{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# COSI Pulsar Analysis Tutorial: Phase Assignment and Filtering\n", "\n", "## Overview\n", "This tutorial demonstrates a complete workflow for performing phase-resolved pulsar analysis using `cosipy` and custom time-domain tools. Using Data Challenge 2 (DC2) FITS data for the Crab pulsar and its accompanying albedo background, this notebook guides you through the process of preparing unbinned photon events, assigning rotational phases, and extracting specific pulse intervals.\n", "\n", "## Objectives\n", "By the end of this notebook, you will learn how to:\n", "* **Combine and Time-Slice Data:** Merge unbinned source and background datasets, and filter them down to specific Mission Elapsed Time (MET) windows for faster processing.\n", "* **Assign Pulsar Phases:** Use a pulsar ephemeris parameter file (`.par`) to calculate and append the precise rotational phase (0.0 to 1.0) to individual photon events.\n", "* **Visualize the Pulse Profile:** Generate a folded light curve (pulse profile) to visually inspect the on-pulse peaks and off-pulse baseline.\n", "* **Perform Phase Selection:** Filter the phase-assigned data to isolate specific windows, such as the `on-pulse` and `off-pulse` regions, outputting the results into new FITS files for downstream spatial or spectral analysis.\n", "\n", "## Prerequisites\n", "To run this notebook, ensure you have the following in your working directory:\n", "* A valid ephemeris file (e.g., `crab.par`)\n" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Welcome to JupyROOT 6.28/12\n" ] }, { "data": { "text/html": [ "
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       "                  available                                                                                        \n",
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       "                  available                                                                                        \n",
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       "                  software installed and configured?                                                               \n",
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       "                  performances in 3ML                                                                              \n",
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       "                  performances in 3ML                                                                              \n",
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       "                  performances in 3ML                                                                              \n",
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Please set it to \u001b[0m\u001b[1;37m1\u001b[0m\u001b[1;38;5;251m for optimal \u001b[0m\u001b[1;38;5;251m \u001b[0m\u001b]8;id=622907;file:///home/abhi/anaconda3/envs/cosipy/lib/python3.12/site-packages/threeML/__init__.py\u001b\\\u001b[2m__init__.py\u001b[0m\u001b]8;;\u001b\\\u001b[2m:\u001b[0m\u001b]8;id=248900;file:///home/abhi/anaconda3/envs/cosipy/lib/python3.12/site-packages/threeML/__init__.py#335\u001b\\\u001b[2m335\u001b[0m\u001b]8;;\u001b\\\n", "\u001b[38;5;46m \u001b[0m \u001b[1;38;5;251mperformances in 3ML \u001b[0m\u001b[1;38;5;251m \u001b[0m\u001b[2m \u001b[0m\n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import astropy.units as u\n", "from astropy.time import Time\n", "from cosipy import BinnedData\n", "from cosipy.data_io import UnBinnedData\n", "from astropy.io import fits\n", "from cosipy.util import fetch_wasabi_file\n", "\n", "from cosipy.spacecraftfile import SpacecraftHistory\n", "from cosipy.phase_resolved_analysis.ephemeris import PulsarTimingModel\n", "from cosipy.phase_resolved_analysis.phase_assigner import PhaseAssigner\n", "from cosipy.phase_resolved_analysis.phase_selector import PhaseSelector\n", "from cosipy.phase_resolved_analysis.plot_pulse_profile import PlotPulseProfile\n", "\n", "\n", "%matplotlib inline" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "A file named Crab_DC2_3months_unbinned_data.fits already exists with the specified checksum (539e432bc9843d20396dd6a210772b6e). Skipping.\n" ] } ], "source": [ "fetch_wasabi_file('COSI-SMEX/DC2/Data/Sources/Crab_DC2_3months_unbinned_data.fits.gz', output=str('Crab_DC2_3months_unbinned_data.fits.gz'), unzip=True, checksum=\"539e432bc9843d20396dd6a210772b6e\")\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "A file named 20280301_3_month_with_orbital_info.ori already exists with the specified checksum (416fcc296fc37a056a069378a2d30cb2). Skipping.\n" ] } ], "source": [ "fetch_wasabi_file('COSI-SMEX/DC2/Data/Orientation/20280301_3_month_with_orbital_info.ori', output=str('20280301_3_month_with_orbital_info.ori'), checksum = '416fcc296fc37a056a069378a2d30cb2')" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "A file named albedo_photons_3months_unbinned_data.fits already exists with the specified checksum (7a53f74d025a134adc2a8de73f1fe2cf). Skipping.\n" ] } ], "source": [ "fetch_wasabi_file('COSI-SMEX/DC2/Data/Backgrounds/albedo_photons_3months_unbinned_data.fits.gz', output=str(\"albedo_photons_3months_unbinned_data.fits.gz\"), unzip=True, checksum = '7a53f74d025a134adc2a8de73f1fe2cf')" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Slice created: crab_10d.fits (831909 events)\n", "Slice created: albedo_10d.fits (5241280 events)\n" ] } ], "source": [ "# This code can be removed once COSI Data-IO has support for slicing unbinned data by time. \n", "\n", "met_start = 1835478000.0\n", "met_stop = met_start + 10*86400.0\n", "\n", "for f_in, f_out in [(\"Crab_DC2_3months_unbinned_data.fits\", \"crab_10d.fits\"), \n", " (\"albedo_photons_3months_unbinned_data.fits\", \"albedo_10d.fits\")]:\n", " with fits.open(f_in) as hdul:\n", " data = hdul[1].data\n", " mask = (data['TimeTags'] >= met_start) & (data['TimeTags'] <= met_stop)\n", " \n", " new_hdu = fits.BinTableHDU(data[mask], header=hdul[1].header)\n", " fits.HDUList([hdul[0], new_hdu]).writeto(f_out, overwrite=True)\n", " print(f\"Slice created: {f_out} ({mask.sum()} events)\")\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "analysis = BinnedData(\"inputs.yaml\")\n", "analysis.combine_unbinned_data([\"crab_10d.fits\", \"albedo_10d.fits\"], output_name=\"crab_with_albedo_10d\")" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Loaded Pulsar Spin Frequency: 29.946923 Hz\n" ] } ], "source": [ "# --- INITIALIZE TIMING MODEL ---\n", "# Define the reference epoch (T0)\n", "t0 = Time(59000.0, format='mjd', scale='tdb')\n", "\n", "# Initialize the simple constant-frequency model\n", "timing_model = PulsarTimingModel.from_par_file('crab.par', t0)\n", "print(f\"Loaded Pulsar Spin Frequency: {timing_model.f0:.6f}\")" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Done! Created: crab_with_albedo_10d_with_pulse_phase.fits\n" ] } ], "source": [ "# --- ASSIGN PHASES TO DATA ---\n", "input_fits_file = \"crab_with_albedo_10d.fits.gz\"\n", "output_fits_file = \"crab_with_albedo_10d_with_pulse_phase.fits\"\n", "\n", "# Pass the protocol object directly!