMRAACRcE71Q7thKvQ1IG3so5gKfQ2J2elAHRGRv/f3/p689rWvlR/90R+VX/7lX5aHH35YO91jH/tY+f7v/375h//wH8qpU6eclvGGN7xBPvOZz8iP/MiPyC/+4i/KpUuXtNO95CUvkR/+4R+W7/zO73ReDxGRu+66S/77f//v8uY3v1l+8id/Un7jN35DO90999wjf+2v/TX5sR/7Mbn33nu9lgUAAABgGgTpABhikiNFhOPRqlVGFfwQMui+fpzMJNHj5hhBBREDqcYKloqh0zc8M7boHHnREVFH7fPf/OOb8uhnHvVehsm2A01029v02ZCANNN+rOtbQ8qsa4dipdpXAQBAuCzLJDdck/hcA2z7mismp3WpTZtnmeQhwe0J8dmee3v64RC2svI87/zObH82J77Za3VMfUkppf2ttqR9sI/15QOGdsjzvNOmffvrHNvUJ9Nw6ZE92Wcem223talP+bZn+7uyLKO3WWwxX5hiW9f9/X3t5+v1WspaHZRStz+zlJV6m7oybYOiKIzztL8ry1KKorC2jev+5nPMTYGp3XT7Y1mWomawn8ZiWk9bX3Mta65inkdNfc12Ttil9ox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l/WlNiS+n9epPD9fbXwGA61NRp5yzpGXoVwAAAFifZkX3tiDm+a0bAAAAAEB9tQey16gUEos5NW40SeeBB+vH1rxmosUxVj/msc+HlrWGbXPL5cduCpRW3EndaJiSTHRM6hmMX9C2cJy3344K2yBV+WdNSUUAQD0SderyJFkAAADgYbgOwgpJ1AEAAADYsNglx9ykgOTg94yqHbG4/fi7XX6x52hbBgbxpxJOpqidFLC2JIMp1WdqLefa696voNP9d8n+3J93cL1mHo+j73tq+1mFpdJ+LUiaW5JbKgCwfjXPDfrnNEUVCa/kWu06HA7J14bOC9f222MJOdtgrD+H9sVHluq34/RuD7VtGw6Hw8P029B6pl47HA4XfXqcdk/9tsg1lW5Mx+fJfr+PTn/x4kVoeq8dDofw4sWLwc/DLcr5Tkj1236/P9+32jbs9/u767Mccz7z+lWm58a7J0OVwVP9dk/7W27F+sF4vQr0Y8vI+YyYW9G9tuoPZHuQ4y1lqD9T96t2u93ZdeqmaU7vvafPr6G+Sb1Wco9vjpy23foYzTl2nz17dn4f62larlvvnznbLbW+Q/3Qj3SMfa39E8ZI1AEAAADYoGSiQW8Af45UosstE1YmvXehhJNuX89t81ASzBIVcO5Z0zSzEjdiSTr94+YDH/hA+NCHPxxe+/T3j/zIj4S///z52XtjAx/7yTrdC/+x43LKoIRYuzsLiL6n1sDV443/a938n7q/9t93mNGPAMD2qKhTbp3pTDwk5+xcic+9TI5RWDfHKNew0ochrJ3KpVyLfQ3ug0QdAAAAgA2rfZn2NAC+9zQ61q30iYRt2yafpje3csspkaLykzKXeFr56173uvC881St17zmNeFjP/Zji9r3a7/2a2fTf/mXf3mRJyIXJ+n0ngrbj9s1toxrJs5I0gEAmMZZUz59x9UYfJdHvwH3xucaAORxz4iVU9sJAAAAYINSVSUOC12QXHJw/NREg35iyTUG7PcroWQlRfSrgjxVLcmJVXO9h+K0lZfVjZk9fy/5p+1M78cdq2SUqnDz6te8ZvD1oWUc//7FX/zFs+k//MM/fJG8M7dv226lm6fqN92KP1NiDVWGakM4JRP1q/WUOFbqyZ6/N++x6o9kHQC4TyrqAAAAAJBDFSLWSKIOAAAAAJd6CRFDiQu5g+bnzHdMSOjO27bt2eC9biLIWOz+ulwr8aeW2Hr316GbmJETM4RlErRK9pf+nDX3xxDO97NUZZnuf/1ltm0bXve6153N83Ef93Fht1vmMmzOuk6tinT8/9TEpTmm7pexhKLYdAAAnjhPWoZ+BQAAAGAmiToAAAAAG7bYs4ESiTrRNuQMum/bsN/vswf/n5ZZIVGjn7DTf620CsxQdZeCwK/8M4TiKiMX805Y7znVZkK4rNhSrHAfejnE5fau3Ze1k1xyk1UuquVMrEI0J25MznZP9ZkEHQC4byrqVOZJsgAAAABwM89v3QAAAAAA6qkxmG0oaWPqQPklB9gnY5Um/QzFrmjp6j01qqyk2njsq7ZtRxO0qiYORaa3iffNTRxre9NK9qFUAkysTf0qUSONvYg5ta1T+qMfb241phDqJQ0OfdaktjkAAC+TmgPb5hgGAADI5IElrJBEHQAAAIANW+KSY3SAfEayzkWMictKmZJQUzyIv6CKzNR5Stt4kQyyQF8skUxUfb0rtOVi2zz9v5uo0k2o6b4/lchysZ69OMfEndyktzAnwWcg5pQEpbMEpLkKboiclnc4xKcDAKtR8/v54uxhRQMs5iYxX9Ohc87Ur2J66J1PxebZurHqjrXcU5/lGj3eI8eJfkv32+FwuOif47TFrnncgYvfs0/TXrx4kRVra+ZWN05NH3sAyBb7Zkh2v0UeGJMTa81qt7n/uXasXu37gJzz6d1uN/xaJ2bzNG1oOVs8Roek+ic1/dmzZxevPXv2LISw7t87OVLrM7SeOX1wb/2WklrPoWP0uG+dYux2F9Nq2OJxneq3pmnOros04ZW+z+m7Ne+fOcdoSrc3m3C/n2tsV/qTEgAAAIDVSyUalOhfvKx2mTtxczs1YGA83PkN80MYv2E+KWbH4elmcrfSyJxYqaSN2LJK5CZRpbZBjUSdmjHnDFSakwCTqh5V0taLfeip7ccEneKbAxXaOG0xt7nBNZSQ1wzc+AMA4FxrUEo+fQcAAACb4joIa+TOJgAAAACrM/XJZmfD+GtU/alc/WbqcmbPH/l3TjJRr1GJyZltXbgvj8lefd0qMJOSWboJZIUJT3NfmxO/9rzNip8Ae9qHC9rhaWkAsD39b+/tPRcXAAAAAOBlz2/dAAAAAADyLTEUvV+ppu1VlcmJF5v3cDhMrjDS9tpzbNPQ+9Yq1u4SpftAtKJOZ5vUSngo2TKpNlTf3k1zqnyzpLUl7qSSnmqq0qeSbwDgrknUYa2chQIAcBc2cP8EHppjtIx7SKyQRB0AAACADesPfi+9hBsdrL/LL8qcrH7TWV5OgsDUBJ8p7VrampKHiqvuzFhG35xlJhNzslpU1pYp269bxWeTntrf9P4fM3cfir2vpJ/Gjv3NbgMAALgjhkdxLUPVYklzjMK6OUa5CgPaYdVax+gkfg+wdvmjLAAAAAC4uSmXaecOXI+9/1pJMReJR5FEninJBGNyBvPnJBXlLiemdvLKUMLDcWpuIlVqH+r+N/b+KUoSZGLrXpoAFsK07VG6/lWOx27VpBDC7ikhL+f4Gmr/2DYa2t93vTZcM8EOALg+FXXKGaACG+M3DgDBeS8AwL1SUQcAAADgjsRu6s1NlGmaJjrAq/Yg+SmVNsaWWdKitm0vkhKWWMe5Mae8v+n9u7ucfsWTsSSQWBuHkmpG2zZhvrHtPCdZrEZyTQ2n9Y5MnzLvjAUV768X86WSwCYO9CypcDO4Dv39crdbxbYGAB5PrcTwa2rDY1QbHOrnXaI67FC/xB5WMNaPW+znsT4onZ770Ie1S63T4XCYPc+QoXj3JLWeQ+t/OBzO+rR9mpY63odssVpr7X1tretZ27W+k2/93Z8jp82Dn1HPnhW0ZjtqbuvUtc2mabI+24aWk3Lrz4LkA6oqt2uLx2iO1H6zi1xbrbmPbUHOPrXb7c7vx3SOzUfrv76cY+pR+iznd+q9ucl1lJXcL4QuiToAAAAAnEndGMzRHZxTcmn0GhdW15Ckk7mgaHLM1GSXoTYu0f6Si/OxBKXu67lxx94zp82xKjDF/Vgxca60Lcn5F7ihn3O7qqTKEgBwWyrqsBoG9gAAAABQ6DFS8wAAAADu1JzhQ7OqY3QGJpUM7B+rrnKNKj215s9NuOgnbuQ+LetYAehi+2TE6ief9J8Kd3xPrlhlmVIXMSNVhIpjhst9dm7si/dPqBw12L5ExaMS/apZsWjFiS4VqlTFKv9IwAEA4OqcgwIAAMDqNH6vs3Iq6gAAAADckbZSdZSaFzZjySX918cck1QG56mUXFTTEu3oJ5e0vUSOnGXGEiJy501VuWlmJCjdavs1u131ZK8a67J4fySSk6YmKy3WvsRyJesAwH1SUQcAAACAHEP3yOFWVNQBAAAA4FL3YubE5IXU4PlTVZDutJBfWeYYc7fbXVSWya16M7ScbrLCnASBVDt2Bckg0eoqnelT43ar88TmKe3H2Lyl6x3b3seYc+Me48XmO27nJZNB5mynyMzZ6z13+VNjLVEZK5WMt8TyAADukQEqsEEeSgAAADCd31CsnIo6AAAAABtWY+jVlGos3cHxQ++Zupx+zP57piZJnFX+qZBcUjMBoF+VJLa82Dy5/VuiKHFkoWVF541MG0oQm9uWFy9eLLIP9adN3r8XqMaTqnAV+xyItTO2j+YkSk3pg35UCToAcN9U1ClXszIqzGXvg/VyfAIAcPfcQ2KFJOoAAAAAcDFIvzvAK6diy4QFDlY0GWpfOmRTVKUnhEhiQGG8ywWUJTud3teLebWKJhGphKRFkiq6MTv/zk0g6rfxIx/96MW+3k0qSa3TUIWibvWbsUo9U5J8jsuLva+kH6Zuv2ts56GKOmOWrIQEAFxaMpG29Fv9ns4LJp9DRiqO3ruhvjkcDrPnCWH+vrfFfl7iIRVn08JwVdqtHp85/bbVdb2GKv35tJ+ljvd7U3rdi+n6Dzk5fq86pu2HQ4b6JvXabre7eO04reYDna617+a0eahvhubpRhyqoL5lOf02FCt1bXfpc8O1yOnP/vq0kWlzlrNFqfUZ2gf752bt4TB6vjZ0/2Wtam7r1LnHVl2t7d39Y+Qe3LVtcZ+mPmfOAAAAABsWu8RX/UZdRrwp1XNig3bmXJyMVQUpNTVRYlUKL+je4kJxdp9WWNfuzccPfehDZzeHXnrVq8JHn5J1cmMOVc/JTXabkhwz5ebgnBuvtbZ/SZyLp+q7eQEAMFm79t8xAADAdbm+CqumSm4Z10FYI4k6AAAAAHck5xLu6OD3goot1x5YX7K82m2tWoFohuz1mDDfnHVa++XwpmnCq1/96vCq568UHf/1n/zJ4ZM+6ZPO+nBuf370ox89+/vDH/7wqp7se0rWGUggWktCzEXSUxh+KjcAsG39ASm+8eczqGcZa/9tAwAAsxnQDqsm6QTug0QdAAAAAM6kEjFuXVmmu/xo5ZIKy0glAByXN1QtZe5ycuY9ztef8xirWgJD04TdrvKlw07/1Uy0mJM81O33tm3D4XAILzqJNT/xEz8Rfu7nfm403lAiz2te/eqzv3/Db/gN4dmzZ8n3Dzmt24x5cvr28NQXRfrLnVG9J6XfptRxCAAArIukMVg5xygAAPfGvSNW6Pn4WwAAAABYq7VecuwnMkxNHhhK5FhjFY1rJwwMLa/fP7G+PP67aZrR/lxiGxTP3/t3aXWV58+fh6aTkPSa17wmvPrVrx6Nm9oObduGX/3VXz2b9gu/+IvhxYsXp9eHzF2X2PtjyWRTq+VM2YfmKpk35+haIhkMALiO/ne/b3Pg3vmcy6PfgHujagIA5PGQCNZORR0AAACAO1JyOfJsgHs3ueP4/5Vf7DzezixN3og5VbLJSKSo1ZazOL2YpZV9+vPnru/Ysrr/zwwyGHtue/rzvfTSSxfxhpJy+pqmOcU42u/3YbfbVWvjcfrhcJgVc2x7Tt0+NZKJcuc9TNgv1/45BQAAAAAAANw/iToAAAAAG3aVZ+1FKnQsNRh+KDGh//fhcIgmFC3Rptz5LuZdKAFmyW2SK5X8s+QyiuPNiBlL4OlXr+lOryU3UtM0Z8l4Z9WJZuxDNapITUkGats2tIdDfPpIe9d2LAAA06iow2p4qj0AAAAAhZ7fugEAAAAA1NMWDCgaG/xeOkC/XxGmJHHj1NahZeTErB0vso6HXvJBVszI9Nh7+7rbsJu4MdVZ1aWZqiRPdNtbIfEnlUi1tKZpZlfDqSm1v/T311snvPSX3q2oc+u2AQD5kt/jlZMjaiQYr2EZY7q/L87O5VbQtmsY2ga7Xfy5pUPzpCqOkre/p+ZZw7FzLTn7T2rf5eW+6V/beKT+Gjp2Bo+33mvHa0KPcowO7SNz959H2t9yvkf78zzaMbpmY+c/t5TzWdR/Leda971KHXMX9xUWusa65n1tyNB+2PTabV972dD2vPg+2O1Gvw+Wuje5pGvt0zX74FptvtrxvuIHuq2hDdyeM2EAAACAjZl7YS/n/U1vsP7hcAiHw+EUa+5F4aFEkloXKttO+2bPe5xviSowlar+nCXJ9GLm9uVZ0kNkm+fqxzubXhKz16ZD5jYfW++xZJWhRJd+vx2Pndz+jC2rZL07f5xNLz52Eq/lxD7Nt99Hp7vxDgD3SUWdcv0BZFSiXwEAAGDVHuWBJWyLijoAAAAAGzblkmPOgPY5w5COA+envK//d80kmNgySi01HCt33ceSImo5RsqpsJJKGmp7r89qT+yp1gOv9Zcz9Rg4Jj0NbZ+p+3uOftxTX0baMNdQMlfpzYu5++WUikLRdkbixGKPtQkAAGCNDCsDAACA+6GiDgAAAMCdqZ6sEqky0jWWtHBKfOhOC2UJG0PJGcVVW84nlMccW8bUOKnEkRkxU33Wr/ZSpaJOT24VmG7M9nzC5Go3QzEvljGSdDJlf5+73AkzzG7HkIttO2MfXyThLr2wZeICAKukog5snKcXw3o5PgEAAK5ORR0AAACADRu6zV4yeL5JDMafGjOaRJCofjOnnRdxu9VeZsaKukISwhJJDTnbZZGEkoXmHawG05u2VLWbqbHbSNJTSSJV6n3FCV+9Y2eqWB+0bXv5WbTEdjCwCADu2lXOJwAAAB5U/74PsDKO0dl8rrF2KuoAAAAAbMxQskA79vrURIDev6dWQ5mTPDAUcygR4bh+S1T2uJi/9uDApsluYzLJpkLSxlX6slDbtufJJSscuHlR9SeEcMisytQ0TWiO+0skIa1Kss7ItKWNLXPOFr5F+wEA1myN58uboe8AALhzfi9k0m9ci31tPn3GCqmoAwAAAHBnhgasT6oIUlKJJxE/llQw1Jb+a3OrpOQkRaTi3LICTmqeWpeaj8kgQ8vqv3/o9SFV+rLX1qWSiaZMX7Jyz3FZOVWn+ia1s2A5qX1oeHHtpLZdfGbsdsl5lt4eAEBczXPlXf/7POM8414N9cNut5v0vns1tA8eetUup8zTNM3F746LfZMz0f3uwY7f7nHY9+zZs2rL2WKfzrn2M2WelKFtsEU5fZPqg9g8x9/y+i3t2bNn5/M1TdXjecvmXtMd29e2+NmWkvuZ13+lGYmVY4sPuRntz8T+Rlzq+yD1Wk68tchp236/X6Al923oc6X/ub+7w/OOEK537KR+23K+Hx4fPBnCuj+jeCwSdQAAAAA2rH+ZsVYiQb9UeEmiTK2bgN0kkdN/529YbNk1b2TWSL7oO1ZemRPzYptG5u2/Z1b83t+lySax9lbpwxXdpJ56nFXvy8KYAACsQ/93HNyKfZFrsa9l0m+waoYWAwDch/tLUQQAAAB4YMfb7CXVSy6SM0KdxIDSpxd1q3BMTdy4RuLDtQytS/X2F1auWeqJymdzL/GExIInCB7nS82Z+2S12L6+G6gsMyb62bDg0yZL+vJZ7wl7nooJAPftItH7Jq0AuCK/b7K0+g24Nz7XACCLxH3WTqIOAAAAwIat9RbetQbTr3X9QxhPKshN3CiRSuC6xvZqCpNgnmZOxr16W0Zij02LSSbYFbSzm+CWktpXpybGpN5TkqQTnf6UuCNZBwAAAAAAgCMJ/ayRRB0AAACAO1LjuUH9qiClVSxO8/cSEJaoYnNRDWjiMnKSGKbEjFVYqdGfvQllFWAi8/en3SIxItam7j7UhJcry+Ta7XZF889ZTkl/XhyPM+fvx0qt9/G1sdg51ZXmtjf1mdFtY+6xDgBsh293AAAAAJLcG2LlJOoAAAAA3JElKoVMfQLRrEotMwfv92MPDf4/Tq+VUFCaABBNOCmVSKwpSSiKKVn3seSfOfN2Xshuz9TlLpH01HfLBLJSJRWDKiw82Xeq7AAAnPMkWQAAAAC4nee3bgAAAAAA+YaGXuUmbWS3pTNvdzB927ahbdvlB9JXSFxYImFlaccKK1MSN8aSm6q2qyBRJ7a/XFQnGlnnKctKJZ2UVIHZVUpkmZJ0V2u7lSSpnebrv3eg/c1Aws0UU9u15uMWALjU9Ctw3qgdcMF5JQAAAAAzSdQBAAAA2JihpJfY8KGpSTLJxIBI4sKcAfBN04Td7rKwc5WkmoEkjeN/c6qXxJJDdrvdYFuH+ndqhZWpTuuVOX8yAaZiAs+cyjJDutvtuA26EY4JSrlO+3tvWkkyUXQ5x7bPTADqrv/ZsVcpIa1matbY8THXcZ6LpKfO8dyPe5VkQADgwpIPBzi07en3je/5afrJTimx32dbVXsfHPpd+ChyHloQmei4fZLqh9i1ht3INYgtPowgp81D+85ut7t4iMcjHZ85drvdRcJhs9vptyfPnj2LTq99HWqtrvGAmEeiP29vi9+VuWruUyXXcNcop22p78WbVphfiZz7R7Hr923bhsPhMHv5a97Xcuz3++j0tnMN5GnCptf9asdJ98GRnXtIOfsaLEGiDgAAAMCGTbnMWTyoPyNW931TKoPk6t8wz45TkFwyVJVl6vuLJJZ1nJZK+Lh4f+UL/rUTQZa4IRZLSou959iHUyoW1UzMGlpOCPkDnrZyI3FOK/vrtOUbWADwqLZxhgIAG7SR6wAALMu3Aaxb7ft0wO15PAIAAADAhl0MTo9My4rbvRicmSDRTdCJvX/XqTQyJVY/+WeJpxz3W1IjqSEVM/fJz7Gnx04VS144VSLpxNk9e5bdl8l1m1HdqB9raqJMCMMJGt22pfahJRNZ2hlPQDurwtOdHhZI/plxLHbbt5Tksfz0xN8tJRsBANP1v90NTwEAAFiI66t59BvXYl+Du6CiDgAAAMDGLFqh5hgzkcBQGDy+rIn6lWEukpQK+yU2X+ngwCkVW2qItn0kYaX771TCSm1VY45ULJpaSWhMN86UmNeoqHMtQ5V7TgleYZl1jO6/MxKdAAAglzNOAAAAWD9ViFg7FXUAAAAANug0MD4xgL5K7M7fxyoWU5fRrxxyUREnMm0sXr9N/UojS6hSnahyEsNFXxQsZ+o2uFVyxJwKNLXirSmxZqi9JclUF/MV9PGS1W36UQ+Hw6lPJOwAwP3zbV+mXdF5LY/HYCmuxb6WR7/ByjlGAWA+10FYIYk6AAAAABt2UVUmNm3mjb2mac5u2LcZMaYsv/Zg+2PyT64lEiKG4taU275j29q2PbsBHEu0uqVTZZcJ753a34ttl15fHQ6H6ouonsCUiLlUQszZfjfHQIUfAABYjPNPlmIgWRaJiMDd8bkGAHCXnt+6AQAAAAAsq2aSxamSTWYlnNrOohck1Awl6ZS4ZUJBE0lqiE2LJmiE8rbH5p8Tc+6+1p3vVq5R5anbg0tUG8qJmduOoW3VNE1oe0lOEnQAYH1qfj9fPGGycy5468TxrSitkHBv/bzbxZ9bmpoeQvxBDffWL7lS/Xbqn24/PfXjs2fPhufZmFS7c9anX7n4OG1s/9ya2m2O/e4eu3awxX7LkVrP1PWZoe/we+uzoXUdfMBQ9++ROFuV0zdzjrclKzGv0RIP7KllaDvUvsY4V84+cjgcLh48dTgcFq9uvwVzHpw2tn455yVr6LPsfeoK86xVTp+tYVvfk/1+Hw69z7X9fh9CqLuvrfn7oHiZnXUbWv49Hbusn4o6AAAAABt2zduc3YH8Uy+wpm7GliYbXOsC7+FwyG7f0A2xXNHBFeGVdubGvphv5g27mP5Wn7vvRJOJIjdfi/szErMkbj+55Bgv58J/6vipcROhdBDnhX68pqme/HOvg2IAAAAAAFinx0k3BKA2FXUAAAAA7sjQEPZYZZWrKhhgH032iSSXlCSrbEX/iZ6p9S5KYCmcP+Zwpe2y5HpPOW6WqE50duxEqiJlhYz8e4ljJydZJ5aYlRsLANiOi0Tvm7QCAAAAgC2o/lA6qExFHQAAAIANOg1Ur1VBpf9aJDGgxEVySXilKsicpKFUhZHjMmpXlilJDGgSCRVVkg0i1WZKKpek2nj8d14T6yUOnWL0/l1aTadfmaZ029SOeZr3fGJ5kk5k2+RU6cmpkjQ3Yefs7840CTsAACzmFg+2AAAAAOCuSNQBAAAAuCNLDFvvD46fPX8iqWhOzCWSPmLLGEpYyYm3hFjcJRI3Yus+lChVqy0jwc/+PCZmDZlbPapke9fch87mScxfe9/st3XK9s5d1pT52kjSEwBwv1TUqauVbFKNnuRq/OYBAICHpTpMBn3Gyj2/dQMAAAAAmO84eH7OgKEpA+6jSQW9hJripIOhZc2Idzgcksk/ufH7765RYaVmRZ1oPyamz4k5lLgxZdqUmN2KR7lt7FeWiVVQ6u7nQ68dX1+6OtHZsjL01/u4vUu3eW/CrKo40X6cuqwCUyNJ6AGA++AbfT6Derglex8AAPfOOS9X4+Eb8+kzVkhFHQAAAIANSiYDDLx3zkD8s+SFGfMedStxTFn+1MSDsUSI4oSVXgWP4/Tu/+fEi81XowpKP2FlTsySfp6zD81Z76G+Onttxn451tbaFZRSuslEufvQUELaXDWSvfoJcXOXN3k5iePxWolBAMB1GU4BAAAAANwLFXUAAAAANmzKYLZT9Z2RJwkNJWdUSYLpzl8hIeKiwsoCcpN0+klKnYB12tSNk1rWSNsigS+WU1T1J5FcElv+2D4ajblAUk1/necmr8xJ/pmV9JSYXqRiX9auIpRcTtVoAEANU6p2TtY7dzgMVEZ8NEPrv9vtum88+/fZaw8o1W9j/dl/vfsgirnx7slYf3ZfbQbe/2ge/TjMMdRnsd/Ij/TAhqHjKtUPqeswY59t9+RR1jNHTt8cIg9W4WVD/ZnTb1UrVV/pszJnn8q5tpg6X6u9nqPXqyspug4/Z3rimn1q/xzabx/l+/dwOJw/QKxtR4/nLfZNzsOx5syT80DAKa51jF5D0zQXFWG2fA5T8/tg6ndou+H+4n65IgAAAACwUdGkgAWXVTLPUAJDbuxUhZWipKKB5JLsC+L9AYdPFVbmSiX/5KxpN9bV9qOCPjy1N/Jadx2yKtZ096HezdwaNxKW2Ic2kQBT4YZIrWpUAACPonG+VIfBPQAAALB6roOwdirqAAAAAGzYYsOHEskLc6qAxP59mhbyK7YklxnOkyKqyHwKX/IJY4VP9dtCosK1nvA158lY13zq2CJLqvz0zKlPwJu1v82s6DQl9lBfbvlJcgBA3MW3u+972K4N/HaFh+YYBQAAWJyKOgAAAAD3ZMJgtrGkm4vpTwP7p5YWH4w18bW+fjWSaHWSp3aWDOBfpIJH5QGG/fXLib50ws9SSRRN4t/HZQ4tt2bC1RzNbpfdH21in55SQWjua93PhSX3j6LY/X3f4F0AAK7AWSeL8ZsGgLBQtWsAeAQS0Fk5iToAAAAAG9Md6J4zpOM4uH3yIPe57+8ta+p8Y+87W+/Ee2sP3F8iEaAk5tC8JdvnalVwKieBzGn3pPeOJMAMJcgsta9cJOlMXF7tfaWmyfvAyPtS2+HW6wcA5PENDgAAAECO1r0hVkiiDgAAAMAdOSxUDaN04HtJUsHkeZa4APs06H/pKiNTHJffNE32IMbYesQSG2okO5QmJF07iSiE88SPudv79P5KiWnd11OVnqocN1vSSRq89fEIAAAAAAAAkPL81g0AAAAAIF9/yH1sEH7btrMH5zeJxIASQ23oJ5Ck2nyRUNL7d/f1ppNk019Wqi27Xfy5NkMJI3P7NzdRYihxpUZSTKx6SVHc1HJmmJIg1d3Ox/dO3V9TCUpFSUILJ8od9/NU30zeHyMJW/1l5bSvP33suB+cf2C+TSccAQBR3e/3Q+/v1PndvZ0T1FyfoSfJ3lu/pdSqCqtqI9f26Pvb4XBIvtY0zcUDMh6pv3Kuzw1VDU719ZofjpGzvde8PreW0zc522DouN6imtfPotf4VvDQqFw12z203+z3+9D23rvf7ze7r9X8bEtNPxwO5/dgwit9/EjfpXO1bXtxLX2rx+eQ2vtA/1hsD4fs43PKPYa1GWpX6rUXL16EttNHbduGFy9eDM6z1vUP4YptS3yurblveCwSdQAAAAA2ZvCi9Mz3T3Ec4HXNi5r9Nrdte0qiWarSS0kCzdC0WNTigV4T5m1mbLdYdaLqN+cKEkHmzFe0nxYmPC1h7vpktWPGIKea6zk71gMPxgIAmKL/wAXy6EUAAO6S3wuwbo7R+fQZKxd/RCgAAAAAm9Afpj5UaWJqZZJ+VZnSofCx6iRNeLl6zdhA+36VneN/UxNd5iY59Nf92YQ2pqSqstRILjiLMFLtJyt+hb6tsp4DFW5i++rc2BfTdruzmGPr2H99icSR0mo1c2Lmmrqsqcft6bOo997jZ4YEHQC4T91veMMsgEfklw4AcDWusWbxW5WrcYzCXZCoAwAAAHBHhm4SLFWJJjNY/WX2BvDPSVIZGvyfkxhwXHbthIJo4k/itdj6p9Ylp503SZZYoD+rz3+FfplSLWls3XJbeUyWG13WQn0rSQcA7le3GozBT6yKJ/RO0jpXh1VzjAIAAFyXRB0AAACADevfYm+aJruKSne+qRVbphhKDimpjtE0zVkyQBPKEi+GEnVKpCrq5G6nmNzKMkNVf0rXu+b6HdUeUrJE0kd/S9SoAhObc4lqSSUJW0sM97mo7nVclsFFAAAAAAAAHLl3xAo9v3UDAAAAAMjXv+TYhvxB7MnEmczB+6kEldjfcxIZml5yzupFqo/USITJa8oylX76StcvVrFlSrzu+0oShUqPod7EonbE4jVNc0oAyo179vduNyvZq58wUzv55zSfJ5cDwEPpnjU4CwAAAABgSOM+Eiunog4AAADAHVnicmRppZpXApXHuGhHxQuwbdtWS/y5aiLOQCWgWyQDLbHMKetSUg3m9HdmnG6sqdWJpiYSTUl6K3Vc7zn9fI3qNjWTngAAHk3r3CmfvgMAAIBNcR2ENVJRBwAAAGDD+pccuwPbcyuKpCp41B6QP6eCx1Hbti8n1AxULqnZzuapjSXVWc4Dnld7mRv3lEzRm54bb0lTE1b6jtu3P+1i3Xrxou+Z0b7utNz9PZVUU/X4KYh3nG+3250PPsyI1+3rKck9TdNcbJ/+tu73VT/qrnc8rml/BwDK5VTUufX5wNDyc87XctYnVXH0dN5XaTlblLOe+/0+HA6Hi2mP0mch5P1W7zM86hX9/ak7vf/acdoj7W+lpjxB+576M2ddovPMvIayJrXbnTpG27a9eEDQVvtsyLUe8lPju2XrUvtP7Jpm+/RdkNo/cwxt61vv27U+2269HteW2qZD01MPhHqUfe1abvEAtbV59GN0aB/Y7/ez41U7B7yimsfB4Lp0X9vwOS73S6IOAAAAwMbEEhlOry20zBoXVNd8a2JLF25TCSaxJIgp867N3DZOTf45vrf/X+ny+/MuUf3mVtvtuNyax8fUBJ9oFaJqrQAAgOnW/yuKzdrAb3QArsD3AQCU833KCklXBwAAANiopmnCLlJ5ZMzYe9q2vXgS8/H/cxIGxgbklzylbah6Su2kgtJ4seow3T7NiRVrUW4yxxLVkmonp6S2wRJJNUv1Re7T0ZdI0pn7tMWS5eSsf6pyVOx9AMD9yKmoAwAAAACwRirqAAAAANyRKQPa5g5u78acOtg+Vt3l0QbbHfug3xclyQWpxKHShKIlEmFKTa28shappJqlqjVV3d5P+8+Uqkxzl5O7b8bmO2yo8hUAwC00zpcAAAAAYBVU1AEAAADYmG4ywFD6Qk5yw2lwfCIZpMjA/DUq17RhuaSIXGOJNTXau8b1rq20skyqsksqZtG2iSWpRWLNWp+Ft2+Vfag/f0ElodTnUK1jBgBYJxV16mo3kOwOAABckWursG6O0SKug7BGEnUAAAAANipaAaMw3thypg6S7ydG1E5Wic5XofrH4XA4m3Y4HIoSA8YqrOQmn9S81JyqpFK7Qk/p9k5Nr9nOnHhj+/mhYlJWCGVJNWPH8RKJMP39fco+f3xf7PPtcDicjlNJOwBwv3zLc0v2PwAA7p4B7Xn0G1ci6WQalYVZu+e3bgAAAAAA+a5xmbYtqIxxnG+pShj9iEskGeTGLKkAc2tzE7Pmxr32vNcS21+6yV6lCTZj02bFmjB/rArRVWUkFG1hPwEAEiJJ1EdbPrde2tnDBrp9OHDO9Cj9mVr//gMaSmLdo1T/jE7v9NHxQRj7/b56+26p5n7QfQjBKf7TtEfa3+ba7/dn/dNGpvXd02de7XV5lH0t53M/5VH6bEhOH9TcBms21Df2nfnmfrbHHvzziHKOt5rfL2vYBjUfFnZxvtZ54Nsa1vUacn5XpR6SNmeeselrlvN9MHQfaIt9kCNnH2h7/z6+d+i36LX6M/XZ+ijbk5epqAMAAACwYf2LfCWX9s4G5fcGeOUMFDm+P1odIzPmRfzeQKClkoKqVkSpEKffl6WViZa4KBy7gTXUjina3vY+DsbJ2Tdjg8aO0+bE694oid1oKq0kFDtOjtOKkue6fxcMBhtrR3+bTY0ZXe/OZwoAcH+63/CGLJTz9N2KDKKZxD4H6+aTDACAe6OiDmunog4AAADAhl2lok7OPFe6MFq7ok7qKV8lsWr3REl1lTaR6DB1vadUWBl64tVY3CEXiVmjc4yrub2H5r9lZaJY305t49C0btycJ8ANST0lbqmkMgAAAAAAADbMwyNYIRV1AAAAADbsYtB6wUXIoUSKGskLbS/JonY1l25J87WItaekktCpzyLTSsQqtsytLDMU7xgzN8HkcKz4koiZWwkmNb1GgtbU6WOxLuaLVO0p1a96k1s9q6a2bUPbW8/SSkIAwLqpqAMAAAAA3AuJOgAAAAAbVvPZQE3TnP4LkYH7cwbIn+J0YvQtURVkSmWWa+uXXe8nRdSUkyQS265LJP/MkdyO3ZgLtLE0XtM00aSnmtt5bqSp23YNCTD9z5qaiYgAAMAVSa7nSvrXXJhIv8GquQIGAHAfnt+6AQAAAADUc+hVW6mhW/0ma/4KFUbato0n/nRiVLmBWbmaUCx+lUpC3WSfp34ZijeUwNQmKrREKyFdaSBHf3t3XnjlnyEk21267JrzpxJ1SqtU3crcZLhbf3YAANuhog6rIUGca7GvZfEdAdwd3wewbq5Hw3o5Plk5FXUAAAAANuhYsWaXuIlXuzpGLCFizNKD6S8SIsIC612QYBBNdHmquFKSuHCR+JFItCk1lpAxtg6LV7vpVW2qtYxUhaGpYi3qV5iabaQiUqnS46Zfhetp4in20HKHYvY/39xuAQAYprIEAAAA8Ihaia+skIo6AAAAAPek0kXI0gFe3QH4qQSFJRJ5tlqlZKpoZZbE9KXNTeQpbWNpUs41lh1dx9rtvqMbDal+PU3fwDEJAI+u5nno/Zzl5Ms5503Ncwgh7Pf76Gtb+O1zK9Ekdv01KKcS5lb3wZzrGzkP1ljiYRxrlLPvNE1z8bu4aZrBPtvq/haTs6/FvgsOh0PyO+Ie7Xbp51jf+ni75nXTa+j35+FwGO3jra5rTM65XOqhQbUfSHXrfs7tm5TD4RCtvn7r9bymueu63+/Pjse2bU/fBTU/C4e29bW2zy3vJYRw++MtR06bnefm9Vtqnv5n2PHBfcfX5tricTDUNwMznf27pM9qH7tb/CygPhV1AAAAALbsGhf5KlQuCeEKFyQrxE9duK2ZAFRSXaW4MstA3KUd2547+DA2GKdEbJuWtPE0f2/wxzFW7ZvrNZXuV0Prtdvtqu1fx7699Q0mAAAAAICtcVUVuGcq6rBGEnUAAAAANmbwqbRLLC9jnikD6dc42H6Nbeo6tq/fypJ2x+atkRBUqy9Hn6SbuazUOs6pnhOrHDU0d7WElcLtPVrJ5ortGYx7xWUBALfX/ZY3uAIAAGBBfnNlWeejuLhLjtFJmpU+IA+OJOoAAAAAbNAxSWDqZdo51TyGBvGPDZKPJS4cp11jgH1JxZKS5JRU1ZxUzMFkq5Ft1Y831uKxPom18RaJOrH1nrI9a1YnytleY44VZWomUw1VqbnGMVCzMlD/M+PsuOm3ZSQxa60ViwCA+Xyrc0v2PwAAAABKPb91AwAAAACoJzWgqEaSzJRknznLmZM8FFvOxbKeppXELWlPrfdPijVjeSXVjeYmmAwlJ43FGeuTftymacJuN+85RP04cxKUpiRPpdqTm6gTW8cmVNh/ElJVgmKJaENt7L5Wst13MxPIjsc/ALBNnhULPDy/ZwAAAKbzG4qVU1EHAAAAYGPOBslfeXklUtVSag2sH0tgWIs1JhJM7bepiRc1KvL0l9c0zcX+nkoImpqcFEv2mtu2ftLP1OSfOQlUtav8hLCNgbA5bay17wEA19f9Bl/fGfM2NCv8rQHASvitDADAHWud77JCKuoAAAAAbFByMHrTZD896Gzg/0AFjbnxUokbu90uu2LL6d8j75nronpJ4UXdWFtKYp768nxiVl+OtTG3namKRiUxo23MiDtUGeYYszTRaG6Vn1uIbe9ju3P3ocjEEMK8hKLuvhOtjlMxCQwAYI1S505D51SHw+GV93XnGag22J1n6nLWaujcMLWeqenH1y4eMnE4hP1+n5xni/02JLU+qT449ufZ/te20b7curnH1Nhrjy51/I72Z2c7tCPvH1rOvcnZ1x5l/xxaz6Hjuj1/4yKfa2v+nMw5X+jPc/w+eBQ55wuHw+Gij47Tcip/pwx9Fl5jP8xZxtC+s9/vz889ns7Xco73e5Pqg1j/HPfZRzlOa5+zPUq/5Rw7L168OPv7cDhcTOu7p/7M2dcuzjM636E51wpSrvVZmHMOnvMbPiT6bMijfB+wDhJ1AAAAADZsqaEGa3ua9TUGVdROABiqhjI0fUlTk4ZSfTF28br7es0EpZS5CToliULdOIPvG0gGyk6kGmhTVryJlYjm3KxYYm++xj4EAKzH2n6DAAAAALANKuqwRut/vCMAAAAASf2B64eCpwDVfqpe7UH2Q1U7jv8uTbZJVZYpanskcaNGVZ3T39mRzmPWVCPpKZpMEnlPv4LPlH31WEGmpI2x6jxN04Tds2fn0wsq7ESTpSru3/3pt0ymOr63+9+uP6+bLAAAgxpPhWUt7Itcic894B65Agbr4pgEIJeKOgAAAAAMq5BwERusv5uRwJBKiqg1+OeUqBCZXjvhpEoyRDcxZUYbSyvLlJibsDFFLCmnZN7U/LOWU9CmKZpa8SJJbrkJeYvtTwPVidKzGKQFAFulog5rYf/jWuxrefQbcHc8nAYA4C5J1AEAAADYoFMVkd6g9EUGK/SqXMxqX+hUyeiGDGUD/IfmnTtQ/1S9I1ZhpfZN0sKkndh6V0vcqGSJxI1+1ZwQ5lWW6bdnTpLOHCWJQ9e09n3o6GK73agdAAAAAAAAAHNMf2wpAAAAAKvQTQaIVYApcUqqyahkMSXu0ZwqMINxI8uYGzeWBFLLWJWSKsut0I8XSTAFfZKat8a69iPU3m6Hp7bXjHs4HE7x1lDtJVoxKLzSztpt7C5v9vGZ2C/X0I8AQH0q6rBazj8BALgHzmth1fr3Zhmnz1g7FXUAAAAANqpfpSaE4QFtZwk+BdVIlpqnhjVWBUkpSYTJNdg/nbg1kiHaw6EXfnq85HsnJG7Mbnck5lCcsUpOsaSnob9voWma8/XO2DZLH2vR+Bs6vgGAMrc/Y9q+ORUoAQCAx+I3Vya/s7gSv+kz6DNWSKIOAAAAwMYMVaU4TBxw37bt8ED73ms5lWrOKugMVFgZijvazu57E8sZ0123VGWZmskxpdVqLqYdDmG/30+KG+vPaIWVTiWgVMw52yaEsmo1p+1z3oDZcfr6bTkcDuHQSzAqjVmyD0W3dziv0pPjoo1hucpS3f6cuozTfpX43FhDshMA8LKc5F3f5fMN9dl+v3/lj+657IOcN+Ws49A5f+xcu/Q3wr0429c6Yv3Ttq1+e5Lqh9S+NvR7796O6Zx95HA4nF0bOP5GHnJP/Ta0LkP72kWcp31t7GEkj2y/3589hKZt29P1t0c3eMw9exadrN+Gj9H+a8dpNb9L17wNctbzmtc312rOuRkvG/r9muq3/mf/4el+TAjD907uSWp9UvtgCJf9eXj6fXBv+2fNayIXvwM6v6nmnOeNLedahpY/t21T17Od0GdwbbtbNwAAAACAfEs9G6hbKrxG5YycRJ9ay55q6MLw2iv1lFaruZg2kqQTwvw+6d4onXvTNJWwcosbDWNtjw20iiU9TW17zZsZV9VJ9porWZ2ouFEAwFb43gcAAABgKlWIWCOJOgAAAAD3ZOJFyKEki4sKMJlPhBobpJ+qYpOtsFJNrM2lbWvb9qLKUY2Y/YSP0uoqOVVgxl6LPQmypI0X82c+ybS7bos8USvSl2MVcEbXYUpyVYFj0lNRQtrA0wNzqwn15zr2Y41KVwDA+hhOUZcBKvmcZXIrjloAAIDpGveJWLnnt24AAAAAAPnmDOLIHYRfY6BIrSSYsXlqJMHUjlkzyeKUoFDWost4kcolUxOtcpaXrZugFOLtH0sAG6ruNCWpZrh58b4cW/ZYX7aR9S6RSsyakrjUbWtJlawpx3K7359NK9k2AMD6Nb1zHgCgHt+tAAAA1yVRBwAAAOCOLHXTvaTSRio5o6TSxunf3emR10ti96dXqeCxUBWQkvZF51ugnf14TdMMLmN0nxvYVlPElp/qx1hySU4Volw1Kz1F5+20u3YCXU7bk8dhqJDsBQAAM6lyAgAAAMBcu1s3AAAAAIB8SwwYatv2LAniEELY7/fFA+RrJxtcVP/oVEOZE3vovTnxunFrVRLqx4xVlqmpShsLlxFN7ur9PaUCTEqsOkuNJJChZK+cWLH5Stb71JZe0tFxOXOS8qb0V06fniob9dbz+DkEANyn7lmIb3wAAADWQOI+bETBQydhKSrqAAAAANyRRQa0FVTaOAtzEbZCaxPJBvPD1K36049RU6z6Te2YuZVLukkei6x3oppS9eVUnHeJCjA1qlHNea0kbo34J5HKRgDAbeV8LycTgyuf31xDSeXROSZXjeydL6cSvEsTv7duaP33+/3F67FpXbfeD2vLSbQPofcb7ek3y36/r7KMe7Tf7y/6JzbtnqU+Q8eq73bnasJ4xd57kvP5PVZZ99HNPeb0W/1qzI8idfwOVTuv+UCgNUutz+j5V3c+n2snqc+12EOQju8d2j8fxeB+2LsP9ei/p47GHoJ31m+Hg357Mvh9EJlW29B1jGsd83OvpQy2K/Fgw0f6/GLdVNQBAAAA2LDFKur0/q6RrHJ28Tmz+s3R4emifnfO3MoyTWfwf+wCebfSSGm1keNguZxqMv04pQbXZ2U3Nk9t6bTpOBgnJ9ZSF+pj7Wl7N/Hmqn1TfuyYW8Ngi+O+2a+os4YbSADAclTUYS3sf1yNJz5nafUbcG98rgEA3CUVdQAAAADuSOmAomhFkM70tQyGPw7Yb2q3JxIv9ynZJU/XHpv37EnZmctZotLLGpd5XG4I4/06p22527d4/TPn7yZm9Z/MdtwuuW1rmib87M/+7Nm0v/W3/lZ4//vfnxVvYEGDbQAAAAAAIGEl93eAuOr3PB+APmPtVNQBAAAA2LDFKur0SoWfppcFPouZW/2mOyA/FmFu3MGKOYWD/5umOd9GK0wmSK13brWaqa+VJlaUPkF3boWkKWonIQ3Fy21/qupPaRLV61//+rO/X/eGN4RXv/rV2fGeGlY2PwCwKes7UwYAALhTK7xXsQn6jStRRXI+fcYaSdQBAAAAuCM1hrVfDNYvHMA/lABQM7HhmPyjssY80W3wtM3m9mX3/al5c5NLmqapchNsKMHlrOJMbiJZ5rKH2lNjjx6qinVsV0mVoJpJRal4bUYsAGCbpOuyJs4+AQAAAJhLog4AAADAhl1lwFBp5ZNjtY7I9Ht2TCiovZbXSFhZ67Zpev+OJZiUJnLkzpucrzBhqWaVp6W2a9M04cVHP3o27dc+/OGw3+8XWR4AcJ8kQ9TlSbIAAAAAcDsSdQAAAADuSI1h+E3ThNAb0J9bYeQYb6zSSEpqmbFkjNwEjSkJK0WJH5HlZceKrXdmrOO67Xa7i5i73S7sdsOXDudsm9RypoomPTXNaBtz5bY1tu7dWHOPoVQloaZpZh+T3aSm1LFTUlHnpZdeOpv2aZ/2aeH58+dF23wXaWf33yrrAMB96X6zrzNtfP2alSbcA9P4hQMAADCd6yCs3fNbNwAAAACAfNcYxHHLS5xjA/GXToJZq7NWzmh3zfW7RV/1K+oUx6uU7DVnGWuJWfvYecMb3nA27VM/9VPDq9/97uh7QxhOWkq1pXlKetrKcQoAxKXOA3IqcD7KecHhcEi+1q1ieNZnBQ9b2JKhdcxe/wfZr1KSx2hiemz/bNs2HA6H9Ln9g/fxmEc4dkOYv6+F8PJnXtvZ59q2Vc31ydB3RQgh+tn2KH03tE+l+m2/35/Nd9zXhvr5UY7dIf196nA4XPRl3xb7LafNqX0n9jCe47TR4/pOpPpz6DPqcDic/X449lftY3TN++fcth0Oh4vfC8f+yvlOXrOc9Rk6Rvt/H6fNPUa32p8pNT8L703O917btsnrIve278w1ef0n/s58lP2QdVBRBwAAAOCOPNKl2tpJJ02kQkvpMmonFdSM169OUsvU6iy51WBqSVW/Kan8c4wRW05J+/uJWd24U3X7e6iiTm4loZqOx+JQMlFJlS8AYJ26T0H1LV+ulQgBAAAAADejog4AAADAhsWGXpUmNDRNk4xbErP/JKMqg/u7ySadmDWTWZZIQiiOmVjvMcfEhn6SzhJPOa5ZrSY674zEkrnrF3tK3th7ku0scIpX4djpHhupvsxu34TlHs1JruknPYVORZ3UsqdU7AEAuFdScxbi3BIAAABWzS931khFHQAAAIA7UnoRMjrovlNhpChxI/LvmokgY9OHDA3qL66q0082WEBJAkxqeu1t008UmRr/7P2Vkr0WrdAzM2lqUtzItBxnx3Ek2at2Ulqpi/WeMI9KOwCwXd3vetVgYNscwVyLfS2PfoOVc20LAKbxncnKSdQBAAAA2LAlbqwPJVkUxevFuKiWkROzN61pmqyB+rUr8UxZ1tx5kvNVSKrpb4s1VRI6bs9UVZvcpIylkpQWMbC/xyyZeBaLFz2WSxPcIvO73QIAANwTv3HySOYE7o3vAwCowO8EVuj5rRsAAAAAQD21buo1nYH+tarf1Lw8ulQiyZCalTpWlwjSs/b2DVmimsqxP6bEbgbek7sP9WOOxRjbfjkJPmPG9pg5sU/tS8yjYg4A3Kezijo3awUEg3sAALhPrqvCqg3dXwK2SaIOAAAAwIb1hw81TZN1s+WY+HJKgOkMTGp2u/Iknf78E+O1bTu78slYEs9QzFisftypSQK5FU9S7z+2O1ppZOC1qfHPTIg11I9XSaSYmfTSb2+q/aUJWbG+jE4faN/Zsdg3sXLUnP18SvuGjB1vtaoeNU+Ve3IrZwEA92fsfOiWy79W8nvynDyk2/fo51GHw2Hwtf7rh8Ph7vosZ33G9qe2N23onP2R+nOoD/qv+J3zsv1+n3zt+fPn59e9Rva1l9+yvT6t2ebTZ1onZuyzbqnlr11qXQ+Hw/nnWhj+/ngkc463KZ9rW35gUF/OZ9F+v4+ee+z3+00ei7nV5GPm9ucS36PXuv69yOf+2DI761bz822L++2Qw+Fw9h1a8n2w1c+7e9umt1bzczLHFrfn7uneUEzTOz5Pv08H1nMoHtRmbwMAAAC4I1u6vDrlwvISNy62ejNkSRd9MqVyTEE/Zt80rZxMMrUNpYk7kyrx9JKI2t7NhbmW2s9ztl12EtnMSkJFywIAbk5FHQAAAADgXkjUAQAAANiwKcPRpzw9qDv4PlaVp3Tge79Kz1rNfUJeLGmhmyjQtm206tHQcqZsr95Mo08rnuvQttWfGj33acrXSLaY85TPayT1TIo1cTvPqjY08/395ZQ8hXfwc6k/YaQ60exjBwBYLd/meRrnQYtY/y9ZAAAAANbm+a0bAAAAAEA9sWFZx4SHqYkPF4Pcn0qAFyfrFM29vFiSxlnyUsSkhJsZbejGS1WAWSIJ4SLRYoHlDCVRjFW7OSUi9V4fShApEUu+6k+fejxUaWOvus7cCj2X4dr+hBBCuEjOiq13bDljfTE2/1Rj+3/3s06yDgBsz9p/L2xNu4EHJQAAAADU4DoIayRRBwAAAGDDhi455iTWjA1uv0aVk9Ryl1z2UBJJ97WsSiZLJAwkEorGTE3+qV2hJ7WcjCD1Yy4Yrxu3ppLkn9Q6Tp1Wsty5+k+Er11JCABYl+6Zqm904CH5PQMAADCd31Cs3O7WDQAAAAAgXz/tol9xJDtud95O0kZRzF6SyJxY/WUfDofFqqmklp/zWur9uf0YTaopiJnarjUua/e3z1Abx9oeq6gzJe5ovEgiyLGqTMk2iv1dc5sPTZ8RuEqspRKbYhWTDgskkAEAQJ+zzUyeXgyr5gnjAAAA16WiDgAAAMDGDCaNLLHAjBv5qcot1S08YH9KUkBupZ+S/jibc2bCUwgT2rxwVZn+uk/pw6Fkou5rx1ix5eUmi02t5FI7oWYoQWlNoutXYwCQhBwAeCgq6gAAAAAwVeM+EisnUQcAAABgw5Z4FmasIkhOMkp3nrZtwyFRaSTHKRmjF6+08k9s3YsSaiLz7/f74phnf0emFcfsVDOpXTFoarz+/nMRN1JxpbSdx0pNJfvPYb+/iFmcpFapwtVYJaGpmqa5/ExIJCmVbqPegrNjAQDrkfxt0ZvefV9qnqHfKbkJ9Vuj2mBazb4Z2p+2uA2udXxssW9qy61++whyfi/mXBO5p++DmhWfQ0hvg3vqsxDy+q1t2+j1mNoVvlN9vYbPgZzK2DkPsVnDum7Nmvus5vfe0PFW+zr+rV3jczd2nfrYxzm/t7Yo5zP82bNnZ/fhmqYJz549O/37XvhtfT1D3/1n9zzDK591Nc8/rvXb9ib7zYTrSHBtEnUAAAAA7shSt6KOF2dzb7RdzFcQLxmzIF5q3hpJOovcNIwMFMgPFVnvgdemxixd77H3Hm9SxJaTG79G0lMsZtV4TVOljf0IzVPc3Ng/+7M/e/b393zP94T3v//9ma17alPv7ylti1VUAgC2QUWdcp4kuxD9Cqtl+F0e/QYr59wD4CH5TQ/3Z3frBgAAAAAwz9mTpa+wvJykjdiA/5xB96PxOzFqXL5eYnB/P2KV5J+R96TEKqHUftpgKqmret9WaHcsgSwWM1pBJhJrKIGsqIJU5XhVqll1j722DR/zMR9z9r43vOEN4aWXXqq7fxUmEwEAPJLW02OBO+UXIXBvfK7BhvidxbXY12ZzHYQ1kqgDAAAAcEeqJav0BsLXKKueKtmeHS+SCHI4HLLjHg6H6HquLSlgKBEkt/LR1ISVpZRU7rnFcq+9jFj1m7HEoVnxC4+dY4yY3La2bRva3vF4XMYxZs0+AABur/vk2HWdgQMAAACwNqoQsXbPb90AAAAAAPLVHqYeTQKpvIzusoorg5wHXCzhoyjZomJlmWtun1w5yRNrT7iYus0Wqci00ZsMJds0tc5TemKr/QUAwIqs/PcJAAAAAOunog4AAADAHTlWqqmeDFKYBFPaplTc0Hvqdm5FmWNSQaxKT+12N02THTdaReQpVmmyS/epU4fC9W6a5iJBqYZ+m0rW+dSXFduZas+Uvhx8T+KYLHH2xPoK+3m/GtWxQk9u7Nh83ao/SxybAMBtSY0AAAAAAO6FijoAAAAAG7bUYLbUIP6ag+7XNtB+7VVdphhbh2N/d9+3xHpHE4cqLGfpLdTecB+Ysx1Kj5uL+QvXO9qep4S0wsDTlwcA3MRS59CHUCHZmYdwjd9xTRje1+7ht2SJaN+M/N5/pD5LVgwduE7y6J9tu938Zw4/ep+FkO6D/X5/Me1wOESnj8XaqtxrmbFpizyIaGOG2vwon2s1v8dS/dO27cWDcZZY/hrU3D+2uq9do91N01xcX089wGzrrnWM3Fu/zTV0ztY0zdl9h+hD6Cba4mfeUJtT+81utzvvs/BKH9f+3rlXt7zHBykq6gAAAADckRqXV5umOYsTq9KTunk42LbIjdpcQwOBtnCRueSmRCTYRaw5sWNtyW1bzf6PtqFiMstSgytq31hu27bKcT1lObVjdv9fJWbleADAuhhOUa5xrgQAAAA8CtdBWDmJOgAAAAAb0x2ovsRgttyB8LFkj6b39KdaUkkcpckv/fmvlRQwdTnHPu22MvUUvFI5cYYSkObGm9snpcurJtLu0sSsJQZclkbsP20xtXZF6105HgDAI/EkWdgeRy0AAADcj+e3bgAAAAAAFVUYjNW27fKDQypU8LhIDAqdRJYVDEqb2o4ayUDd5cyNF33/U7zcfqy5DWoke910f1jBvriUU5JO01wnqe2O+xIAgPXwPN48+g3WzTEKAMC9UVmYtVNRBwAAAOCO1E76COHlG/ltL7FmTuJDNHmm1oD7SJx+W0vsaiScdOdv22jlofEQzXk/9pJX+tVN5qz/brdLJj1NbV9MrA0X6zHR1PWeI9aGbsxcNav7xNZ7CXO2S3cfK+n/obac/j3wnrUk5AEA9XS/2Q2zAAAAAGAy94xYIYk6AAAAABszNDi9nfCeuaol/2QkqEwI/Mo/i0Mt1Mapy543Q9n8vfm2kPAwNQFmbQkca2pLLblJe1OltmETSSoDAAAAAADYOtVh4P48v3UDAAAAAMjXv2g7tSLG6GD33kD8kuSHUzJIb3qsksucmBfzNs0pZmlbj2pWCkktI2bSNnol4EXspmkmtz1aWWaBZJfcvj3ri0RVppw+HVrHqeveX4ea1XS688+NcWzXnPUr2ddjbSw9dpqmufjM6C6jZuUsAOC6Ut/hORV1Bh9i8CDnCjnnm4+S/Fyz8iYDx27kN/9YtdJHOT6HxH7TjP3Oubd+2+3izxY+HA6TY0wZzJjqt3vrz1nr+bSv3Vsf5Bjqt+4r7cB7x2Jxf2pXl16i6vet1Dw3TX1P3KNbnNO3E6+p35Ma+1S3R+acs4Sw3f7c6ufRNeTcY5q6H7a9+1lzY615u6Xa9uzZs1nvD6H3e/3pPvHYPHPbBSUk6gAAAADckSmX+ccuNMYSYEotVnWjdrxEpZqS9te+GDxl+63hhk+qL0vixSJMTRCZkkQzNykmlviz+IX8CcuZ8tpQEszw4uP9+Cu/8itn09773veGj3zkI3X7ZGXVkgAA1saZEmyM3zdZpgwsBtgUn2sAAHfpcdKOAQAAAO5Q7BZeyRNYU5Vq+kkIcxJBZicGTWjrVRIiKiyndqWRkgSemQsKIVzuS1OWMZSwkpsEE3095D8Bb24bZ7W716acylHHtp0qRM2aezju6f+9JKNYX85p96d+6qee/f07v/ALwxvf+MaqSW5TtrdEHgDYrm5VhNunnW+fgewAAAAAcDsSdQAAAADuSBvGk0tSiQhn1UE6r+0GKs1MXUasTVMSGEYH3ffanDtIv+bg/m4yxEVCRBjfPreQak/NJKM5+pVqrmVo20zZV3e73eUF1wUqCZVUekpVjspNKjvNF3lv7r5+SlQaSBocmx8A2DZJJnmaFVTWvAv2PwAAANgWv+VZoee3bgAAAAAA+WpfcowNcO8n/2QPgt/ABdJrVekpXVaT+PdS5ibo9BOUSpc3lkBTLUFrge1foyrTWbtq7D9XWO8SJRWZrpVMBgDUt64zEgAAAABWzT0hVk5FHQAAAIANu6iAUSHmbnd+yWiJ5JXSiCWVT5ZYZtdYokBpIkHt9YtWWAnnCUVZVVEiy2nb9rT+c2JGK748/d2NOTdWbL1DyExMSpjbvtj8c5Y3JlXJam7MKVWPStY9VqXnGE8yDgDcp+4ZhW97AAAAAKZSnZk1kqgDAAAAsGFLXXJsugPhF0x8WZucNuUmDUg2WMbUxKJFEtBiFakS23mN+/8S+2RJzLVX/gEA4DE4CwUAAID18XudtXt+6wYAAAAAkK8/CL7715xEgG6liqUSSGpcLE1VQjlaqv1DfVNSiWTufLFqKEtsrTbUT9po2/Zs2+XE78+Rs88Ovf/42txt1I2XStap1p+Fx+rhcLicr23D4XB4+ue0mN33Dc2T2862bS8q6sxpHwCwPd3zqDZMq+B3a9dqV7/qKdPk9NvhcDidG3enkd7fT78lOtPap98Y93b+XvPhHrF9rY1MK13+mqXWdew3Zve34vH6xdA8ORWZb73vXutBMve2T12DPiOE4erSKY9+PlH72OmfZ7RhmT7e4vfBUKx+tLH4Octf8/drrtQaPXv2bF6cFXyH1NymQ7H6v8WO97dyfqOteb/J6RvSivtz4oP8Uta8r7FdEnUAAAAANuYsKWDi+6aYWonklhcqj8teog1N01wmPj3ARdmxbV6zD6omgw0k2wyZkiiUc+yk5k2t75RlxPpryiCkueZsl+N7rnGjqd+a/cxkIgCAR9YaGARAl+8FAADujftFrJxH7wAAAADckdzLkYNPOYu8PjZQvv960zTRaig5piZi1FLSzrZtr152vUYSw7HNJYlRc/eZMbEKK7kxU8k6pZWlYvMcn+5YtL9XTiCbe/zmLqM4TuRJ5pJ0AOB+dc8efePnaZwr1WEwOwAAANfmNz3cHYk6AAAAABs2Z/jQWAWRVIJCG+onGyxxqfkYs2QgfyzBKDfx5zjvnCo9k7fR+QuXVVdm9EGq2ktpQsQhs4pMTKqNuYkbyX09Ma2krVPaOPr6rBaMq5mgdJznZ37mZ86m/7X/7X8L73vf+6LLmxLzcDiEQz9RJzEdAACAxyRBMZN+g3VzjHINktPz6DdYFUckaydRBwAAAGBjxqrf5Mx3FqNfwaNSdY3UtKUq69w63lDc1LJykoLaUNaXNZJTEoGrxrxIUArphJvovJE+iiWl5SY8nZbTSyLpLjd3u/cHHhUnzb38j6z5UzE/5g1vOJv28R//8eGll14q2ycz9qGS5DoA4LZU1GG1DJZlKX67ZGn1G3BnnGkAQAV+J7BCz2/dgFva7/fhXe96V/g7f+fvhJ/+6Z8O73//+8OrX/3q8MY3vjF8xmd8Rvjcz/3c8PrXv77qMj/60Y+G7/me7wnvec97ws/8zM+EN7zhDeFTP/VTw1ve8pbwG3/jb6y6rJ/4iZ8I//f//X+Hn/7pnw4f+MAHwqd8yqeEN7/5zeGtb31reNWrXlV1WQAAAMBtLHHJsT/IvfRG4SlRIbKc2kk6SyXb5BiqTlQzZqyiztyY/TbVSP65qIaSWf3mGC9WNaikilCsMkvbqRw1N16yws/Tfp4TL7reIb/CVWqbtm0b9vt91WpUx2lt2+YloLXtRVWmQ4VKTwDANvjGBwAAAGCQe0as3MMl6rznPe8J3/Zt3xa+67u+K/yNv/E3wi//8i8n3/vs2bPwhV/4heFrvuZrwpd+6ZcWLfcXfuEXwtd+7deGb/mWbwnvfe97o+9561vfGv6df+ffCb/39/7eomW94x3vCF//9V8fvu/7vi/6+id8wieE3//7f3/4j/6j/yh84id+YtGyAAAAgNvqD3+vcTlyaMB97Zglalb+Sa1ff1pJctFY7FvESiY8ZSaCHGPW3t5DMa+xX06ZNpQEsyan5J/etNi/58aMTa9Z3WZK29bW3wDApdT5Qc5Zw9B3/z1V2ctZl6Zpwm63W6A125HzkIRYhUZVG182WiG000dNGN5v760/H+WzaM0epZ+H1jP1mR+b5/i55jf0fI/UZ7nnH/2/RytJ39Hxm3uMpvrtUc7lkr8PRvqz6Z179KfNiTd3njV/Ftx6v9lq3zx/Hh9Knfoe3aqa26fmMRXCvHOZtRj9jRQxuJ7d+Rb6HToUc63H79R+6Lb+kX6Psm6PcTb35A/+wT8Y3vzmN4d/+9/+t8Nf/st/eTBJJ4SXK+58x3d8R/iyL/uy8C/8C/9C+Lmf+7ms5X77t397+JzP+Zzwjd/4jckknRBC+N7v/d7wtre9LfxL/9K/FD74wQ/OXs4HPvCB8Af+wB8IX/mVX5lM0gkhhPe+973hG7/xG8PnfM7nhO/8zu+cvRwAAADg9pIJFqEseeFUASNRwSM35tM/zqZXqbCSNff85YRQ78Jtje3T7csaySqx6je1K6zkVKrpzxerLFPSvn5bDqmqODPjTpk2NdYS+/k1kp6K9/EQQohs39J2AgDb4Nu+nD7Mp+8AAABg/Rr3i1i5h6qo82M/9mPR6Z/2aZ8WPvMzPzP8+l//68OLFy/Cu9/97vBDP/RDZzf6/9Jf+kvhd/yO3xH+9//9fw+f/MmfPHmZf/2v//Xw5V/+5eEjH/nIaVrTNOG3/tbfGj790z89/NIv/VL4wR/8wfCLv/iLp9f/5//5fw6//Mu/HP78n//zkzOc9/t9+P2///eH//V//V/Ppn/SJ31SeMtb3hI+7uM+Lvz9v//3ww/+4A+ebmT/3M/9XPjdv/t3h+/6ru8K//Q//U9PXicAAABgPS4q6jxVsChJKhl7mtKUQfL9GEPJC9UG3VcYwH+RbNBJ2qhRaaTJjDMUc4n1DqEsMWmoPTltjbZlRRffu8dcv1U1jsmlLdWT1ZNqVtyHAEA5gyvK6UMAAADgIbmHxAo9VEWdrre85S3hT//pPx3e9a53hZ/6qZ8K3/3d3x3+3J/7c+Ed73hH+IEf+IHwnve8J/zRP/pHz+b5sR/7sfCVX/mVk28u/9RP/VT4iq/4irMknc///M8PP/qjPxq+//u/P7z97W8Pf+Wv/JXwUz/1U+EbvuEbwqte9arT+/6X/+V/Cf/Bf/AfTF6ff+/f+/fOknRe9apXhT/9p/90+Kmf+qnwnd/5neHtb397+Nt/+2+HH/mRHwmf93mfd3rfr/3ar4Uv//IvDz/zMz8zeVkAAADAei0xLKtWzFgCQ5WqG534pUkBh0QVmO7fcy2x3u2ERKi5cbuWStIpNRR5rIx9//Wh5Jkp752bfFMzWWeppJ+acXMT3Lr91G/NlPatPSkKAEjzDQ4AAAAA3IuHStRpmiZ86Zd+afi//q//K/zAD/xA+Jqv+ZrwGZ/xGdH3ftqnfVr4r//r/zr8l//lf3k2/W/+zb8ZvuVbvmXS8r72a782vO997zv9/da3vjV813d9V/isz/qss/e9+tWvDv/mv/lvhre//e1n07/+678+/ORP/uToct797neHb/iGbzib9q3f+q3ha77ma8JLL710Nv2zP/uzw1/7a3/tLFnnH/yDfxC+7uu+btI6AQAAAOswNJC9OFmlU2U4hJeryuz3+6Lkkqd/nE0/DqjPGVSfqrDSdv7LkZqvqJrOFarf1I53WLCdc7d39/2xClK5hpJ0SvbLXWK+nP1yTjJRiSaUrXesPbvdbpGkGYk4AAATOWeqRk8CAMDjUrkUtqH/kENYg4dK1PnWb/3W8Jf+0l8Kn/u5nzt5nj/+x/94+L2/9/eeTfsf/8f/cXS+H//xHw9/9s/+2dPfL730Uvimb/qm8JrXvCY5z5d/+ZeHP/yH//Dp71/7tV+blEDzdV/3deGjH/3o6e+v+qqvCr/7d//u5Ptf+9rXhm/6pm86S+L5M3/mz4R3v/vdo8sCAAAA1u14u6BmMsdYzKFldatqtOcvVG3b8d8l6x2bt5tckZ38k92iSKwJfV0z7uoSIiJVbcrC9eIlXp+TZBOrvFPbLbfL1ESZY2+VJP7kVNQpSdQDAG6r+03v2xx4SH7LAAAATOc3FCv3UIk6v/E3/sas+f71f/1fP/v7u7/7u0fn+eZv/uaw3+9Pf3/FV3xF+MzP/MzR+f7df/ffPfv77W9/e/jwhz+cfP+HPvSh8I53vGMwRsw/8o/8I+HLv/zLT3+/ePEifPM3f/PofAAAAMA6HAeiryGNIjV4vj9Yvn+ptKT6zeFwuJyvmxRUqaJOaYWe1DKWSiaoFfNYYaXEbnd56bFmxZamacKzZ8/qVpZpmot2T41/WreBpKfZsY5/d1+bFGE8fuzv3P0ntt6lFXq67Qrh5SehrS5xDABgxQxV4drsc7BujlEAVIaBdXOMwv15qESdXG95y1vO/v7Qhz4UfumXfmlwnne+851nf/+RP/JHJi3rsz7rs8I/9U/9U6e/P/jBD4a/8lf+SvL93/md3xl+9Vd/9fT3533e54Xf/Jt/86Rl9dv0bd/2bZPmAwAAAFas1kD2wovBp0SigfaUJpWkKuDUir+UWokLtWLWjrtEG09JHzOXOSVujTjd+S9i7naTk9m609u2ja53u9C2nvqeVJJZrC+LqulEkn/WekwDwCPrJqGXJqTnVNTpJgf3/9ui1Lqk+nmsr2tuny3K6c/D4RAOvT46PijinvrzWsfOPR2fQ3L6cxf5rbjb7aIPvXg09/bZXtPo51fkv9hn1djn171tg6H1Sf138ZCgpz7OifVI5u5r3ffc+/drzv7xKPtUaj2P34up//oxjt+tj9Jvcz179iw03X5rXn4Q1vFhWPfUZzm/A6Z+Fk25Pv8o/Xkta/4tVrNvLn4fdD4Ha1pzf+Y46+2J2+Ce1p/18wt/gufPn19M+8hHPpJ8/8/+7M+GH/qhHzqb//M///MnL+8LvuALzv7+9m//9uR7v+M7vmNw3iG//bf/9rN1+8Ef/MHwcz/3c5PnBwAAAG7neJGxf6lxkQuJmReVuxdCLy5y1rro+YAXTlMXmOfc3J0zLeemQmye47Sc7X5qTzduySDQBW4mpWLFBl+NzdN/T8n8sffvdruLz46Svpi6XxXZ8I1MAIBr8fRdAKbwCxvWzTEKAHAfJOpM8K53vevs7+fPn4dP/MRPTL7/R37kR87+/i2/5beE17/+9ZOX99a3vvXs7x/90R+dvKzP+7zPm7yc17/+9eEf+8f+scnLAgAAANZhKDkh9krNyjVzYnXfGxuwXzupqK0QM5VsUDuhIzdmdL7C9o0lWczt07H1K9kXunOWbpupfTln/ZumOX8qYe+1nDaGED+uaz+xrqQv27ZdJJEmFnHrTx8EANJyKuqQVlqJEbgCxykAIfg+AAC4UxJ1JnjHO95x9vfnfu7nDpYT+zt/5++c/f0P/8P/8KzlfcZnfMZgvK6/+3f/7tWWBQAAAKzQhCSCrASBnLZEnCXrjLxeYWFF8YaqwKReH4t3kVRQ6aZrk/j3mH5lo1TVnJLqN8f5x/pzyvQpy8kVTVDqxTyuf2lySO6+Uyve1HlKK/wsSoIOADwUiTqsibNQAAAAWCGVhVk5iTojPvCBD4Q/82f+zNm03/N7fs/gPP0KPL/hN/yGWct885vffPb3P/gH/yC8733vu3jfe9/73vDe9763aFn99//4j//4rPkBAACA2+gmEJxNnzFvKgnjYjD8wANLhnQTVYYG2Ockg+x2u5cfpNJLpCmtUjMnuWQo3lnc3vy73a68Ckwv+aekjae+HFtmoaFljIntRzkVdaZU+zn2Sfe9tas/zdVv7ZT29N8zNM/YMTA2X9M0ycGLNRN7lqhwBQCsh294AAAAALK4d8QKSdQZ8e//+/9++Nmf/dnT3x//8R8fvvqrv3pwnl/6pV86+/tNb3rTrGW+4Q1vCK95zWvOpr3//e8fXc7rXve68PrXv37Wsvptiy0HAAAAWJezZIWC+QcHuy+RmJCo2lIU8mIR16t6cq1YY7H7VWBqxBybnnpv6b6ZMjmpLC/4rDbkJAeViCV7lVTHuVqSS4X1rnl8AwDb0vreBwAAAGBAo6IOK/f81g1Ys3e+853hv/gv/ouzaf/xf/wfh0/4hE8YnO8DH/jA2d+vfe1rZy/7ta99bfjwhz98+vtXfuVXFltOV2w5OX7+538+/MIv/MKsefqViAAAAIC01ID1qRV1jlVC+tVfUhVlUhV8prY1Frt6dYyJFXyG9Ku+1GjjrmKCUqp6SfUEht46z6kok2rLYeGL5TlVZvp9eRwQWrOCTuk+1G/jMTGralJaZ79v23by+h/fN1QtaU68bvv66+hWCwCsU9Vk94x5bl35cA3GKic+spzk9d1uF5rI78Kc5dybsf6s/bvlXoxVdB2bxrl+leJjVdxHMfb5VSue79cQnj9/fnZNr2ma8Pz587vrm9xrvVNf61avfnSpPhi6Jp9Se7tdY7+u/f222+3Ozz06VdLvSc7nfmp627YXD60que+zZjkP/qrZB2v+rsj5jZRan5z1HJrncDjMjrdFQ/3Zf2XN+9JadHvoEF7Zj/QdayFRJ+GHfuiHwr/8L//LZ9O+6Iu+KPyxP/bHRuftJ9D0q+NM8drXvja8733vS8asuZyhmLn+q//qvwpf93VfVyUWAAAAkLZERZ25NwanxEgNQDnKHcg/9p45yRtL3Iy6VlWTkgvOU7b3nPYucfF7aHuXLm/u3GP7S/82aE6iysXyrnizfM7AsO48v/LLv3z22i/90i+Fj3zkI2WNqngDEABYv7ME6pu1YuOcJwEAAAAP4r7SDLlH0tUj3vOe94Qv/dIvPUtaefOb3xz+p//pf6qekb7FeQAAAIAVK/ytP1SxpaQiSL9tNa5INE1zsb6l1zqqPhF8pM9qX5fJSaYZS3iYkxBRmpAyJNaX/SXl9OfU9pbs/8cl1Oqb9ikBrWZyW/dp1zlJeW3bhk/5lE85m/7P/rP/bHjjG984K9bIglzLBACYw7lTNXoSAAAAgLkk6vT8/M//fPjCL/zC8P/9f//fadonf/Inh7/6V/9q+KRP+qRJMd7whjec/f2hD31odjv68/RjXnM5AAAAwHotMWDooprKbldlgHws+ScrTiKhILeFY8k0a0r+iWnD/CSZbiWU2Hzdaam4qelj1W9yE1bG2llTcVJahVhjy8ndN3e7Xdjtzi8LH/ehEOYlL/XbU1s/oko6AHDfVNSBbWslh8G6OUYBcH0VVq1xjM6nz1i557duwJq8973vDb/zd/7O8GM/9mOnaZ/4iZ8Yvuu7vit85md+5uQ4EnVC+ON//I+Hr/zKr5w1z7ve9a7w5V/+5VWWDwAAAI/qeDlyiWotSyacTI3dTTCJvHj2Z86g/ovkn5UOYrj2ZedYX87tm1smWRyXfY3tudZ9Zoo1JcJc9GNmJSEAgEey3TNRAAAAgHweHsEaSdR58v73vz980Rd9Ufh//p//5zTtjW98Y/irf/Wvhn/0H/1HZ8X6uI/7uLO/f+EXfmHW/B/4wAcuEmg+/uM/fnQ5v/qrvxo++MEPhte//vWTl/XzP//zo8vJ8aY3vSm86U1vqhILAAAAiGuaJjoQq0oFmIxqKTMXUjR7NHEklK97zSSAY1LB4okFFZaxRBv7MWsky5xF7K13zjqkqvSUVP2JrfeUmG3bTu6bkn2r1j45p/LO0HoNrXdqLsk6AHD/fNuX04cFDO4BAACA1VOFiLXb3boBa/Arv/Ir4Uu+5EvC3/7bf/s07WM/9mPDd3zHd4R//B//x2fH61ff+cmf/MlZ8/ff/wmf8AnhjW9848X7ft2v+3UX09/znvcULWtO5SAAAABgfUovR0YHzO8WuIS0xIXTJZJNDoe6STAVEksu5ltivUNZMkTtRIqrJWZcIWEpZXIC00LHztw+7re3/7Ci//P//D/D+9///qfw6dip9b7Y11XUAQAAoMfAvEz6DVZNyjAAwH14+Io6H/zgB8Pv+l2/K/ytv/W3TtPe8IY3hG//9m8P/+Q/+U9mxfysz/qss7/f9a53zZr/3e9+99nfn/3Znz24rO/93u89W1Z/+XOWNWdeAAAA4Pb6N+2GBr03TwPdxxIC+q8fK9XMqYQSHUy/xFOJOzFzk0vOKr1E2jiWHDBWKaY/52Eg+ae7fWLbKtWWsfaNVTSJJf+UVJXJeX1SO1PTE/POqVJzfP9x+6QqAs1VI7mkP/eSVX9yYrdtG177utedTWt2u7Db7ZL7++hxE2nH4XC4mL/7d5VqXwDAzXS/yaeejTzK9//QenZfmzpg/VH67VpJ3veWTJ6seDljeo2Kt1sy9Ri9mF7h+svaDa3LLvPBMO0d9c9cOQ/CiB6jT/vZo39+hTB/P7yn4zPX3M+8sX1ti31as81t24ZD4lrd0DyPYIv7Rm0527p7DfVRDV1zTkm9dhHrzs7VSozdzzn7O7xy/+Uabbj1b8Gh9Ry6Rxa7FzQUL2c5c7bbtQ31zdT5j33is5C1eOiKOh/60IfCl33Zl4W/+Tf/5mna6173uvCX//JfDm9961uz437O53zO2d8//MM/HH71V3918vzf8z3fMxhv6LXv+77vm7ycD37wg+GHf/iHJy8LAAAAWL/+Tb2j44XXKTcQ2ra9SACaO4i/u5zj+2te4J3Sjqk3S7qJMTnJGUODaFIJClMukE+NOdbCVAJL7P+pZcyRe5F/UjJRrzrRUNLT5JiRad3pQ8lRsen9i/9jbRxzsd4hb/t02xtb76k3LZJ90Zt/7PNi7Li5iDmQRHWMBwDcj8cYergw50f1PMhgWAAAANgs10FYoYdN1Pnwhz8c/sV/8V8Mf/2v//XTtNe85jXhL/7Fvxh+x+/4HUWxP+VTPiX8lt/yW05/v3jx4iwZaEy3TSGE8M//8/988r1f8iVfMjjvkL/xN/5GePHixenvt7zlLeHX//pfP3l+AAAA4PZqX3KMDsKvFDf1JKgpYoP6a1QqGYtXexnHmMUxKsesvY6xJ2VW78eCmKkkkjbyntkxIwkrOfF6QaJtzNVP/smtpHOKFUJ0vXOTlI5t6SYetk/71BLHJACwDoZTAAAAADCZ+0Ws3EMm6nzkIx8JX/EVXxG+67u+6zTt1a9+dfjzf/7Ph3/un/vnqizj9/ye33P293//3//3k+b7e3/v74X/4//4P05/v/71rw9f9EVflHz/F3/xF4fXvva1p7+/7/u+L/y9v/f3Ji3rm77pm87+7rcZAAAAWLfoYPUKJcv7lTVKB8enqqHkJEGMvWeo4sbU5cSWmxPzNF9qeklVlERVk6M51UXatq2aBDWnOkuR3nJKkkxOfx8Op5hDFV+G4sWSf4oTinrTa+znOcle/aSjU0JNZHt325dTZalt29C4wQIAD8tZAAAAAABTuZbEGj1cos6LFy/C7/t9vy98+7d/+2naq171qvCOd7wjfPEXf3G15fyhP/SHwrNnz05/f9u3fVv48R//8dH5/rP/7D87+/v3/b7fF17zmtck3/+6170uvO1tbxuMEfNjP/Zj4Z3vfOfp7+fPn4c/+Af/4Oh8AAAAwO3lDs6fknRwil1YDWVKZZ7SxIqL+RdocxVLJxt0EiJy13koQamWGlV/zirehHT7S5dTc/4qbasUM1lJaOK2npNwM3isTozZe6NqOgBw51TUqctZUz59BwAAHHmgFKyX45O1e6hEnf1+H/7QH/pD4S/8hb9wmvb8+fPwLd/yLeHLvuzLqi7rMz/zM8Mf/sN/+PT3Rz7ykfBVX/VV4cMf/nBynr/wF/7CWZWbl156KXzt137t6LL+w//wPwyvetWrTn9/0zd9U/iLf/EvJt//4Q9/OPyRP/JHwkc+8pHTtH/1X/1Xw2d8xmeMLgsAAABYj6ZpLi7uHCokWKQqghQPkO8O3A/nSQM51XVSCQfzm5VOdKnRl7dILJjbnxdVlGbGiDlUTP45PFW6Gdo+VarfRCrGzIkXa2Oq7XPaeJb0MtD+OTHHpg05Vhvq/jdUGSdXG6nuVRoTAFgvgysAAAAAyDLzPiFcw/NbN+Ca/pV/5V8Jb3/728+m/Sf/yX8S3vKWt4T/9//9f2fF+uRP/uTBSjchhPB1X/d14Z3vfGd43/veF0II4Xu/93vD7/ydvzP8d//dfxd+82/+zaf3/dqv/Vr4b/6b/yb8iT/xJ87m/xN/4k+EN7/5zaNt+fRP//Twb/1b/1b4z//z//w07W1ve1v4+q//+vBH/+gfDS+99NJp+t/9u383fPVXf3X43u/93tO0X/frft2khCAAAABgXaZUram1nJIB8qVVPCYvp0LMayQA1FhGv7JMcbxIdaKxdrZtOzs5pqoKFZRq75PX6o8l99NbJf+MmlhR57gNJPMAANdQpXJg4XJ2u1ce39Bf4txk6pue319Rt89ir/Vf3+12g33zKP2WWs/j9OZ84l32S846peaJ7WvPItMekT5Iy/ksik7f8DFa8zgccvHZ3zRht9td7bt/zR5lPXPkfH41keNx7ME4j7INho63/X5/fo28bcN+v794INXUeGtV8zOv/zCp9mlaCHX7Zk5V9i04HA4X+9oS/XYtudf/Y4aOt/1+f/7wvsPh5WmV3Xob5ByjqTbv9/uzh5cdP9eG5slx6z7L8eLFi/SLnfU5dPazof1z6DWo7aESdf6H/+F/uJj2J//knwx/8k/+ydmxvvu7vzt8wRd8weB7/qF/6B8K3/Zt3xa++Iu/+FS95nu+53vCZ3/2Z4d/4p/4J8Knf/qnh/e///3hB37gB8Iv/MIvnM37ZV/2ZeFP/ak/Nbk9/+l/+p+GH/3RHw3f/u3fHkII4aMf/Wj4N/6NfyP8qT/1p8Jv/a2/NXzMx3xMePe73x1+4Ad+4OyD9qWXXgrvfOc7w6d8yqdMXhYAAABwWzmVQ2bP372Anpmk06980527yaymE7tx2V3eFi6uRhOsZlZu6U0oSorIbU/pfpilQgWlKfOX3ABN3VivrSTu0DE0xZRqVkts72mzbO8mEwDwsu4Zim/0cvqwIueYk7QPMmgYtsonGQBnnLvBqvl9lUGfsUIPlahzC1/wBV8Q3vnOd4av+qqvOiXjtG0bvv/7vz98//d/f3SeP/AH/kD4b//b/zY8e/Zs8nKePXsW3v72t4ev/uqvDt/yLd9ymv7zP//z4Tu+4zui87zpTW8Kf/bP/tnw23/7b5+xRgAAAMCqVbgIeTHgPjKteBnhlYosuckGFwlIoexpgqUJNKXLulW8WJ9V2eZXGMy2RAJMSdJT7EmXVSrLxLZRxSS3XN02XCQoVX4C8nFNl0p8AgAAAAAAAKhFvdgr+F2/63eFH/mRHwn/2r/2r4U3vvGNyff9tt/228I73vGO8M3f/M3h9a9//ezlvOENbwh/7s/9ufCt3/qt4bf9tt+WfN8nfMInhD/2x/5Y+JEf+ZHwJV/yJbOXAwAAAKxHs1AyxNqHwW+5akZJ5ZGh5Iwl+iQ3EeQq2ydRwWZeiMt5p8a7ZcJI6XK3cPw0TXOR7CVBBwDum4o65Zb6ffhwnHcWsy/CujlGYeUcowAwmypErNFDVdS55Q3oN73pTeEbv/Ebwzd8wzeE7/me7wk/+ZM/GX72Z382vP71rw+f9mmfFt7ylreE3/SbflOVZb3tbW8Lb3vb28JP/MRPhB/4gR8IP/3TPx0++MEPhk/+5E8Ob37zm8Pnf/7nh5deeqnKsgAAAIB1WSRZI4RwOBxmxz4mMgwNrq9SbaQXr6aSxJPUPFdNZplozdsghPS+1K1gMzeJY7fbXcxznFaU/BOblhnztN4VYtY+1o5tOMbuDyAoXdax4lZnYas6ZgCAZfnWr8AAFVg9n3UAhBCctwFALveNWLmHStRZg5deein8M//MP3OVZf2m3/SbqiX/AAAAAOvRHaw+5Rbeo1ShKL0UG+un3CSQucu9VQLCcb1S65ebXFIr1sX8lbdDSUWdycvYPXZR85r9+SifZQDwqHzTAwAAAAD34rHvEgMAAADckUOoOJC9lziSE/dYweOUhLLEIPvKCS79hJmSKiRDlXNKq7aU6i67Vlu6fVUjqabfxovXw3mlnbHtNGc9S/okVvUnhMIKM915C9tWc9/rbu/Yeo8lgg2JVRLqVkGStAMA983zUFkTZ54AAAAAzKWiDgAAAMCGLTFg6GIAfObA+KGkgGOSRa4lYi4llbjRnzYlkWMoyaJq5ZKMeGMJIHOSRGLJGLHEjTltG4ufeu/c5aQSVmrv7yWGkmpy4wztl3OTlKLtmbAsAGDbhr7hb1WBci2Gzn8Oh8Mrf0xM8E715xb7eew3SMxZn3Fh7vl2bL9pE9O3ruY6HQ6Hi30xNq3r3n4L3dv61HStvtk9eBXgEOb3wdC2ucfPvZhHWc/ahs6/5j486lG2Qc45W+3PzzX3dap/9vv97Fj39Psg19Q+6J7nprbBo/Tn2OdU2/+74MF49yTVB4fD4fw3fdue9rFH6bec9Ux96j9Kn7F+fnEBAAAAbExysNUNllky/62rymxV7eSSqcuYM29JUk0I5xfQpya6jA2U6N8ESiXV5LSxO29JzKQKMfrta3qvlVbpmTp9VuyiuQGArel+9xtOAQAAwBq4Tg0b4Z4zKyRRBwAAAGDDlrrkWGsQf3f+foxjokNJgkDti661Ko3Umj8WL4T49smtiLLb7cKzZ8+i00v05895KvPFE9a6MXrrXKVqS2/Zc9VOWDluh9jcudv7tG0X2Ne7drvdYOWiKe1sett7t9udxQUAgCVIFAMAAIANUDmHlZOoAwAAAHAnlroU2W5kUHyNVl4k6lSIeSZxwXhOUsgSbaxdBeYaiRTNii6+d9d36XVvOssoSnJLTJ8as9uG6Hw1qgAllgkA3Kezijq+94ut52wZAABYgzVdUwciHKNF9B5rJFEHAAAAYMOWGL4WGwyfU11kScfKGrGqIHN1Ew1qruUpeSFRueTY1il9262EstvtQiisVjOmdHsvsb/E+rJG1ZbexOwKRantvTY19pV+ks6zZ8+iVZlOx9XMRLSzyj+vvHCKtbbPIwCAtVj3mSgwym8dAAAgeIDJVHqJtXt+6wYAAAAAUEeN4RynQfwbGRxS6wLsUHJGTtLG2bzdv0NeokQ/MSF3vaeu3xKVS3KTqHLnLV12TsymaS6eSliSVHLaLxOv58ZepDJNhc+MfmWifisl6ADAfTurqHOzVkCE89BJ9BKsnMGeAADcM+e7rJBEHQAAAIANu0ZFnZJEle78qWSQnMH3qXlKk2p2A5VqSuIO/T03VqoKzBRt205rT4VtPmd6TqwQwuTqKt31nlIxZ07VlrH+bMO8fXysj9qC42bM1Jhzlr1UMtHQZ4CEHgC4P6lzg1t/7y+SAB2x3+9nzzP3PDSE661PTTn7QP93Xz9eP2bsdxSPqeZ+kLpOMvZb9RE43hhS+zg4HA7J6WfLatvke195y2Mco0NifaBfXpbTD2P73NLL36Kc8+Yht/4dUvPeSf9zrQ2v7GO1+22thvpz6Pugm7jfTvg+SNnqOc7QPjV1nuPv03v7LEqtz9B6po63w+Fw/vCDzr6W029b3N9S+9Tg+ieOz5rfoVAifQUKAAAAgNXrXmhtO9PWUhFlyry5yRtN05w/HWmhdS5JKHoKEp18jDdn/WvexOiu17Uu2Ne+CdNt+1Dss+Pk6WZQ9P1Drw20oaapiUdLmZOsc3xvqs9K2hm7kZczHwCwHSrqVOBciJXoVxqFpdjX8mxv2CY8FscoAMznlwFrJFEHAAAAYKOaplnspl0/bpUknW51mqcEi6pPow31nxBVnKRTuR1bVtKHp/XvPfGvttInug3Nn/v0w4v5FtgXl6huNfX1wXl7Tzy79XEIAFyPb31u6g5+f7ER9rUsviOAe+NzDQAyuW/EyknUAQAAALgTpZciU8kgzW6XnSjSna/pVb+ZG7Mfa21Vg6bKqaRzlNxGT/2RU51nK0lAsXbmJNYc+6lt23DoJYIcY5boz384HKrHPE7LjXtRraZC+/p9eTgcitb9Yv2a5hRPwg4AwAQbOc8HAAAAKOY6CCskUQcAAABgwx7lkuNWkkly1Eo6mBonmvTRT1ipUFlm8adYdavrTKjq0kbev0Q7Y0kwsfaV7NNVqv5UTNaJ7lPZ0c4CXyxHkg4APAbf+Hnu91cTAAAAwDnXQVg7iToAAAAAd+I4mC13MPvZPJ1/N00TdhOq6qSWWbP6zVKVdI5SlUZqr0NVnWomtZIYDiP7UGwfO0t+GYhZq8JKG0LY7/ezKwMNtbPbxlQVmzltnDPvYMzu3yFEKwHNitev+vO0D01Zv9S0fpu62ya3jamkJ8k6AHCfDK5greybAAAAsG7uHLFGz2/dAAAAAADyXWXAUNNMGhifSpSoMah+LAmkhpzEjBrLayb273GefuJGN1ZuO+bOP2Vb1+y7KW0sTk4LL1/EH4ozlAyU2kerJJYMVL+ZE7/0OJqTZNZNqsneNhWr/gAA69c90/CtX04fAgAAZ1xfhVVrHKPz6TNWTqIOAAAAwJ1oQ71qLWeD5DoD7XPjxwbYH6vUzI15Nvi/0gXYseoxNWPHEhfmJOtcxI8sY9b8scolieklqicTVWhf7Zip5JJYwsqs5VRMIjvNl5nskxI7ikurex26bSw4RgAAlpKb5D3Xbreb9kaJzpOMVaiM9VpJVcutmbvfRB96Eer/ptyqoaqrizzoYUNy1jV2HWnJystbktOfj/LZNtQ3qT5IPdDnWt/9azbnOuqUh7jc0+fe0DG13++T0/vzHQ6HomrVW5Os0D7Qny9evDib73A4hBcvXlT/XFvzNpjbb/196lix/lrtuqYaD/U6ujg+n6rTx15bol1rMHQ+m9Lft9qnz7Wc5axZzgMMJ+83ndipvlvz92vN5U/9rOreL11z3/BYJl7RAwAAAGCNYpeAc5JfhixyufLpZkbJQP7Yjd9jzLmxYv8eey0rfkGcY6yLZJDCqiVt58ZSP+bxPTlx+zFLq6tcJLoUxjzGjf1dEi+W9HSUm5TWj9dvZ07csZil7cyJ1Y/Tf3rcow1aA4BHo6JOXfoQAAAAuGeqELF2KuoAAAAAbNRQQsAa9du3lUH3NRNBUtNmt6f7d2Hcoaf41l7vqlV1Ftp/psYcSurKiTe4rIXidoJV2T5DfxfH7CQjbeFzAwAAYK7HqMUBAACwgAepbsi2qKgDAAAAsGWVEyyOuk8gOlZHyalWM9Sm6hV1Qt4A/mbhBIAaCQyxJJXuv2sk/wwuryDW2PRSJRV/LvbJWHWhwvZ0+zK3rbHjfOjvW6jZpmOf9W+prGE9AYDlGE5RTh8uxHkocAd8kgEAAFyXijoAAAAAGxYbiNU0zVnyyVxDCTC1kzdK1YxauwrM0LylCUVLy23f0m2MVWWaYu19txa1+ym3L2Lt2G6vAgA5fPdX4EmyAAAAwINoXQdhhVTUAQAAANiopmkuBl9FB7jPSLJJJZdMTViJVdU4Vi45pCrCDMRJLTe1nlOqesypeDI10WAoIScVcyh2/7Xj+p6qE3XfO6OdqWX1q8gcY461sVZSytg2rrmsEmOJV2NtrJUIUxpnqL+HPkPmOIzMk2pDqh1Nom0AwP1oVnC+B9TheIaVc4zCujlGAWAa35msnIo6AAAAABvVtu1ZRZ3Uk4KGBuBPcUy0mWJwGZ0YY8klY22OJZccp3eTOpqmSSa99KcNJSmNGVrvWBWYuQkd3ffntjHH0HqlXusmFZUsp+Y6dfeHwXaMvGd0/gWqCsUS8mpI9e7UxLjSeXL6aep2BADWbdIDAK7Qjntx1p+F59BrSI6vKXt9Zv4+eZR+i/0GfzS1q+Pe155Tz36/T7727NmziwdD3OO+mbOv3dtn0bUMfeb1r8cdDofB/a1mZe01s3+m5fZN/3Otf427xnK2aM7xNuXBU/f2fTF3/9jv9xd9cPzOfZTzv+zP8JkPY0tNX/N17ZzPlaFztpR726dyPqfnnnts1S3299IHG8ISVNQBAAAA2LJe8svLk+pWH+nGrSk3XrdKz9kNksx4/Wo1Z691lpmtM29TECs530gST44a1UtyqxMNOWtRYbxUwlbpete89XBKWKtYqWco+a3Wfn5cTs0bMW0k6Q4AuC/rHbK0Tc6cAAAAAOB2JOoAAAAAbFh/MFvpQPbYE5raEH/K1Zxl1Uwe6iYA9KsIlSbB9Oc+JgQNPRUr90mJc+dd6ulTS1SBCSGE3a780uNFH3Xb+dTuuW1vOvOl2pgTMzlvZ3lLHAM58z179ux8/sy+7Mbt92VTGDOEy4vXNfYpAGAbJJkAAAAAMMRDX1i757duAAAAAAB1VBvMllGqfVLYSkk1vSDxf1c01M5aCS5jfTGYCLJCqWo1NWPOqfpzjT47Vb/pt7NGItTC7e/25Vhbl9i2kyyUUAYArIdv+nL6cBn6FQAAAIC5PIIQAAAAYMNiFXWGqr8M/R1CPKmg+77uv2cPmu/Om1FRptuGWpVJTu0ZSLLY7XZlCQIj82ZV1amcsBBb7zWYWpUlp71t216u924Xdrtd9v51jQSl7rZfqhpSLblVdYbmWfP6AgBlut/yKupU4LwJAACgKr9VuRq/6adZ6CGOUItEHQAAAIA7MXYpckoyxtQknzFLVjpZKjlhqZj9qLnJC8ll9GLPnv9KSRFTK7YMzb9ItZqKmqa5uHlSoxpSah+6llRSX7ctiyd7rWxbAwAAAAAAsBLuIbFCz2/dAAAAAADyxQbwF4sMyl+yik3uvLFKI7VjlsY7tmvKMqf2b+3kmbEknZxqKDmvjcW8SIJZYHt3X5syfyxeraSaswSYbrJPCGG3K3v+0tz9fKifjv/121RSieoUt3dMDMWs/fkEAFyfijoVOCeqQi8CAADA+knNYe0k6gAAAADciTa8PFh9buLHqIIKMN2B/ItUw+glMJSHu4xS0vba63xKnjmfmL1tQjjfZ7oxSwwlPdXaL5uQ37/JxJOC9ozGLkkq6v1d0odLVU+qvQ9dxKxQmQgAWLf+Gc4WEnGvdV5yOBySr6X66dC2yfm20Lc15FSMffHiRdjv92fT+n8/qpz95tH3tRDSx290nqeHpDxKvw19tg3Nc9Y7T591j9JnQ1L9GfsMOxwOYb/fP0y/5XyPtm1b7dxkzdcxcj6/hvqzv7cd97V7k3OOMdSf/fnaO/xsy+mbIf3PsPZO97Ucud+vj27OOVvusbnVY7rGZ97hcLi7z7Xa9vt9aDv91rbt6XNti/1W8/fjYKzOa93rIFvsM+5T2aMXAQAAALipsdu81ZIiZibb9Jdbu1rNEhdY13zTvOuiHyPTipdRGLN2YtYSiV6pmNUTVjqW2G9zYpas95zlFW+zjRyTAEAdKurAtrXO32HdHKMAAABXJVEHAAAAYGOSTxQKdZIMdpWTF6LzjiRejCUD7Ha7lxMtejGXMPQ027F2Nk0Tmt35Jbhj23OckksiSU+5VXV2u13Y7Za/TFijslKsskzu04ZTyWNz29l9X9M0Z08867c1R9M0Z08E6y8zFju1rLFjrqhCUeYyY+8//ufiNQA8Lok6eRpPjF2GfgXujJQdWDnnHgAwm4dHsEbudQIAAADcsSpVSDITQPp/z2nLlPfWrIay5Hz9d9TYJv0EpTlJJUtUkbmailWZSsWqRkVVbuOUGw1D23ipPstNFBsSG5KQmmeJqksAwHX5Jq/MuRGsnmHYAITg+wAAskluZeUk6gAAAABsTGowev9SZHbySe/vqdVWUokLpwH03TiF1TtSlWXOlpcZu3astV8irp24s0TCxFDMmsubW50n9v6h4+XaiWRz5Vb9CWHgc6mkklC3OpFEHAB4KGs/h+a+2f8AAIAjV6UByCVRBwAAAGDDptwgOCYTHAfMzx0434bpFW5isU+JNYl5YrHH2hqbr5nYzjkxh6ZPaeeQ3MSGof4aizc3EWUs5lCsOUkV/X20ln47SxM9lmhjbjtqvCdnmXO369Brsf7s/t1f1lj/r2HbAAD5DH4CAAAAYCrXkli757duAAAAAAB1pIaox6rEzHFWwWbCe0O4HFA/t+pJtxrPXGPz5LRj7PWhPu5HaEeqCU2qHDMjWWeJKiQl22co3qiZiUFLVPYZk6osFXttSXMTwXISxI7TU8ljQwlYQ315nCf1jqF9XbIOAGxX97v/Ub/Rc85l9vt9N8Dpn4e2DYduhcLC5WxRaj3P+qzn2bNn0WTyoXkeRao/X7x4cfH64XAIL168SO6DjyTVB/v9/uK1/X4fnf5opjz0oTPhoR7qkLOesf3p+B2xxb7JudYztJ6pz/f9fn/x8Jv+tBrL36Khz6g28dCVwXk22D85+2GqDw6Hw8VrY322ZjWPkaE+2O/3Z+e+Jcfomg2tz9A+lYzV7bOR+Lzsot8KHop3b3wn5hn8zOsdo8fj+VF+2w/dh5oYoGJroA4VdQAAAAA2rH9xp0Ziwq4wsSfmInGnQrxUnJoXpktjjSUxZLenNyjluKypbRqbttTF/dwkkSn9VeOm0PHm5NxYSyfjxAYh5apRVaj/d+7ggVhfd4+ZswExTbPZQUQAAGyboT4AANwdA9qz9BMSgRtzz4iVU1EHAAAAYKMukisGXitR6xJnP84SlV5KDCWRzE0OWPL9W0hUiPXZULtz94WpfTGnYs/Up+FNjTn2tNuxOG3bbvKJ8lPaPNqHG9jXAYB6mt6TYwEAAABgCteSWCMVdQAAAAA2LDbMvXYCzLHCRao6TEncHEPJDWtM/jlEkg1SVUPGYtVq09i0kn68ViJRt/pNrT7MbftQO4aqwJQcAyVVmVJVcUqk9quSuG1vsK6KOgAAM6zstxEAAABATa58sHYSdQAAAAA2aokB603TRKtYlCQGpGx1wP3sdk9IjClVMyFizmvXctr/CuZf4r1HZwk3CyTB9J8uX33/6f47M/mn1nqfzZOoyrSGfRIAqK87uKKVZMIt2f8AAABgW/yWZ4Uk6gAAAABs2QJVLPpVPrY0JL50vS8qjRTEOranH/NYFWQtyQZDFVZyk1ZilWJKk70u5s2IdbFvL5BUczgczmM+xe1PL1GSBBOtSlOhMlHN/TyakOMGCwA8lHWcKW+PMybYNscwAADADCu51wopEnUAAAAANqybeLDUpcga1VqGBvbnJFtEY3aSDXKTAy7miyU15MZ6amMNZ1EWuAhdErF2UsoxZmRiPOlkRsxUO0ti9u33++LkpO78/Yo6Ock1/Qo4h8OhaJsNJaTlOhwOF/vhUMw1Jb8BAHkMUK/LmRFXJ7keVs33AgAA98z5Lmv0/NYNAAAAACBP0zSLDGYbihmrlDLFWLJOTrwQQmhHKqTMide2bThMqLASq7wz1s7NqZD0EKtWUyySmDY1QaOfqFIzsaMb76KiTo1Et4Hl1YyZGys2f5WkuUgFpc0eUwBwp5b6bq4R9RrnDUPLyP3tNHc5/aqTU+Z79HOqofWPJbG3lR9EsAZjfTBnntP0GRVQt7oP5hxTcx42MPabZ6v9lpJan6EHSVw8DKNtsx+QscX+zNk/ov359Fn3KH0wZPAzL/LglJwHndQ8J7imnHW9uN4UtnmsjVn8++Dp+Kz9kKFryNnfU/O8ePEiOc9LL70Unb7mvskx1J9z+3q/35+f1z59h778z8fpt5Rr9MGavw9qty12n6T2A9626lHOJWq2eajPmiXuRUJFKuoAAAAA3IlaNz4vYjRN0QXV00D+84lVEgP6lUZqi1Y0qZTAkpN0cGpPImZuey6qoSyQqFP63rZtLwbI1b7gfjgcyivgxKYV7utTp0+Nl0qaK0msqSk20K/tfA650QIA92l7w04Ayvhlk6f/0BaAzfO5BgDF/L5ijSTqAAAAAGxY7Vt4Y4kBuVVxLqpjTJxvNOb5hPIqIxUTAEr7bDBuIkEpJ/EnNV/tBJPU04JDKKvUVGLo6cW5fVlbzbipfs5d5/78Z9OyIvVizvjMaAoTCgGAdTG4opw+BAAAAIDbkagDAAAAcCeqPVG0X13lcDiVpY8NlB8bHB+tSlPcxPqJASklCQDXqH4TBrbNFIfDIRz2+4uYxRL7UW7FlqGkmrzmtdFkkONrNRUnkHTbk9m2fhuayolzh0i1o6r92DT1YwIAqyLltpw+rEQCOAAA98i1VQC4que3bgAAAAAAedq2vU4FiacB8rWVJJeEMFxxo1Z715oYsHSL2lBeXeUiQamsSUUmHyePOiDvKRmt5PPkIhGoRszsOQGALep+96/vDBwAAOB+VHvwG7AIx2gGfcYKqagDAAAAsGUVq9S8ErJupY2TzgXSplNlp6TCSns+saitUxMK5iYe1OzPVH+VbqPa2zxVqaZvdl/GlrOAnAST4/v7lWqqq3CjYWjdxtY71jdN04Rd5RsgsXaUJv4AADwSg3oAAACAu7bChy1Cl4o6AAAAAHeixqXIVJWaWPWbuUkS10qyCGF+AkgI9avn1KgoMsUSvbjWSkI1pbbNnO3V76NovF39ZyXl7FsX27ObONc0YbfbVd1Xc+Ml10uSDgCsUs3v55yKOkPnrPd07jC0nofDofvGs3+n5jubZ+OG+iZn/WO/hdqR/trib6eh42Nuvx2n9x+kMVRFd4t9FkK634bWZ7/fR6c/e/Ysep3leA3mXuQ+nGWunD7LOQ5ubfL3QcfQb+zUPGtd/1xjn/upeWKfazmx7s3gevZfK3hQ0xblnJcMPZgpNc89neeGMPPz68nFd2hY5pp2znf/tcw9z0o9gOke1dw+qfO1nOWsYb+5tXs6z63t4v5sZ1/Tb2lnn2IT7yPd62cf6yRRBwAAAGDDrnEpsVoC0MKON+MWiT0z7uIXeScOwOu75cXne7sJ1bbtpESf7g3Q3P4futGQU/nnYp7C/WKJ/Wqooo6bKAAAAAAAAMCa1X+cIwAAAABX0x2wXiMNommai+SfWk+i6z+FuOTJpdF5J7bxWk85O/bb0BPX1qBpmqu0Z2pyRawtpwSNzJjRWE9VZM5ee6oCMyduNwknVkXm7BjNSPi6iDkhxtzjp4lMm+rUX4kEpblxjwlQF/NK0AEAmKV17pRtPb/WeDgrulYAAACwJa6DsEYSdQAAAAA2bOiSY07yRXSehS5sDrVvaED+lASfnNjXSgK4ZZJOKkkoZ92H4gwlbowZqqTSjVmSXJJcdmbM3PWaMs9FX07ox9nVaGYk1SQTqUbnnM8tFQB4XIaq52kM8gcAAAAehesgrJxEHQAAAIAN6w6aj12KrJasU1kbplWWib2emq/tvJ5r7RU7UskUqeo9tZfTf8/Q9F3FhKhoeyIVcaY49lG0ok5mBZh+jL6xmDmVdpYyNXY38SfWb7lPLsvd79ZUpQoAyLPuM3EAAAAAgOkk6gAAAABs2NhgtpwB/akEi1IXA/kzq9+kkimazus5aia6HNuRk7Qxpm3balWOjm3MSXgZi1tbvz+bxPS5MUva0/9/bltGk1My5hla1pSqVHO0bXsRs8Ye0H8ifG4VLgBge6TgsibONDNIpIdVU4ENVs4xCqviexPWy+911u75rRsAAAAAQB39WwXVEgYGKqPMGdTfRpIsSsQqrCyRJFGqZgWQ6DwFiSovz345f414Nfq1H6sfsaQ6z+m/ifOEULdqy9TjJ5YAU9q3qaSanPbUem9/vqZpzj57civ0AADLqnp+lDNP5QTke9K2bTgcDrPnuSe5v7n689V+qMMa5KzPfr+PTj8++KEb8bj/pZbzSIn2qT44HA7hENnXhvrtUQx9drVte3H969H76yjVD8djt/vq4XBIHtP3aOgzJ7W/tW17lixxrA6e45H20dR36L31Qc73WM73waNYcwXtNbQhZfH7DhtW81yzf5367H7FHZ3T5uwDQ+sfu+e0xEPjbu1an1/3tK/lmLz+E4/Pe/vMY93u61MPAAAA4MFUv+EQ0a18k3vxconKMrUc12moAk7Nii273S77Zs7xRkZ3jmPixtR2xm6QxG6O1N4+/fWeKzVf7So2pUlGi+zVW7hp0B9QEMpvdvSfVLiWzwwAYHkbOPtZPYnOAADAmS1cZwaYw+caK6eiDgAAAMCdqHUpcmw419zB90MJEaX6CSvZcSpWgenGfPpHtZid4BVCzE/qKY09NV6yws+NBhsO7fNjx0OTeEJcbvWadmYlqzVr23bWk9AAgPvm257VcO4JAMC9c86b5T6uzLMJjtH59BkrpKIOAAAAwIb1K06UOA3+7ydJVChF3zTNxcC72okxx5gl86QSREoqCdVMfNrtdhcVdUKiIs6U5aUSlI7Vb6bE6BuqzLRUgsnUuEtXZKlVkWlsniX7cq5Tlaf+sRPG+3vo9SnHDgBwX7rf/es409memr8PAQAAANbMfSTWTqIOAAAAwJZ1Brpfa0hWafJKrTbEEgO6r1dZTmJZk+aNJMHEkhdyq8ycpi+0HcaSKJZ0jUSUWvGPfVGSlFKy3BrzlfREaluVrG903hV87gAAAAAAALA+7h6xRhJ1AAAAADaqdsWJY1JJ/4JRN+Gk+uD7glhN04Q2kvRSksBQo3pQJPCkZdeOeSvHRIqhyjq1TO234zKnLDuWeLKW6k8hhBB6FZFylrlEtZraCTRLJ4MBAOujog5r5cwUAAAAVsjD3Vg5iToAAAAAd6LWpciLAfIliS8TEnyKEmtqVc5JVaupEL8fIdYnU5MclkheiC27tKJNKtmlRGz+w+EwqZ1LJA1NrSKTWsacbX4Wt/N3UfvPG1OcaFPrc+OobVs3WAAAAAAAABjnAXCs0PNbNwAAAACAfM2VBrLHkmKapkkO7o8mRlzhAukSFX+WruwxN0GiVnu6yTS1q6FswSnZZcJ7ayQt1e7j2klGtZWs8yPujwDAcEWdnPODe6rQN7T+ycTwkfke2X6/T772/PnzcOj12z32Y87xcY/9UMvhcEi+NvTwhv5r7cSHUdyLa63rPfXp0L6WUvoAkXswtK67RHXt1INt0A8hXK8PrlGxfKvatq3+IKJ78ezZs+j0i/7RZ2cGj7cH/31wT7+tryWnz549e3Y2X9M0p+P53rbB3PUZ3D9LG1PoHj8PqEtFHQAAAIA7skQFmNK4pySf7gXmEE/+mRMzMjGzhTOXU6g0cePiJuRMW7ygv0SiSwhP+2CF5Qz16dSqP139JKqz+ds2a2BON3bOa3Pj5qz3RbzO/G0nphsfAHD/fNsDQGUbvB4EAABTtc53WSGJOgAAAAAbdo1Ljk3iyZJHuQP/15gwco02rSXJYGxdaydElMaKJShNTXpKvefi6cUz2pOswJTZxkFXqoAz53399y+y3mcLSFfwAgDuw7Wqhd4zfcharO/XPvfK514m/Qbr5hgFgEn8HmDtJOoAAAAA3IlqTwqaeVEzlbDQHVTfNE3Y9d5XmhRzMf8ClTZKK4K0bRsOkRjdakJz+iGabBLykyKmbLs5bRl6vSRpI1p9qULiTwiXyTlz29nt+8PhcFnt5qndOesea8txe+dIJdnMjRZbfqrKT7UEpdqJPwDAqnkKajlnTbABPusACM7bAADulUQdAAAAgI05S4C5xvJy5qmQ6NF1rUo3U5JLaiQKlCYAxRIYosksC7bjmhWRlkrQuIjZSQbpJ5pNXd9UO0v6a2jNq/RLYr1T+usy9diZ16Tz+dtORR0JOwBwnwxXZ7WcewIAcA+c18KqqQ4D9+f5rRsAAAAAQB01Lt9eM/lijmMiyqCMRJVu/NTg/5KkgFS82P/nxIpVgZmj6SQ9jLWzlipJGwN9MGRq5aChfWBqG5dOICmpoBTCcFLNnCSdplMpaLGEtl6VnovkHTetAOBu+ZYHAABYjiqmefxW5Voco3AfJOoAAAAAbFjsMm1OZZWuXeWLvzkD+ack5sSqoRwOh9mD94cG/q8tESCVTNFNmsiN0ZXTj1PVTLQ49BI55s7bX/7hcJgds7ufxvp2v98XJXotUa3mcDicJz3NiHc8Nrvvj/VlN+bcth63Q3euY4ISAHC/zs7+IxUOY8Z+Uzwy50952raNDr67t74cWp+S31lzlvMo1vpAlK1a4jfylux2u+Rrcyr8Hq8d3lu/5Rxvc/sNhgwdo0vvn2uX0+aheXa73dnvh6ZpBvt/q4b6YO5vpNh9o/5DmbjU36+m7GuP0p+1j+t7krOeF/dZnu55PpJnz54Vzd/sdlf/Lhja1vd2rk2e+zs7AQAAALhzyRswyy0wvry5Fxi7cUbmnXIR+6LCSmECyNRqKnMvsC+S/LOBCji1Y4bQ28cXaN8SSivt9Pfz07SC9oRQVpUpdqxdzP804Gct6w0AbItvfQAAAACS3DNiAyTqAAAAAGzYEs+empKskhOzZtzjk6VqVNyY8rSjtT+dtTRxo+a6HWMdKieXpBI35sTtV79JPY2sJGklVqWn6r5TmvwS6iW8jD2Fu2Q5TdOcb+8HedIeAEAJZ0wAAADAI2rdR2KFJOoAAAAA3IkaQ+/btr0Y3FWarDJWXaU06WDKsqbGS83fT/AoVbNaTa3tnppea5vHps2pTrREAtnU5Vxz/qWl+nHt7T7aSjsBgPm6Z4a+8SswQAUAAAC4V+4XsQESdQAAAAA2bMrQq7kD2y8qgjwN4s9NrDlWLulXWJlSceO43KZpTv91p9e6CDtl3eYklcxZ5tTpydcKkywWS3yIbO/UNp+6H4xVrxlv0nCVn+PfNbf1lFhj61F7iGWtbd49JmPHYum6p+aWrAMA98+3Pavi/BMAAACAmZ7fugEAAAAA5DkmsJz+DuVVS45xz/5OxJ1tJEkippuYM3We0uSNs9cy4g3G7SSXpLbL2PZq2/Zi4OKUpKehNh4Ohyrxck3dR2MtWks1mGQ7JqzbrMpC3eSYDE1i/tT02PumLmdK3MG2dF/rJOt1YwMA98M3ewUrOC8G8vkcBAAAmMbvJ7ZARR0AAACADWsj/y5JXIhWqamUCHEWY4nkiiUGpRUmPsWSampXvyld69T+Urp9lkiqqj3/RbzE9KlJLGs3lBw2OVkqsr/kJp2NaQaWcw/bAwBIk25STh8WcK6ZpdVvsGq+FwAgj7Nc2Ai/SVkhFXUAAAAANmzoKSz9AfX9CjxTHavKVE8wKUgmSs2bE3NKkkJ3mXOWkaoWUqxigspSSTrXGgBSM4mmJErTNGG3213EyGnfUDWaJjPmRZuy547b7XaDf8ekPpP6lXOeJobdbvdyH7vZAgCrUfN72Td8XUPnjGuoSFnL3OqNIUw7V713Oceu8/C8Y6dfwZZx+izPrGN0pNrzvcn5riBtTn9Gr/HcgdT61Pr8OkZ/hHO5Ic5X8jjXvZ4tHqPXOkb6fVB6j3Gtcn5zPnv2LDlP7J7I0HLu7TMvtY+k+qy/9ve6n7FtEnUAAAAANqp/AXbs0mPuBdtqFzUrXzC+SAZ5ugCb296maS7n3cIF3YL1fSXEBtZzAanBA30l/ZM7IKF/Q6aWU1t61WlyPx+S6zdhvQ2UAQBSVObIo9dgWx7zl3gFviOAe+NzjWt50PsAsBmO0SKuJbFG0mcBAAAANix2ybG4+k3vyX+peBeJQiPLjD1RsDhBpPZF1wnx5iQQtG17cWG9ypMVZ/Z9Okw8mWLKOg4ts2masKu8bYaSaGpWUpqbWNN9X6ovi5NgzidmPxWxW6lnaHl9/f7tvy9W5eZY/SanjamKOpJ3AOC++aavy/CeeuybAADcHdda8+g3WA1HI1sgUQcAAADgTiw2EOup0sxYMsTYIPpag+xLEh+GpNavNJkoNv9xWv+1seSX43tqbuuLRJAZ8w1KJHf0E1umLiuVVDPFsV+jiSqddtaoKpNKeiqJHbv5l3scnOaLbJ/BNiTeV7p+Q5revyXqAMB9637TSzIBAAAAALZMog4AAADAhj3ysPVYskGuoSSd4kSdGcvMTURo27YoieGiOlJ2pIFlRKquTBWr2HJM3JibsNJNLLmYr0L1m34VmRqJZUMJK3NjR9tToULP0ok67UAyFAAATyr9Pnp0ehEAAABWzjUQNkCiDgAAAMBG9SurHP9dOpB9l5h3LYPjU9VoSkytJjJXzTaGMFxZZuqyplSmKd2HFkum6MZ8SoqZu5xudZ1+NaE5yUTJRKslbgzMqLyUq3h7zajQM6Utsb5cYr0BgPVQUaeudiW/3wAAAAAW5zoIK/T81g0AAAAAIF9zhYHrbaiTpFNzkP21EhVqJOkscVm4NObYepUk2nSrrNR0kVSTsYzufnNax0iSUk1tqFOZqRuvtjlrnKredK1EPsk6APCYUucaa3mYwBoNnS8/Sn/mnDs+e/YsPHv27Gxav2om093bPpWzPql5Yr8Ta/52XIucB6MMHXP9B3Y0kWlz2rA1tfZB1WpfcY1jbs19PdS2rO+/RPXqe/tsS8npz91uF63Q/UjnHznnprvd7mx/O/bZo+xrIdQ9p1/z59S11OyDNfdn6hipfS716J9rQ59FqX64uF/VOV+7t8+2WsfIeo80eMXjfPIBAAAA3KHuxczjZdrSC7axC5upASSz4ta68HqshHLFZIHU8ob6YKidNdsxNWFl6AbMEkk1U6ZlBC6c/Xyb1B6gOJTEUj0B6OmYTB2Xc47PYzJRaXumtG9onrHp+/0+v4EAwOqpqFPOIBUAAADgEbmWxBqpqAMAAACwYamBWKdqLk0TDofD+TxzEwZqJRgskUTTi1mcpDSzjZMSZBLzXPupakPJM2t+wlsInQSbgdevbeipyLd0i22am8g32saZiTwAwP3wbV+uXfk5/qY4/wQAAIB18VudDVBRBwAAAGDDrlUlJVrJpVJ1k6OpA/uXqFQzZqwySMyxjbEy9iXJFP11Py4jtz9S23aJ/q0dN1XBZuj9U95TkggSm7M0ZizerfSP2VRbDqX92E/8edp3JOkAwP1qfM8DD056HQDA+vitChvhgSWskEQdAAAAgA0buuSYPaC9N18qmWZOxYymac4vkFYcwJ9a5lypJJKSxKChKjY5aiW6TN03cpaX6q9YnGslXUyufrNAew6Hw+qSSy6SYDptHGtr9/Vjv6YSdo7T5yQqDX3GHPtybkwAgEdhAFkdehG4SwYuAgCsmt/08zi7ZQue37oBAAAAANTRvXzbHXQ/J9EilmDRhvzKL2f/774WiTmlWkY/meAswpWr7OQqSbapkagzd5+opWSdQ3hK+uhMP/67OGGjlxhSO/mjNKkktt6llWouEnUqJL4MxZwb9zRPd9uElxN1AID7tf4zeWAqA8wAIJ/zYlgvZ7mwXo5P1khFHQAAAIAN2w1UgDmqkXhwSozJTNipVVnmOM9uV/ey1lAVmFsm1SwRq2+321WNndrfutVQCoKf/bskCeRwOLzcpt5rpe1s9/uzv3Mq6lwkuFRY7378vrlJMN029JNqjvGKP3t6693fNltIzAMA8hhcATwEv2my+I4A7o3PNQCA+6SiDgAAAMBGxSrfTHnfaNwZyz8Omo8luPT/rpm0El1GZFqtZd06RiRo/ZgVpaq2lMQL4XIfX6L6TW1DESdXN+pWlplQeWpoebF55yb+dN/br3KVG3N0mZ3KSgDAfRr6TeEcIC3n90btBx+sVapvhtY/dR4rSRzy5Hx+Dx1vFw+FeHqow6MY6k+fU3lS3wlN05xdf1viuuM96vfQsd+G+u6e+nVoXWqez95Tn4Ww7vVJte1av0/W3DePol/x/jgtxxq2Z8kD9GrY9x50dq9qfx+sYd+5hrmfue3A74BrfU67XsWYx7gCBwAAAHCnhi7N5ibHXMwzUnFlbBmpZJ5S/Rvmx3+XLOdi3ow+HHt/TvtqJz10xSqfLLm8IUNJJBdtDOVVevqDeboVdaa2r/vafr+PxkzNl9oXusfuxfwVqumk2ji3Cs6xnbF1HNs2Q31yakuinankIABg25puMvAN23Ev2gcZyHMVzjsBAABg3VwHYYVU1AEAAAC4E/2BWLUGsZde1qxZTWfKsmqb249LJA/0EzdqDxSbk1xSYizm6FPGKrUplfwzZspT0FJP18vt06FEl6Jt1BsIOzdBp9uO7v9zYpw3azgZCgCANENSAAAAgEfgGghboKIOAAAAwB3pD36PVUoZU1qtox9jt9uF3W53HnckeaefhNBP9jn+3Y1QI6Eo0pBoe6ZIJYPMrVrSj1lbToWVsXbEYsYqrIztrxdxz998sYw57YxW6SnYzqflVaxOtFSSTtu2xU+pP1a+GV1ORuJNsoqSJB4AuGvdM0Pf7NyUp/ACAADApriWxBqpqAMAAABwJ2IXIPuD6YeSY46vXbxjxiClWPzjgPuz12ZWVukPwj9Vl5ncsnHRgf7HPlmoKlB28k93WrisiDM73sxknFp9kdqusff12zmlCsycZLD+cqZum7F9I5agNNUS+3kts5KqEubsR2PxrlW1CwC4jn61UAAAAAA48QA3NkBFHQAAAIANGxq+ljNwPTVPPxlhToLEWJJC0QD7btxINZ/pYeJtbPoJRhlx+/FSr01t30XVlswKPUNJKTWqkwwlwWTHy9zec5a7VNWiNcebG39KYldp1R8A4PFIzanA+RcAAADwiDz0hRVSUQcAAABgg6KVa8L5YPnsKh6RZfWX16/UMxjvOH8sESbzoulp3UYq78yOm1pOgW61m+M2KklW6VfU6b42x3G7xNpzaNvqVXpK9s3TeyPbu7RaTSze1DadKt5kVOIZi31WCav3+lLVY3Lbv1RCjqdMAcDj6p9dPHr1vNyHMOx28TOq3HP9Naq9b0R//44s5972z2fPnkWnp/an0/pHrhvcW9/kmPpAlO60e+q32uuy2+3OYw581m1Zqt+uta5b3QeHjreU1DWNpmnOr8c8HZv3uL+lZPVn5G8PcnnZVo+rWmo+VCyEp/PZ3vXmw+FQvZ/XvP8OVaePeZTv0CG565vaq1J9PXf6NV3r+n/qYV+p3xr3ZqjPhvaP7ivd79DUb/g17FM1pdYnuf696cfvgqFYY6/NlXOeyWN5rG9aAAAAgDtzldt7kYEjIVRIiqldZaR0/kRySVEFmBnTS5xV28mYL/f10mVt/Qb1lP2jRh8u0UtnMSskGNVsY3S/qJyUBwCsz7bPDNen3fi5Njwkv3MAgAU1zjVg1RyjZfQeayRRBwAAAGCDok+jCsskPhyXlftU12MyQ/+JR7Ury9SoaJJq4+FwyH5q2EW1mqdYtRINcts3+P6K7Yu5tycEhzDwxPLMp0Wmqla1M6pZLaW//WLbMncbH+dJVeFKHTu37hMAoC7f7Hnu6wz7dux/5eyLXIvBjNN1e0q/wco5RmG1HJ2wIr4v2QCJOgAAAAAbNjb4Ze5A+bZtozGnJMF0X5syaD63Cky3Pb2JyfLnuTFrJtTUUqs9a0iUqVJtZsZ6dN+bqvBTklwSwjKVZVK9lNt/NbZ9f9mxmCXtu4j3NC21jdawPwMAZXybA49mXVcbtkPFMODu+FwDgHK+T1mh57duAAAAAADzRQfFJ94zZUD9WZx+sko4T1hJDb5PxY1VvxmKM+YsaSiRWDM3CWjK+3OTdmLJP7lO7cyOcC61j9yj3GpQU+P2/1+y3O68Q8dVUcyCdvWrbMXaWbJPnWJGpsf+DQDcn/s/OwUAAAAgl7tEbIGKOgAAAAAbdBooP+E9c2P2HSLTx2L3K5ccDofzeSZU6Blr6+FwOBvAF4uUU1Go//dYok1qHY5tjE0vTtZZOLFmTkWkayx3iaSM3Oo5/Rj9v1OVeoqWE4lXo/014qXmbZom7Ha7sjZ25x1p4yMkmwHAvTPAogLnRAAAAMADckWENZKoAwAAALBhzchArBrJOjUGwLdtG034KYm3Fmuo7HGL/qix3nOqz6SqwMypmlSzn6auf+1koEVidRJgchJ2ook6u/JLz2efbxPatKbPBQCAW2tX8DvlXuhJAAAAWBn3hNiA57duAAAAAAB1HEKlpJpeFZhuRZw58Y/vv6im03u9+3fsPf3qPMf3XVSWKUjEGKrSUdqn17hMvGQySG4fxJJwcpNATv+esJwp8YbaUlKp5lhFpla8JUSTasK8fpyyTiUJP7UrBgEAj+meziWy1qVyovpa1fit0n9tzgMFSPfPI/Vb/3fgFKl97d76rfbnUKzK8CN81h0NrWtqP4zuU3e4r4WQV6k59Vr/emaqcvbU5Ty6R+mbsWusqXke4fsgR87nu++EtIvPtadpObHYrmt9tqTuvQzta/e0H+as54sXL84eeNi2bXjx4sXgcsbOTbYmtT6pPutPP3TO167VN/e037IMiToAAAAAGzblkvqcC+9t214k6sTeMyXO1PcMvXes7Vu8/FlyI2TrN2lrX7AuSfqZ8vrc5JWh6bW3W0ky0RL7kMGMAECp7tnDFs/z18AZWCXOZQEAAGDV/HJnC+Y/1gMAAACAVatRBeYsXqWYsUo93Zi3HNg/Z91qJm9k681/rDxUqw9rxOnHmJKYNRQrVgWmpD3R/nqaVrKv196Lm6Y5izm3+s3UZYTwyjE5J9HuWEWo36KtJ5UBALclUaecPgQAAAAehntSrJBEHQAAAICNatt2UlJAd/B9TgJC7cSfEv3B/7Wful0zsWCJSirH9Y8lRQxtp5KqRVPf029jKsYSfTz3fad+jCT/TI3Z7e+hdSvZL0/xOnHbgko6x//323l4Wpea+8KUz41Z+2UnmSg2r8QgANg+3+QAAACsTbOS+2NAj2OTDZCoAwAAAHAnSi9HnpIOItNjg+5nD4pPVFipqR/z1glGTdNUf4JTTjLC0DxjCQ45FYSuVUlorn4Fp6EEnrltTa17aQJJLDGrJFb3/yeRpKOpsY7/TlVQmhoj+nonRjfarY9rAGB5vu3zGEAGG+cYBgCAh+U3fRm9xxpJ1AEAAADYmLNkg+70UD6APVoFIzGYfuqyYlVBwlP1jpIkhilJMHOTDmJJFrvdrih5o0aSxZRllyaD9CYUxYvtG8XJKok21qykcmjbcDgcZrVr6O8QyitStW17cXOhxnF+ZkYf9pOdjtP6/VajElft9QYA1k1FncpUG6zHeegkudU/gStxjAJAMee8XIt9bZweYgue37oBAAAAANSRGjpUK4khRzcBpuaToGLr1CSmF8WsHG9ptZd5y30nJrc1c6vFzDEWs0pySTfG07+rJq10K9dUintMHCyKF5lXsg4ArMtS3801ot7TecPQujx79uyVP7rnphUT2rdqt4s/t3SoP9u2DYeVVWq9thrrO7bnPdK+WXNdt9hvtSr48rJafXa8Rpf6nNyqVP8Mfa6l5jk+uKf7vt1uN+sBL7zi3vqt5r4Wu35W4wE490Af5Mnpt3s7RnPk9Nuj7KOp9Rzab2IP9jocDva1kHe8PXq/7ff7SdMPYVpf1ezPofPzR/mMYJhEHQAAAIANqzmk4VSdJPFaCPMuKp4l6UTi5gwu6CZcXMSsMFhh7IbplJuk3b6qlvTQj1VpXVMVaWokPdUejLSFATxTtnnNC/O5Nw9jN/8Ph0Nx5Z/qbesmEDXNqY1ubgDAfVr/2d4GOE+CbdnA79w18nRx4N44gwMAuE/39WgEAAAAAOprmtUMjO8n/6ReL4k997XU+1PzVE84qZDEUqtF3f3kWsNmcvfNU9JXpbip909N8Jq7rJIn/LVtW3UQZ6wtpeu8ls8cAOB6uudlzgQAAAAASJG+zxZI1AEAAADYmJoJJdeIX7tiSzdZp/v02aZti9qXamd/uTltjcWrpVkioaFXFahG0kT1VnbaVZqsc/o7nCeYDMWdsz+cJTDNnC/WxsPhMDlGvw3RpJqnZLwp/dht/1ClqZJ9JzZvm5gOAAAAAAAAsDYSdQAAAADuRGro+tRkhlOySmp6adWWftJKhZix+EVxR+arkqzTTTSaEaN6JZ5ee2rHGtrf+gkXY/vo6f2R6TnOlt9NBjkcZieDnCWTtG1oe0k0NZKJzmLWSJrqJ9U8rfdcZ9u7t96HTsyc6kSxqj+HzHYCANugok45T5Ndhn4FAACAlXG/iA2QqAMAAACwYVMGDM1JDIkmhFRKEmkXSjTpWiqZpbbidg7Mn5NgUlNq3aZUpxnql4vkmbZdJHEjt/9SyT2HChVgunN3q9/UXPfa+02VNvaToHp/AwCQ5mwJAAAAeBgbuUfMY5GoAwAAALAx3QHqZ0+dLrwAmRpUv9vtiiu6pJJ/5laVGbPU4P2cyiCn9atcsWYsmWVOrKE4xcklA4ksc7d9LOmjxpY+HA5ncQ695UxtY3f/OEQq6vT/u7VabRg6LpZIrDl0Kh4BAPdHRR1Ww+AeAAAAWDW/3NmC57duAAAAAAD5Yhch+0kQsUHtQwkIYxc2q1StyRhoH00GKG9J0fInzlgnzoJiSTW1YnWnlySrDCWDVOvTzFhnx9tFyGX6siRm27YX1WpyY6e2QZVErxUeKwDAuaUqWtY4C9hKtc2unDbv9/tX/nD+dGaNv722oOaxs8RvmjXK6bPYPMfrOY/Sb9xe/2EjW1D7+z11XPWrOMcezjI11r0ZXM/+aw/2wJVaD1i6R0Prn/O9138A0/EYvbd+rrk+F59r4ZXvgS3+dqot1ddnv7dCCO3hcJp2T+dsOW0e+l7s99vhqd+22DdDcj+/Yl68eBEO3WP0cAgvXrwYjbdFc/tt6vQX+/2pz651nntv24b6VNQBAAAA2JhUUsCcS4GxgfVNospN23tPLUtUxljjDaVrXqSdczO4Ww0l9lruRezUTdGSRI5UvJKbr1PWu2YVmFwXCSsTE57mJjZNaWd/nznub9H95WlwWc5xHm37wGA1AOA+rO9MfuNW+NsIAAC4ncb1VVg1x+hM+osNkKgDAAAAsGElF3dyklqOA+Xnztu27ejAuxqD8GtXL+mub846DyVL5LbxohpKOE/ASLUzNr2beBGbvjY1WzW0HYrWf+G+mxp9zv46dX2PMbsJOrViJ2YejNf/91r3WwBgPt/qwCOSXgcAXI3E/ix+q3I1jtH59BkrJFEHAAAAYKOGKt/039d/71DSRiRATvM2Z+pA/9kJO5Hl5Dol5CwQc+r0sVipNsWqq8xOFrtiIsacdZ+z70xd5yWrQ6X2oTnbfKx9SyTNSMQBgPvmybHlHuOX2w3YN4E74JMMAIB74hoIWyBRBwAAAGDDplyEHKoUcxbrOPA+kmBRI2lgLLmku4yhAfmpKjCT2zGxP47TxxJLxuatVSnobL0rVBLpVkVJJdUsbW5SyNA+lNPemvtQCCEcDodq/Za7/2T1Q3gliahWglC3wlMq5uj6RSpHAQCPoX2QhwUsyZkTN+XcnSuR5JnHtyysm882AJjPtydr9PzWDQAAAACgjqGKOvMC3b5qSU61jhqVQHIqyyxZ+WSq2hV1lkjUWVPiT6luktOYa1eWucX+2DTN6OdGrF2zjsWR9ZqzTQCAdbr9WTW8zBklV7OC6wkArIDvAwCYz/0gNkCiDgAAAMCGxW7hTUmySFWGiSaqhDqVQnIrngxV46i1jKH5uxVBalQ4ads2uz+j83Yq7cyNmVtB5bicOdumRDRepNpR0zSTlx3rr6nbJbVf7na7yxsDT23KqZBTUuFm6NiZc/zHYnWr5Qwtv/ve4n0iUoFrDUlyAPDoap73db/Zx6pxTrHFBN6a50zH3w5XXf7KDJ3fDs1zb/0w11AF0Tnvv8d+zPkNPNSf/T6NTbtn97iPLG2oz+Yco4/2WZfTb+R/j/b/HtvX7mlfrPV9MHb9+J76LIT55x6x16Zcc99ivw1d/0z1z9D0/n2F43v3+310ni322ZChfSpnXbf4HZLz8Lwa3wfHabW3wVqljqkQhs/Zuj3Qhlf6ZO5vsXsz+fOuc9/oWsdnzrHDY5GoAwAAAHAnxi733WpQe/SGbGdaUXWQ7kC0kVhjxirL1BocWNrGselz4ucmUUxN0KhpTTf15xxLS7ZrqB0lCT5jsW7xWdJKygEAmMX5EwAAAHCvXPVgCyTqAAAAAGzYIhchJyREZCWDFMYZjVlQtaQbN7ackicvLZGm0X+q1sXrE6vCpNav9Mmqiz2tNbJ9xpY7fxH1E6lCeKUCTK0kl5I4bduefXbkRJpTvQgAYIqhijoAAAAAkOSBJazQ7tYNAAAAACDPRZLChPePJbLEXjtkJlgsOYj/lFzSqyST285jvFqJHmf9XDmZ5CJmZJtOSeLoJo4sUSHlGvvMEu0+xpwT++y9S7SpRozOtt7tyi8Lt217tt4XVXcKl9E0zUUyUX9flSgEAHDOkJSFOO8EAACAdfFbnQ2QqAMAAACwZSu/CHkcSN+2bThUTFgZqtJTsoxUJZiu0uSQKpVlIjFLpNappDpRLFbJ/NewROLSkslEhUGyZ52bFJbrLHIvKUiSDgAAi/EUXgAA4Mi1aNiE1m95VkiiDgAAAMCG5V5yHBpcH3slp9rMMeFhamWZKfG7iSOxikI5lWWG2nA4HEbf09ev+HGNpJz+es5Z5hJtLJHT9qF5jq/1E3BiCTklVZlSShJ/hubNaedQItKcJKXo+zLWMbUOQ20cew8AcB/Wc3YKAAAAsLxmRffqtsAdIrbg+a0bAAAAAEAdY5dvcwe19yvh5Gjb9uJJRkNJN2uSmxBRM949mLr/DSWRTJl3agWkGoke0bYWRRyO/fRCpSWcL6t4+yRiDiYFztk2I7Ee9bgCgHtigEUFzokAAIAJVJ7IpN8AmEGiDgAAAMCG9W8JTK1KM1Slo19F5lhNZ261kf77UxV05sQcGvgfe9LUlNhzqwsVqTBwrt/eJuQlKSxZSadpmrDb1S/m3V/33W53lhAytj79aksliTrHebvL3+12VfeZWLJL03kthLqJZEOfC0Pz7Ha7sOvvlxn9213fpmnOy8Ef+7ez3pJzAOD2lqpwd+h91y9xbnkvUudEOQPv7q1iYapv9vt9cp5XvepV0emxaqv3KrWuqf48vr/tvTenMu/ajfXBnHlijkfgvfXbXEPr39+v2si0GstZqykVhadMbxPTtyCnD3LiHQ6H84ciFXyubbWvc777+t+xh8Mh7Pf7zfZBypzjbco8sevmsev0JW1bs+z+7H0f5PbZmuVsz8FzucQ9GtL9dnG/7A73sxDGz79ihn5XpfrtHvturqm/t7rna6l57u03/Oz9o9dnx/OOEK7XNz5HGeOKJgAAAMDGJG9cDby/n2gzdOEwdumy+oXGBS5cxgYZTLkQ2+2TGq0aSyCocXF4bNDd1OozNarKpOJOnT4nZne95yas9JN0Yo6JIHMT0rox+7Fr7+ltP3EnIxlmrrF5ltiPIgtZNj4AcHO+7Vkr+yasl+MzT+xhN8CKOEYBYDbfnqyRRB0AAACADesOSFjsAmRB5Y4lXSTWFLQvp7rPFEslMPQjXiVRYgFzEkCapomud9fc7ZdKKMqJdZw3VfVnLVL7Sm6FmlTC1xIVb8YS4NbUzwBAmXX98tgOZ0OwMX7DZPEdAdwbn2sAAPdJog4AAAAAZy7Kqz+VpJ9r6YHzqWSD2jFLLJGsUFvbthfrfZYcU7FPYvvWHCWJOf2EkqH1yl3vsQSY7GSY2XPMN3V9Y5WJYuu1VLUmAOB++aZnLdb9Cw4AAABwHYktkKgDAAAAsDHdwepTLkLGBsynBry3bVtUmWaOJZNY5saumVRwL5U97mEdxjzCOvbFjou5+2zs+Lr4O695Z22q8R4AYDvOqoX6ns+z8ocEAAAAACzCtSRWSKIOAAAAwJ2YMyQrlcQSG7DfhhB2u/zLSKmkmeoJLQslyJS0MzXf3HjdajA117FpmrDb7QarE8W2XVZVmIG2ZyVsPbW9G3usb47LGXvvmhJArtGWpRLbSpPxms68bduG/X5/Fm/t1aoAAAAAAABYgHtEbMDzWzcAAAAAgHyLDOFf4MJm0zRVn2Q0tdrGGgbyrynpIyXWxqH+q53ksnQfdeMvvU9cJLoNLK9t26vvH9dcXmlfn819xW0IAExX83u5f5YyNTH4Eez3++RrqT44tG04HA7x1xLT703Oue9+vw+7Xv/0E8b7trgf5rT5WvPcm9Txtt/vL47t47RH6bfk59fAZ9TFg2QmPCAi59rGWrfBUN+M9Wfbe+/hcEjOs9b1X8JQv509LCQybWqsLVwbnGPovORVz55Fpz/KucfQ/pHqt8PhcNE/7cB53Nhy7ml/G1rPw+Fwfu1w5HPtHqXWNbWvvXjx4my/ats2vHjxIoTgGA1h+Bg9i9E5Zre4v9X8jMh9oFvNeLeWcy41dOz2H1Q29J07tpwtKn3YX/ddj/K5xvqpqAMAAACwUf3kl+MFyCkXLOdcjG8yq+kcq2mclnXFm4THZdboi9KqIKmYc9/frQZz1peFVXaqVzaaGHPWPhiLV7BdhrbpEts7hHQy1Ji2bS9uOred/2opjdlfl9Ib423bhtC9cRyW2zYAwPr4xs9zP8My10W/AgDA4/J7AFbK/SI2QKIOAAAAwMZ0B6rHbhCUPnk6NX9JpZT+vDVubDRNcxaniS1nZl/E5r9FEkuNebrmbu/j8kqWO7YfLZFkMlWNbdpPnjrFXOJptBX6auxJdf32zWlv27ahjTz5sySxJjbfEglKAMB6GPxUV3tHT1MHAACAu+feRxnXQVghiToAAAAAd6LGQKymacIus/JHap7T/wfel504seLKMqd4C1wYjiUoDbV/bnWbJRKUprSj1FCVnFhb+u2pkQDSj3GokVjSmf9YWSZH0zTxpJxwngQzN0mn+/+jkoo6pzZE1vuiuhQAcJcMTeGW7H8AAECUa9KwGo5GtkCiDgAAAMBGtW0bmt5A+EUGri9046GbKJEzoP9iXTMTIrpxUvOXJgDVcuqvyGvXrjSSs6yh6kWT5o/Em1tJp5usMpTYM3f9UjFLqsCMtTE3Vj8JZgndZdVYh2OiTunnBgCwXgZYlNOHAAAAwCNyx4g1en7rBgAAAAAwTyrBIXUBsnQwe41Ek6UqtNSy5rb1LdHWKolSIzHXmFQRa1NpAlKNeIPLCtOSYIba07bt+efFApWEustKGd2XE0lPU5cPAGyXb3bgEW3nygQAAMCNuS/EBqioAwAAALBRTdMsM4gjMjj+mGhTM0mkP+h+Dcky/TbE1nlOO2uv0xLbIWbJ6jxnVV1K4oQQDofDrOWOrVdp9ZvD4RBtU0l/Xsz7tJySCj39Nh4Oh7Df7yfH7PZTqs/2ib6YG/80LYRTGyXlAMB9uv2vAaBE2/md2q/+C6zACq67ARP5HgWA+ZzvskIq6gAAAADcicVu31WqqNNvXzfhpGmavKou5wFPsXLb2J+3pOLKtRKPuhVWqsVcWTLEqT29hJXu69kxI9NrKkn+GYo59PfSYsfJNdqwhmQ+AKBc8ryhl6Q75fzC+UEveb13jjw3cXpNvwFq2O/30elD6xlLvm9HEuXvbT+cW8Xy1F+R/U9FzOH+7L8y5eESj+5wOIRDrx9SD814NKk+iB6jT332KPtU6vsghJHPtkoPTrk3tb/37qlPcz7DY59rQw8EKmnDWqXaPHTsXpyvTThGt9g3Q0bPzRZcxlblnNP370tMuRb+SP02eZ4F7pOsQWq/GfqurNKfd2ruetb+JZ51n7rytub+qKgDAAAAsGG5FyHn3lCd+v7YRcepF6rbmTc7YnG702pfUB2SWlZOvKF1z+mXSTeNEgkrRZVgIjdLp1SzSb0Wu9FaemOnv+6HhZJqcqsInbZBd1oY76spcbtPuM5Z5/6xFhtQMMXgesxYx3sbHAkAj8i3eV2GgxRwbgkAAACb4joIa6SiDgAAAMBGXSQtPP2/X6mmb2xA+9CrOckzU/TjjraxIHGo5vuPBp+2VinW1Lhz+zKm9Jl70ScDj8wzt53dhJVaFXVqJP7051/iqb61n+Y9lvwzsVGRSXkJd9HwI/E8mQwAtq97VuCbHQAAAIAk94XYAIk6AAAAABs2NMR9KFln3kLK5j8Nru/GqVC15GK9KldCKVVakWYobo33DL6/pJLOcb7MCitZy8qct3aizlOQi5ilutVv/v/2/jxKkrO+E72fzKzsru7qRQtaAIMECIbVIMww7MYGI8AwYIPNYMaADPia8Qwec70M9/UcxDDzDp6DMR5j+2JjrnhnDmaRQYYZwEYGcTGWjUFik8QiJCFACAktqKurqmvJeP/ozuzIyIjM2HKtz0dHpzoiI554YsmnsjLjm7+0Dx4ajUbxc541P+f1NVAlaELne5ae4wDA+PiNX446MAAAAMCupDouM6g57Q4AAAAAUExmRYmK7Q4L9EziBvkigaLUSkHhZGCh29fCVVpqDKyktVnHW8RRFPWHImKBoDL7nVUFpmoIpsj8vG1G/TN61WrKhNHS1ulWbSnbv/jPutpM7nd0ot+pYZkpGdv24+2eqBTWbDarhw8BAHYDr5kAAACABeVdD+aBoA4AAADAHBv2JmTZm+en9cZmmSowUY03nw1U/amrzTG0l9zvusMl3XmzUgUndZ0a+pYWzBq6TQoTqgEAyvBKjFniFS0AAIug4T1vYIEZ4ZhFS9PuAAAAAADFFK2WUmTZtHBGlYogebZXRq/iSzxYEar3M2vfawuXhOrVak403redZB+LtN/pdHqVaerQ7Usn0YednZ3KFXWSbZatKJN1rccfK9vHSYSekmNAt5JUXe3lWb67TvffyTZqr/AV24YQFQDMvjK/r8uEIRbtdUGZ/el7LZ/yd0Jd21kkw/Y/9W/iEcdrtxzPnZ2d1PmtViuE0P83QBSrgLobDLsGso5bo9EYeKzT6YSdnZ2FOnaVx7WEVquV+jcx2cdt2O+CRbrWyhp23PrGtVD+/Z1F+z0x7LrZSanaXfU9wXkybD+zjlvae7OdEc/PRTueZcaigc8Guu9J76Jxreh1kPxcImo0esdr0a6pMvL+7RT/HGoej1upv9VLvNbqdDoDz9FaPhtbALmPZ8XXuPN4rLOOTeb8Em2V2T5UIagDAAAAMGeKvLnaiH3YkvX4JAyrflPbm8UlbqjqLpMZ3Kg5+JO3T6PaTLYwjso943wTP2/bQ89NwbbyrDeufS77POuFYBLzy1znebYV/1l2/azpUn0p3QIAMO/m73aS2eMYlufYAQAAwJwRtGEGNafdAQAAAADq0b2ZqHvTfukb7tPmZVTNyNWvMVUZSQusVDGucMrYv7WqjuOYEvyo+3iMO/xTRtZ1WeZaH7XOLH0TV1r4pzs/j+S5TFuv7HjRt37ptQGAeeR3PwAAAAB5eB+JeSCoAwAAADDHst6ErBKKSK7XiZWkL9Nmd73OOEIfsTajMNj3IsGD+M+B7VTpY8b8SudnxgIvSXX1ceD8jaGSTNo2q5yfSQVyktsZ1d942C4rWFNnf8oGdfL0cZZCTwDAeMz2q93Z5VUSzLkZ/1sfAABgVvlrilkkqAMAAACwINLegCwTNkje3JUVYqmi6g1k46jOMg8VdcZVkWaW9zsrtDGzb7iXDIvl1QjpgZWq1Wsq9WlI9Zva9l9IBwAWnt/yNfO6iSly9TEpDeGm3KL47wXHDWaasQ0AYDEI6gAAAADMsfjNL2kVZYrIqvTSrahTtd0y1VCyloliVX5iMwf6n2cb8Rv/syrqVKl+M45KQvEWq1YSqlIpKUvZaipFthUPrBQ1rGpLFc1mc7DSTa1bSNxYc8K0wivjOI7dc50V/hlXoA4AmL7k3zYwM7z+ZExcWeU4bsDCEbAGgOL8rc4cENQBAAAAmGOTvJmt6s3xaSGYUVIrqWSFd3K2mSUtADCuyj3TXL+ubUwlHFJ3dZpEe1WDP1XaGNZunXs9qfM26etjHMErAIC54yYVAAAAYDfyGREzaGnaHQAAAACgXlXDKmmVb7ptVqosk6jKU7WKS7KyTKhQGWZY5Z6qkm8Ljyv8U6bNYRVRRrUXRdHEghHdSjVjD6zEjkdd+5anraxjmbVulUBR7+cEzl2ZfnbXiaKoP4jYaKikAwALTkWdbGVeBw2rjLrbX1cNqxjb6XRCYwJf4DDLsvY167h15/dVfj1x/e3s7NTdvZlU5vpoNpuh2WyOnLfIRl1TaXZ2dvrfGzoxr0wl6EV7Xhcd8yf5vs4sG3odJip5D1T3XgDD9qfo74MQQgitVtUuzbUyY9HOzs7A78vu79CsczDsubtIz+thx3Pgs4GweON63dLeE16k66Uqx6Jeyefoov5NVeUzkKTu52CxBXt/G9S5nXmUtS+zsIeLeF1Tr93zFz4AAADAAkp7EzLvm69Zyw1UlQnl3kSPh3vS1u3OL9Ju/Cb+Oo3jDeve/tfcbt19rRr6qKu9XNsrEGYZZRpvnpc+ZjmCPlV01y8ydoysRlTHdRDbr0baNgCAheU2BwAAgHolA+nk411pJsZztBJHj1mkog4AAADAPEt8i+h4NlH+m66S33Iae2CgOk6Vtqu0M0zVYMC4+pPsVbKfRbebFrqosu/DQjVp26u0nQrr1Bn8GHXMFiVkknc/6v6GvGjMYSUAYPoW49XSdPmWTgAAgPHxLjTMDu8jMQ+8VwcAAAAwx+quhjJMlRvvqwY/0vpSl3FW6Wk2m/VUFkm0OywEU7rNmtQd0OhqNBr9b7pX3N+0fa6jaktaaKpM9ajuuif+UalP8X71rsuUx/L0L75M/DjWGfbqrtu3dsljCADMJ7/xq3MMAQAAgF1jQb4wj8UiqAMAAACwILo3Yo26kb3ozfNu8KrXOCqrjKtaS9WKNVXbqmPdrHYWpcLNLBh2LOsK1kSNhpAOACw4r84AAAAAyMVnRswBQR0AAACAORa/mS0K1W+Kj6Io9Y3NXoWLCuGGuqvgDFTcqKnNujVLVL/JOlZpfWwMeSzeTpE28/RxmGazOf4bLWPVVfJcW/H96S4/iSpPZa6r7jrNZjPXdZ6n/fixSva1lmpZNbbZbTfZ5rieowDA7In8zmeK3OoDAAAA88Xf8syipWl3AAAAAIDJGhZSSAsFNCpUssh7U32RbQxrs+xN/MMCAHWHA/K0tYgVZGrffoXz0l1vIuf1xPyiz6G+oEu87ZTtFGm77vPQ7efYPwAZcRwbJY8zADAepSozxicqhn53k06nkzp/2Bc5FJ0/y4b1ucx+pgbOR1yP83jchilchbe7//EvigiLd1zKyjoOnU5n4Pkbpcyjunm8Fuvsc1pbvb/lF+j3QVnDjkH8ke64tmi/D+qukpz15TDzeGzqVsfxzNPWtI913V/WlXc7u/G1R5nXbGnjWgi779gVMfDFaQv6ZVKl/oYf8VldIzm9oMeuLp1OZ+Bvqu7fBov2HM26DprN9Nojmcsn5rdardBqtYauA5MmqAMAAAAwZ/rCFykVJ+psP4Ty30CUDEMMC8KUbbvOt6ZTq9VUOJ699mrc7167/TNKtdNrq+b9HodRH0IUqSgzbJ0ylW+S02ktlAnpzJO0Sly134RRsIISADDf/LaH+RMNea8CxsW1ll/8SM3Wuz7AAGMbABTmtyezKD1+BgAAAMB8iN0IU/UNyHGFNrLa7X4zUpVqPX3fyBXq6WufKKo3tBL/NqyC+531bWONkn0ctU7Zbzfrne/EN19V+ba03nqJG7/q/ga2MtfiOL4Fbmh7Y/wW0rq/sbdKWCcZ/oni84OwDgAsIjcNV+T1EcyfGfuSjHlhtAMWjXENAErwPghzQFAHAAAAYI6VvaWjauWQUtsb0kbp0ErdN7XMaGWZgSpHM9KvSZjGORhH8KbMc663Ts0BmiqP597OGNoQ0gGAxRZ/teS3fQ120d8MY+f1JwAAAMw274MwgwR1AAAAAOZM1k3q3bl5AgGFbnSvq2JIWjWYjGo7XcP6ORDUGdHW6O6l929UP6ah7reak/tX9RpKVkPJs84ow66Rus9P3vaS207rS9WqMlEUZQZWyhqoVhNFodPplO7fsMeKVNbpPn97yycq6nQ6nZl7LgIAAAAAADBZYjnMg6VpdwAAAACA8ho5b34PofzN/d31x1FlpOwyk66yUmf4Z56MDEoVWGccIZ1xqq2yTN0hohraHggTVWir217a+lXbLNKeAA8AzL9GIqRLMfP9l8eMmfO/4wAAIE2ez5NI4bjBXPBMZRYJ6gAAAADMmcyARA2VbxqNRmoJ5irt9qrmxOeVbm3Idk5sa1Zu2O8FnEY8XrbdOiXbrKVKzQSCXXWHS7qVZYq2O6xyTJGKMpl9rCkE09fP+PwT+1ylklCyIs/Ozk7145iyjVl5fgMA4+U3fnWdmitPLtLrsFEB8LTHy1SgnFdF97XMlzUs0vU0yqgqpGnzFun4lHkPY+RzNG3eAh2zYcq+F5A2z3Eb/lin0+l/P+bE+xLDxsh5/8KepLqev7vlOgshhGYz7Z310esk1+vOyzp2s3ytTapvye00UubRr9Fo9L9nX8PnSbOqzBfA5T0W8Wfloh6/OjSbzb7rrdFolBoj59Wwfc26bprNZv/nqLFjtpuOXZrMv6kSr8sasXFtN73+YLYJ6gAAAADMsTwfA5S5Wb5/I9U+bMj64L/uDzG6VUHqbLeOiiBZLVSphtIXsqjQ1rBthFDxHNVckSarCszMvdk+jhutEjeGjGuf87bbSPkQN/mBSN37HZ0I4c3kOQcAauEWJwAAAABKEZ5jBu3umB0AAADALpR2k31XFEVDK8As6jeEjWu/5iVQMI5+pn0zcJW26gpoxNsZ1cc6vql22DeZj2o/tfpNyX4l28zqS13XwrAqQ0XaiE0I6QDALuI3fgleJwEAAAC7xGJ+Ys2iEdQBAAAAmDPxG9Xjb0KOo7JKt93udmflJvnUvtQVCCjwWM7Ga2uvt981nodRwY3SbWbML9N2WmAlRFHoJKq4FNHpdAbWj060WeZa766b1mb8333P37wBsWT4Z0Qf8wSAktOVKjylnIs6xotJjG8AAAtrQb9kYSq8DgUAAICZ5i93ZpGgDgAAAMCCmPU3IMfSvwkEVrqPLaq0/a6lgs04AkrxeaF6P7ParKKuEEyVfowKANVZ7SjvNia9PgAw37wSYJpcfwAAADDjfI7EHBDUAQAAAJgz8Zvw47fjN0KBCh3D1FhtI75+so081VCKVrrJ09cibY5jv+toNzGjVGClajBpklVbeu3F149Vv6nUZny65va687r/NxqNzOdosvJOfN3kcnmq/pSpCFS2rdQKSif2s1JIKX5MCrcCAMwb9V+qcfxg/nkeAwAAlKSyMDNIUAcAAABgQeS9kb1oYKJTQ3WVYVVbhhkVaijTo2Ft1h2qydpO1XWTLdR9bobN7yoaCouHT4qqcr6HtTmsSk+Z9orMTxp6XRZcZ9RjRdXZVh1U2wGAxee3fXWOIZPWd815zQ4zbbb+ygcG+D0KALAQlqbdAQAAAADKS/tgfVyhjaqSN+0MqxqSq70hIYuy1UTyVtTpVkfpPj40yFAg5BBvr7uN5ON1VqrprpusbtTpdEKnZNu9c5CYP6z6Tdq+prYb62eVKzLzOqkYSOu2nbatOmVV5okfxzzHdJy65zvPec3bz3EcSwBgdvRVCx1SiTBut7w2yFP9MEq8ps97DBdZ1nHLU90V6tJsZn9/btYzu8w1Oo/jYdn3gtK+vGTRxrtJfPlG/H0tBjWbzf739BqN0Gw2hz+nHc/U681rkuEajUZoJK6rUcds0a61rOfVqC8pSj66iNfZbv2ipnEps5/Ja82YdtKw34kDx2iXHbcyz91GozHweeKoYzavx7Rov7OutVZifqfT6f0tNa/HhsUjqAMAAACwILrBiqqywj9Vwi/JkEUVfSGLeJ9OzCv7QUmRqjLd9vNsJy0EM6rdYW3XHdYJYfCmvqpXURRFIRQ432VvwqzlQ+lYG8n26rppZVIfCOS5fnrG/IF+/HlY9EOp1OewD1UAYOHFf9sv1q2HAAAAAIyVz5GYQdmRRgAAAABm3iTecuxUrNAT/5l8rGolmPjadYRLhlXpqavNqgYCSjW0N4kqMHWou0cD+xgLlhQN1wz9FrQK0r4dsg59N8IW7GPa9ZH1RnOV/W/M4DUIAEyGVwHVOYb1casPAACLwPutMNs8RwtyvJgDgjoAAAAAc2bcFT7SQhtVtp21TqUKMGlBklilnSJtD10+RzvD9m9Y20UCDFFi35IBparHsk5lz0EefUcsigaqFU1b2jmtPVxUwzeC1VHhpxtmygo1deeVDX01Go3+bz+rEKICAOaD3/DVOH418noTAABIIRbApNTxWdBu4/nJLBLUAQAAAJhjZd6mHXWTe/LRMsGLpGS4pDuvsnFUq0lMj+pn0dBA7ZVqaqh+M4nqOcO2McngRXxbRQJrudsvtVZxlc95Tf3Io+z59e1xALB7eRVQAzf1AAAAAAvKux7MA0EdAAAAgAVR181sA2GVlHl5dCtfDAv61Fn9pmplmW77w6aLtpW2fqfTqRx8ytpW6colNRpXxZO0CivNZrm3N4dVggnh5HkvejzTlh+1rSr9K6vq+nmq5STnFt3/gfbcaAoAC89vewAAAABK8TkSM2hp2h0AAAAAoB55gyrdZVJvhh8SphlHaCWrH2VUrb6RGrKo1OKg2tpL9LXqMcyzftHzP+4qOZOottINmtVhElWLpmFa1ZAAgNk2qep/Xh+clFUZtbb2xxQir2rYNeD6YFI6nU7mY5N6jszqc3SYrD6Pel4nH63zb/fdxjg5/DqMP9IYsuyotuZVmf1JrhP/IqdFUnb8KirrS4rm8Vobx5dFxW/ILvNlSYsq67ppNpv9xyfHF2Et2vEcNhYt2r5mqXMsmtT2Z9mk9mfRfo/WJuWz0vgXzU3CsGvAeSMEFXUAAAAA5lr87b+ib/dlVY9Je0uxzJuJQwM+Q8JChdqPT4fylX/ibWQ9NkvSqoss6geR09ivsttsNBqpz8O634yvckx6H1rX1I9R/SlTSag3Xa17AMCc8bu/XioS1sjNNQAAADDT/OXOLBLUAQAAAFgQVd+AzPqWoXG9sVk2VDMv38I4joBJ3SGLIgGLPN8aWvZbI6dxPkftT5E+DQuXDKtgVVbZb0efdPWbvhBcmXMcX2dBg2gAQLrZf7UPAAAAwLT4xIh5IKgDAAAAMMfG8SZkVqWdcW9n0utPSy1hgzEHFuKVUsqsW7S6yrQCGHVut8oxy9PuONtpVNjOqMBXWUI5ALD7+O1f0Zz+fTSLHEmmxvMYAACgHJ8rMYMEdQAAAADmzLDqHXVo1hgMGHUDf5XKIPMQssjaVtHtxI/lQKWbMJ5wSNljklVBpmolpDpDPpnnoMJ+99YpuY9px6bXl9hjdZzvOq6XgWskJeBX9nxnXetRFI0lFAQAzIb4b3i3qsN884qdSXGt5ReN+f1EAACYKF90wBwQ1AEAAACYM1Hipv2y8t7sXtvbnDN+c32ZSjB5262rrXEYV+ip6GM5G6+2fgFVQiaJGbn2e+i1F3ssapQPEnXXS7ZZxbB+Vz7fGedgXqtpAQAA9Jmx9wfmhb8IgUVjXAOA6vw+ZRYJ6gAAAAAsiKpvQPYqoSTm5w70FLx5vmr4pe7KMuOo2JIVVqgSYmg0Gv3nqGRbo/rYrYhSd8WjURWWhva1wDp5+p12DRVtI9lencGsYfudNI5qRUXWbzZHv9Wct4+pYaIT/xbSAYDFpaJONW73BwAAhvLeain+1mJiPEcL8dxkHixNuwMAAAAAzIbMm/Vz3sQ/spJKzd8UO6zNKsGVOs1a9Zwsw8JEk9yHSVX2GbZOfL1Go1EoXDJN095+UpWPk3oBMRV1AGBuVX1tEjXqCz/Pkzq/PKDuV0yz+hpsWL/q6vOoo79o12ed+zPsyxgWSZ4vLmC8xlrdd4YM25es6zB1nRHv98zrMav7S3gSM+b2uNSt1WplPpb2BTaTfn9xmur6wqPuF1JV+YKieTLt94QXjWOQreyXiCVmjDzG83gOavldmcOijV9lZB23tGPTnbfbj1un08k1PwqxL6Wc0PNwt58bRvNuAQAAAMCcyXwTd4xt162u6jfJyjLxx+pQtfLN2PqzywJF3f4lr/HKlYlqviklK/BURpG+Tfv85d1+nuUyxzcVdQBg4c32K1J2lRn/+wgAAAB2O3+5Mw8EdQAAAADmWNk3IYeGAFKWLfvth/H1mkOqtpRqr9kcuIGq+02DRaqgxPuw2yrqFDn+RY9pHZLVbdKCWWXbHLY/RYInefa37DHJ+81qZa/3ces+F4uEa6IoOvl8jK9XsB0AYL75rV+C10oAAADALuVdEWaRoA4AAADAnMm6WT0a1833FduddDBg1sxin5JmOVA07r7FW69yrvKGaupqd9bVfd1HY2gTAJgt8/mqZ4bN6etIAAAAgJF8ZsQcENQBAAAAmGNlb70qUk2kV71mxHpVt1PUQNs1VNxI2/eqyrQxbD+iKOp787lRcht5t9fbzizc6BfvQ4Xz3b2m0/apaAWYPOpuc9S5yNped17ysU7O/mWGBKModDqdXH0YpVsV60QjqW0K7AAAAAAAANAzC59jQoKgDgAAAMCCqCNE02g0av0m626goNFohEazvrei6rxhP97GOAIAZSodFanOMs5KIzMRzplhaddO8ohVOTe9azwjsJJlWBWrsVUNSuljle1FURTia4rmAMDi88qzGscPAAAA2C28D8I8WJp2BwAAAAAoJn6z/DhCNSkP9B6fdHAjiqLMqic7OzshilXxiFdJydvPsmGCrH6ltl9TiCZzewWqodR1/vK0lfeYlu7XifM8ajvDrqE6wiCjQjOjglTD9j+t7W71mlory5QIviXDcmlVepJVdpLrDzvvyedOFELmfnfbUmkHABZH8re63/MlTOHvt2kYto9ZjzWLfomE648RyjzX0t676M7LukZ3w3M6hNHP63FUQ14EZa/DNLvp9+7Q59uQquOQZtj1Uej9vzD8vbPdMu6Veb6N+nKjRVLnGL5ox4Z6udbqtbOzkzp/z549A/PiX4aYZtFes2XtT9758c+lhn0+BZPkrwcAAACABREt4I1Ywz6M7IZyusq8HV32Te68x7nO81H1DfeRoYjE9LDgRp37VSjwk/h3nmNSZL+784qEVuI3CUXRYDglHmRJazfP/td9o2paCKZoUKfvuZe23ogQXK6bE1LOd1YlsEX7QAoAdiMfXAO73WK9ozMZDX8LluK4wWzzHAUAWAwq6gAAAADMsbI3cQz9dtKUZcsGM5IhhTqlfbPlLH6DV5373TsXNVbGyVORpq5tVVknLbBSuzF8CD6Oa7+KtEpC8dBT2bBOUqfifmd9kygAsDv4rV+cG/yZtmjBvjhkEox15ThuwMLxOxQAivOZEXPAFxMBAAAALIgib0dmVRLJarfsDfKZVTdqqA6TFhKoGrrJqixTV3vxNsu2m6yGkrWdwm1mTBc9pln7Vma/45VqTvzjZHvheOn6Mscyqy9pFXHy9C++blpFne7/pUNvKdVvqhjHdT5svys0XH5dAGCueRVQnWMIAADEiYSV5H1qmAueqcwiQR0AAACAOdMXohhj28PmFW1zHO0mNWoOL4SQ7/gW2o+agj/JaihVjeu8J6frDD01xlCpJtlaHe1XCmR1/125F+ntTqLNqpWUevNKtgUAzAm/5wEAACZGNcSSHDcmxbU2kiPEPBDUAQAAAFgQtd3InhGwKHvDfS2VNTLaTZtfRafE+lkVUnr7XXC9YbqVS5Jtlq0sE183uZ1eKCjxM28/6xDfdhRFIV6zJX69l62kNLDfJyri5D2Wadd2cr348S16jnrLJ6pR1R16KlPlKLnuqP0u2r+sykZ1jyUAwGzy274Er5HGxs0/AAAAMOOEm5hBgjoAAAAAcyzPW46NRqNQkGHgJv6UeWWkVSspcwN//Gda+1UqmNRdBeZEIwNtxn8Wa2owuFHH7XhZ+101nDVsG6X6mNFGpWNZQdpzayzXUMK4quLkDScVaTOE4kGq1ONaqAUAYN64lWIM3KACAAAALCpfWMIcWJp2BwAAAAAoJrOCS8byhW+srzG0kWyjav/iyw9br+426wysjKO9skb1cVpVW0a1dWJm7VWequxzb70h+90NoFQ6FqHasRxWAaqSjP0uW+0ohBAaPmQBgF0r+SpgbK9hFkD32FR53VVkO0mzfA6y+jbsWHUf64TYt542GqHZXKzvQK3zeuldg/F5ofiXhiyqOo/BLD/fysh6Xrluysk6br358cdHvD8xy+eg7r4NO25p49qiPQ9nwTy+xsiS5zXGNPuwSNL2c9S+7/ZratiXa9X5ucgsG7Y/eceiPJ8hzONxG/uXjeU4bos0fg3b16zXwDs7O/1f0hdFx+eNaG8eFX0Nmnf/O7HrrOznh1C3xXo3CQAAAGCXmcSN7DudTqU3NrN0Op3S66YGLaKoUpvjMCwMUiXA07dUyQDPsHPaiZ3zOlUNwtQdrKn7A8jU9U58sFA2WFb3eUg7t3VUO6q7n41Go/86j92Aukgf2AEAx/ntXp1jCAAAAOwagjXMAUEdAAAAgAVR9O3I3KGQMYR06jAQNkiZV6W97ryxf5NYTNkAwqyeo7i6AzV17GnVb3DLe33M+jfFTXv7Sb1v5E4ct1nrJwAwPrP7qnZ+OIYAAADAruEzJGaQoA4AAADAHKv7LccoikKUUpWmbInwrOoxVfudGpAoWVUm3lbdlUaGtVkplFNDvxqxCiXjCCNNIjQ0rDpRnnWz2qvUn9JrZ7Q3hko1RebnbXNg/ZT28uxLXzuJf0/qugIAJs+tFAAAAADk5b0k5sHStDsAAAAAQHnxNyGzbl9P3kBfOMxSrEuD6w8JwVS96T5K+XeVyi1F5o9qK7MSTN2hmFBT+CfR5iJKDZTUvY3EdNnzPc5+1tl2PPA1zu2Ms00AYPYs6uvRsRJoHptkpUcAAABgtvjLnVmkog4AAADAgqgrUJN3ftG2x14Jo47gz4RuwKpSBSarakvRAEO3rU6nk1qdKDm/TPtp25uWeP/zBnaK9rfuEMk4gkXjaLPZbOaq1FPkmDcajYEbIoV0AGBx+S0/Bl47VeP4VSPcVI7jxoQIIMJs8yoEAHLwmpY5oKIOAAAAwBzL+tAuHjDIChskb3rvVcbIaK9y0KJiZZ+0/vS9CTuBaillpO1n1dBL335XfCM6K7hRNdAxqXNRJHQzrgovk65+U3Z7k3x+dLdV15gRzeBzGwCoz0BVwrzrlXiNMMlwfppZ/Jula1jfphm6L6vOY93pdGpra9aVrtQ6w9d2XfJ8QUFSs5n+/blpX8LRfa9j2uPELI9frVYrNGLHtHFiHtnjVPf41PGlL7OgzO+jrOfhMMkvsInCYv4umIVroOiYM8uvSYZdI0P3M+P9v7Jf9LQohh3PTqfT97549wupFs2w81l0fwc+T4l93rNI101Zw77ILv4MjWLLzuNxK9PnnZ2d1PnDrsGdnZ2+bXU6nYF5dfRtVo06NmmazebAZ7vddsb5RYuzpOo4Hn9+lvmdDOOgog4AAADAgqnyBmPqB6A1fWBb5xuf067OMsqwD7l7gaiqYZ0a9PqQbLuGc17Xx/x5jmVeyWOYVrWlrDI3bOVts9E/s1K7vTZr3O+6w0RpfWxUaBMAmD+z+0p/dnmlBAAA5LUbQtYwzzxHR3OEmAeCOgAAAABzJkrcvJ71WJl2k98WOat6N/PH36iuIbyTXL/q8Uj7Jtwy7Q2EIeoI0gypeJJ3Xl5lvwMrHmqqu3JN2repdvcw73ZSAypDlisTMGs0Gv1t1lHdanAj1ZsYaLLeikxRxYASADDb/Iav3+z/VQcAAABQD++DMIsEdQAAAAAWRF1vQBa9SW4egj2LZCC4MUPBhWHVgmYhYJHsQ9Hpou2PxZi2Me3n8ahjN/2rBwCYJH9hAAAAAJDJ59PMAUEdAAAAgDmWVsUi13oZQYq0+dGIdrMeG1pRo66KIPE2SlRdGVWppWrwotFohE6NbxSPo5/NZnOgukyz2SwdWplUWKdoS5n9SVQqGtb/pLzXcF8VrBqrIdWl7HNxWD86JasHdX9mVdSZdqAIABgPoVxmmesTAAAAZtwMfGEgJC1NuwMAAAAA1KN7+3qRgEHeZaveHD/Jm+urbGsc4ZJawykpAYZxvu0c39a0AhJFw1eTlPd6yep/FEWlQnBVTep4Vn7uJK657vGa1esBgMlpLI3+XbDnzD0T6AlZWkutzMfa7fbAvKUoCtdtdHrT6/vbYal98qPsRsar3mgr+zVqZ7OTOr+1nd23SUiG5OOWDqZ/fL9z6k7mOkf3HT2+TGszXHevvb35tx/cDEeXj6aus3V4K3V+66zsY7N3797U+ZP6OyHrNWDWMQshhO1TtlPnH9l7JHOdpdbx9r5xr72hdWLfbju4Gba209sKIfu47dmTPQ5Fnfk7bqt7V9PbOvFcvemMZmhuHr9Ovnt6FI7sPRK2DhW/1rKO27SPWQhDnqOnDHmOZjwPG41GaHbW+563dx44Fo4uHy31HN2zXN9xy3pel/n7dWkl+1rrnJo+Tq/vX89cZ6u9Fb5/Wqd33G47uBTW9q8NPQdLZ6X3Ye9y+rgWwmTGtklda93n6A1nt8MdB4/v8/dP2Qmry6vlrrUZfo62Tknv9+ahzcx1frj0w/S2llrh26dFYfnEtXbTPUK4a+mucOzAscy2mmem/47f05jh3wcHhjxHT8t4jq5kP0e3G42+ce2OU7bD+v71oa9lsp6je/bN7rW2dDi9z1nPqRBCOLIn/fVHu90OzeZO33G77cBGuLt9d9g8mH7tZl1rIYSwpznl49ZMP25Zz88Qsp+jWc/PEEJot9rhxjOb4WjnxGuPU3bCXa27wsaBjcx1mmdkPEdD9nO0s5P+PKhb5nE7dchxy7g+Mse1Vit895SdcOqJa+37ZzTDXa27Qgghc2zLOmYhZB+3iR2zEr9Hs157hJD9+qO11ArX33NPWN46vr0fnLIT1vavhRCyXzfP5d8HGeNaCMX/Pgjh+HH7Zuy43Xp4KxzZe2To7+TM36MZ41oIk7nesp6fIYTQOj39XB87mP164c7Wnanzl5pL4abTQ9g58Rz99qmdcEfzjhBC9u/exhnZfduzk37cJvWeyNDjlvE7Ievvx7v33J06//aVjb7fn3ftORI22sfbGHYOMn8fRMWvNV8uN5vyvC+8uZM9HtVJUAcAAABgzsTfSE++zVkkgJPZfuk1C26nRB8HbtKP/7uuKj2J7VVZt85QQeZ+Jx+bAeOoUlR1H4teG0UDalnne6AyTMHqOnWf21578XGkwrU6ar28beY53rN2nQMwPe3TBoMeSef8+3Mm0BPq9DOJ6bOm0ovZtBqyb4C6MlzZ+/fPPOaBsUe+feL/FA9Ln32P594jczv3CNmPzaq7wl2p8z8TPjNy3U/9l/NiU98ZuuxpzzotfX5Inz/rso7bFeGKoet9+lf3hxDi1+CnQ3hA+rJZxyyE+TxuR0J2+Otz4XND1/3EY+PH7Mbj/z88fdlFe45uhPSbqa8J1wxd70uPDuEP+661L4Xw6Ozls47NPB6zKtfaP/x/7tXXUgj/EMKD05cd9jycx+fo98L3Sj32v18aQv+49r9DeGr2dg499VD6/JA+f9ZthvSbF78WvjZ0vZ95XPyY3Xn8/3+RvfwiPUdvD7dnPvb/hv936Lof///Gj9v1x/+/b/qyh59xOLOdwyH7sVl1c7i50PyuD7/mUAi959fdIYQPh/CU7OUPPOVA+vyQPn/WfTd8t9D8EEL48AtDCC+MX2sfPv7jx9OXP/Dj2cdmHo/besgOGl4drs587MWPPjc2dSSE8KXj/8x4/ZH1u3Ief4eGEMKdIT1YMurvg797w7mxqduO/39exsIhhEPPWJzfozeFm0o99pevaIaTrz02Qgh/efyfj0tfft/j9mW2db9wv+GdnEG3hlsLzQ/nhPD/e2J8TIv9rr3XwNI9Kz+5kjr//uH+I3rIIrnl6C3hofd46Ni3kx15BQAAAGCuRKGeG9kHggYnvvG5Suik0WjUUnK8ezN/L1jQv5GxVL8ZW1BiSuvnbXMc+z2sskz8Z96+FO1jPJAyat2813vRtqYdNhnXt3uNOrdF20obM3wzGQAAAAAAADAPBHUAAAAAdqki4YxphwvSDASKMuYXaS+5brOGUE28zWbGdgq3m/Hvwu0MOd91VgPK24+yFV2qbrcuoyrLzOLzaJyKBmuSx6gRW7/7r6KVjgAAAAAAAAAmTVAHAAAAYEFE4eRN7KNuZG80GtnVS1KW7d48X+bG+2azGZrN5mCwpmQoo+9m/vhN/SXbTGygb7JKIKDuCip95yFnm8P6H+9f2rkp2/9hIZ+yx7PbXtbaefsYf26MWidvX5PPt6xWK4VLSqw7rDrRWKol1doiAAAAAAAAwPwS1AEAAACYY2Vvjo+iKPfN+o1mPW8hDQuD1GWWqquMS5F+jlp22OPdoEeZgMnYqp6M+RwlW8+7D1nHMRrDNZ73qE67OtZurCAEAAAAAAAAEIKgDgAAAMDC6N7An/cG+bQQQqPRCM0h6xa98T6rekmzRFtp7Y7bOPpYR3ghq+pR2SpFSWmVmYpUrSmyrSryVpCKbz/eh7T+lKkgVLeBc1ljVab4zzraqxIGKyJvFSkAAAAAAACAaRPUAQAAAJhjyTd3qlZbSQ09VLi5f1xVNVLbjG2r7rBFXQGYKuoKJ6Wdk+R02raqbn/Wgllp13qZPmaF0fKsU6c8bU4q4BbCyeBgfJtFt9+YYH8BAAAAAAAA6iKoAwAAALAgojGFYkKovxJHHQbCJhnzi7RXR4WV+DqNRmOi4YhZMK5w1qRUCdyM7fmXNm9E2CpLVgWicVU7qtRGSpsAAAAAAAAAs25p2h0AAAAAoLzkrfVVbmTvhUtSHhvnDfJlqt+kVgPq/qwQEKi7ksw4KtNUlXZ8ygROoiiaWCCnjtBHUu6KUgXbSDOO/heuThN73kRRFEKi0k2n0yncZne/8u5f0eBavKJOFMZzHAGYT0e/djR8663fGrrM1p1bIdryewMAmA2X/tWl4bwHnDftbiy86755XXj+857fm3bcmQbXIdPmGmQWuA6ZhO1oO6xuroajW0fD0a2jYXVrtTe9urUavnX9t8LFv3Fxb/nH/87jQ/P0ZljdWg1r22vT6zi12L+0PxxoHwgr7ZWw0l4JB9oHwoE9B8Ly0nLoRJ2wf2l/2Le0L+xv7w/3PnDvcHjP4d66j7nnYybSR0EdAAAAgAVR5ib7XFU56gpj1FStZpi6QzV1tFvXPk66Ss2o7RXtT5ljOLCNMYc0umGQIkYdh6zqNaO2My+BlEntR7yVeTk2AIxPZ70TjnzhyLS7AQCQ23323Secd6qbU8ft2L5j4djNx3rTjjvT4Dpk2lyDzALXIXltbG+EuzfvDncfuzvcvXl3OLJ55Ph0bF7a9JHNI2F9e31429/d6LsOv3Pnd8Ly/uVx7xI5tRqtcHDPwXBoz6FwaM+h4//ee6g3fWjvob7H448daB8IrWZr2rswkqAOAAAAwJyJ36ReZ3Rj2M3v4wqJlKmQkVnBo2IlnWGVZqrs/zgqqYw7pjBLlUv6KihVOA9p53AgqJaxXNI4qgnF2xx3+CV5DXUr6lRpL7l+p9PpVekZFYKL73e3rU6n0x/MmpHrEQAAAAAAgOOiKApr22v9oZqMgE0yhHNk80jY7GxOexeooN1sD4RoeuGaeOgmOb33UNi/tH/iX1Q5aYI6AAAAAAuirooTybfDqoY2uuuOJQST8e/S7WX0cdZlhpemJKsfVfo4jjdqB853yrwifRkW9ho1b1ibaSGVssdyWH8qBd1Sgjp5jkXe8xpltAkAAAAAAEB5O52dsLq1mlm5JhnCiQdujmweCTvRzrR3gQr2Le3LrFwzKoSzvKRC0TCCOgAAAAALpmoQIi280J2fduN93gokdehWV+n1JVFxo45KI2nzRlUE6fYtq79Fth0/D7mObRh+fEe1UzR0MqpPw0I6o9Ybd5WaePup+zciCJKrj7H148+dMnoBrNi8Tgilqt/E93ccYZ2kUaGaPEG95NqCOgAAAAAAAIO2OluDlWuSgZuMEM7q1mqIavlKRKblYPtgOLT3UGrgJjmvb3rPodButafd/YUlqAMAAACwIKITN7yXDTtkBVKGBVWKbKuOG+xHhQ3qlmcLQ4MGBcJDyXaGHtsC+54nWJP3/I7zfOcKACWCWaMCK7nOTUoYqcj1Hr8e09bd2dnpe6zUdZuzKk++pvI9z/O2H504D8nlu/Oynq+jzk2n0+kPPU34uQ8AAAAAADBJG9sbfWGaeOWavqo2KYGb9e31aXefClqNVl+A5uCeg/2VbdJCOO3jPw+0D4RWszXtXSCFoA4AAADAnInf4J51q/uo0EOREEilgEGinbra7d2wX6lHxbZVdp1xhwoa4WTlnqIhrSLnoFvJqKyq5zqE/vNdpifJ/c26Jov2LauPIaRXgSl6LPuWrOG5ONB+DddrWiWu5PGpcg1VrU4EAAAAAAAwTlEUhbXttf5QTUbAJhnCObJ5JGx2Nqe9C1TQbrb7Ktn0VbOJh25Slllpr5T+Mk5ml6AOAAAAwJzJulG9yO3rURRlVgdJu+F+1LaHbadXHSNhVDWUMuoOE9XRVp7gRt72ev/H54fBAEqZdgf62GwOLJe3vbL7mNZWZpuxeWW21Vs3sb0ybXYDKFEUhShxXadV0ylyLLMCMHWe73ifGrHKXGlBprwfEvQFCoeEyIa2mdJPH1IAAAAAAADjstPZCatbq5mVa5IhnHjg5sjmkbAT7Ux7F6hg39K+wco1QwI28Xl7W3t9jkUfQR0AAACAOVblrb4iN91XraQSQv3Vb8ZZVSQ2s/Y2a68IUmMgpjedMb/ObRRZrxcuGfM5L9rH5PNnIud7DG3mbS9rvCg6v+gyIYQQxYJDPuQAAAAAAACybHW2BivXJAM3GSGc1a3VENX+qSaTdLB9MBzaeyh0DnfCdeG63vznP+D54YEPeWBf6KYvlLPnUGi32lPsOYtGUAcAAABgQVSttNGVvAW+StWSXt+iwbe06wj/xIMb8f2v3G5F8SBBVnijzmooZaoTDb1WMqogFZFcv/L1k3ENFa180z03aZWe0q6hPO2nVc1JPp7sR5WqOlUN62PRMaR7TJuJCkx1EMcBAAAAAIDdaWN7oy9ME69c01fVJiVws769Pu3uU0Gr0eoL0Bzcc3Cwks3eRJWb9vGfB9oHQqvZCiGEcPXVV4eHh4f32n35w18eHvawh01rt9iFBHUAAAAA5ljfjexjqNwRQrVKOH2VLypWL0kaWL+GIMjIbRRor8r6OTZw8p+h/oBSFEUhjAiTFKnIFF+nrmPS3e9ZMM4KL41Go5bASryPw/rbDd4UCRNlKRuiiv87uQwAAAAAADBfbvjhDWHtlrXMgE0yhHNk80jY7GxOu9tU0G62T4Zo4gGbxLy0ZVbaKz4TYiEI6gAAAADMmb4b7mPzi95Sn/YG5ziqd8TbrqudtAorjRq2MVD5pEKb4wrrDFSWKXnO4mGMgaBOGN3vMiGdOjVK7HfeajHJUMuw5QfCJTXuZ6/txPyyx3JYAKbMBx7xUM+wIF6ZCj0DAaWSfQQAAAB2jzPOOCO8/vWv75uGSXMdMm2uQeq009kJq1urmZVr+oI3x04Gbn5w2w/CWc8/K3SiTgghhN/8/G+GpW+4ZX3e7Fva11fZJitgk7bM3tbeqX+uYzxk2ox6AAAAAHMm64b3uuIBaaGATqdTKbCSWq2mQpup2xlDG8mwQR3ix7JsMCoZ1CkrM7gSCwOVDcPknT9JfcGSMBg26k5V6WdfmxnbKdJG2rrNZrNc54a0WVWyzWazObJCTsENVFsfAAAAWHhnnnlmuOiii6bdDXY51yHT5hokaauzNVi5Jhm4yQjhrG6thqjMJ3DLIZzxfKGIWXCwfTAc2jsYpunO75sXX2bPodButafd/UqMh0yboA4AAADAHKty63oURblunq8SrRh3MKPO1scRMMlqr6xRfZx2EGYRVAmUpAVSyrY3rm8ZqyU0U2A7RbbVV00nJUQ17W9eAwAAAACAadjY3ugL0/TCNYmATdoy69vr0+4+FbQarV6AphekiQVsDu4ZDNwcah//eaB9ILSarWnvAuxagjoAAAAAC6K2iEYi7NEN9JS5ST6+Xi0Vb4ZVoikRVBkVcKkjVJNsI1ktpdFoFNpOFEWVqugk+zKqOkuVajB1GNZe2coy3f3OanumAyElAjD5mq03oFSmItPAc0XwDAAAAACABRBFUVjbXusP1aQEbI5sHRlY5sjmkbDZ2Zz2LlBBu9nuC9gkq9vEq9gkQzgr7ZXZ/twKyCSoAwAAADDHhr0tW1t1lRNBkjqryoxTpXBNjf3I3EbF4zGJN+OjKAphBt707+5rLwgS79MM9K+raHCm8DUwQ6GcSRkI/sxBnwEAAAAAWFw7nZ2wurWaGrQ5snlk5PROtDPtXaCCfUv7cgVs0pbZ29o7F5/NAPUS1AEAAACYM1lv5M7ijezxqjLJcEKZwMqwN7Gj0F9xJ29746hOEm9/NxrHfjcajYFgWpFzFz/XWee9alWZtCo9w7aXu89DHi/Tz1GVhPIG8+p+7uzW5wsAAAAAAJOx1dnqBWiObB5JD9zE5sWnV7dWQzSRr3xjXA62Dx4P0uztD9gcbKfMiwdu9hwK7VZ72t0H5oygDgAAAMAcm/Xb2scdhNltRoUs6gpu7IbzlXW84lV8FlVWCKc7P+++Dwv0pLUxKvxT9XEAAAAAABbfxvZGepgmEbpJW2Z9e33a3aeCVqPVC9D0gjSxgE1aCOdQ+/jPA+0DodVsTXsXgF1EUAcAAABgnsVuXE/ewj7qZvvcN+MX7VPGdsYdBmmEGoJBiSDAzIY1aj6WzeT6FY5h9/gPtDmj0npZtbJOnmWKVH0ah1GtFuljHdK21RDMAQAAAABYOFEUhbXttf5QTUrA5sjWkYFljmweCZudzWnvAhW0m+2+gE1f5Zp4yCYlhLPSXpndz+4AEgR1AAAAAOZM/Ib2cbwVXWeb8YobyRvxx9L3im/OZ1VYKVuppi7xAFKj0eg7dlUr6UzkA41E/4uvPqawSkpAqbIR4ZJSIZ1xB1YqhrJCGHw+D6u2k1d87cgHbwAAAAAAM2OnsxNWt1ZTgzZHNo+MnN6Jdqa9C1Swb2lfroBNcpmDew6G5daysA2wKwjqAAAAACyIum7lH8db43VX5kh9A7+GkE7tVX5qDP6MU1q1o1kK1PTanrHjNso81YOp8hxNO+9F20t9rvQ3WLBXAAAAAAAMs9XZ6gVojmweSQ/cxObFp1fbnRlnAABeRUlEQVS3VkM0V++Ck3SwffB4kGZvf8DmYDtlXjxws+dQaLfa0+4+wMwT1AEAAACYM/Eb2icSW2g0QrPZrBTcSAt+VA2sTCLs0t1G3SGGSYiiKPe2667+U6dJVv6pGijL08ci2+gtO+YAWbxPWRWwRhlYvuagV1SiTwAAAAAAi25jeyM9TJMI3aQts769Pu3uU0Gr0eoFaHpBmljAZiCEEwveHGgfCK1ma9q7ALDQBHUAAAAA5szc3qxeU9ggHtqIt1il9VEBi1kPFKVtZ5oBoXG0WUe7o9qoEswqcryn8RwuEniqHNIpaaCdeIAolA8RAQAAAADMqiiKwtr2Wn+oJiVgc2TryMAyRzaPhM3O5rR3gQrazXZfwKavck0yZJNYZqW9MrXPggAYTVAHAAAAYI4l336v4w35rBbKVjUZV0WURqMxEP4pU/lnWNWftOXytpnVXtXjkbbfZfrYVVcIpttW3br9q9p2ssLQqGNVNBSSJwRU5Lx3l42iqC+wUqRPWSYRdEnbRm9/ci6fZ7kilaMAAAAAAMZhp7MTVrdWU4M2RzaPjJzeiXamvQtUsG9pX6GATXfewT0Hw3Jr2XvcAAtKUAcAAABgQdRx631qsKTZrKHlYttcFHUHInrHKtHurFT8KRsUyl3RqEJgJbmNtHWLhkuS60RRNPA87HQ6fWGjOq+JMpVv8q4zar/zbi+vPOcnz3oAAAAAAGVsdbZ6AZojm0fSAzexefHp1a3VMPjuMPPkYPvg8SDN3v6AzcF2/7yBZfYcCu1We9rdB2AGCeoAAAAAzJm+qiBT7EdeWZVEqlbZGccN+nW22QsazEGQIGu/JxGCyBvSGUdf8oZ1iqw/blEoVwUpGSgaZtIhnfh2+9afwvEFAAAAAObXxvZGepgmEbpJW2Z9e33a3aeCVqPVq1jTq1yTrGSTrHRzYt6B9oHQaramvQsALBhBHQAAAIAF0b2Bv2wApheISJk/llBM7S2OQYV9765XdwWVYeGSPNtKns+6q7zMqrTKPcn9Lnos0o5lneGSOs9L3udx0es9q1JQmQpCQysXjXgcAAAAAJh/URSFte21zFBN999Hto4Mzts8EjY7m9PeBSpoN9vpAZu0kE1imZX2igrsAMwUQR0AAACAOVblI4e04ELqchW2MW8GggAVgwFZx7fuwEHdYZsoiuaiEtBMmsMwSS09HsN+uwIBAAAAYP7sdHbC6tZqZuWaeMDmyOaRgemdaGfau0AF+5b2jQzY9D0em7fcWha2AWBhCOoAAAAALIjubfJlQxtZ6zQajVzt5Q3+jNpeHpP8oKZqAGZg7QLVb3L1JWc73fOTVf0k17YSj031A7OK4aSyx3/YPg9Urcl47uR9ThXaVkVln+NZ/Yi3l3dMGmgn3kbBtgAAAACA8rY6W5kBm950RghndWs1RLvqK8AWz8H2weNhmljIpheuSc5LBHHarfa0uw8AM0FQBwAAAGCOjSMmUbbNYdVjoigKnZRwyDgqy1RaZ0hQoK7+1BFQikoENAqHqEaERCYtiqb/0W6uClRDznny56h2UtsauWbO/sXbPrGt+DazAkZZ/RwIf2W0UaiPCZ1Op9AxBAAAAIDdbGN7Y2TAJitws769Pu3uU0Gr0QoH9xxMrWyTFriJL3OgfSC0mq1p7wIAzD1BHQAAAIAFMa7b1qMw5copKXrhgP6ZE6+wUqW9WTmmWf2sO0g1i8GKtMpCdfezF66q0m6OCkjFmut/7iT3u45jUEcf+6Zj82bxWgIAAACAukVRFNa21zJDNd1/H9k6Mjhv80jY7GxOexeooN1s98IzfYGbtJBNIoSz0l6Zmc8gAGC3EtQBAAAAmDPxm9Tr/JhlVEWcWTMsYFJWp9MZmK4c/skIWVSqNlLj+Wg0Grn6kne5YRY9/JPWn+Q1VcNGetsqsv+jlq9ajWpU6KlINaK0qj9RFA08H2ft/AMAAABA0k5nJ6xurWZWrokHbI5sHhmY3ol2pr0LVLBvad/wkE1GCOfgnoNhubUsbAMAc0xQBwAAAGBBjOuW9U4NVSzqDmektVd2C7VUPCmoUkinxvbGJfX81N3HblWlgu1O+oPNtD7mCT2N87pMC9XU2V5yXpljnlZRBwAAAACmYauzlRmw6U1nhHBWt1ZD5N2tuXawffB4mCYWsOmFa5LzEpVu2q32tLsPAEyJoA4AAADAHKszctALFKTcxN+tZFHkhv5Go9EXSEhWFtkp0ebQvp7oZ+m2UvpYh7RQRPfY1NFmlLKNom3lCUXk3UbVikFZbQ60V/IY5qkCMyuhtN7zrsZtjKqqU7TtrGMWn5/3moifz2GhtFmt8gUAAADA7NrY3hgZsMkK3Kxvr0+7+1TQbDT7wzWxgE1a4Ca+zIH2gdBqtqa9CwDAHBLUAQAAAFgQdd22now+1HFDfFobjYwqHHnDF2kBhnEYV/CktnXHEViIohAqVp6pO0gxcL7HEKipEgAZFlgpK+250A1mVe1nWpvjUKTdgWOYCFUJ5wAAAADsXlEUhbXttcxQTfffR7aODM7bPBI2O5vT3gUqaDfbvfBMX+AmLWSTWGalvTLxSusAAII6AAAAAHNm3B8opVUuKbJut3/JG+vz3GQfr8CT/HfGBnP3La2PRdYp2mYvdJCzzeSxy+rjQJuxykWTDBMNOzdZIZhhbXX3Yei5qSkEM6wqS5V+ji1MkqgcFd9eueYGw17DKtiEkH6e++ZlVNRJ/jv+eJ4KOr3HcywDAAAAwGzb6eyE1a3VzMo18YDNkc0jA9M70c60d4EK9i3tGx6ySQnhHNxzMBzaeygst5aFbQCAuSKoAwAAADBn4jerxz+WqusW9rQb6vPeID/sg7JkC1ntxtsY2l5GVZC0gFCeNquELEaGGBLbGdVG0XXLyqoWFOWoqFPnh6Ldtka12XdeY/NqC6yMMKyfqVVgQgidTqfeANWQa6PsORnWvyIVrorIda5rrE4EAAAAQD22Olu9KjWZgZuMEM7q1mqYTJ10xuVA+8BAwKYXrknOS1S6abfa0+4+AMDECOoAAAAALIiiwYWssEFy7rDqI7n6lbF+Vkgkb5spM0cGfwq1N6PSqqFUbW8c+18l8FV2G0XXHUd/0loss62+5RP/Lnudp7Y9JmlbiFfJypIZUquhTwAAAAAct7G90QvPHNnqr1zT9++UwM369vq0u08FzUazP1wTC9gkAzcH9xwMh/cc7s070D4QWs3WtHcBAGAuCOoAAAAAzLG0UE2j0ahU7SR5I32nYhgirc06ZIUiQqiv2suogEX3sbwVVmqTPEedToWm0kNU3TZnIVzTC3v1z6wlQBbXyajIlLZu5jlPzK8SdMtaLz6/rvOTp51h+113MKvRaITGiH0HAAAA2K2iKApr22uZoZphIZwjm0fCZmdz2rtABe1muxee6QvcdMM1ew/3hXDiy6y0V2qtlg4AQDpBHQAAAIAFkbx1fdTN7Fk33ddtXm6qLxMAGHX86g4VpIY2MuaPa3tl16vaVhRFAwGlqvud1maetqtWrylcXafQ0sX6UsSkPsBP3Y6bBwAAAIAFs9PZCatbq5mVa+IBmyObRwamd6Kdae8CFexb2jcQsulWsulVt4lNx+ctt5aFbQAAZpygDgAAAMAcS/sornIli5rbi7czbDpvG3kqlCQrokzzQ8u0AFXRY5pn+SrnKPXcZFROyXsss/pT5lykVmwpsG5alanUfqRsp9FoZO5LWmWbOq7zIob1L824+pN2fJPzCgfhEusOq2AFAAAAMA1bna1elZrMwE1GCGd1azVk1wxnHhxoH0gP2MTmJae7/7db7Wl3HwCAMRLUAQAAAFgQ0Ymb12u/ib2u9pI38odyoYG+AECOUESV6iezVg0oK7BTNYyUt+pLHdfWuCsMJXX7PI7AVry9UW2X3XZdxystOFOkD0XXLRpGG9m+cA4AAAAwJhvbG73wzJGt/so1ff9OCdysb69Pu/tU0Gw0+8M0QwI2B/ccDIf3HO7NO9A+EFrN1rR3AQCAGSWoAwAAADDHkreuN2JhnVmqOlFX6GPYOrMVqRkdVKgSmoj6Z9RaTac3L6VCSp7tDAsTjSP4VLbdXmWjitsfV0AnhOFVicq2W/fzLkvWc77Kc2LWxjUAAABgNkRRFNa21zJDNcNCOEc2j4TNzua0d4EK2s12LzzTF7jphmv2Hu4L4cSXWWmveL8JAICxENQBAAAAWBBRqKf6Rp0fSw4N1oyxWk2dH67W3c9a2stZASdvX/JU1JlWdaFxhTfyVhEq007VNpMaKeeiSrvDjlfpMEyiP2ltVDoWbpgAAACAhbbT2QmrW6uZlWviAZsjm0cGpneinWnvAhXsW9o3ELLpVrLpVbeJTcfnLbeWhW0AAJg5gjoAAAAAcyb+oWPfx4+x0EWdoYpxxjNm7QPUOo/bpPatao/HFcCZlaBPUUX6OXLZitdAatilUovFtp33WIyzqtAk2wQAAACq2eps9arUZAZuMkI4q1uroXrtY6bpQPtAX8CmL3iTnJcI3bRb7Wl3HwAAaiWoAwAAALAguh9jdyti1BWMKF1ho9uvE8GhogGIotuMVx2JEv8u3f8hFWfytJ12HrpLlzkuqdsY0r+yoiiamQomWftWtHfJ89S9rqvsZdpzI6u9tODSqGsn/jOrrazKQFlt1xlwie9/o9lMPtj/eMZ+ZJ2XZrM5UElIOAcAAADGb2N7oxeeObLVX7mm798pgZv17fVpd58Kmo1masAmK3BzeM/h3rwD7QOh1WxNexcAAGBmCOoAAAAAzLF5uG29TNAn7/JRjuWKbDsr7jKJ0MMwye0k+1l3P7rtzUIVnPi+Ve3NuM9XkfbH2ZdR12va42X7UyXIV2g9IR0AAADIJYqisLa9lhmqGRbCObJ5JGx2Nqe9C1TQbrZPhm0SVWsO7jkYDu89nBnCWWmv+KIUAACoiaAOAAAAwKKoWPmm10xKu3lkVfGoWpEnryiEUhVqxtm/KIoGwiXd/vUquuSsfjRL4ZlJq6PyUFfR813k3ORdplLFq261mVjoZlhbyf0dFdLJW+lpVLWcKvKco934PAAAAGD32OnshNWt1czKNfGAzZHNIwPTO9HOtHeBCvYt7euvYhOrZDMshHNo76Gw3FoWtgEAgBkgqAMAAAAwx7I+ci0bLmg0GqWr9HQDAwPVXzJu+m9mfGAcD7JkhX9G9WOYIn0cpdtWVpt1tRVX9HjkbbdMW2ltxgNIedtMrp9UNkw1bJ97bab0P/mz28f4tZnWXtZjaf3Ko+ixTG4jK8Qzqv/JUFjauU4+Z4r2sG/dPPs3YrwAAACAmdMKobW/FVr7W+Ebq98Id373zsHATUYIZ3VrNQx+/Qvz5ED7QF/Api94k5wXmz6853Bot9rT7j4AAFCRoA4AAADAguh+dD8sTJBLRnAh36qDyxYNwYyq/lG2H1XbHNZW1WOUt62scMmoiipF+5hcN6utOtvMuXKhdcuGvEado0mpUu2pzHEd9tzLdV3m6FOR8Sm5RDy4lDxXAjsAAACMQ6PdCK2VVi9w01o5/n9zf/Pk/OTP/a3QXGmG1nKr185//Op/DOGrU9wRCms2mqlVbbICN4f3HO7NO9A+EFrN1uiNAAAAC0tQBwAAAGDOjKpiUfbm/t46iRveq94AXyZcMqq91PlDHivbZh3qbLkXeoofuwrBrN65GUfIIaPN5HnPU0GpSmAlS+q+j2E7ZcTDJ3lCWKW2MeLxIlV/8hp27keuG1sneVyEdAAAABimudwcDNnEpvtCON2QzYnpZrs57e5TQbvZPlm5Zu+hvtDNwT0Hw+G9hzNDOCvtlZl4nwgAAJhPgjoAAAAAC6KuW9Un/fFzHdVoJt2PmVJDuCS5fpQyL08bWesMa69IBaW5OEOJ0MjQ45IRTJq0rADNMAP7VSIsM3LfC4SFhHUAAAAWWCOE5r5EBZusKjcpFW4aren/7U15+5b2pVa2iQduBqZPLLPcWp6J914AAIDdR1AHAAAAYM70BRtSHh9VhaOITqgeYMmqqFO7E9upVGVkDH2ss81hx7LuoELd7dUdJorPLxr2amRdKxWqUaW1OSrwNCzA09duxvpFAjWj9iutUk0lNT+XoqByDgAAwFxrhYFgTVYVm4EAznIzNJrCFvPsQPtAX8CmL3iTnBebPrzncGi32tPuPgAAQGGCOgAAAAALonsLe9WwSt3GdXP9sADDNHWP/TjOwziO5biulbR2y4ZgRq0/KwGORqNRqrJMajtjUDTQNOy4xoM9o5ary6ycZwAAgN2q0W5kV7JJBG/iyzVXmqG13Jp296mg2WimVrVJBm6604f3HO7NW2mvhKWmW9QAAIDdxV9BAAAAAHNsHLfzp7VZNXRS943846p8k2y3bBhonEGpKIoG+lT2GMZDRVmP1SVeJSavPKGnWQhvdPtQZ0WablAmiqIwiT0s2++ssE6n0xk4LqPCP8k2G7Fla6/4AwAAsEs1l5uDIZtklZuMSjfNdnPa3aeCdrN9snLN3kN9oZuDew6Gw3sP903Hl1lpr8zUFwMBAADMOkEdAAAAgAVR9Pb17o3zafN7TjxeJmSRlFyzO122zd16c0DV/U6GXtJCMFEUhVAyrNNtb1Lnp+x2UgMfJcMgw6r+jCNYUqSPUVbYJTG/rGHHP9nPotuJEv8W0gEAAAghNEJo7ktUsMmqcpNS4abR2p3vpyyKfUv7Uivb9MI1senkvOXW8q59Pw0AAGDSBHUAAAAA5tgkPlof583xlW8OiAckKvQhq7JMFb22ZrzN3NucolF9qCusEw+W1HndJ9vKW1kmta0x9KfMMskwVtqxrCJZUSc+X2AHAACYe60wEKzJqmIzEMBZboZGc/p/q1PegfaB9IDNiXnJ6V7Fmz2HQ7vVnnb3AQAAyEFQBwAAAGBB1FVxopkIPXRDBUVvkI9XVmk0GrUEDJLtx5VtP89+TbvqT/JYJjWbzcrtZ01PIhSRVd0pbbm0eWX6mLa9zOpCBWQFVmo7jlEUOp1Oqefk8GbrDcDU3V4nhN5+AwAAzIJGu5FdySYRvIkv11xphtZya9rdp4KoE4WdtZ2wc/T4/521zsnp2PydtZPT/+uS/xUe8/DHhJX2Slhqul0LAABg0fnLDwAAAGCOjeP7U+M3wue5JT5vyGKWZQVgdrsqoYiioa5xbyNve6Ur3XTXHVKlp6y0yjJVxVss28e+ENIEQj7jqHYEAADsbs3l5mDIJlnlJqPSTbNd7UszmK7O1vFwTWetkxqsyQziHN0JnY1O4e2dvXx2OLz38Bj2BAAAgFkkqAMAAACwIKLQX/2mVBsp68ans6qQ5GlrWNWWMuoKB5St5JK7/dJrjseoczxs3qJLOzbd59So9Xr/7l+50nOx16f4/MRyefqXbHfg/FfsX/xn8vFuH+t4vu/GaxIAABihEUJzX6KCTVaVm5QKN43WrP3VThGdY53+UE3s50AAJ/Ez2vQ3JgAAAOMjqAMAAAAwx+q+naTRaEwsWDKOm+53zc38OYI2xZpLaW8MFYaqVG5JBlZCxXM9qmpL6fZyVNTJu43ecjWe72HnoGqoKK7TPWclq+CMqzoRAAAwg1phIFiTVcVmIICz3AyNprDNPEurYtML2az1V7bpC+Ic7YRox9+IAAAAzCZBHQAAAIAFUdetCX2VLypUBElKCyvUetN9DWGVOvvTa28MgZe0bVVZdxz7XTacMqzN+DmO6mozMS9tuSptlu1b1vaT+113cCVve8kqOcOe33naHLVPbr0CAIDZ1mg3RleySQRweiGc5da0u08FUSfqC9N01jqDFWwSoZvO0RPLrO+E0Jn2HgAAAED9BHUAAAAA5tikvzO2SjWUOtoa1WbVthqJUE0dx7fT6b/jpEybydBDfM8b46pMVHur1aTtd1YoqEibqdupcm1mbKNURZn0Bwau2bxBmMy+5NznKIp6z5EocfyrPh+Tz70oisZybQMAANmay83RIZuMSjfNdnPa3aeCznbnZHgmJViTGcQ5uhM6G5I2AAAAkCSoAwAAADDH4jeyz9st7Y1QLRRRd5hkFsMpk5J1DuoKYcTbKrtunUbtb53tVr7GJ3Bd5u1jMkwzqs067dbnJgAAFNIIobmvOVi5ZmVIlZvYz0Zr0l8HQp06xzr9oZrYz85apz+Ak/gZbfqrCwAAAOokqAMAAACwIKJQ/eb4KIpCSIR/6qhaUnT9eOWOotuq0nZy/XEFN6q0lwxuVDnjURQNVPzpzg8njlGj0chdtaWvjxWulzxVW4Zd76POcXe/6+hjfN6Jf6TPLyn5nEx9PEf/4o/lvS6T7RR5XtZZ9SreXt0BIAAAmDmt0F+5JlHJJl7FJrlcc7kZGk1hm3mWVsWmF7JZ28mseNNZ64Ro299LAAAAMCsEdQAAAADmWJXbb7JuuE/Orevm+E6BNsqEdIaFGcq2PWuhgGHBlCLyHINRbaaFOLrrVLlmSp37nG3k2acq7We1Ma7rKKvdUcew7H7WcW6yzNpzDQAAqmi0G+lBmnglm2S1m/0nQjjLrWl3nwqiTtQXpumsdQYr2CRDNkdPLLO+E8Lgd2kAAAAAc0hQBwAAAGBBVL3NPbViRYFKKoXaDSG1kkvaukNDESnLVzGOkEVWlZ4q1Vz6QkkVQzppVXXiFXWy+lo0tNGtYFNkv7vVfHr9KLTFfsOCRVVVrdIz6jpPC88VbWPU9itLPr/rroAzxpAQAACkaS43R4dsYkGbeKWbZrs57e5TQWe7czI8kxKsyQziHN0JnWOd6m/QAAAAAHNPUAcAAABgzsRvfB9263rRiihZ69V6s31BaaGSPEGXIv3N22ZRWW3Gp4tus1exJmN+mf6lrR/F5nXDMnm3UfcxTMwYeLxK5Z6swEuZCkW9/+PnN+Q7HmmVa/pCRfH+pSxXJaQzLkV7k9b/Ro3XEgAAu1AjhOa+5mDlmpUhVW5iPxut2XqNTTGdY53+UE3sZ2etkx7AOTEdbfpbBAAAAKhGUAcAAABgQdR1G0nWrUjjqFZTpa1kZZkoVAtu1BX8qWO9cbaZ6xjFKuqU3UZdMkNUFarzxNuehGmG3brS9r9OA3tXw7ayAkoAAOwirdBfuSZRySZexSa5XHO5GRpNYZt5llbFpheySQnYxJeJtv0VAQAAAEyPoA4AAAAAfZI3x9cRfqmrcsnQdWsIQnQ6nYHpoq0mgyXDKhSVqVaTDCilbbNMf9PmVzGWkFKN28h7TRY5PyGkB0qKhmTyVMPKu2yu7dXUTl+bNYST0o7YrFUOAgBgtEa7kR6kiVeySVa72X8ihLPcmnb3qSDqRH1hms5aJ7XCTV8Q5+iJZdZ3QuiM3gYAAADALBLUAQAAAFgQ3Vvip125Iynrhv06brevI7gRv/F/HIGVcavau7TzE52oqFNnJZhZC/5MsprOPLZdRNnnTRRFuYM3kYAOAMBUNZebo0M2saBNvNJNs92cdvepoLPdORmeSalek1rpphvMOdZRHhMAAADYlQR1AAAAAObYOCpONNJCG6Fa1ZY0sxbcGJfUEEzVNvsbrNRmnuslbR+KXmdlrp2BSjQFKg+N6l/ugEjRY1tD9ai6+p63D40SbY46N3mqCGU93l03PhaV6SMAADGNEJr7moOVa1aGVLmJ/Wy0vBabZ51jncwqNr2ATTKAc2I62pyPv70BAAAAZomgDgAAAMCCqOPWmW4llZ4aq6p0xhGsqbHNOkNIfe3W3d4MVIKZ9cBE2f7VcmRrPjbjONZjOX+JNmvZRrza1ZD25iW0BwBQWSv0V65JVLKJV7FJLtdcboZGc7ZfxzPcyCo2GRVvOmudEG17zQwAAAAwSYI6AAAAAHMseZtV/Ib1um7Gr6UCTE030sf3KYqi2kMwdcva77KhoLoDCd1+JK+VgcBWmbYrrX2yH3kCQ7MU1Kjz1sfu/tXRZq9KzRiCRHW1WaatWTr3AAB5NNqN9CBNvJJNstrN/hMhnOXWtLtPBVEn6gvTdNY6qRVu+oI4R08ss74TQmfaewAAAABAXoI6AAAAAAsiec9O6RvYZ/jG9+4+pe1blDF/1lTpYy/EkGijbJuzGHRJkxXg6Pa7aLgja/mycZN4CCatjXEEZLrtzko7jRqvoUajEZrNZt91ntXDxomqXwAAk9RcPhmqae5v9gdrkiGc/f2Vbprt5rS7TwWd7c7J8ExK9ZrUSjfdYM6xTv0lVwEAAACYSYI6AAAAAHMs7eb1stVa0ozzHqJZurl+lvoyKeMIjoxTo9GoXOWn184E1b29qFtlp0K7s1xVJ0s0pH1hHQCgsEYIzX3Nwco1K0Oq3MR+Nlrz9Vqafp1jncwqNr2ATTKAc2I62vS6EwAAAIDRBHUAAAAAFsQshmrilUZmVXzf5uZm/8TxrBraGEu1lxq2010nK3xWtd9p69d6LMZ03RcJpoz7+ZfZfg3P/dkdNQCAmdAK/ZVrEpVs4lVskss1l5uh0fRqY571QjTxijXxKjYZFW86a50Qbc/J330AAAAAzC1BHQAAAIA5E7/xfRy3lhVtM4qiUjfjl+n7LAd+JmUaxyBPMGSagaw6A1ZV2prFUFrZ52cefWPRjO03ADAfGu1GepAmXskmWe1m/4kQznJr2t2ngqgTDYZsUircxH/2gjjrOyF0pr0HAAAAAJBNUAcAAABggYyjgk28vbS2R21rUlVqGjn6krpeYv8q9yN2DrIqtpQ9R+MKQww7R1nbzAqAZO1bVlWcPMZ9XY/TJEIyo3TP1Tj3OdlulXPd+/e8VLgCgF2uuXwyVNPc3+wP1iRDOPv7K900281pd58KOtud0DnayaxeMxCwic3vbHTGWxYWAAAAAKZIUAcAAABgjk2qhkUtN/jPY8WNkkGBeChl4LjVHD6o46gWDV/lXSa5fOVrKOPYTTP0NO4ATJ7t56l2NGy6jjBdso26j0eUso2sbQMABTVCaO5rDlauWRlS5Sb2s9Gaw9f59HSOpQRtumGabsAmGcA5MR1teh0GAAAAAGkEdQAAAAAWxLAb2YtI3mZXNYQw7SBDEXXcZjbO0ECv7ZqPZVZlnHGo0m40oX72VXXJEYTJY1phkjwhrCpjxzie28PaS/ZTSAcATmiF/so1iUo28So2yeWay83QaM7+a3Wy9UI0sSBNXxWbjIo3nbVOiLa9ngIAAACAugnqAAAAAMyxtFBN9UZPthGduAm/zM3wo27gH3Uzftbj8eBPnv0d1tY4jDM4krXP8ceLtpt2fuc5mJXnfBe5Lotc+2Wv96Jtxis2jepfnmBLs8L56vUl5bjF+1m0zYF5sfnxx+sKUgHALGi0G+lBmnglm2S1m/0nQjjLrWl3nwqiTjQYslkbrHAT/9kL4qzvhNCZ9h4AAAAAAHGCOgAAAAALoo5b1RuNRmhM8Kb3YWGcUesNVArJWK9IACGt+sisfLd4leDTyLbH0GaoOfwTQnY/i2wnWS0nJEIfdasSIknd71h7ZduOoij1eV6lvbra6ls/ZV+FcgCYdc3lk6Ga5v5mf7AmGcLZ31/pptluTrv7VNDZ7oTO0U5m9ZqdtVi4JhG86Wx06vmDDgAAAACYCYI6AAAAAHNsHCGSKhVFkuvtxpvqR+1zlTBIt+06z3tqxZaM+WV1j0jVsE7dV1PyXHVCvddtvJXa2ixZNWmY7n5XMbD+iUo3dVXViVLmpW4XAKpqhNDc1xysXLMypMpN7GejNSsxb8roHEsJ2mSFbBLLRZtelwAAAAAAxwnqAAAAAMyZrBvTi97AP21Vejvs5vyyYZC6qtX0qqDM2flIEoAoLlkFpjuv8rEcw7mY5bM76ni5NgEYqRX6K9ckKtnEq9gkl2suN0OjOd+v43a7XogmFqTphWxSAjbd6c5aJ0TbXmcAAAAAANUJ6gAAAADMsbHcQpi4Cb5q4CRPRY/srkQDfejOyxvWiaJo4qGZKmGdYf1NPZYljm+8nbTtRVEUQg3nPa7T6WSHzEbsc2+ZSj3KL+14lL2m8oRKil6jVYIqacGhaMi5Sa6b1c/k2sPOd542oygKjdj63Yo6yTYbJyr3ALB4Gu1GepAmXskm+fj+EyGc5da0u08FUScaDNmsZVey6QvirO8cLxcIAAAAADBFgjoAAAAAC6LqreqpN8vXGXAp0VZan7JCMN0b+UPoDzKUqYbTazOKaq88MipUUDjcU7BiS1Yoom5V+5S2TB29jIc9BvqYMT/Zv7qDX6Pa6+vNif4XPWdD9zukh2BG9TPK0ZcqbUYp84u2D8B0NZdPhmqa+5sngzVZIZvuMiut0Gw3p919Kuhsd0LnaCezes3OWixcczQxf6Mz2+X/AAAAAABGENQBAAAAmDPxG9uH3d4/6SoyWcqECkYZtm/TDp1Mw7j6N+v7HUL5PpYNq2StM6nrblbPyECVnhqOSfxZPq5jDMAIjRCa+xIBm+TPZJWb/Sf/byzNxutRyukcyw7aDIRsEstFm35vAwAAAAC7l6AOAAAAwJzpqxYz5LEygYM8bdYZjCjbTlrFjbranvX26t7vuiuV9NrLCFNVun5SwiBlRVEUOp1O6vwi13mj0egFx9LW67teSzwnh/Uxbxvxvqat2xlRbSdPH5PVt/JW28kbKIxCOL6dlGpHAjwAI7RCf+WaRCWb5kpzoLJNL4Cz3AyNprDNPOuFaGJBms5ap6+CTVYQJ9r2OxYAAAAAoAxBHQAAAIAFMY7b6KIQSt/A39fOGKphpAU3Kre3i+QNddVdsaautpKPz8L5q3OfE42k/7twM8PP86TPdVZIp9eXGTinALOi0W4MBGwGKtkkH99/IoSz3Jp296kg6kSDVWzWsivZ9C23vhPCYOYXAAAAAIAxE9QBAAAAmDPxm9uTt7nnrU5RVK/aTqx6SNoyaY9lBQD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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fpath_tlm = new_fpath.parent / (new_fpath.stem + \"_tlm.fits\")\n", "\n", "tlm = ImageFile(fpath_tlm.as_posix(), mode=\"READ\")\n", "tlm.open()\n", "print(tlm.get_size())\n", "\n", "hdul = fits.open(fpath_tlm)\n", "tlm_data = hdul[0].data\n", "print(tlm_data.shape)\n", "hdul.info()\n", "\n", "\n", "fig = plt.figure(figsize=(12, 10))\n", "ax = fig.add_subplot(111)\n", "ax.imshow(img_data, cmap=\"gray\", origin=\"lower\")\n", "for tl in tlm_data:\n", " ax.plot(tl, np.arange(tl.shape[0]), c=\"r\", lw=0.8)\n", "\n", "# Create inset axes for zoomed region\n", "axins = inset_axes(\n", " ax,\n", " width=\"120%\",\n", " height=\"120%\",\n", " bbox_to_anchor=(0.7, 0.2, 0.95, 0.7),\n", " bbox_transform=ax.transAxes,\n", ")\n", "axins.imshow(img_data, cmap=\"gray\", origin=\"lower\")\n", "for tl in tlm_data:\n", " axins.plot(tl, np.arange(tl.shape[0]), c=\"r\", lw=0.8)\n", "axins.set_xlim(550, 770)\n", "axins.set_ylim(0, 300)\n", "axins.set_xticklabels([])\n", "axins.set_yticklabels([])\n", "\n", "# Mark the inset region on the main plot\n", "mark_inset(ax, axins, loc1=2, loc2=4, fc=\"none\", ec=\"tab:green\", lw=2)\n", "\n", "for spine in axins.spines.values():\n", " spine.set_edgecolor(\"tab:green\")\n", " spine.set_linewidth(2)" ] }, { "cell_type": "markdown", "id": "1cc63719", "metadata": {}, "source": [ "Run `make_ex` (Make Extraction) to extract 1D spectra from the 2D image using the spatial information from the Tramline Map. The result is an 'ex' file containing the extracted flux. We then load and display the 2D extracted spectral data." ] }, { "cell_type": "code", "execution_count": 10, "id": "4eb3d40f", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.extract.make_ex:Extracting /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_ex.fits using TLM /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.extract.make_ex:Extraction Method: TRAM\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits (mode: READ)\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Performing SUM extraction with width=5.0\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.extract.make_ex:Written extracted file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_ex.fits\n", "Filename: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_ex.fits\n", "No. Name Ver Type Cards Dimensions Format\n", " 0 PRIMARY 1 PrimaryHDU 196 (1340, 16) float32 \n", " 1 VARIANCE 1 ImageHDU 8 (1340, 16) float32 \n", " 2 WAVELA 1 ImageHDU 8 (1340, 16) float32 \n", " 3 FIBRES 1 BinTableHDU 13 16R x 2C [1A, 20A] \n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fpath_ex = new_fpath.parent / (new_fpath.stem + \"_ex.fits\")\n", "\n", "args[\"EXTRAC_FILENAME\"] = fpath_ex.as_posix()\n", "args[\"TLMAP_FILENAME\"] = fpath_tlm.as_posix()\n", "\n", "make_ex(args)\n", "\n", "hdul = fits.open(fpath_ex)\n", "hdul.info()\n", "\n", "flat_ex = hdul[0].data\n", "\n", "fig = plt.figure(figsize=(10, 10))\n", "ax = fig.add_subplot(111)\n", "ax.imshow(flat_ex, cmap=\"gray\", origin=\"lower\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "d1badf60", "metadata": {}, "source": [ "Plot the extracted spectrum for a single fiber (Fiber 2) to verify the extraction quality." ] }, { "cell_type": "code", "execution_count": 11, "id": "99f44de8", "metadata": {}, "outputs": [ { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = plt.figure(figsize=(10, 4))\n", "ax = fig.add_subplot(111)\n", "ax.plot(flat_ex[1])\n", "ax.set_ylabel(\"Instrumental Flux\")\n", "ax.set_xlabel(\"Spectral Pixel\")\n", "ax.set_title(\"Extracted Flat for Fiber 2\")\n", "plt.show()" ] }, { "cell_type": "markdown", "id": "c2663bca", "metadata": {}, "source": [ "Define the list of arc files (Hg, Ne, Kr, Cd) and process each one: convert the header, preprocess with `make_im`, and extract spectra with `make_ex` using the Tramline Map derived from the flat field." ] }, { "cell_type": "code", "execution_count": 12, "id": "2bd3bf53", "metadata": { "tags": [ "hide-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.preproc.make_im:Creating IM file from raw data with TDFIO_CREATEBYCOPY functionality...\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Instrument: ISOPLANE, SPECTID: UNKNOWN, CLASS: , BITPIX: 16\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted.fits\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating variance HDU for raw file\n", "INFO:kspecdr.preproc.make_im:Copying fiber table from source file\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.io.image:Copied fiber table 'FIBRES' from source file\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "WARNING: TimeDeltaMissingUnitWarning: Numerical value without unit or explicit format passed to TimeDelta, assuming days [astropy.time.core]\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted.fits\n", "INFO:kspecdr.preproc.make_im:Successfully created IM file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.preproc.make_im:0.00% of pixels were saturated\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:No bias subtraction performed\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:Variance HDU created and initialized\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Extracting /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits using TLM /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.extract.make_ex:Extraction Method: TRAM\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits (mode: READ)\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Performing SUM extraction with width=5.0\n", "INFO:kspecdr.extract.make_ex:Written extracted file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw data with TDFIO_CREATEBYCOPY functionality...\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Instrument: ISOPLANE, SPECTID: UNKNOWN, CLASS: , BITPIX: 16\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating variance HDU for raw file\n", "INFO:kspecdr.preproc.make_im:Copying fiber table from source file\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.io.image:Copied fiber table 'FIBRES' from source file\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted.fits\n", "INFO:kspecdr.preproc.make_im:Successfully created IM file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.preproc.make_im:0.00% of pixels were saturated\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:No bias subtraction performed\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:Variance HDU created and initialized\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Extracting /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits using TLM /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.extract.make_ex:Extraction Method: TRAM\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits (mode: READ)\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Performing SUM extraction with width=5.0\n", "INFO:kspecdr.extract.make_ex:Written extracted file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw data with TDFIO_CREATEBYCOPY functionality...\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Instrument: ISOPLANE, SPECTID: UNKNOWN, CLASS: , BITPIX: 16\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating variance HDU for raw file\n", "INFO:kspecdr.preproc.make_im:Copying fiber table from source file\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.io.image:Copied fiber table 'FIBRES' from source file\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted.fits\n", "INFO:kspecdr.preproc.make_im:Successfully created IM file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.preproc.make_im:0.01% of pixels were saturated\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:No bias subtraction performed\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:Variance HDU created and initialized\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Extracting /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits using TLM /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.extract.make_ex:Extraction Method: TRAM\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits (mode: READ)\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Performing SUM extraction with width=5.0\n", "INFO:kspecdr.extract.make_ex:Written extracted file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw data with TDFIO_CREATEBYCOPY functionality...