\n", "assigner = PhaseAssigner(timing_model)\n", "assigner.add_phase_column(input_fits_file, output_fits_file)\n", "\n", "print(f\"Done! Created: {output_fits_file}\")" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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lYbfb9cILL2jXrl168cUX1bFjR49xffv2VWpqqjZt2uRalpmZqfXr16tLly7y8TlVrrziiivk5+en+fPnu+IMw9DChQtVr149t/y9evXS999/r6NHj7qWbdmyRb///rv69OlTrv2oCsyQBQAAAAAAAHBOPvzwQ23YsEGXX365srOztXz5crf1/fv3lySNHDlSq1ev1rPPPqubbrpJderU0cKFC1VcXKx7773XFV+/fn3deOONmj17toqLixUfH6/vvvtOP//8s5599llXX1pnzjVr1ujhhx/W8OHDdfLkSc2ePVutWrXSgAEDquYAlAMFWQAAAAAAAADnZN++fZKk77//Xt9//32J9c6CbN26dfXhhx/qww8/1L/+9S8VFxerQ4cOeuaZZ0q0F7jvvvsUFhamxMRELV26VE2aNNEzzzyja665xi0uNjZW77//viZNmqSpU6fKz89PPXr00IMPPljj+sdKFGQBAAAAAAAAnKP333/fcmyjRo306quvmsb5+Pho5MiRGjlypGlsy5Yt9fbbb1seQ3WiIAsAAADUAJmtAuUICSozxj/bMM3z51WRlrbX4PsTpjH7h0dYyhWcaq3HXOifdtMYm/kuSpLS482/ygQet5Yss6PDUlzYb76mMSc6mO+jJP1/9u47LIpr/QP4d5feQZqIiGJBrKDGbsSGLRaCNTEJGjV2zU2uGn9J1GgS026iMfZermISW4zdiIotomJDFAtYQem97e7vDy4T1l2cAYFll+/nefZJdubdM+dMk333zDkwFd+miVWepKJSG4vXCwBU6WaiMWYS97/SRDwm21XafnW5IB4DALGB4pUzSpFWllJCZykLzflmtCqwkLb/c5zEd5rtXWnTvDzuJn6eOdRNllRWcoyDpDhbt3TRmJo24jEA0MLhsWjM0xxp959MM2k935JaZIvGOB8Uv0YAQJ4vHmOUL+1ietRPc6Z5baTczzJrSbsXK8zFz1nrx9LuZamNJIUh21V831o8k7bPcuXi9c9ylnZd6opKBaCU47PqhMR/E6j0OKkXERERERERERERUSVhQpaIiIiIiIiIiIioknDIAiIiIiIiIiIiokqiVMn0ZMgCGar24A/6iz1kiYiIiIiIiIiIiCoJE7JERERERERERERElYQJWSIiIiIiIiIiIqJKwjFkiYiIiIiIiIiIKotKBpUejCEr04M66iv2kCUiIiIiIiIiIiKqJEzIEhEREREREREREVUSDllARERERERERERUSZTQkyELUPXrqK/YQ5aIiIiIiIiIiIiokjAhS0RERERERERERFRJmJAlIiIiIiIiIiIiqiQcQ5aIiIiIiIiIiKiSqFSFrypPH+qop9hDloiIiIiIiIiIiKiSMCFLREREREREREREVEk4ZAFVuotH72HvinDkZOULy1ITsnRYIyIqT7zGiYjKxulKOuTKl8ekN7ARLUeVJpO0vQd9bUVj6m99Lqmsp92cJcWp5OJ1y7eQVn8psmtKK8vyoZGkOKNs8Wc3LR9K+4pl0/mZaEx2nomkslq9dl9SXNi9+uLbdJW2zXwHkZMVgDxb2v6P7yApDBb3TUVjctwUksqS5YvHZEs7rVFgJe2ZXtNw8Wsu117aNo2yxPtW5ZxxklSWyrNAUlxanPj9R0oMADyvZSUaY2ueK6ms5CwLSXHKLPFrM7OmtD5rxjniMXZ3JZxkANz/ypQUl1bfWjSmxnVpf3Pn24pf589aiV9vAGD1SFIYzFLF7xk5DtL2v81j8es8T1a1+x+qIIMS5ffvXUWR60Ed9RUTslTp9q4IR1xMitZ15pbS/gAkoqqL1zgRERERERFRyZiQpUpX1GtOJpfBzslSWG5uaYKBE9roqlpEVE54jRMRERERERGVjAlZ0hk7J0t8s/9tXVeDiCoIr3EiIiIiIiIiTUzIEhERERERERERVRKVClCpqv74rCppQ2RTGVTtUY6JiIiIiIiIiIiIDAgTskRERERERERERESVpEoOWZCVlYXt27cjMjISN2/eRHp6Oj755BP07dtXiFEqlTh06BBOnDiB6OhopKenw83NDd27d8eIESNgZmamUe6+ffuwfft2xMXFwdnZGUOGDEFQUJBG3PPnz7F06VJcuHABSqUSfn5+mDp1KmrVqlUpZRIRERERERERkWFSqmRQ6sGQBdCHOuqpKtlDNjU1FRs2bEBsbCwaNGigNSYnJwdff/01UlNTMWjQIEydOhU+Pj5Yv349Zs6cCdULA13s2bMH3377LerVq4fp06ejWbNmWLx4MbZu3aoWl5WVhenTpyMiIgKjRo3CmDFjEB0djalTpyI1NbXCyyQiIiIiIiIiIiLDVSV7yDo6OmLXrl1wdHREVFQUxo8frxFjYmKCX375Bc2bNxeWDRgwADVr1sS6detw8eJFtGnTBgCQm5uLNWvWoEOHDliwYIEQq1QqsWnTJgwcOBA2NjYAgN27d+PRo0dYuXIlfHx8AADt2rVDcHAwQkJChLpURJlERERERERERERk2KpkD1lTU1M4Ojq+NMbExEQtGVukS5cuAIDY2Fhh2aVLl5CamorBgwerxQYGBiI7Oxtnz54VloWGhqJx48ZC4hQAPD090apVKxw/frxCyyQiIiIiIiIiIiLDViUTsq8iKSkJAGBnZycsi46OBgA0btxYLdbb2xtyuRy3b98GUDgu7b179zTiAMDHxwePHz9GVlZWhZX5ooSEBNy6dUt4FU8yExERERERERGR/lGp9OdFFaNKDlnwKrZt2wYrKyu0a9dOWJaYmAgjIyM4ODioxZqYmMDW1haJiYkAgLS0NOTl5WntnVu0LCEhAXXq1KmQMl+0d+9ebNiwQWN5VlYW0tPTX7YbqjSVUin8V2o7SkpaG7rq1O4Xz4vq1PbiDKHdZbnGAcNoe1lUp3YXPzeqU7tfVDSkERERERERVU8GlZDdvHkzwsPD8a9//Uvty05ubi6MjbU31dTUFLm5uUIcUJhU1RZXPKYiynzRwIED0alTJ+F9bGwsFi5cCEtLS73+MieTy4X/lqYd+tzmV1Fd2q3tvKgubX+Rvre7rNc4oP9tL6vq0u7i54a+/1tGRERERERUVgaTkD127BjWrFmD/v37a4zramZmhoKCAq2fy8vLg5mZmRAHAPn5+VrjisdURJkvcnJygpOTk9Z1RERERERERESkj2RQqWS6roQE+lBH/WQQY8heuHABX331FTp06ICPPvpIY72joyMUCgWSk5PVlufn5yMtLU0YOsDW1hampqbCcAPFFS0rSpBWRJlERERERERERERk2PQ+IRsZGYlPP/0U3t7emD9/vtZhBBo2bAgAiIqKUlseFRUFpVIprJfL5fDy8tKIK9pOrVq1YGlpWWFlEhERERERERERkWHT64RsTEwMZs2ahZo1a+Kbb74p8dH/Vq1awdbWFnv27FFbvmfPHpibm6NDhw7Csq5duyIqKkotgfrgwQNcvnwZ/v7+FVomERERERERERERGbYqO4bs77//joyMDOGx/tOnT+PZs2cAgKCgIMjlcnz88cdIT0/HiBEjcPbsWbXP16pVC82aNQNQOEbr+++/jx9//BGff/452rZtiytXruDw4cMYN24cbG1thc8FBgZi3759mDVrFkaMGAEjIyPs2LEDDg4OGDFihBBXEWUSEZCakIVZ/bZCpVRCJpfD3NIEAye0QeueXrquGhGVk9SELCwYuluY5IvXOVGhbDcLwNj6pTGWT3JEy5HnKSRtL8vJVjTmWWdpQ2u5nk2VFJfcTHybjhHSylLJ7ERjlKaSioLCVNoYeeYpKtGYTHdp20zNtBDfXqi0yQ/PutpLirO/Lx4jE28iAKDAQrxvT761tP3qfCVPUpxRlvY5PIqLbyvt6UMjCZs0S1FKKsv+RrqkuHtDxc9/0zRp+8zutnhMpoekomAXKS0tYBsrvv/Ta0srKyXPXjTGueljSWXlXBMvCwDsnovvW8fr2ifcflFqPfGbizxf2vkjT8mUFGcXJX5vvzPSXlJZNjHiMc5XNOfB0SajlrRj7hj2RLysZjUllZXlbCQeVMWHPlWp9GMMWX2oo76qsgnZkJAQxMXFCe9PnjyJkydPAgACAgIAQEjQrly5UuPzffr0ERKyQGFS1NjYGCEhITh9+jRcXFwwZcoUDB06VO1zlpaWWLx4MZYuXYpNmzZBqVTCz88PU6ZMgb29vVpsRZRJVF2ZW5oAAFRKFVKeqf9Rsmr2Udi7WKnFMnlDpH+KX+epCdlq63idExERERFRdVFlE7I7duwQjSlK0Eo1YMAADBgwQDTOxcUFX3zxhc7KJKqOBk5og70rwpGTVfhLrEqpVEvYvJik3bsinIkaIj1T/Dov6gVf/NrmdU5ERERERNVBlU3IElH10rqnl1riJT09HbfPP1dL0gKFjzqrlCq1ZUSkH4pf5+np6bCxscHFo/d4nRMRERFRtaJUyaDUg+EAZHpQR33FhCxVqJK+aBNJ8WKSFgBm9duq0YuOdIfXOL0qXudERERERFTdMCGr57QlQ4CqM/be3hXhiItJ0bquaCxBIioZr3EiIiIiIiIiw8KErJ57WTKkKoy9V5REksllsHP6Z8bTomQSEb0cr3EiIiIiIiIiw8KErJ7TlgypimPv2TlZ4pv9b+u6GkR6h9c4ERERERGRYVGpCl9VnT7UUV/JdV0BKh9FyZBv9r+t1kuNiAwDr3EiIiIiIiIiw8CELBEREREREREREVEl4ZAFRERERERERERElUUFqFQyXddCHIcsqDDsIUtERERERERERERUSZiQJSIiIiIiIiIiIqokHLKAiPRSakIWZvXbKrw3tzTBwAlt0Lqnlw5rRUTlidc5ERERERkiFWR6MWSBClW/jvqKCVki0ivmliYAAJVShZRnmWrr9q4IZ6KGyADwOiciIiIiIkPGhGw1cfHoPexdEY6crHy15extRPpm4IQ2GudyakIWVEqVxvldnfAaJ0PC65yIiIiIiAwZE7LVxN4V4YiLSSlxXXkka7QlhFITsl65XKLiWvf00jhfZ/XbqtGLrrrhNU6GhNc5EREREREZMiZkq4miBIpMLoOdkyWA8u9t9LKEUNHjp0RUMXiNExERERER6QfV/15VnT7UUV8xIVvN2DlZ4pv9bwMo/95G2hJCwD+PTBNRxeM1TkSkvyzORkOeZfbyoMbiTzzI8hWStlcjKlc0Rq5QSiorqYWtpLgCS/GYJ13tJZXl+rf4v3FZ7uaSysq3lEuKS6srHud0Vdr+j7O2Eo0xk1YtKEROmyLGueJfrVMaSduo0kS8LIeb0s6f9NpSf9gVjzPJlJY+yHYRn6jGKk5aWZl1rSXFuYaL7490dyNJZeXbiNff8bq0czG5kbRtpnmKpw+yXaXtM6tH4tuMq2MjqSzLOGmTDpknie//5EamkspyuJ0nGqM0lXYt5dStISnOOKtANMb5srT9b54sXpbSRNp+dQmNkxSntBe/TizipD19Z3X2iWiMomFtSWUR6QoTsqSmPMahLJ4QItIVjqmqHa9xMiS8zomIiIiISB8xIUtqKmMcSqLKwHNZO+4XMiQ8n4mIiIhIH6lUMqhU0noh65I+1FFfMSFLaipjHEqiylDe57Kh9MTjNU6GhNc5ERERERHpIyZkSauKHIeSqDKV17lsaD3xeI2TIeF1TkRERERE+oQJWZIsNSELs/ptFd6zxxBVJ9WhZymvcaruqsN1TkREREREuseELIkytyyczVSlVGn0OmKPITJE2h5bTk0onPHTEHuW8hqn6qi6XedEREREVIWo/veq6vShjnqKCVlS6xVX9GW0uIET2mj90soeQ2SoXvbYclHyUp/wGifSZGjXORERERER6Q8mZKuxl/WKK/5ltHVPL40ecuwxRIZM22PLwD+P8OsLXuNEJTOU65yIiIiIiPQPE7LVmLZecQC/jJL+EusJWlrFH1vWR7zGyRDxOiciIiIifadSyaBSyXRdDVH6UEd9xYRsNaatV1xplfcXY6KykNoTVJuXjSNZFtrKK6pHZU+QxWucDAmvcyIiIiIiMhRMyFKZvMoXY6Ly9io9Qct7HMmXladPE2TxGqeqhtc5EREREREZCiZkqUz4KDRVJa/SE7S8x5HUVp4+TpDFa5yqGl7nRERERERkKJiQpTIpj0ehiaqS8h5Hsnh5+jhBFq9xMkS8zomIiIioSlABKpWuKyGBPtRRTzEha8A49iORYeM1TkRERERERKR/mJA1QBz7kciw8RonosqUkZEBc3NzGBvzz0YiIiIiovLAv6wNEMd+JDJsvMaJqKJkZWUhNDQUFy9exLVr15CYmAiFQgEAsLS0hJeXF3x9fdG5c2c0btxYx7UlIiIi0k8qyKBSyXRdDVEqVP066ismZA0Qx34kqlyVPXQAr3GiymfoQ4TEx8dj06ZNOHbsGLKzswEANjY2qFWrFmxtbZGbm4u0tDTcuHED165dw5YtW9CgQQMMGzYMAQEBOq49EREREZF+YUKWiKiMOHQAkeGrDtf5ihUr8Pvvv0OpVKJdu3bo1q0bmjZtilq1amnE5uTk4NatW7hw4QKOHj2KL7/8Er/++iv+/e9/o1GjRjqovWFJeNMHCkv7l8bYPFKIlpPlLJe0PdM08Zk68i2l9YyxTBCvFwBky43Et2ktqSgkNrcUjXE5lyytLD8HSXFK8eojYUi2pLKQL15YmomppKKMnaRtM95V/L5ldcNMUlkZ3vmiMfkPpN0nM2pLCoNxtvj5mO2qlFSW1SPxsgrMpZ3/WS4Sr7l08Wsuz15SUcizFS8r00NizzY3aT80ZqWIn4/yPGn7YuWIlaIxEzdNkFSWaS+J13m2eP1dd5hLKss8Ol40JvbtOpLKcjst7fpNbix+z6txPUNSWWkNrERjpHbeTAx0kxTneEP8npHjIOEmC8C0dgPRGOvIREllEekKE7JERGXEoQOIDF91uM737t2LESNGYOjQobC1tX1prLm5OVq2bImWLVti7NixCA8Px4YNG3DmzBkmZImIiIiIJGJCloiojDh0AJHhqw7XeUhICGxsbMr02TZt2qBNmzZIT08v51oRERERGTAVpHdD1iXxzvhURtKeJyAiIiIig1TWZGx5l0FEREREVF2wh6weWvfZcSAjHIBhTixCVF1dPHoPu5f9jbycf8bh4zVORFWFSqXCo0ePYGpqCldXV11Xh4iIiIhIbzEhq4cyUnNQkKjeudlQJhYhqs72rgjHswdpWtfxGieiynLixAmEhYVh2rRpQs/Xp0+fYvbs2YiNjQUA+Pv747PPPoORkbTJN4iIiIjoHypV4auq04c66ismZPWQtZ05YPTPrIiGNLEIUXVWNGmQTC6DndM/s6jyGieiyrRnzx4kJSWpDUOwdOlSxMTEoFWrVkhLS0NoaChat26NAQMG6LCmRERERET6iQlZPTRmQTd4e3vruhpEeis1IQuz+m0V/r+qsXOyxDf739Z1NYj0WlW/zquymJgYtGvXTniflZWFs2fPonv37pg7dy4KCgrw/vvvY//+/UzIEhERERGVAROyRFRtFD32r1KqkPIsU+s6ItJvvM5fXVpaGmrUqCG8v3r1KhQKBXr06AEAMDY2Rps2bXDkyJFSlXv58mVMnz5d67rly5ejadOmwvtr165hxYoVuH37NqysrNCtWzeMGzcOlpaWap/Ly8vD2rVrcfjwYaSnp6N+/foYO3YsXnvtNY1t6LJMIiIiIqLimJAlompj4IQ22LsiXBgaoAiHBCAyHLzOX52VlRXS0v4Zz/ry5cuQy+Vo2bKlsMzY2Bg5OTllKj8oKAg+Pj5qy9zd3YX/j46OxocffghPT09MmTIFz549Q0hICB49eoTvvvtO7XNff/01QkNDMXToUNSuXRsHDhzAzJkzsXjxYrRo0aLKlElERESkRvW/V1WnD3XUU0zIElG10bqnF1r39NLZ9os/Qg38kyDSZZ2IDA2v81dXp04dnDlzBmPHjoVcLsfRo0fRqFEjtTFl4+Li4ODgUKbyW7ZsCX9//xLXr1q1CjY2NliyZAmsrArHzHdzc8O3336Lv//+G23btgUAREZG4tixY5g4cSJGjhwJAOjduzeCg4OxfPlyLF++vEqUSURERET0IrmuK0BEZOhefIS66BUXk4K9K8J1XDsiKg+GdJ0HBQUhISEBQUFBGDp0KBITEzF48GC1mMjISDRo0KDM28jKykJBQYHG8szMTISHhyMgIEBIcgKFSVELCwscP35cWHbixAkYGRlh4MCBwjIzMzP0798fN27cQHx8fJUok4iIiIjoRVWyh2xWVha2b9+OyMhI3Lx5E+np6fjkk0/Qt29ftbjIyEgcPHgQkZGRuHv3LhQKBU6ePKm1zIyMDGzevBknT57E8+fP4eDggNatW2P06NFwdXVVi33+/DmWLl2KCxcuQKlUws/PD1OnTkWtWrU0yt23bx+2b9+OuLg4ODs7Y8iQIQgKCtKIK02ZRGRYtD1CnZqQBZVSpfFYNRHpJ0O6zv39/fHhhx/izz//BAB0795d7W+wiIgIZGZmlrkH6Ndff43s7GwYGRmhRYsWmDhxIho3bgwAuHfvHhQKhcbkpSYmJmjYsCGio6OFZdHR0ahdu7ZaQhSAMBzCnTt34OrqqvMytUlISEBiYqLwPjY29qXxREREZFhUKhlUKpmuqyFKH+qor6pkQjY1NRUbNmyAq6srGjRogMuXL2uNO3fuHPbt24f69eujVq1aePjwodY4pVKJf/3rX4iNjcXgwYPh4eGBR48eYffu3bhw4QI2b94sTL6QlZWF6dOnIzMzE6NGjYKxsTF27NiBqVOnYt26dbCzsxPK3bNnD3744Qd07doVw4cPx9WrV7F48WLk5OTg7bf/mSG9NGUSkeHR9gj1rH5bNSYcIiL9ZWjX+eDBgzV6xRbx9fXF/v37S12msbExunbtivbt28POzg4xMTEICQnBlClTsGzZMjRq1EhIUjo6Omp83tHREVeuXBHeJyYmlhgHFCY9i+J0WaY2e/fuxYYNG14aQ0RERESGq0omZB0dHbFr1y44OjoiKioK48eP1xo3ePBgvP322zAzM8OPP/5YYkL2xo0biIqKwowZM/Dmm28Ky+vUqYNFixYhPDwcr7/+OgBg9+7dePToEVauXCn0hmjXrh2Cg4MREhIi1CU3Nxdr1qxBhw4dsGDBAgDAgAEDoFQqsWnTJgwcOFAYa01qmURERESGqnnz5mjevLnwvnPnzvD398fo0aOxatUqfP/998jNzQVQ2NP0RaampsjLyxPe5+bmlhhXtL74f3VVpjYDBw5Ep06dhPexsbFYuHDhSz9DRERERIajSo4ha2pqqrXHwYtq1KgBMzMz0bisrCwhvriibRQvIzQ0FI0bN1ab/dfT0xOtWrVSGw/s0qVLSE1N1eg9EhgYiOzsbJw9e7bUZRIRERFVths3brzS57Ozs3H//v0yfbZ27dro3LkzLl++DIVCIfxNlp+vOcxDXl6ekBgFCv9+KymuaH3x/+qqTG2cnJzg7e0tvDw9PV8aT0RERESGpUomZMubt7c3LCwssGbNGly8eBHPnz9HREQEli9fjsaNG6N169YACoc2uHfvnjCOWXE+Pj54/PixkNwtGhvsxVhvb2/I5XLcvn271GW+KCEhAbdu3RJeHF+MiIiIytukSZMwc+ZMRERElOpzSUlJ2LJlC4YPH44TJ06UefsuLi7Iz89HTk6O8GN58fFViyQmJsLJyUl47+joWGIcACFW12USERERaaXSgxdVmCo5ZEF5s7e3x7x58/Dtt9/iww8/FJa3bdsWX3zxBYyNC3dDWloa8vLyRMcOq1OnDhITE2FkZAQHBwe1OBMTE9ja2gp/oJemzBeVNL5YVlYW0tPTJbbeMJSUtDZ01bXdgOG3XaVUCv8tup61LatODP2Yl4TtNlwlXdNFQxpVFQsXLsSKFSswY8YMuLi4oGvXrmjSpAm8vb3h4OAACwsLKBQKpKen48GDB4iMjER4eDguXboEAHjjjTdKHG9WiidPnsDU1BQWFhaoV68ejIyMcOvWLXTv3l2Iyc/PR3R0NLp16yYsK5pnIDMzU20SrsjISGE9AJ2XWSoSvvwktDASLcbqobRvUPlW4hN1KMykTebxtIN4vQDA6ol4eaap0upv+6BANObecAfRGACwfCytnTIpVbtjJR4DwNnvuWhMkrGlpLIUT6XFtWgl3ps90qympLKsL4q3M72utGNpESdt/6f5iB9zeZa0PkdZ7krxIJm0sjLrKCTFWT4Sv05yXKSVpTIW37c+jR9JKutmjJukuJ6txZ+oaGD5TFJZm593FI0ZM/SQpLL2PGopKS7/ovj9IOEtaX+DpzTU/P7+IvNEaed/hof4U78AoNQcJUdDrpO5pLLi24nH1Lgu7bo0ypUUhsQm4g2wvyft/E/0EU9lyRTiT10T6VK1SMgCgJ2dHRo2bIg333wTdevWxZ07d7Bt2zYsWrQIX3zxBQDx8cCKx+Tm5gqJXG2xUscYKx7zopLGF7O0tKxyX+YqQ3VsM1B92w0Ydttlcrnw36J2altW3bDd1Yuht1tfrukuXbqgQ4cOOHToEPbs2YMdO3ZAJvvnS5hcLodS+U/iQqVSwdLSEm+88QaGDh0KDw8PSdtJSUmBvb292rI7d+7g9OnTaNeuHeRyOaytrdGmTRscPnwY7733njDp6qFDh5Cdna2W6PT398f27duxd+9ejBw5EkDhcAH79+9HkyZN4OrqCgA6L5OIiIiI6EXVIiH75MkTzJgxA3PmzIG/vz+Awi8fNWvWxNdff41z586hffv2ouOBAepjhxUUaP+FNi8vT/IYY8VjXuTk5MRH3oiIiKjCGRsbo3///ujfvz/u37+Pixcv4tq1a3j+/DnS0tJgZmYGOzs7eHl5wdfXF61bt4aFhUWptjF37lyYmZmhWbNmcHBwQExMDP744w+Ym5vjgw8+EOLGjh2LyZMnY+rUqRg4cCCePXuGkJAQvPbaa2jX7p8uPU2aNEG3bt2watUqpKSkwN3dHQcPHkRcXBxmzZqltm1dlklERET0IpVKBpVKWi9kXdKHOuqrapGQPXDgAPLy8tCxo/pjEZ07dwYAXLt2De3bt4etrS1MTU0ljx2mUCiQnJysNmxBfn4+0tLShOEISlMmERERka7Vq1cP9erVw5AhQ8q13C5duuDIkSPYsWMHMjMzYW9vj9dffx3BwcGoXbu2EOft7Y3//Oc/WLFiBX7++WdYWlqif//+aknbInPmzIGrqysOHTqEjIwMeHl54ZtvvoGvr69anK7LJCIiIiIqrlokZJOSkqBSqdQetwMg9HBVKArHKZHL5fDy8kJUVJRGGZGRkahVq5bwSFrDhg0BAFFRUejQoYMQFxUVBaVSKawvTZlEREREhmrIkCGSk7wtWrTAsmXLROPMzMwwadIkTJo0qUqXSURERERUnLRRyvWch4cHVCoVjh8/rrb86NGjAP5JrgJA165dERUVpZZAffDgAS5fviwMdwAArVq1gq2tLfbs2aNW5p49e2Bubq6WpJVaJhERERERERERERm2KttD9vfff0dGRobwWP/p06fx7FnhjI1BQUGwtrZGXFwcDh0qnHnx1q1bAICNGzcCAGrWrInevXsDAPr27Yvt27fj+++/x+3bt1GvXj3cvn0bf/75J+rVq4fXX39d2G5gYCD27duHWbNmYcSIETAyMsKOHTvg4OCAESNGCHFmZmZ4//338eOPP+Lzzz9H27ZtceXKFRw+fBjjxo2Dra1tqcskouonNSELs/ptFf6fiAxP0XVu62iB/9v8pq6rQ0RERES6pvrfq6rThzrqqSqbkA0JCUFcXJzw/uTJkzh58iQAICAgANbW1nj69CnWrl2r9rmi976+vkJC1s7ODqtXr8batWtx5swZ7N27F7a2tujXrx/GjRsHExMT4fOWlpZYvHgxli5dik2bNkGpVMLPzw9TpkzRmBk4MDAQxsbGCAkJwenTp+Hi4oIpU6Zg6NChanGlKZOIqgdzy8L7jkqpQsqzTK3riEi/vew6JyIiIiKi6qvKJmR37NghGuPn5yckacU4Oztj9uzZkmJdXFzwxRdfSIodMGAABgwYUK5lEpHhGzihDfauCEdOVr7aclNzIwyc0EZHtSKi8vTidW7raKHjGhERERERUVVQZROyRESGrHVPL7Tu6aWxPD09HTY2NjqoERGVt5KucyIiIiKq7mT/e1V1+lBH/VQtJvUiIiIiIiIiIiIiqgqYkCUiIiIiwfTp03Hw4MGXxhw+fBjTp0+vpBoRERERERkWJmSJiIiISBAREaE2sao2cXFxuHLlSiXViIiIiIjIsHAMWSIiIiIqlZycHBgb889IIiIiojJR/e9V1elDHfUU/5ImIiIiqubi4+PV3mdkZGgsAwCFQoFnz57hxIkTqFmzZmVVj4iIiIjIoDAhS0RERFTNDRs2DDJZ4Sy6MpkMv/32G3777bcS41UqFSZOnFhZ1SMiIiIiMihMyBIRERFVc71794ZMJoNKpcKhQ4fQoEEDNGjQQCNOLpfD1tYWrVq1Qrt27XRQUyIiIiIDwCELqj0mZImIiIiquTlz5gj/HxERgb59+2LIkCE6rBERERERkeFiQpaIiIiIBH379oWNjY2uq0ElcD2fLxqT5intT3y7++JlxYyQ1jXGON5UUpz9XfFtJjcykbbN7ALRmBo3jCSVlW8hKQzZbkrRGPsbckllPbNxFI0xr5UpqSxZhkxS3L299UVj8uuL71cAUDmLnxuO16SdP+ke0upvFyl+bqd5KySVVeOS+HEySxc/3gCQ4SWtnZl1xPetLF/a+SPPEd9nN2/VllQWTKW18/ip5qIxobVyJJU1uWWoaMySCz0kleXpniApzv62eDvznlpLKkteIH7M862kndcKM2lxjjfE961MKe1crHlG/N6Y6iWtXvZ3pZ0/xtnicQnNpP375XE0XTTmQQD/lqGqTdrdnoiIiIiqhc2bN+PevXu6rgYRERGR4VLJ9OdFFYIJWSIiIiISuLq6IiMjQ9fVICIiIiIyWEzIEhEREZGge/fuOH/+PJOyREREREQVhAlZIiIiIhK89957qF+/PmbMmIGzZ88iOTlZ11UiIiIiIjIonNSLiIiIiAQBAQEAAJVKhU8++aTEOJlMhuPHj1dWtYiIiIgMikraHGxkoJiQ1SO5ubkAgNjYWB3XpPJlZWXB0tJS19WodNW13UD1bXt1bTdQfdvOdldPnp6eMDc313U1tGrRogVkMk7gQERERERUUZiQ1SPR0dEAgIULF+q4JkRERPQqvvvuO7Rr107X1dBqyZIluq4CEREREZHOhYeHIyQkBFFRUcjIyIBKS7fmsj41xoSsHvH09AQAzJo1Cw0aNNBxbSpPbGwsFi5ciE8//VTYB9VBdW03UH3bXl3bDVTftrPd1avdwD9tt7Cw0HVViIiIiEhXVP97VXX6UMcKEhoaivnz50OpVMLV1RWenp4wMjIqt/KZkNUjNjY2AIAGDRrA29tbx7WpfJ6enmx3NVNd215d2w1U37az3dWPmZmZrqtAREREREQl2LhxI0xNTfHVV1+hdevW5V4+E7JEREREpEahUOD48eMIDw9HYmIi8vLyNGJkMhl++umnyq8cEREREVEFe/jwIQICAiokGQswIUtERERExWRnZ+Ojjz5CZGQkVCoVZDKZ2nhZRe858RcRERERGSpbW9sKfapNXmElU7lzdHREcHAwHB0ddV2VSsV2V692A9W37dW13UD