\n", "INFO:kspecdr.preproc.make_im:Creating IM file from raw file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Instrument: ISOPLANE, SPECTID: UNKNOWN, CLASS: , BITPIX: 16\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted.fits (mode: READ)\n", "INFO:kspecdr.preproc.make_im:Creating variance HDU for raw file\n", "INFO:kspecdr.preproc.make_im:Copying fiber table from source file\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.io.image:Copied fiber table 'FIBRES' from source file\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted.fits\n", "INFO:kspecdr.preproc.make_im:Successfully created IM file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits (mode: UPDATE)\n", "INFO:kspecdr.preproc.make_im:0.01% of pixels were saturated\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:No bias subtraction performed\n", "WARNING:kspecdr.io.image:Expected shape (1300, 1340), got (1340, 1300)\n", "INFO:kspecdr.preproc.make_im:Variance HDU created and initialized\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Extracting /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits -> /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits using TLM /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.extract.make_ex:Extraction Method: TRAM\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits (mode: READ)\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/flat_150_490_1sec_converted_tlm.fits\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_im.fits\n", "INFO:kspecdr.extract.make_ex:Performing SUM extraction with width=5.0\n", "INFO:kspecdr.extract.make_ex:Written extracted file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits\n" ] } ], "source": [ "fpaths = [\n", " TESTDIR / \"Hg_paper_150_620_1sec 2025-12-24 12_09_50.fits\",\n", " TESTDIR / \"Ne_150_620_0.fits\",\n", " TESTDIR / \"Kr_150_620_0.fits\",\n", " TESTDIR / \"hgcd 2025-12-24.fits\",\n", "]\n", "converted_fpaths = [\n", " TESTDIR / \"Hg_150_620_converted.fits\",\n", " TESTDIR / \"Ne_150_620_0_converted.fits\",\n", " TESTDIR / \"Kr_150_620_0_converted.fits\",\n", " TESTDIR / \"hgcd 2025-12-24_converted.fits\",\n", "]\n", "\n", "\n", "for fpath, converted_fpath in zip(fpaths, converted_fpaths):\n", " hdul = fits.open(fpath)\n", " hdr = hdul[0].header\n", " # cleaned_hdr = sanitize_header_drop_unparsable(hdr)\n", " new_hdr = convert_isoplane_header(hdr, ndfclass=\"MFARC\")\n", "\n", " # add fiber table\n", " add_fiber_table(hdul, n_fibers=16)\n", "\n", " # just use the first frame for now\n", " hdul[0].data = hdul[0].data[0]\n", " # make new fits file with new header and fiber table\n", " new_hdr[\"NAXIS\"] = 2\n", " new_hdr.remove(\"NAXIS3\")\n", " hdul[0].header = new_hdr\n", "\n", " new_fpath = converted_fpath\n", " hdul.writeto(new_fpath, overwrite=True)\n", "\n", " make_im(new_fpath.as_posix(), cosmic_ray_method=\"NONE\", verbose=False)\n", "\n", " fpath_im = new_fpath.parent / (new_fpath.stem + \"_im.fits\")\n", " fpath_ex = new_fpath.parent / (new_fpath.stem + \"_ex.fits\")\n", " args = {\n", " \"IMAGE_FILENAME\": fpath_im.as_posix(),\n", " \"EXTRAC_FILENAME\": fpath_ex.as_posix(),\n", " \"TLMAP_FILENAME\": fpath_tlm.as_posix(),\n", " }\n", "\n", " make_ex(args)" ] }, { "cell_type": "markdown", "id": "508816e9", "metadata": {}, "source": [ "Run `reduce_arcs` to perform wavelength calibration. This function takes the extracted arc files, identifies arc lines, fits a wavelength solution, and combines the results." ] }, { "cell_type": "code", "execution_count": 13, "id": "3aa5e2bc", "metadata": { "tags": [ "hide-output" ] }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.extract.reduce_arc:Starting multi-arc reduction for 4 frames.\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits\n", "INFO:kspecdr.extract.reduce_arc:Selected Master Reference Fiber: 8\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/hgar.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 20 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/hgar.arc\n", "INFO:kspecdr.wavecal.calibrate:Sigma: 1.41 pix. Noise: Mean=3179.65, SD=260.53\n", "INFO:kspecdr.wavecal.calibrate:Number of landmarks: 11\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_ex.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/ne.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 37 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/ne.arc\n", "INFO:kspecdr.wavecal.calibrate:Sigma: 1.47 pix. Noise: Mean=2869.22, SD=34.03\n", "INFO:kspecdr.wavecal.calibrate:Number of landmarks: 32\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_ex.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/kr.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 19 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/kr.arc\n", "INFO:kspecdr.wavecal.calibrate:Sigma: 1.56 pix. Noise: Mean=2855.39, SD=18.45\n", "INFO:kspecdr.wavecal.calibrate:Number of landmarks: 13\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_ex.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits (mode: READ)\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/cd.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 6 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/cd.arc\n", "INFO:kspecdr.wavecal.calibrate:Sigma: 1.42 pix. Noise: Mean=3194.22, SD=75.70\n", "INFO:kspecdr.wavecal.calibrate:Number of landmarks: 12\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_ex.fits\n", "INFO:kspecdr.extract.reduce_arc:Combined LMR shape: (16, 68), Total Landmarks: 68\n", "INFO:kspecdr.extract.reduce_arc:Total points found on master template: 31\n", "INFO:kspecdr.wavecal.calibrate:Removing 6 outliers.\n", "INFO:kspecdr.extract.reduce_arc:Global Fit RMS: 2.2075\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_red.fits (mode: UPDATE)\n", "INFO:kspecdr.extract.reduce_arc:Updated /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_red.fits with global calibration.\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Hg_150_620_converted_red.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_red.fits (mode: UPDATE)\n", "INFO:kspecdr.extract.reduce_arc:Updated /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_red.fits with global calibration.\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Ne_150_620_0_converted_red.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_red.fits (mode: UPDATE)\n", "INFO:kspecdr.extract.reduce_arc:Updated /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_red.fits with global calibration.\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/Kr_150_620_0_converted_red.fits\n", "INFO:kspecdr.io.image:Opened file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_red.fits (mode: UPDATE)\n", "INFO:kspecdr.extract.reduce_arc:Updated /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_red.fits with global calibration.\n", "INFO:kspecdr.io.image:Closed file: /data1/hbahk/kspec/kspecdr/resources/isoplane_arctest_20251224/hgcd 2025-12-24_converted_red.fits\n" ] } ], "source": [ "hg_raw_fpath = TESTDIR / \"Hg_150_620_converted.fits\"\n", "hg_im_fpath = hg_raw_fpath.with_stem(hg_raw_fpath.stem + \"_im\")\n", "hg_ex_fpath = hg_im_fpath.with_stem(hg_raw_fpath.stem + \"_ex\")\n", "hg_red_fpath = hg_im_fpath.with_stem(hg_raw_fpath.stem + \"_red\")\n", "\n", "ne_raw_fpath = TESTDIR / \"Ne_150_620_0_converted.fits\"\n", "ne_im_fpath = ne_raw_fpath.with_stem(ne_raw_fpath.stem + \"_im\")\n", "ne_ex_fpath = ne_im_fpath.with_stem(ne_raw_fpath.stem + \"_ex\")\n", "ne_red_fpath = ne_im_fpath.with_stem(ne_raw_fpath.stem + \"_red\")\n", "\n", "kr_raw_fpath = TESTDIR / \"Kr_150_620_0_converted.fits\"\n", "kr_im_fpath = kr_raw_fpath.with_stem(kr_raw_fpath.stem + \"_im\")\n", "kr_ex_fpath = kr_im_fpath.with_stem(kr_raw_fpath.stem + \"_ex\")\n", "kr_red_fpath = kr_im_fpath.with_stem(kr_raw_fpath.stem + \"_red\")\n", "\n", "cd_raw_fpath = TESTDIR / \"hgcd 2025-12-24_converted.fits\"\n", "cd_im_fpath = cd_raw_fpath.with_stem(cd_raw_fpath.stem + \"_im\")\n", "cd_ex_fpath = cd_im_fpath.with_stem(cd_raw_fpath.stem + \"_ex\")\n", "cd_red_fpath = cd_im_fpath.with_stem(cd_raw_fpath.stem + \"_red\")\n", "\n", "\n", "hg_args = {\n", " \"RAW_FILENAME\": hg_raw_fpath.as_posix(),\n", " \"IMAGE_FILENAME\": hg_im_fpath.as_posix(),\n", " \"TLMAP_FILENAME\": fpath_tlm.as_posix(),\n", " \"EXTRAC_FILENAME\": hg_ex_fpath.as_posix(),\n", " \"OUTPUT_FILENAME\": hg_red_fpath.as_posix(),\n", " \"USE_GENCAL\": True,\n", " \"ARCDIR\": WD / \"data\" / \"arc_tables\",\n", " \"LAMPNAME\": \"hgar\",\n", "}\n", "ne_args = {\n", " \"RAW_FILENAME\": ne_raw_fpath.as_posix(),\n", " \"IMAGE_FILENAME\": ne_im_fpath.as_posix(),\n", " \"TLMAP_FILENAME\": fpath_tlm.as_posix(),\n", " \"EXTRAC_FILENAME\": ne_ex_fpath.as_posix(),\n", " \"OUTPUT_FILENAME\": ne_red_fpath.as_posix(),\n", " \"USE_GENCAL\": True,\n", " \"ARCDIR\": WD / \"data\" / \"arc_tables\",\n", " \"LAMPNAME\": \"ne\",\n", "}\n", "kr_args = {\n", " \"RAW_FILENAME\": kr_raw_fpath.as_posix(),\n", " \"IMAGE_FILENAME\": kr_im_fpath.as_posix(),\n", " \"TLMAP_FILENAME\": fpath_tlm.as_posix(),\n", " \"EXTRAC_FILENAME\": kr_ex_fpath.as_posix(),\n", " \"OUTPUT_FILENAME\": kr_red_fpath.as_posix(),\n", " \"USE_GENCAL\": True,\n", " \"ARCDIR\": WD / \"data\" / \"arc_tables\",\n", " \"LAMPNAME\": \"kr\",\n", "}\n", "cd_args = {\n", " \"RAW_FILENAME\": cd_raw_fpath.as_posix(),\n", " \"IMAGE_FILENAME\": cd_im_fpath.as_posix(),\n", " \"TLMAP_FILENAME\": fpath_tlm.as_posix(),\n", " \"EXTRAC_FILENAME\": cd_ex_fpath.as_posix(),\n", " \"OUTPUT_FILENAME\": cd_red_fpath.as_posix(),\n", " \"USE_GENCAL\": True,\n", " \"ARCDIR\": WD / \"data\" / \"arc_tables\",\n", " \"LAMPNAME\": \"cd\",\n", "}\n", "\n", "wavecal = reduce_arcs([hg_args, ne_args, kr_args, cd_args], get_diagnostic=True)" ] }, { "cell_type": "markdown", "id": "39e18248", "metadata": {}, "source": [ "Load the results of the wavelength calibration, including the calibrated spectra and the calibration dictionary containing coefficients and residuals." ] }, { "cell_type": "code", "execution_count": 14, "id": "0216b47a", "metadata": {}, "outputs": [], "source": [ "ref_fib = 8\n", "ifib = ref_fib - 1\n", "\n", "hgar_hdul = fits.open(hg_red_fpath)\n", "hgar_f8 = hgar_hdul[0].data[ifib]\n", "wave = hgar_hdul[2].data[ifib]\n", "\n", "ne_hdul = fits.open(ne_red_fpath)\n", "ne_f8 = ne_hdul[0].data[ifib]\n", "kr_hdul = fits.open(kr_red_fpath)\n", "kr_f8 = kr_hdul[0].data[ifib]\n", "cd_hdul = fits.open(cd_red_fpath)\n", "cd_f8 = cd_hdul[0].data[ifib]\n", "\n", "coeffs = wavecal[\"coeffs\"]\n", "x_pts = wavecal[\"x_pts\"]\n", "y_pts = wavecal[\"y_pts\"]\n", "residuals = wavecal[\"residuals\"]\n", "outliers = wavecal[\"outliers\"]\n", "lamps = np.array(wavecal[\"lamps\"])" ] }, { "cell_type": "markdown", "id": "95c55997", "metadata": {}, "source": [ "Visualize the results of the wavelength calibration. The plots show the calibrated spectra for reference fiber 8, the residuals of the fit for each lamp, and the global wavelength solution." ] }, { "cell_type": "code", "execution_count": 15, "id": "ac74c502", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/hgar.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 20 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/hgar.arc\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/ne.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 37 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/ne.arc\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/kr.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 19 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/kr.arc\n", "INFO:kspecdr.wavecal.arc_io:Reading arc file /data1/hbahk/kspec/kspecdr/data/arc_tables/cd.arc\n", "INFO:kspecdr.wavecal.arc_io:Read 6 arc lines from /data1/hbahk/kspec/kspecdr/data/arc_tables/cd.arc\n" ] }, { "data": { "image/png": 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"text/plain": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cdir = {\"hgar\": \"skyblue\", \"ne\": \"red\", \"kr\": \"pink\", \"cd\": \"blue\"}\n", "\n", "fig, axes = plt.subplots(3, 1, figsize=(15, 5), sharex=True)\n", "ax = axes[0]\n", "ax.plot(wave, hgar_f8, label=\"Hg(Ar) FIB8\", c=\"skyblue\")\n", "ax.plot(wave, kr_f8, label=\"Kr FIB8\", c=\"pink\")\n", "ax.plot(wave, ne_f8, label=\"Ne FIB8\", c=\"red\")\n", "ax.plot(wave, cd_f8, label=\" Cd FIB8\", c=\"blue\")\n", "\n", "nx = 2\n", "xvec = np.array([3000, 9000])\n", "for lamp in [\"hgar\", \"ne\", \"kr\", \"cd\"]:\n", " wlist, ilist, labels, nlist = read_arc_file(\n", " nx, xvec, lamp, arc_dir=WD / \"data\" / \"arc_tables\"\n", " )\n", " for i in range(len(wlist)):\n", " ax.axvline(wlist[i], color=cdir[lamp], lw=0.5, zorder=0)\n", "\n", "ax.legend()\n", "ax.set_yscale(\"log\")\n", "ax.set_xlim(3500, 9000)\n", "ax.set_ylabel(\"Count\")\n", "\n", "ax = axes[1]\n", "for lamp in [\"hgar\", \"ne\", \"kr\", \"cd\"]:\n", " xs = x_pts[lamps == lamp]\n", " ys = y_pts[lamps == lamp]\n", " res = residuals[lamps == lamp]\n", " out = outliers[lamps == lamp]\n", " ax.plot(ys, res, label=lamp, c=cdir[lamp], ls=\"\", marker=\"+\")\n", "ax.plot(\n", " y_pts[~outliers],\n", " residuals[~outliers],\n", " c=\"k\",\n", " ls=\"\",\n", " marker=\"d\",\n", " ms=2,\n", " label=\"Matched\",\n", ")\n", "ax.legend()\n", "ax.axhline(0, c=\"gray\", lw=0.5, zorder=0)\n", "ax.set_ylabel(r\"Residual ($\\AA$)\")\n", "\n", "ax = axes[2]\n", "xx = np.arange(1340)\n", "yy = np.polyval(coeffs, xx)\n", "ax.plot(yy, xx, label=\"Solution\", c=\"green\")\n", "for lamp in [\"hgar\", \"ne\", \"kr\", \"cd\"]:\n", " xs = x_pts[lamps == lamp]\n", " ys = y_pts[lamps == lamp]\n", " out = outliers[lamps == lamp]\n", " ax.plot(ys, xs, label=lamp, c=cdir[lamp], ls=\"\", marker=\"+\")\n", "ax.plot(\n", " y_pts[~outliers], x_pts[~outliers], c=\"k\", ls=\"\", marker=\"d\", ms=2, label=\"Matched\"\n", ")\n", "ax.legend()\n", "ax.set_xlabel(r\"Wavelength ($\\AA$)\")\n", "ax.set_ylabel(\"Pixel\")\n", "ax.set_xlim(3500, 9000)\n", "ax.set_ylim(0, len(wave))\n", "ax.legend()\n", "\n", "for ax in axes:\n", " # minor ticks direction in\n", " ax.minorticks_on()\n", " ax.tick_params(which=\"both\", direction=\"in\")\n", " ax.tick_params(which=\"major\", length=6)\n", " ax.tick_params(which=\"minor\", length=3)\n", "\n", "fig.subplots_adjust(hspace=0.0)" ] }, { "cell_type": "markdown", "id": "72c44b1d", "metadata": {}, "source": [ "```{important} To-dos\n", "1. Saturated pixels are not properly handled, making the fit unstable. **We have to test the uniformity of the lamp across the fibers and optimized exposure times for each lamp.**\n", "2. The available lines in the short wavelength range are overlapped with each other, making it difficult to identify the lines. Allowing the use of blended lines might be helpful.\n", "3. Check the wavelength of the line atlas to see if there are more precise values.\n", "4. The line atlas is not complete, so some lines are not included. Including more lines with reliable intensity might help.\n", "```" ] } ], "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": "3.12.10" } }, "nbformat": 4, "nbformat_minor": 5 }