1bTvbXb3aDehH2zdt2oQbN25g9OjR+OOPP6BSqTB69Gjs2rUL8+bNg5ubG/z9/XH06FFdV5WIiIhIP6kAqGR68NL1jtKdrl274uLFiygoKKiQ8pmQ1SNOTk4YM2YMnJycdF2VSsV2V692A9W37dW13UD1bTvbXb3aDehH20+ePIkmTZrgvffeg62trbC8Ro0a6NatGxYvXoyLFy9i+/btOqwlEREREVHFGT9+PKytrTFv3jzEx8eXe/kcsoCIiIiIBPHx8ejQoYPwXi6XIz8/X3jv4uKCDh064ODBgxg1apQuqkhEREREVKGCg4NRUFCAyMhIhIWFwdraGlZWVhpxMpmsTB0VmJAlIiIiIoGFhYXa+LBWVlZITExUi6lRo0aF9BQgIiIiqhZUgEwfhgPQhzpWEJVKBSMjI7i4uKgt0xZXFkzIEhEREZHA1dUVz549E97Xq1cPly5dQl5eHkxNTaFSqXDx4sUqPQ4uEREREdGr2LFjR4WWzzFkiYiIiEjQunVrXLp0SZjAoE+fPoiPj8fEiROxbNkyTJ48GXfu3EHXrl11XFMiIiIiIv3EHrKVKC8vD2vXrsXhw4eRnp6O+vXrY+zYsXjttddEP/v8+XMsXboUFy5cgFKphJ+fH6ZOnYpatWppxO7btw/bt29HXFwcnJ2dMWTIEAQFBVVEkyQra9tPnDiBv/76C1FRUUhKShLGrXvvvfdgY2OjFjts2DDExcVplDFw4EB8/PHH5doeqcra7nXr1mHDhg0ay01NTbXOam1Ix7yk4wgA7u7u2LZtm/D+9ddf1xo3fvx4nY1rmJWVhe3btyMyMhI3b95Eeno6PvnkE/Tt21fS59PT07FixQqcPHkSubm58PHxwaRJk+Dt7a0RGxYWhvXr1yM2Nhb29vbo168f3n33XRgbV/6t/VXaffHiRRw5cgRXr17F8+fPUaNGDbRq1Qrvv/++xsRH06ZNQ0REhEYZbdu2xffff19ezZHsVdp94MABfP3111rX7dq1S6P3YVU63sCrtb2k4wgARkZGOH78uPC+qt3bb968iYMHD+Ly5cuIi4uDra0tmjZtirFjx8LDw0P08/pwjb/xxhuwtbVFSkoKnJyc0L9/f0RHR2P37t24c+cOgMJZZ0ePHl2h9aiOLBIUgInipTFJPiai5ZgnSXt07nFX8bIarM2WVJbp4yeS4h4GuovG2N1/+T4oUmBuJBpjnCNtX8jzpcWpzJSiMaYZMtEYADCPF69/jlxzrDptTKRtEibp4u20uyntHlMgoWqZtaRVzPqxtP2vED9lUesvSUUhz1o8JttRWv2NU8SPJQDY3RGPcTmbJKmsmDfFn1LIaZAnqSzTWDNJcfk24sfJ6oKlpLJ+eSD+94Kbr7ShcR4n2EuKy+8qfv02XpYmqaz4Lg6iMRYJ4tsDgDwbaedZhruphG1Ku38aSbjnuZ/IlFRWlpu5tG3miu8Pi+fS7gVKU/FrzuPLM5LKwoIPpcURlTMmZCvR119/jdDQUAwdOhS1a9fGgQMHMHPmTCxevBgtWrQo8XNZWVmYPn06MjMzMWrUKBgbG2PHjh2YOnUq1q1bBzs7OyF2z549+OGHH9C1a1cMHz4cV69exeLFi5GTk4O33367MpqpVVnb/v3338PR0REBAQFwdXXF3bt3sWvXLpw7dw5r166FmZn6Hw8NGzbE8OHD1ZbVrl27QtokRVnbXeSjjz6ChYWF8F4u1+zUbmjHfOrUqcjOVv/yFxcXhzVr1mhN5rZp0wZ9+vRRW9awYcPyaUQZpKamYsOGDXB1dUWDBg1w+fJlyZ9VKpWYNWsW7t69ixEjRsDOzg67d+/G9OnTsXr1arVkz7lz5/B///d/8PX1xfTp03Hv3j1s2rQJycnJ+OijjyqiaS/1Ku1esWIF0tLS4O/vDw8PDzx58gQ7d+7E2bNnsXbtWo3EpLOzMz744AO1Zbp6dPpV2l3k/fffh5ubm9oya2v1b4lV7XgDr9b2d955B2+88YbasuzsbPzwww9ar/OqdG//73//i2vXrqFbt26oX78+EhMTsWvXLowdOxbLly+Hl5dXiZ/Vl2vcw8ND49+PGTNmIDg4GE+ePIGrqyuHKyAiIiJ6FSrox/is+lDHcrJhwwbIZDIEBgbC1tZWayc5bWQyGd57771Sb48J2UoSGRmJY8eOYeLEiRg5ciQAoHfv3ggODsby5cuxfPnyEj+7e/duPHr0CCtXroSPjw8AoF27dggODkZISAjGjx8PAMjNzcWaNWvQoUMHLFiwAAAwYMAAKJVKbNq0CQMHDtToVVoZXqXtX3zxBfz8/NSWeXt746uvvsKRI0c0vtA7OTkhICCg/BtRBq/S7iJdu3aFvb19iesN8Zh36dJFY9nGjRsBAL169dJY5+HhUWWOOVCYGCzq3RgVFSVcn1KEhobi+vXr+OKLL+Dv7w8A6N69O9566y2sX78en3/+uRC7bNky1K9fHz/88IPQW87S0hJbtmzBkCFD4OnpWa7tEvMq7Z48eTJatGih9oND27ZtMW3aNOzcuRPjxo1Ti7e2tq4yx/xV2l2kXbt2aNy48UtjqtrxBl6t7dqSrocPHwag/TqvSvf2YcOG4fPPP4eJyT/dtLp3747Ro0dj69at+Oyzz0r8rL5c4/Hx8VpnkbW3txf+TcrKykJ6ejpcXV0rrB5ERERERJVl/fr1kMlk6N69O2xtbbF+/XpJnytrQpZjyFaSEydOwMjICAMHDhSWmZmZoX///rhx48ZLZyoODQ1F48aNhWQsAHh6eqJVq1Zqj3VeunQJqampGDx4sNrnAwMDkZ2djbNnz5Zfg0rhVdr+YjIW+Ocx9ZiYGK2fyc/P1+hhqQuv0u7iMjMzS5y1zxCPuTZHjx6Fm5sbmjdvrnV9bm4ucnNzX6nO5cXU1LTMPcdOnDiBGjVqqA3FYG9vj27duiEsLAx5eYWPncXExCAmJgYDBgxQe3Q5MDAQKpUKoaGhr9SGsniVdvv6+mr0/vb19YWtrS1iY2O1fqagoABZWVll2l55epV2F5eVlQWFQvsjZlXxeAPl1/YiR44cgYWFBTp37qx1fVW5tzdv3lwtGQsU/jBUt27dEs/XIvpyjQ8fPhy//fbbS2N+++03jV7LRERERET6avHixfjpp5/g4uIivJfy+umnn8q0PfaQrSTR0dGoXbu2Rm+ToiTrnTt3tPYyUSqVuHfvHvr166exzsfHBxcuXEBWVhYsLS0RHR0NABo9rby9vSGXy3H79m2d9DAqa9tLkpiYCABae45eunQJAQEBUCgUqFmzJoYOHYqhQ4eWvfKvoDzaPXz4cGRnZwtJismTJ6NGjRpq2wAM+5jfvn0bsbGxeOedd7SuP3jwIHbv3g2VSgVPT0+8++67WnvY6YPbt2+jYcOGGslJHx8f/PHHH3j48CHq16+P27dvA4DGmJNOTk5wdnYWzgt9lpWVhezsbLUhWYo8fPgQvXv3Rn5+PmrUqIE33ngDwcHBOhtL9VVNnz4d2dnZMDExwWuvvYbJkyerPbpeHY53SkoKwsPD0b17d7VhWopUpXu7NiqVCsnJyahbt+5L4/TlGlepVCX+EFg8hoiIiIjKSgaoJA4ArlP6UMfy4evr+9L35U0/v73qocTERK09iYqWJSQkaP1cWloa8vLyRD9bp04dJCYmwsjICA4O6gOMm5iYwNbWVkhkVraytr0k//3vf2FkZKQxu7OXlxdatGgBDw8PpKWl4cCBA/j555+RkJCAiRMnlr0BZfQq7baxscGbb76Jpk2bwsTEBFevXsWuXbtw8+ZNrF69Wkh0VodjfuTIEQDaH2Nu1qwZunXrBjc3NyQmJmLnzp1YsGABMjMzNXoN64OkpCS0bNlSY3nRfktMTBTGrCy+/MVYXR338vTrr78iPz8f3bt3V1teq1Yt+Pn5wcvLCzk5OQgNDcWmTZvw8OFDzJ8/X0e1LRszMzP07dsXfn5+sLKywq1bt7Bjxw5MmjQJa9asEX60qA7H+9ixY1AoFFqv86p2b9fmyJEjeP78OcaMGfPSOEO6xp8/fw5LS2kTtxARERERkTomZCtJbm6uxiOOQOEjn0XrS/ocAEmfzc3NLbGHmKmpqc4e6S5r27U5cuQI/vzzT4wcOVJjNutFixapve/Xrx/+/e9/Y8eOHQgKChK6nVeWV2n3iz2//P394ePjgwULFmDXrl0YNWqUUIYhH3OlUom//voLDRs21NrzbNmyZWrv+/Xrh7Fjx2LVqlXo27evxqRvVV1ubq6wj4p7cb8VPdZcUmxVeJT/VURERGDDhg3o1q0bWrdurbZu9uzZau979+6N7777Dn/88QeGDRuGpk2bVmZVX0n37t3VEs5dunRB27ZtMXXqVGzevBkff/wxAMM/3kDhsCT29vZo06aNxrqqdm9/UWxsLH788Uc0bdpUY4LBF1Xla/zFSQtKmqRNqVTi2bNnOHbsGJo0aVLu9SAiIiIiqkpu3bqFgwcPIjo6GpmZmbCyskKjRo3Qu3dvjSfaSoMJ2UpiZmaG/Px8jeVFX7pKShwVLZfyWTMzMxQUFGgtJy8vT2fJqbK2/UVXrlzBN998g7Zt22pM8qONTCbDsGHD8PfffyMiIqLSH90vr3YX6dWrF3755RdcvHhRSMga+jGPiIjA8+fPJT+abGJigjfffBM//PADbt26hRYtWkivdBVgZmYm7KPiXtxvRUmakmL1LRFdXGxsLD799FN4eXlh1qxZkj4zfPhw/PHHHwgPD9erhKw2LVq0QJMmTXDx4kVhmSEfbwB48uQJbty4gTfffFPSsBO6vrcXl5iYiFmzZsHKygoLFiyAkZHRS+Or8jVefNICmUyGiIgIRERElBjv5OSECRMmlHs9iIiIiIiqimXLluHXX3+FUqlUW37t2jXs2rULw4YNK/NTe0zIVhJHR0c8f/5cY3nRY4dOTk5aP2drawtTU1Otjye++FlHR0coFAokJyerPcKen5+PtLS0cp18pTTK2vbi7ty5g08++QReXl744osvJI8VWdRzKi0trRQ1Lh/l0e4Xubi4qLXFkI85UNgjWi6Xo2fPnpK3rctj/qpq1Kjx0mu96HgWf7z5xbF4ExMT1SYA1Cfx8fH46KOPYGVlhW+++Uby49BFxzw9Pb0iq1dpXFxc8ODBA+G9oR7vIi8blqQkVeE6z8jIwMyZM5GRkYGlS5dKuq9V5Wt88eLFAArHhp0xYwb69u2rtcevXC6Hra0t6tSpozEWLhERERFJpPrfq6rThzpWkN9//x0hISHw8PDAu+++i5YtW8LBwQHJycm4cuUKNm3ahJCQENSsWROBgYGlLp9/SVeSBg0a4NGjR8jMzFRbHhkZKazXRi6Xw8vLC1FRURrrIiMjUatWLSFp0bBhQwDQiI2KioJSqRTWV7aytr3I48eP8fHHH8PBwQHffvttqcase/LkCQDtE4BVtFdt94tUKhXi4uLU2mKoxxwo7AV24sQJ+Pr6lip5rctj/qoaNmyI6OhojV/fbt68CXNzc2GYjqLjeuvWLbW4hIQEPH/+XGfH/VWkpqbio48+Qn5+Pr7//vtqc8y1efLkidbr3JCOd3FHjx6Fu7t7qXo36/qY5+bmYvbs2Xj48CEWLVokOplXkap8jfv6+sLX1xd+fn4IDg5Gnz59hGXFXy1atEDdunWZjCUiIiIig7Z79264uLhg1apVCAgIgKurK0xNTeHq6oqAgACsWLECTk5O2LlzZ5nK51/TlcTf3x8KhQJ79+4VluXl5WH//v1o0qSJ0AMmPj4esbGxap/t2rUroqKi1JJuDx48wOXLl+Hv7y8sa9WqFWxtbbFnzx61z+/Zswfm5ubo0KFDBbRM3Ku0PTExER999BHkcjm+//77Er98p6WlQaFQqC0rKCjA1q1bYWJiAj8/v/JtlASv0u6UlBSN8nbv3o2UlBS0a9dOWGaIx7zIuXPnkJGRUWKvOW37KCsrC7/99hvs7OxeaSyXypCQkIDY2Fi1ISe6du2KpKQknDx5UliWkpKC48ePo2PHjsJjzPXq1UOdOnXwxx9/qJ33u3fvhkwm05jwrirR1u7s7GzMnDkTCQkJ+PbbbzXGhy6SmZmp8Qi3SqXCpk2bAACvvfZaxVX8FWlrt7Zz+OzZs7h16xbatm0rLNPn4w1ob3uR27dvIzY2tsRe8FXx3q5QKDBv3jzcuHED8+fPR7NmzbTG6fM1Pnr06BJnlc3LyytxqBwiIiIiIkPx9OlTdO3atcROgdbW1ujatSuePn1apvI5ZEEladKkCbp164ZVq1YhJSUF7u7uOHjwIOLi4tTGSfzyyy8RERGh9mUtMDAQ+/btw6xZszBixAgYGRlhx44dcHBwwIgRI4Q4MzMzvP/++/jxxx/x+eefo23btrhy5QoOHz6McePGwdbWtlLbXORV2v7vf/8bT548wciRI3Ht2jVcu3ZNWOfg4CAkYE6fPo1Nmzaha9eucHNzQ3p6Oo4cOYL79+9j/PjxOnl0/1XaPXToUHTv3h1eXl4wNTXFtWvXcOzYMTRs2BADBw4U4gzxmBc5cuQITE1NS0w87Ny5E2FhYejYsSNcXV2RmJiI/fv3Iz4+Hv/3f/+ndVKxyvL7778jIyNDeAz59OnTePbsGQAgKCgI1tbWWLVqFQ4ePIiQkBC4ubkBKExk//bbb/j6668RExMDOzs77N69G0qlUmP29kmTJuGTTz7BRx99hB49euDevXvYtWsX3njjDcm99cpbWdu9YMEC3Lx5E/369UNsbKxakt7CwgJdunQBUJi8mz9/Pnr27Al3d3fk5ubi1KlTuHbtGgYMGKCzJHxZ2z1x4kQ0atQI3t7esLKywu3bt7F//364uLjgnXfeUdtGVTzeQNnbXkRsuIKqeG//5ZdfcPr0aXTs2BHp6ek4fPiw2vqiMW31+RqPiIjAxYsXMWzYMNjY2AAo7MW+cOFChIeHw9jYGEFBQRxDloiIiKisOGRBlVd8WMiXqVGjRpnKZ0K2Es2ZMweurq44dOgQMjIy4OXlhW+++abEXihFLC0tsXjxYixduhSbNm2CUqmEn58fpkyZotFjNDAwEMbGxggJCcHp06fh4uKCKVOmSJ4UqaKUte137twBAGzbtk1jna+vr5CQ9fLygqenJ44cOYKUlBQYGxujYcOGmD9/Prp161bu7ZGqrO3u1asXrl+/jhMnTiAvLw+urq4YOXIk3n33XZibm6vFGtoxBwp7Qp49exbt27eHtbW11pjmzZvj+vXr2LdvH9LS0mBubg4fHx/MmjULrVu3LufWlE5ISAji4uKE9ydPnhSSzgEBASW2ycjICN9++y2WLVuG33//Hbm5uWjcuDE++eQT1KlTRy22Y8eOWLhwITZs2IDFixfDzs4Oo0aNQnBwcIW1S0xZ2110ne/fvx/79+9XW1ezZk0hIevq6oqWLVvi5MmTSEpKglwuh6enJz766CO1HyoqW1nb3b17d5w7dw4XLlxATk4OHB0dMWDAAAQHB2v8o14VjzdQ9rYDgFKpxF9//YVGjRppnN9FquK9veh8PXPmDM6cOaOx/mWTjOnLNb59+3bExsbi/fffF5b98ssv+Pvvv+Hu7o7s7Gxs374djRo1Qvfu3Su8PkREREREla1Hjx44duwYxowZo7WXbGZmJk6cOFGquTCKk6lUqmqc7yYiIiKi4oKCgtC6dWvMmTMHQOGYuW+88QZatmyJ77//HllZWQgODoabm5swGRi9mlu3bmHcuHEocHwdMLF/aWxaHSPR8syTpP15n9JIPMZzf7akskwfJ0uKexjoLhpjd18hGgMAxlnicQVW4vsLAJTSwvCkl1I0xvWktMLSPMVHj8txk7YvTFKkjURn/UA8RmEmk1RWgZV4jEx8dwEALOOknbMKCQ9AmadI22ietfg+K5A4dUW6p7Q4uzviMS5nkySVFfOm+FMiOQ1yJJVlGmsmKS7fRvw4WT+Qdi5muYqX5eIbL6ms58k2kuLyk8Xb2XiZtAlD47uI95yTei/Os5F2zRnniJdnkSDtnlFgKX6cLOKknT9ZbubiQQBM08XrllZH2lOONW6K/9skOx0hqawjyl8lxZWXon/zn/Z+Hfk17Ct122VhkpQCt0MnsXr16io/LGB5y8vLw9y5c/Ho0SMEBwejefPmqFGjBpKSknD16lVs3LgRHh4emD9/fpme0GUPWSIiIiISpKWlwdnZWXh/48YN5OXloW/fvgAKn9zp2LEjTpw4oasqEhERERGVq65du0Im0/yBRKVSYcGCBVqXP3z4EAEBATh+/Hipt8eELBEREREJzMzMkJWVJby/fPkyZDKZ2pAzFhYWSE9P10HtiIiIiAwAx5Ctclq2bKk1IVtRmJAlIiIiIoG7uzvOnz+PvLw8yGQyHDt2DJ6enmqTqMXHx0ue6ICIiIiIqKpbsmRJpW5P2gAvRERERFQtDBgwAI8fP8bIkSPxzjvv4MmTJ+jXr59azO3bt1G3bl3dVJCIiIiIqAKcPXsW+fn5lbIt9pAlIiIiIkH//v3x8OFD7N+/H3l5eRg0aBCGDh0qrL9+/ToePnyI/v3767CWhinbwQhKy5dPCOV4I6/ctmcuYSKoAmuJk1TUqSEprMBCPMYm9LakslICJEwuIvHJQ7MUaRPh2F0T3x9pEid4cokQ/8IXZybt61qui7T6p0iYyMc0TdpOM0sUj7F+Kq1e2TWk9RPKcRSvm8pYWlkyCVVTSXx01eqxpDDkSniw4GF/8cm6AMDurvjkZTKFtMmWpEzWBQBGueL7I62ptHtUg3riE3blK6RNkFeQKK2dNvfEyytwlHCTApBvLeFclEs7f9wOx0mKexBUUzTGMk5aIqnAXHxf5NaQNtmb3bmHkuKeDK4rGmMbWyCprNT64sfJ8Xl9SWXpjEpW+Krq9KGO5Wj27NmwsLBA27Zt0blzZ3To0AE2NtImDiwtJmSJiIiISCCTyTBx4kRMnDhR63pvb2/8+eefMDeX9gWYiIiIiEgfzJ8/H2FhYTh37hxOnDgBIyMjtGjRAl26dEGnTp1Qs6b4DyNSMSFLRERERJKZmJjAxERir0kiIiIiIj3h7+8Pf39/KBQKXLlyBadOncKZM2ewZMkS/Pzzz/Dy8hKSs40aNXqlbTEhS0RERERERERERATAyMgIrVq1QqtWrTB9+nTcvXsXp06dQlhYGDZs2ICNGzfC2dkZnTt3RufOneHr6wsjI2nDrBRhQpaIiIiIiIiIiKiSyADIpA3frFPVawTZktWvXx/169dHcHAw4uPjERYWhtOnT2Pv3r3YtWsXrKys0L59e3z22WeSy2RCloiomK+++goHDx5ESEgI3NzcdF0dSS5fvozp06cjODgYY8aM0XV1iIiIiIiIqBq6efMmDh48iMuXLyMuLg62trZo2rQpxo4dCw8PDyGu6Hv3i+rUqYMtW7aoLVMqldi+fTt2796NpKQk1K5dG6NGjULPnj01Ph8TE4OlS5fi2rVrMDY2RocOHTBlyhTY29uXWxtdXV0RFBSEoKAgZGRk4OzZswgLC8PZs2dLVQ4TskSkV54+fYrhw4erLTM2NoaDgwNatmyJt99+G/XrV/EZNSWYNm0aIiIihPcymQxWVlbw8vJC//790adPH8gkzvxLREREREREVNH++9//4tq1a+jWrRvq16+PxMRE7Nq1C2PHjsXy5cvh5eUlxJqammLmzJlqn7eystIoc/Xq1di6dSsGDBiAxo0bIywsDF988QVkMhl69OghxD179gxTp06FtbU1xo0bh+zsbGzfvh337t3DypUrK2QOBGtra/Tq1Qu9evVCQUFBqT7LhCwR6SV3d3f06tULAJCdnY3IyEgcPXoUJ0+exI8//ojmzZvruIblY/jw4bCwsIBSqcSTJ09w8uRJXL16Fbdu3cKMGTN0XT0iIiIiIiIqLdX/XlVdKes4bNgwfP7552rJz+7du2P06NHYunWr2iP9RkZGCAgIeGl5z58/R0hICAIDA/Hhhx8CAN544w1MnToVy5Ytg7+/vzB265YtW5CTk4M1a9bA1dUVAODj44N//etfOHDgAAYOHFiqtty9exdRUVHw9/cXEsW5ublYunQpTp8+DVNTU4wcORKDBg0CUNhRrDSYkCUiveTu7q7xeP7q1auxefNmrF69GkuWLNFRzcrXiBEj4OjoKLy/e/cuJkyYgF27dmHYsGGoVauWDmtHREREREREVEhbxygPDw/UrVsXsbGxGusUCgVycnK09owFgLCwMBQUFCAwMFBYJpPJMHjwYHzxxRe4ceMGWrRoAQA4ceIEOnbsKCRjAaBNmzbw8PDA8ePHS52Q3bRpE65du4Z+/foJy1atWoW9e/fCwsICqamp+PHHH1GrVi289tprpSobYEKWiAxIUFAQNm/ejKioKAD/DG/Qp08fzJkzRyP+9ddfh6+vr6TkbWhoKH7//XfExsYiKysLNjY2qFu3LgYNGgR/f3+12Lt372Lz5s2IiIhAWloaHB0d0alTJ4wePRp2dnav1Mb69evD19cX58+fx61btzQSslFRUVi1ahVu3LgBuVyOVq1aYcqUKRrj4Z48eRLHjx9HVFQUEhISYGxsjPr162PIkCEa7QGAS5cuYdu2bbhz5w7S0tJgbW0NDw8PBAQEaPzD9uTJE2zevBkXLlxAcnIybGxs0LZtW4wZMwY1a9Z8pfYTUeVJTEzEyZMn8eDBA+Tk5GDWrFkAgJSUFDx58gT169eHmZmZjmtJRERERBXtxWSqo6MjnJycJH1WpVIhOTkZdevWVVuek5ODvn37IicnBzY2NujRowcmTJgAS0tLISY6OhoWFhbw9PRU+6yPj4+wvkWLFnj+/DmSk5Ph7e2tsX0fHx+cO3dOUl2Lu3nzJvz8/IShAgsKCnDgwAH4+Phg8eLFSE9Px9ixY/Hbb78xIUtEBKDcx1bdvXs3/vOf/8DR0RFdunSBnZ0dkpKScPPmTZw6dUotgRkWFoZ58+ZBJpOhc+fOcHFxQUxMDHbu3Im///4bK1euhI2NTbnU68V2RkVFYdu2bfDz88PAgQMRHR2NU6dO4d69e9iwYYNa4mTVqlUwNjZG8+bN4ejoiJSUFJw+fRqff/45pk+fjqCgICH27NmzmD17NqytrdG5c2ch/s6dOzh8+LBaQjYyMhIff/wxsrOz0bFjR9SuXRtxcXE4cuQIzp8/j+XLl7NXL5Ee2LVrF3755Rfk5+cDKLzfFCVkk5OTMWnSJHz00UcYMGCALqtJRERERJVg4cKFau9LM6H0kSNH8Pz5c7V4R0dHjBw5Eo0aNYJKpcL58+exe/du3L17F4sXLxYe/09MTISDg4PGd9+ip0gTEhKEuOLLX4xNS0tDXl4eTE1NJbYYSE1NhYuLi/A+KioKmZmZGDRoEMzMzGBmZoZOnTqVKdkLMCFLRAZk9+7dAIDGjRuXa7n79u2DiYkJ1q1bBwcHB7V1qampav//5Zdfws7ODr/88otab9Bjx45h/vz5WLt27SuN/Xr//n1ERERAJpNp/Pp37tw5zJ07V21g8y+//BKHDh1CWFiY2vJvv/1WIzGalZWFSZMmYe3atejfvz/Mzc0BAH/++SdUKhUWL16MBg0alNj+goICzJs3D0qlEitXrkSjRo2EdVevXsX06dOxZMkSLFq0qMztJ6KKd/r0afz000/w9vZGcHAwzp07h7179wrr69Wrh/r16+PUqVNMyBIRERFVA59++qlaL1VtiU9tYmNj8eOPP6Jp06bo06ePsPyDDz5Qi+vRowc8PDywevVqnDhxQvjumpubq3UyrqLEam5urtp/xWJLk5A1MjISOicAEL6H+/n5Ccvs7OzUvhOXBhOyRKSXHj9+jHXr1gEofNQhMjISV69ehampKcaNG1fu2zM2NtY6SHfxIQgOHTqEzMxMzJgxQ+PR/B49emDbtm04duxYqRKy27dvFyb1evr0KU6ePInc3FwEBQVpDEPQsmVLtaQrAPTr1w+HDh3CzZs31dZp66VqaWmJvn374pdffkFUVBR8fX3V1mt7NLl4+8+cOYO4uDi8//77aslYAGjRogU6deqEsLAwZGZmljhGEBHp3rZt2+Dq6orFixfDwsICt27d0ojx8vLClStXdFA7IiIiIqpsnp6eWocDeJnExETMmjULVlZWWLBggTD5VkmGDRuGtWvXIjw8XPjuamZmppYULZKXlyesL/5fKbFS1axZE5cvXxbeHz9+HG5ubmrf9Z8/f17mYQmZkCUivfT48WNs2LABQGGy1MHBAT179sTbb7+N+vXrl+u2evTogeXLl+O9995Dz5494efnhxYtWmgkFW/cuAGg8LH9x48fa5STl5eH1NRUpKSkwN7eXtK2Q0JCABQ+LmxlZQVvb2/0799f7dfFItr+gXR2dgYAZGRkqC1PTk7G1q1bce7cOcTHxwu/KBYpevQDKGz/yZMnMWHCBPTs2ROtW7dGixYtNNpQ1P4HDx4IyfLikpKSoFQq8fDhw3LvxUxE5efOnTsICAiAhYVFiTFOTk5ITk6uxFoRERERkb7IyMjAzJkzkZGRgaVLl0oab9bMzAy2trZIS0sTljk6OuLy5ctQqVRqwxYUDVFQVG5Rj92i5cUlJibC1ta2VL1jASAgIADLly/HBx98ABMTE9y9exfvvPOOWsy9e/dQu3btUpVbhAlZItJLbdu2xffff18p2xoxYgRsbW2xZ88ehISEYPv27TAyMkKHDh0wZcoUobdpeno6gMKxF18mJydH8rZ37dol+XGQ4oOfFyn6FVKpVArL0tLSMH78eMTHx6N58+Zo06YNrK2tIZfLcefOHYSFhan9stitWzcYGxtjx44d2Lt3L3bt2iU8qjF58mQ0bNgQwD/tP3LkyEvrWZr2E1HlU6lUWp8IKC45OVnrI2FEREREJE6mKnxVdWWpY25uLmbPno2HDx/iP//5j8ZkXiXJyspCamqqWsefBg0aYN++fYiNjVUrJzIyUlgPFHZEsre31/pk182bNzWG3pPizTffxM2bN3HixAmoVCq0b98eo0aNEtbfv38fd+7ckTyW7ouYkCUigyWXywEACoVCY92LPUZfRiaToX///ujfvz9SU1Nx9epVHD16FMePH8ejR4+wfv16GBkZCQnRDRs2wMvLq3waUQH+/PNPxMfH4/3338d7772ntm7Lli0ICwvT+EyXLl3QpUsXZGVl4dq1azh58iT+/PNP/Pvf/8bmzZthY2MjtH/RokXo2LFjpbSFiMqfh4cHrl69WuL6goICXLlypUrf54iIiIio8ikUCsybNw83btzAV199hWbNmmnE5ObmQqFQaHQo2rhxI1QqFdq1aycs69y5M5YuXYpdu3bhww8/BFDYeWDPnj1wdnZWK79r1644ePAg4uPj4erqCgC4ePEiHj58iGHDhpW6Laamppg/fz4yMzMhk8k06uvg4IC1a9dqDFcoFROyRGSwrK2tAag/fl8kOjq6TGXa2dkJycnU1FRcunQJjx8/Rp06ddCkSROcPHkSN27cqNKJiqLhFDp37qyx7mVJGKCwF267du3Qrl07KBQK7N+/Hzdv3kTbtm3RpEkTAIVDFzAhS6S/evXqhWXLlmH9+vUYPXq02jqFQoFly5bh6dOnePvtt3VUQyIiIiKqin755RecPn0aHTt2RHp6Og4fPqy2PiAgAElJSXj//ffRs2dP1KlTBwDw999/49y5c2jXrp3a91QXFxcMHToU27ZtQ0FBAXx8fHDq1ClcvXoVn332mdq4tKNGjUJoaChmzJiBIUOGIDs7G9u2bYOXlxf69u1b6rZERETAzc1NSO6+yN7eHrm5ubhz547G/CtSMCFLRAbLysoKderUwdWrV/Ho0SNhbJesrCysWrVKcjmXL1+Gr6+v2pg1BQUFwiP6RWPR9OvXD5s2bcLq1avRrFkz1KtXT62cnJwc3L17F02bNn3Vpr2Sol/wrl27pjbe7pEjR3Du3DmN+IiICDRv3lxjEPaUlBQA/7S/c+fOcHV1RUhICF577TWNf5QKCgoQGRmJFi1alGNriKi8BQUF4cyZM9i4cSOOHDkiXONz585FVFQU4uLi8Nprr6F///46rikRERERVSV37twBUDjh85kzZzTWBwQEwNraGh07dsSFCxdw8OBBKJVKuLu7Y/z48RgxYoTwpGuRDz74ADY2Nti7dy8OHjyI2rVr49NPP0WvXr3U4lxdXbFkyRIsXboUK1euhLGxMTp06IDJkyeXevxYAJgxYwaCg4MRHBxcYsyhQ4ewbt06hIaGlrp8JmSJyKANHz4c3333HSZOnIhu3bpBqVTi/PnzpZpU6v/+7/9gaWmJpk2bwtXVFQUFBQgPD0dMTAz8/f2FBKe9vT3mzp2Lzz//HGPGjEHbtm1Rp04d5OfnIy4uDhEREWjWrFmljX1bkoCAAPz3v//F4sWLcfnyZbi6uuLOnTu4dOkSXn/9dZw8eVItfsmSJUhISEDz5s3h5uYGoDCZe/PmTTRt2hTNmzcHUJiY/eKLLzBz5kxMmzYNrVq1gpeXF2QyGeLi4nD16lXY2dlhy5Ytld5mIpLO2NgY33//PTZs2IA9e/YIPz6FhobCysoKb731FsaMGaP2IxWVD/MUBZCpOcxOcfFtxb9QuJ/MlrS9zJri4wA/71cgqay6O6V9rXC9qDn78YtiJ/pIKkueJx5TYC2pKBjlyMWDAGTWFd8f1nek7Yv0CamiMf1r3ZFU1v570n7szTEVn2Ha6oa08aGTWilFYwosXz6jdpGcllmS4uQxJU82WERhLu3eZJomHpNnK6koWD6VNshitvZOVmrkBdLqnxaULhqjvCJt5u9Zg18+/0GRrw4MFo0xspR2z1CqxNv5RYPdksqaWTBEUtxzexvRmIw4abOwZ9STcC+IkXYvePa6hBMD0s6z+LbS6u98RfxenFpX2r0gs6anpDj7O+I37Ye9pO2zWqde/m8lADzv7CKpLJ1RyQpfVV0p67hkyRLRGBsbG3z66aeSy5TL5Rg1apTa+K0lqVevHn744QfJZb+MSiV+zb042VhpMCFLRAZtwIABKCgowK+//op9+/bB0dERffv2xbvvvovu3btLKmP8+PE4f/48bt68idOnT8PCwgK1atXCRx99pNFDrEOHDli7di22bduGixcvIjw8HObm5nB2dkbfvn0REBBQEc0sFRcXFyxZsgTLly9HeHg4FAoFGjVqhB9++AHPnj3TSMi+/fbbOHnyJG7fvo0LFy7A2NgYNWvWxIQJEzB48GC1nrM+Pj5Yt24dtm3bhnPnzuH69eswMTGBk5MTunTpgh49elR2c4moDExMTDBu3DiMHTsWDx48QFpaGqysrODp6anRW56IiIiIqDp69OgRrKysyvRZJmSJSK+4ublpJAzFBAYGIjAwUGO5tnLmzJmDOXPmqC0bPHgwBg8eLHl7derUwaxZs0pVxxdJ+WWxiJ+fX4n7pKT91aBBgxJ/OXxxfJ0ePXqUKpHq7OyMadOmYdq0aZI/Q0RVk0wmg6entJ4vRERERET6bNGiRWrvT506hbi4OI04hUKBZ8+e4erVq2qTkJUGE7JEREREJIiJiUF4eDh69uwJe3t7jfXJyck4duwY2rRpg7p161Z6/YiIiIj0nup/r6pOH+pYjg4cOCD8v0wmw507d4RxcV8kk8nQuHFjTJkypUzbYkKWiIiIiARbt27FxYsX8eabb2pdb2tri23btiE6OhqffPJJJdeOiIiIiKhihISEACgcG3bEiBEYOnQohgzRHKdaLpfDxsYGFhbiY5uXhAlZIiIiIhJcuXIFrVu31pjhtoiRkRFat26NK1euVHLNiIiIiIgqTtGE3QAwe/ZsNGrUSG1ZeWJCloiIiIgESUlJcHF5+czEzs7OSExMrKQaERERERmgajYcgL55cW6V8saELBEREREJLCwskJyc/NKY5ORkmJqaVlKNiIiIiIh0IzIyElFRUcjIyIBSqdRYL5PJ8N5775W6XCZkiYiIiEjQsGFDnDp1ChMnToSNjY3G+vT0dJw6dQqNGjXSQe2IiIiIiCpeWloa5syZg+vXr0OlKrk7MxOyRERERPTKAgMD8emnn2LGjBmYOnUqfH19hXURERFYsmQJ0tPTS5z0i4iIiIhI3y1duhTXrl2Dr68v+vTpAxcXFxgZGZVb+UzIEhEREZGgS5cuGDp0KH799VfMmDEDJiYmqFGjBpKSkpCfny/MOtulSxddV5WIiIhIL8lUha+qTh/qWFHOnj0LHx8f/PTTT5DJZOVePhOyRERERKRmypQpaNWqFXbt2oWoqCg8f/4c1tbWaNWqFQIDA9G+fXtdV5GIiIiIqMLk5uaiZcuWFZKMBZiQJSIiIiItOnbsiI4dO+q6GkREREREla5BgwaIi4ursPLlFVYyERERERERERERqVPp0auaCg4OxunTp3Hjxo0KKZ89ZImIiIhIQ0FBAR4+fIiMjAwoFAqtMcUn/CIiIiIiMhRJSUlo3749pk2bhl69eqFhw4awsrLSGtunT59Sl8+ELBEREREJVCoV1q5di507dyIrK+ulsaGhoZVTKSIiIiKiSvT1119DJpNBpVLhwIEDOHDggMZ4siqVCjKZjAlZIiIiIno1GzduxObNm2FtbY3evXvD2dkZRkZGuq4WEREREVGlmT17doWWz4QsEREREQn2798PV1dXrF69GnZ2drquTrViczcdcsXLB2vLtXcULccoI0/S9hTm5qIxdfZKm1n4ua+0rxXWD5WiMfICSUXB4Y54YEZNaT8mpDWUNkieWbx4O626P5O2zSzx/X/yaQNJZVma50qKy0kW32ZqI0lFAQXlN+u0Is1UUpxcwgwoCjNpxzK3hniMaaq0NubZS4uTUjeF18ufTChiFi5+f5Y6YcxXhwZLirN4Jl7ilD5HJJV1PbO2aMzMqCGSypJKlSp+nuXZSDuWponi9xbTVGnnYp6dtG3aPtA+fFBxRvellZXc0EQ0xiRDWv1NsqTFpTQQ3/8uF8T/jQCALGfx/S+1XjqjL+Oz6kMdK0jfvn0rtHxO6kVEREREgqSkJHTp0oXJWCIiIiKiCsIeskREREQkqFmzJjIzM3VdDSIiIiIinYmPj5cc6+rqWurymZAlIiIiIsHgwYOxefNmJCcnw8HBQdfVISIiIjI4MlXhq6rThzpWlGHDhmlM4qWNTCbD8ePHS10+E7JEREREJOjcuTOuXr2KSZMm4b333kOjRo1gZWWlNbYsvQGIiIiIiKq63r17a03IZmRk4O7du3j69Cl8fX1Rs2bNMpXPhCwRERERCYYPHw6ZTAaVSoVFixaVGFfW3gBERERERFXdnDlzSlynUqmwfft2bNu2DbNmzSpT+UzIEhEREZGgpN4AFWHTpk1Ys2YN6tWrh40bN6qtu3btGlasWIHbt2/DysoK3bp1w7hx42BpaakWl5eXh7Vr1+Lw4cNIT09H/fr1MXbsWLz22msa29NlmURERERkGGQyGUaOHIlz585h2bJlWLhwYanLYEKWiAxaaGgounXrhrlz52LevHm6rk6ZBQcHY+PGjbh//z7q1q1bZba9ZMkSrFixAvfv30dOTg5+/PFHzJgxAzKZDF27dkVoaGil1pWIXt3LegOUp2fPnmHLli2wsLDQWBcdHY0PP/wQnp6emDJlCp49e4aQkBA8evQI3333nVrs119/jdDQUAwdOhS1a9fGgQMHMHPmTCxevBgtWrSoMmUSERER/UMGqCrnB/BXow911B1vb2/s27evTJ9lQpbIQL3Yu8nU1BS2trbw8PBAq1atEBQUhICAABgZGb3ytjZs2IDRo0dj/fr1CA4OfuXySiMmJgb16tXDe++9hw0bNlTqtl9FSkoK/vOf/2Dv3r24c+cO8vPz4eTkBA8PD3Tq1AmjRo2Cn5+frqv5Utu3b8f06dPh5+eHGTNmwMzMDO3bt9d1tYhITyxbtgxNmjSBUqlEamqq2rpVq1bBxsYGS5YsEcavdXNzw7fffou///4bbdu2BQBERkbi2LFjmDhxIkaOHAmgsIdvcHAwli9fjuXLl1eJMomIiIjI8Dx+/BgKhaJMn5WXc12IqIqZO3cu5s6di5kzZ2LEiBGwt7fH5s2b0a9fP7Rv3x63b9/WdRUrVNu2bXHz5k1MmTJF11URPHnyBH5+fliwYAHS09Px9ttv4+OPP8agQYOgUqnw008/4ffff1f7zNdff42bN2/C3d290utb0raLfgnct28fvv76a8ybN09IyN68eRObNm2q9LoSkX6IiIjAiRMnMHXqVI11mZmZCA8PR0BAgNpkYr1794aFhYXauLUnTpyAkZERBg4cKCwzMzND//79cePGDcTHx1eJMomIiIjIMCiVSsTHx2Pjxo04ffo0mjZtWqZy2EOWyMBpe0w/Pj4eU6dOxa+//oqePXsiPDwcLi4ulV+5SmBpaYnGjRvruhpqPv/8c8TExGDMmDFYs2aNRm/mp0+f4unTp2rL3Nzc4ObmVpnVFN32kydPAAC1atXSWFfV9jkRlWz69OmQyWSYM2cOXFxcMH36dEmfk8lk+Omnn0q9PYVCgcWLF6N///6oX7++xvp79+5BoVDA29tbbbmJiQkaNmyI6OhoYVl0dDRq166tlhAFAB8fHwDAnTt34OrqqvMyX5SQkIDExEThfWxsbImxREREZIBU/3tVdfpQxwrStWvXl86roFKpYGNjg8mTJ5epfPaQJaqGXF1dsX37dvj7++Phw4f46quvNGKSkpLwySefwMfHBxYWFrCzs0OPHj1w+PBhtTh/f3+MHj0aADB69GjIZDLhFRMTI8QVFBRg2bJlaN++PWxtbWFpaQk/Pz8sXboUSqVSaz3//vtvDB8+HO7u7jAzM4ObmxsCAgKwY8cOAIXJ5nr16gEANm7cqLbtouELQkNDIZPJtCamo6Oj8e6778Ld3R2mpqaoVasW3n33Xa1foufNmweZTIbQ0FD89ttvaNu2LSwtLVGjRg2MGDECjx8/Ft3vRc6cOQMAmDp1qtYbvJubG1q1aqW2LDg4WGOfAoX/CCxevBhNmjSBubk53N3dMWXKFKSmpqJu3boaY75u2LBB2D/Hjx+Hv78/bGxsYGtri/79++PmzZsa9Xlx20X7oqj3V/H9XkQmk8Hf31+jLIVCgRUrVqBTp06ws7ODhYUFGjRogLFjx6rt9ydPnuCLL75Ap06dULNmTeH4vPXWW4iMjNQoNyYmBjKZDMHBwYiJicGIESPg5OQEc3NztGnT5qXj+oSEhKBHjx6oUaMGzM3NUbduXYwcORLh4eEasdu2bUO3bt1gb28Pc3Nz+Pj4YOHChcjNzS2xfKKqLiIiAhEREcJ5XPReyqss9uzZg/j4eIwdO1br+qJEpaOjo8Y6R0dHJCQkqMWWFAdAiNV1mS/au3cvxo0bJ7zKMhEEEREREVWcli1ban35+vqiS5cuGD9+PDZv3qy1g4EU7CFLVE3J5XJ8+umnCA0NxbZt2/Djjz8KCbXY2Fj4+/sjJiYGXbp0QZ8+fZCZmYl9+/ahT58+WLlyJcaNGwegMFlnb2+PPXv2YNCgQfD19RW2YW9vDwDIz8/HgAEDcOjQIXh7e+Ott96Cubk5jh8/jqlTp+L8+fPYvHmzWv1Wr16NiRMnCo+NNmzYEM+ePUN4eDiWLVuGYcOGwd/fHykpKVi8eDFatmyJwYMHC58vXg9tLly4gJ49eyI9PR0DBw5EkyZNEBUVhS1btmDPnj04evSo1tm0ly1bhr1792LgwIHo2rUrzp8/j5CQEFy5cgUREREwMzMT3fdFX95v374tWk8xkydPxvLly1GrVi2MHz8epqam2Lt3L/7++2/k5+fDxMRE6+f27duHPXv2oG/fvpgwYQIiIyOxf/9+XLhwAZGRkXBycipxm0WJ1g0bNiA2NhZz586VVNe8vDy88cYbOHLkCDw8PPDWW2/B1tYWMTEx2LVrFzp37oyGDRsCAE6ePIlFixahW7duCAoKgrW1NaKjo/Hbb79h7969OH36NFq2bKmxjdjYWLRt2xZeXl545513kJSUhJCQEAwaNAhHjx5Ft27dhFiVSoXRo0dj48aNcHJywptvvglnZ2c8evQIx48fh7e3N9q0aSPEjxkzBuvXr0ft2rURFBQEe3t7nDt3Dp999hmOHTuGI0eOwNiY/6yS/jlx4sRL35en1NRUrFu3Du+++67wb8SLihLD2u5fpqamyMvLU4stKa54Wbou80UDBw5Ep06dhPexsbFMyhIRERFVIUuWLKnQ8vnNkaga69y5M4yNjfHs2TNhciwAeO+99xAbG4tt27ZhxIgRQnxKSgr8/f0xbdo0DBw4EK6ursIkXnv27MHgwYO1Tur15Zdf4tChQ5gyZQp++uknYSIxhUKB8ePHY926dRgyZAgGDRoEoHBClUmTJsHW1hanTp3SGJPl0aNHAAoTg3Xr1sXixYvh6+urtResNiqVCu+++y7S0tKwZcsWvP3228K6kJAQjBgxAu+88w4iIyMhl6s/SHDw4EFcuHABzZs3F5a99dZb2LZtG/bs2YNhw4aJbn/48OEICwvD2LFjhfEH/fz8tPayeplTp05h+fLlaNSoEc6fPy8kN7766iv07NkTT548gaenp9bP7t69G4cOHUKPHj2EZZ988gkWLVqEdevWYebMmSVu19/fH/7+/ggNDUVsbKzk/T5v3jwcOXIEAwYMwK+//qqWvM7NzUVaWprwvnv37oiPj4eNjY1aGVeuXEGnTp0we/ZsHDhwQGMboaGhmDdvnlqS+K233kKfPn3w3XffqSVkV69ejY0bN+K1117DkSNHYGdnJ6xTKBR49uyZ8H7Dhg1Yv349AgMDsXXrVrVZ4efNm4f58+fjl19+kfyoN1F1tWbNGtjY2CAoKKjEmKJ7Q35+vsa6vLw8ITFaFFtSXPGydF3mi5ycnF76wxcRERERGTYOWUBUjZmZmQlJwOfPnwMoTHidOHECQUFBaslYoLDH6/z585GTk6Mx6VRJlEolfv75Z9SsWRM//vijkIwFACMjI/zwww+QyWTYunWrsHz58uUoKCjAZ599pnWA7Nq1a5e6rcWdOXMGUVFR6NChg1oyFihMlnbu3Bm3bt1CWFiYxmenTZumlowFIPQW/vvvvyVtf/Lkyfjkk0+Qn5+P7777Dr169YKTkxPq1auHcePG4cqVK5LK2bhxIwDg//7v/9R6mpmamuLrr79+6WdHjBihlowFgPHjx5eqHaWhUCiwbNkyWFhYYMWKFRo9ic3MzODs7Cy8d3Fx0UjGAoWPjXTv3h3Hjx/XmgTx9PTEp59+qrasd+/eqFOnjka7fv75ZwDAypUr1ZKxQOG5WXzc3MWLF8PY2Bjr1q1TS8YCwGeffQZHR0e1c5jIEKlUKjx8+FCY1Kq0Hj58iD/++ANDhgxBQkKCMF52Xl4eCgoK8PTpU6SlpQn/LhUfY7VIYmKiWiLT0dGxxDgAQqyuyyQiIiJSowJkevCqzmPIFnft2jXs3LkTW7Zswc6dO3Ht2rVXLpM9ZImqOZWq8A5bNFzB2bNnARQ+Vqqt52NR4lbbWKPa3L59G0lJSWjYsGGJj2NaWFiolXfu3DkAQN++faU1opQuXboEoLAXpjbdu3dHWFgYLl++jNdff11tXfFH2It4eHgAAJKTkyVtXyaT4auvvsLMmTNx6NAhnDt3DpcuXcL58+exZs0arF+/HsuXLxcSvSW5fPkygMKezi9q3779Sx+fL492lEZUVBRSU1PRrl07rZOAafPnn39ixYoVCA8PR0JCAgoKCtTWJyQkaEw25uvrq5b0L+Lh4SGc20Dh7OjXr1+Hq6sr/Pz8XlqPrKwsXLlyBU5OTiVOYGRmZib5miCq6k6cOIGwsDBMmzZN+GHk6dOnmD17tjD5lL+/Pz777DOt11tJEhISoFQqsXjxYixevFhj/fDhwzFkyBCMGTMGRkZGuHXrltp9Oj8/H9HR0Wo93Rs0aIDLly8jMzNTbRKuorGmGzRoAACoV6+eTsskIiIiIv1z7do1LFq0SJgzRqVSCbmT2rVrY/bs2WjWrFmZymZClqgay8nJQVJSEgAIvROLevocOXIER44cKfGzGRkZkrZRVF50dDTmz58vqbyUlBQAgLu7u6RtlFZqaioAaCTzihQtL6pHcdrGPCxKfCoUilLVw97eHsOHD8fw4cMBFCYJFy1ahIULF2Lq1KnCsBAlKWqHthgjI6OXDoFQnu2QorTHdPHixZgxYwYcHBzQq1cv1KlTB5aWlpDJZNi9ezeuXLmidSKtksakNDY2Vps8rjT1SU5OhkqlwvPnz196DhMZij179iApKUmtl/rSpUsRExODVq1aIS0tDaGhoWjdujUGDBggudx69erhyy+/1Fi+Zs0aZGVlYdq0aahVqxasra3Rpk0bHD58GO+99x4sLS0BAIcOHUJ2drZaotPf3x/bt2/H3r17MXLkSACFwwXs378fTZo0Ee6Pui6TiIiIiPTL/fv38fHHHyMnJwdt2rQRhhlMSkrC5cuXceHCBXz88cdYsWKFxmTaUjAhS1SNhYWFoaCgAK6ursINpOjR7cWLF2PatGmvvI2i8gIDA7Fz505JnylKqj1+/BiNGzd+5TqUVKe4uDit658+faoWV1msrKywYMEChIaGIiwsDKdPn8abb75ZYrytrS0AID4+Hl5eXmrrFAoFEhMTKyypXVrFj6mYgoICzJs3DzVr1sSlS5c0EufFe7pWRn2KzgM/Pz+hdzWRIYuJiUG7du2E91lZWTh79iy6d++OuXPnoqCgAO+//z72799fqoSsvb09unTporH8119/BQC1dWPHjsXkyZOFH6eePXuGkJAQvPbaa2p1a9KkCbp164ZVq1YhJSUF7u7uOHjwIOLi4jBr1iy17eiyTCIiIiI1+jIcgD7UsYJs2LAB+fn5+PbbbzX+rnv77bdx/vx5fPLJJ9iwYYPkeVWKY0KWqJpSKpVCT6W33npLWN6+fXsAhRNGSU3IFp+k60WNGzcWZqPPz8/XOhv1i9q3b4/w8HAcOHBANCH7sm2XpOgR9dDQUK3rjx8/DgBo1aqV5DLLU1GvtKLhJEri5+eHy5cvIywsTCMhe+7cOY1H/HWp6Dy4evUqnjx58tJhCxISEpCSkoI333xTIxmbkZFRLklRKysrNGvWDNevX8fly5dfOmyBtbU1mjZtihs3biApKQk1atR45e0TVWVpaWlq5/nVq1ehUCiEcaeNjY3Rpk2blz5F8aq8vb3xn//8BytWrMDPP/8MS0tL9O/fHx988IFG7Jw5c+Dq6opDhw4hIyMDXl5e+Oabb+Dr61ulypTiSTd7FNjYl+mzxaU11ByDW5tsJ5lojEWCeAwAyPMkhUGmFI8xlvYQDpIbiX+Vsbsn7e+DfBtpw28YZ4rHJF51Fg8CoKqTLRqTmyP+dxMAKLOkfa2rVUdzzOMXme1wkFRWTKD4Nk3SJRUFkxRp+z/fXvx4GqdJK0thLJ5lyKgv7W8piwfSjlPtv8TLy3ayEI0BAIWZeP3T60kqCnZe0oarykwX/xvou8PSfqiTu+SIxvjVeSiprPArDSTFOYaLT6FjmiHhJgXAJFP83phvJe3+afVU2jYLzMXLy6khbZog6yfi23zSV3O+Bm1qnC15EsviVBKqlu0orf4mmRKu39qcMoleTUREBPz9/Uv8kb1du3bw9/fHxYsXy1Q+z1CiaujZs2cYMWIEQkNDUadOHcyZM0dY16ZNG3Tp0gU7d+7EunXrtH7+2rVrajPQFz0a/+DBA41YY2NjTJ06FU+fPsW0adOQna355ePp06fC2HwAMHHiRBgbG2PBggVqy4s8evRI+H8HBwfIZDKt2y5Jp06d4O3tjbCwMPz2229q63777TecOnUKjRo10jo2a3n47rvvcOPGDa3rwsLCcPz4cRgbG6NDhw4vLefdd98FAHz55ZfC8AVA4aO1xY9pVWBkZIRJkyYhOzsbEyZM0BhuIC8vTxif2MXFBZaWlrh48aLaUBb5+fmYPn06EhISyqVORT84fPDBB2r7Dyj8waKopzQA/Otf/0JeXh7GjBmjdSiL5ORk9p4lg2FlZYW0tDTh/eXLlyGXy9GyZUthmbGxMXJyxL9MS7FkyRJhksLiWrRogWXLluHo0aPYu3cvPvzwQ2FYgOLMzMwwadIk7N69G0ePHsWqVavQtm1brdvSZZlEREREpD8yMzNLHOawiJubGzIzJfxaqwV7yBIZuKKu80qlEikpKbhx4wbCwsKQl5eHtm3bYuvWrRozQf/3v/9F9+7d8f7772PJkiVo164d7O3t8ejRI1y9ehXXr1/H2bNn4eLiAgDo0KEDLC0t8dNPPyExMRE1a9YEAEydOhV2dnb47LPPcOXKFaxYsQJ//PEHunfvDnd3dzx79gzR0dE4ffo0vvzySzRp0gRA4eOiy5Ytw4QJE+Dn54dBgwahYcOGSExMxIULF2Brayv0YrW2tka7du1w6tQpvP3222jUqBGMjIwwcOBAtGjRQus+kclk2LhxI3r16oXhw4dj0KBBaNy4MW7duoXdu3fDxsYGmzZtglxeMb9Zbd26FTNnzkTjxo3Rvn174SZ+48YN/PXXX1CpVPjhhx9EJ7/q2rUrxo8fj1WrVqFp06YICgqCiYkJ/vjjD9jZ2aFWrVoV1oaymDt3Ls6fP48//vgDjRo1whtvvAEbGxs8fPgQhw8fxnfffYfg4GDI5XJMmzYNixYtQvPmzTFo0CDk5eXh+PHjSEpKQrdu3YTj/yrGjh2LU6dOYfPmzWjYsCEGDRoEZ2dnPHnyBH/99RfGjBkjXD9jxozBxYsXsWzZMtSvXx+9e/dGnTp1kJSUhPv37+PkyZMYPXo0VqxY8cr1ItK1OnXq4MyZMxg7dizkcjmOHj2KRo0aqY0pGxcXBwcHab3oiIiIiIj0jaOjY4kdqYpERka+dO6Wl2FClsjAFU1CZGpqChsbG3h6euLdd99FUFAQAgICtCbsateujYsXL+Lnn3/G77//jq1bt0KhUKBmzZpo0qQJpk6diubNmwvxDg4O+P333zF//nxs2LBB+IVo1KhRsLOzg4mJCXbv3o0tW7Zgw4YN2LdvHzIyMuDs7Ix69ephwYIFePvtt9XqMG7cODRr1gzff/89QkNDsXv3bjg5OaFFixYYO3asWuzmzZvx4Ycf4uDBg9i2bRtUKhVq165dYkIWKHy84MKFC1i4cCGOHj2KP/74A05OThg5ciQ+++wzeHt7l3mfi1m/fj3+/PNP/PXXXwgNDUVcXBxUKhXc3d0xcuRITJw4UXLv3OXLl6Nx48ZYuXIlVqxYAUdHRwQGBuKrr75C7dq1Ub9+/QprR2mZmpri4MGDWLFiBTZt2oSNGzdCpVKhVq1aCAwMVGvzggUL4OzsjDVr1mDlypWws7NDr169sHDhQsydO7dc6iOTybBp0yb07t0bq1atwo4dO5Cbmws3Nzd06dIFAwcOVIv/5Zdf0LdvX6xYsQJHjx5FSkoKatSogTp16uDf//43Ro0aVS71ItK1oKAgzJ07F0FBQUJP2Bfvu5GRkWjUqJGOakhERESk32SqwldVpw91rCidOnXCzp07sWbNGrzzzjswMzMT1uXm5mLr1q24fPkygoKCylS+TCU2SCEREemd6OhoNGrUCCNGjMC2bdt0XR0i0jO7d+/Gn3/+CQDo3r07Ro4cKayLiIjAnDlz8MEHH2DQoEG6qqJBuXXrFsaNG4ekVt3KZQxZ+7vSxiNMqS/+FEWNKGljsKZ5Shu3U8pYiTkO0p7uKLAWj5E6hmxqvfIbQzajjrSvV1LGkFUppY1BWa5jyH5ffmPI2t2Qtl8zJe6z8hxDViUX36bCRtr5I3UMWZdL4mNyZjtJO5YKM/EYqWPIWjVPkhSXeUV8DNkCG2nHUt/HkFWYld8YsqZpEu8ZEk5tqWPIWsVV/hiyUvaZTOK0IFLGkM12lbb/byz6UNpGy0nRv/kJHbqhwM6+UrddFsapKXA6exyrV6+u0E5LVVFqaiomTJiAp0+fwtbWFj4+PnBwcEBycjKioqKQkpKCWrVqYeXKlcKE26XBHrJERHosLi4OLi4uaj2ds7KyMGPGDABAYGCgjmpGRPps8ODBGDx4sNZ1vr6+2L9/f+VWiIiIiIioEtnZ2WH58uVYsWIFjh07hnPnzgnrTE1N0bdvX0yYMKFMyViACVkiIr32008/Ydu2bfD394ebmxvi4uJw7NgxPHr0CH379sXQoUN1XUUiIiIiIiJ6EZ9Xr/Ls7e0xe/ZsfPzxx4iNjUVWVhYsLS3h6ekJY+NXS6kyIUtEpMd69eqFK1eu4PDhw0hKSoKxsTEaNWqEadOmYcaMGZDJpD2qQ0RERERERFTdbdq0CTk5ORgzZoyQdDU2NlabnyU/Px+rV6+GhYVFmecSYUKWiEiP9ejRAz169NB1NYiIiIiIiIj0Wnh4ONatW4cJEya8tAesiYkJbG1tsXz5cjRp0gStWrUq9bakjfhMREREREREREREZKAOHToEGxsbvPnmm6KxgYGBsLGxwYEDB8q0LSZk9UhOTg5u3bqFnBzxGSmJiIiIiIiIiKgKUunRqxq5fv06WrduDVNTU9FYU1NTtGnTBteuXSvTtpiQ1SOxsbEYN24cYmNjy73szMzMci+TKgaPlX7gcdIPPE76gceJiIiIiIgqWkJCAmrVqiU53s3NDYmJiWXaFhOyBABQKpW6rgJJxGOlH3ic9AOPk37gcSIiIiIioooml8tRUFAgOb6goAByedlSq5zUi4iIiIg03L59G8eOHUNsbCxyc3Px448/AgDi4uIQGRmJNm3awNbWVse1JCIiItI/MlXhq6rThzqWJ0dHR9y/f19y/P379+Hk5FSmbTEhS0RERERqli9fjpCQEKhUhX+Fy2QyYZ1KpcKCBQswadIkDB06VFdVJCIiIiIqVy1atMCRI0fw9OlTuLm5vTT26dOnuHTpEnr37l2mbXHIAiIiIiIS7N+/H9u3b0eHDh2wfv16jBo1Sm29m5sbGjdujNOnT+uohkRERERE5S8wMBAFBQX4/PPPkZKSUmJcamoq5s6dC4VCgUGDBpVpW+whS0RERESC3bt3w9PTEwsWLICxsTFOnDihEePp6Ynw8HAd1I6IiIiIqGJ4e3tj6NCh+PXXX/Huu+9i0KBB8PPzg7OzM4DCSb8uXryIP/74AykpKRg2bBi8vb3LtC0mZImIiIhIEBMTgzfeeAPGxiX/mejg4PDSXgNERERERPpo8uTJMDU1xbZt27B582Zs3rxZbb1KpYJcLseoUaMwduzYMm+HCVkiIiIiEhgZGYnOLpuQkAALC4tKqlH1YZQHIOflMWbJ4rNrWMdmS9qebbT4LMJGCWmSykqt5yEpDjLxEKNcaTOIGIvsKwCwjs2SVFaujbWkuAIL8QYY5UkqCnYHxK+hlEbSyiqwlrbPTBY7isZkukn7iuh0QTzGISpDUlmpqZaS4oxzxPd/rsS5BvNsxUfvc4hWSCorqbG0bWY7i+9bham0siySlKIx8gJpIxTKIx0kxSV3Fb9n2F8xkVRWtoRjfuO6tF5nqtrSZ0QXk28lbZ9JuTa9fpV2/3zQz05SnOcfSaIxBXbS/m02uflANMb6gbukshQW0u4/eXbi57/5c2k3UJN7caIxKgeJN4NF0sKo+pDJZBg/fjz69++P/fv34/r160hKKrz+atSogebNm6Nv375wd5d2jZSECVkiIiIiEnh5eeHSpUtQKBQwMjLSWJ+Tk4OLFy+iUSOJmSIiIiIiIj3j7u6OcePGVVj5nNSLiIiIiAT9+vXDw4cP8cMPPyAvT72nSmZmJr7++mskJSVhwIABOqohERERkZ5T6dGLKgR7yBIRERGRoH///rh48SL+/PNP/PXXX7C2LnyUe/z48YiNjUVOTg769u0Lf39/3VaUiIiIiEhPMSFLRERERGo+//xz+Pn5YefOnbh//z5UKhVu3boFT09PBAUFYdCgQbquIhERERGR3mJCloiIiIg0DBgwAAMGDEBubi7S09NhaWkJS0tpE+8QEREREVHJmJAlIiIiohKZmZnBzMxM19UgIiIiMhgyVeGrqtOHOuorJmSJiIiISCulUomkpCQoFAqt611dXSu5RkRERERE+o8JWSIiIiJSc/jwYWzfvh0xMTFQKpVaY2QyGY4fP17JNSMiIiIi0n9MyBIRERGRYNu2bVi5ciWMjY3RsmVLODo6wsjISNfVIiIiIjIsHA6gWmNCloiIiKo9lUqFfasu4uGtRPQZ7Quv5tX3UfydO3fCyckJy5Ytg4uLi66rQ0RERERkcJiQJSIiomrvTkQc9q2+BAC4cjIWgVPaovd7LSGTyXRcs8qXkpKCgQMHMhlLRERERFRB5LquABEREZGuRV+OU3u/a+nfuH76oY5qo1seHh5IT0/XdTWIiIiIDJdKj15UIZiQJSIiomrv3rV4AMCgSa+hfktXmFuZoGErNx3XSjeGDh2KsLAwxMXFiQcTEREREVGpccgCIiIiqpZUKhW2fHkKZ/64BaWi8Of/Rq3c0G+MH/JzC2BiVj3/TOrbty9SUlIwadIkDB48GA0aNIClpaXWWF9f38qtHBERERGRAaie3zSIiIio2nt4KxFhu6PUlrk3qAEA1TYZWyQzMxOZmZlYt27dS+NCQ0Mrp0JERERERAaken/bICIiomrrVvgTtfete3rBwtpUR7WpOtauXYstW7bA3t4e3bt3h6OjI4yMjHRdLSIiIiKDIVMVvqo6faijvmJCloiIiKqlyPOPAABDP2yP9v0bwdKGyVgA2L9/P2rXro1Vq1aVOFQBEbXo1TUAALD1SURBVBERERGVHROyREREVG3kZObh1x/PwbGWDZ7cTQYA1GvmAmt7cx3XrOpIT09H9+7dmYzVAcs4BWCieGlMZk3x3soPA6wkbU9hJt7txS7aVlJZShNJYTBNU4rGyBTS5h22vZMuGqOUOPyISmIn8NTGLz8+AGCUI63+z14vEI0xt8+RVJbNKRtJcXEdZKIxMqV4DAAYZ4rHZLtYSyqrQOIt2DxRPCa1nbR9ZndOfKPJ3tJObLn4oQQAqCTs2pTG0rqjZSeKn7R59hK7tnlI22fOhy1EY8xHPpVUVk6a+LmRlSHth9IaTuL3AgBIS3IUjXENF7/GAcD2vvj+T2gt7f5pIuFaAoBUH3vRGLtbaZLKihvSSDTG6WqWpLKe+Um7gI3yxGOMs8T/jQCAjNfrisbkOEi7lxHpChOyREREVG3sXRGuMW6ss4edjmpTNXl5eSExUULWg4iIiIjKRvW/V1WnD3XUU9J+viUiIiLScyqVCmf/jFZbZmlrBhsH9o4t7p133kFYWBhu3bql66oQERERERkk9pAlIiKiaiHhcTqy0nIhN5Lh061BOLQxAi271oVMxkfaiktPT0ebNm0wefJkBAQEoH79+rCy0v4IfJ8+fSq5dkRERERE+o8JWSIiIjJod6/E4dv39wrv6zR2gnuDGhizoLsOa1V1ff3115DJZFCpVPjzzz8BQCNprVKpIJPJmJAlIiIiIioDJmSJiIjIoG358pTaezcvBx3VRD/Mnj1b11UgIiIiMmwqQKYP47PqQx31FBOyREREZHByMvNgam6MgnwlntxLVlvXoounjmqlH/r27avrKhARERERGTQmZImIiMig3L/+DN+M2YPGr9XCgPGtAQC2jhZYsGsEYiOfo1FrNx3XkIiIiIiIqjMmZImIiMigXPrrPlRKFW6ef4zYyOcACseNNbc0gXebWjquHREREREROBxANceELBEREemtgnwF5EZyyOX/TDr1tNgQBVnpeQAKE7KkXdeuXSGXy7Fp0yZ4eHiga9euGpN4aSOTyXD8+PFKqCERERERkWFhQpaIiIj0UsyNZ/h+/B9QFCjx1R9v4fJf9xH66w3Ex6YCAORGMigVhV0POG5syVq2bAmZTAYzMzO190REREREVDGYkCUiIiK9dGp3FPJzFQCA2f22qq1zcLXCnE2B2Ln0b7TqXg/1mrnooop6YcmSJS99T0RERERE5YsJWSIiItJLj+8kaV0+ePJr6Dy4MWwcLBA8179yK6Wn/P39MXr0aLz33nu6rgoRERGR4VNBP8aQ1Yc66ikmZImIiEhvKBVK5GYXwNzKRBgr1sbBHOnJOQCAL34fBldPex3WUD+pVCqoVPyLm4iIiIioMjAhS0RERHrj2/f3Ivbmc/R7vxVyMvNhZCzHv9cOws6fz6NpBw8mY4mIiIiIqMpjQpaIiIj0QlxMCu5ffwYA2LfqIgDApY4dXOvYYeJ3AbqsGhERERGRZDJV4auq04c66qtqkZC9efMmDh48iMuXLyMuLg62trZo2rQpxo4dCw8PD7XYmJgYLF26FNeuXYOxsTE6dOiAKVOmwN7eXi1OqVRi+/bt2L17N5KSklC7dm2MGjUKPXv21Ni+1DKJiIhIU8RfsbCxs0ZM5HONdT5t3XVQI8Mkk8l0XQUiIiIiomqhWiRk//vf/+LatWvo1q0b6tevj8TEROzatQtjx47F8uXL4eXlBQB49uwZpk6dCmtra4wbNw7Z2dnYvn077t27h5UrV8LExEQoc/Xq1di6dSsGDBiAxo0bIywsDF988QVkMhl69OghxJWmTCIiIlL3+E4Stiw4o7bMp607nD1s4enjjDYB9XVUM8Ozfv16rF+/XnK8TCbD8ePHK7BG1Y/CVA6VmfyVy/E4kikpLqOOhWhMZk1p9bG7r5QUl+ViJBpjFV8gqaw7b9mIxjjckPZDQ1ZNiT9IqMTjzJKklVXgKN7tKD9P2te1nGb5kuKgFK+b+RNp28x1EK+/Ua7U/SotLNdBPMb+jJmksvKtxWNUEr8t59tIa0CBpfj+UFpIvJY8xa8T0wTx6w0AHOwzJMUphmSJxjy+4SqpLG+/B6IxtrVyJJUV8Vjaj7PWD8Vj4tpK22dSrnOzZGnnhesF8f0KAE87WorGKI1tJZVlGyt+/twfLL49ADBJlRSGfPFbNp75mUoqS0qvTbt7CkllEelKtUjIDhs2DJ9//rla8rN79+4YPXo0tm7dis8++wwAsGXLFuTk5GDNmjVwdS38h8THxwf/+te/cODAAQwcOBAA8Pz5c4SEhCAwMBAffvghAOCNN97A1KlTsWzZMvj7+8PIyKhUZRIREVEhlUqFQxuvIDk+A9b25hrrA95tiSbta+ugZobN0tIS1tYSMhRERERERPRKqkVCtnnz5hrLPDw8ULduXcTGxgrLTpw4gY4dOwqJUwBo06YNPDw8cPz4cSF5GhYWhoKCAgQGBgpxMpkMgwcPxhdffIEbN26gRYsWpSqTiIiICl0Le4BdS/9WW9a8Sx10CfSBtb056reQ1vuGSmfYsGEIDg7WdTWIiIiIDJ8Kkp8O0Cl9qKOeqhYJWW1UKhWSk5NRt25dAIW9XpOTk+Ht7a0R6+Pjg3Pnzgnvo6OjYWFhAU9PT424ovUtWrQoVZnaJCQkIDExUXhfPHlMRERkqMIP39VYNnRGe7h62ld+ZYiIiIiIiMpZtU3IHjlyBM+fP8eYMWMAQEh8Ojo6asQ6OjoiLS0NeXl5MDU1RWJiIhwcHDQmvyj6bEJCQqnL1Gbv3r3YsGGDxvKsrCykp6dLbKk0WVnSxq0h3eOx0g88TvqBx6lqio54CgDoMLAB/t5/D16+TrBwkJf7v326YmMjYRA1IiIiIiIyWNUyIRsbG4sff/wRTZs2RZ8+fQAAubm5AKB1kq2ihGlubi5MTU2Rm5srGlfaMrUZOHAgOnXqpFbvhQsXwtLSskK+zPELov7gsdIPPE76gcepaklNyELS00zIZMDwf3XGiI+7IK8gG7a20iapICIiIiKq8jhkQbVX7RKyiYmJmDVrFqysrLBgwQJh8i0zs8LZOPPzNWcozcvLU4sxMzOTHCe1TG2cnJzg5OQkrWFERER6LDsjD8e2XcOVE4XD87g3qAEL68IfLPPTpc2yTEREREREpA+qVUI2IyMDM2fOREZGBpYuXaqW7CwaVqD4mK1FEhMTYWtrK/RkdXR0xOXLl6FSqdSGLSj6bFG5pSmTiIioOlv+8WHcCn8ivHer56DD2lQ/J06c0HUViIiIiIiqDbmuK1BZcnNzMXv2bDx8+BCLFi0SJvMq4uzsDHt7e9y6dUvjszdv3kSDBg2E9w0aNEBOTo7GJFuRkZHC+tKWSUREVF2lJ2erJWMBoFWPejqqDRERERERUcWqFglZhUKBefPm4caNG5g/fz6aNWumNa5r1644c+YM4uPjhWUXL17Ew4cP0a1bN2FZ586dYWxsjF27dgnLVCoV9uzZA2dnZ7XypZZJRERU3STHZ+DEb5H4a/t1AEDtRo744ei7mPRDAPy6MyFLRERERIZJBkCm0oOXrneUAasWQxb88ssvOH36NDp27Ij09HQcPnxYbX1AQAAAYNSoUQgNDcWMGTMwZMgQZGdnY9u2bfDy8kLfvn2FeBcXFwwdOhTbtm1DQUEBfHx8cOrUKVy9ehWfffaZMC5tacokIiKqDhKepMPE1Ag2DuZY9tFhPIhKENb5+teFtb05Wnatq7sKEhERERERVbBqkZC9c+cOAODMmTM4c+aMxvqihKyrqyuWLFmCpUuXYuXKlTA2NkaHDh0wefJkjbFeP/jgA9jY2GDv3r04ePAgateujU8//RS9evVSiytNmURERIYs/kEqFoz8Dfm5CoyY2UktGQsArTlMARERERERVQPVIiG7ZMkSybH16tXDDz/8IBonl8sxatQojBo1qtzKJCIiMkQXj97D9dMPYGQsR36uAgCw/dvTAABbRwv4tHVH58GNUat+DV1Wk4iIiIiocqj+96rq9KGOeqpaJGSJiIhIN+5ExGHV7KMlru8/thX8hzatxBoRERERERHpVrWY1IuIiIh049yftzWWte3TQPj/Zh09KrM6REREREREOsceskRERFTulEoVCvIUuHD4LgDAp507bp5/jJp17fHW7M6wdbSAp48znNxtdVxTIiIiIiKiysWELBEREZWr3346hyNbrsLD2xE5mfmwtDXDtCV9ceviU7jWsYOFtSmGfthB19UkIiIiItIJmarwVdXpQx31FROyRERE9MqUCiWS4jJQw80GR7ZcBQA8vJUIAKjdoAbkRnL4tHXXZRWJiIiIiIiqBCZkiYiI6JVt++Y0Tu68Ce82tTTWNdKyjIg0qeSAyujlMTXPpomWk1bfWtL20j3Ep5MwzpJUFEwyldK2WUf860eOk4mksqxjxGNqRGZIKiulsZWkOKNcmWhMnp207kTyNPF9MaL1eUllbb3cVlKczTUz0Rh5vqSikCXhNzaFmbR9UWAj7fxRWReIxlg8M5VWlsi1BgAm0k4fKMzFzwsAyLcS3x+midKmeZEpJGyzWbqksrLypF1zlqbiJ4ddg2RJZWUXiG9ztud+SWW9d/t9SXFGNcT3mf1taedsroN4jNSehcneFpLi7O4rxMtqKOHEBpDpLn6eyXOlNUBqO+1ui1/niS2kXUuO18Q3Ki9g106q2piQJSIiolJTKpTY+fPfqN2wBl7r3QCn994CANwKfwIAqOXlgI4DvZHyPBN9gn11WFMiIiIioipG9b9XVacPddRTTMgSERFRqf0VckMYmuDghggoCtR7PbzWuz56jWqhi6oRERERERFVaUzIEhERUalFXXgs/P/T+ykAAA9vRxTkKWBuZYqAd1vqqGZERERERERVGxOyREREJEn05adYNfso/LrVw/WwBwCAmnXtEReTAplchjELuqOWl4RB1YiIiIiIiKoxJmSJiIhIktN7byEtMRsnfosEADi4WmH+b8MQee4RjIzlTMYSEREREUnBMWSrPSZkiYiISJIHNxPU3vcd7QcAaNK+ti6qQ0REREREpJeYkCUiIqISKZUq3DjzEH9tv47Hd5IA4P/Zu+/4qOrs/+PvSSWVkEIoCQkQCKEZiiUUASnKoggKrq75Kq6IBViV3bXs4hb1t6u79sWCZcWClF0XQVYQCx1RQJqEEkBCTyOkZ1Jmfn+wjA4J3CuQuZnk9Xw85qH3c8+ce+bemSFz5s7nasRtlyghJVp9h3e0uDoAAAAA8D40ZAEAwFm99fsvtPGz/a7l1h1a6MZfXW5hRQAAAIB3s/3v1tB5Q43eysfqAgAAQMNUUVrp1oyVpCE3dbOoGgAAAABoHDhDFgAAuNn59WHNf+4rxXWOco3NWPtLncwtU0xcuIWVAQAAAID3oyELAABcKkor9cLkTyRJR/cVSJJ6DGwn/0A/mrEAAAAAcBHQkAUAAJIkp9Op/dtzao1fdnWSBdUAAAAAjZjT6gJgJRqyAABAH8/cqMVvfOtabpcSrYM78xTdNkypgxOtKwwAAAAAGhkasgAANHGlhRVuzVhJGnpzd/Ud0VE2m02+flwDFAAAAAAuFhqyAAA0QTXVDmWsP6zWHVro8J58t3VRrUN1yaBE+fn7WlQdAAAA0Ig5JZs3TFngDTV6KRqyAAA0QR++uF5fzPlOIc0D1XNggiTpyhtSNO7BK+Tn78tZsQAAAABQT2jIAgDQBO359pgkqbTQrq8W75EkderdWoFB/laWBQAAAACNHg1ZAACamMK8Mh3anV9rvHOf1hZUA+C0gBKHZHecMyavV5hhHr8yc78v9C82jmu5ochUrqqIZqbiwg4an30fcrjCVC57VIBhTHFisKlccV9UmYrLTTXeZuv15aZyHR4UZBjz36xupnIFhlSaivOpDjSMcRg/RElSyEGbYUy1ud2vgCJzU+Q0yzV+/pS1Nq5LkkIPGz//bTWmUqkm0Nw2q4NNxJn8eXBVqHGg3w7j9wtJKmlv7jXn2NnCMKaiZ5mpXIVFxk+OO47fYSpX0H7j57Uk+Zg4nlUh5o5leJZxssJEc89r/xJzB70qyPj5719qKpWC8s79b40khR6xm8plqzLOJUllrY3/nYjeaiqVqk285oKLTb6AreKUd0wH4A01eikasgAANBG7Nx7V10sytX97jiQpvnOUUq6I07J3t6pT79aKiAmxuEIAAAAAaPxoyAIA0ES8+8RK5R0pdi137ttGN0y9TIPHd6UZCwAAAAAeQkMWAIBG7MTxEuUeLlKrxAi3ZqwkXX3bJbLZbIpqbe4njcCF+P777/X2229r9+7dOnHihJo1a6aEhATdcsst6t+/v1vsgQMHNGPGDG3fvl1+fn5KS0vTlClTFBER4RbncDg0d+5cffTRRzpx4oTi4uKUnp6uYcOG1dq+lTkBAACAH6MhCwBAI1VVWaMnb/1QpYU/zAEW3TZMtz46UMl928jXz3guMuBiOX78uMrKynTNNdcoOjpaFRUVWrlypR599FH95je/0ejRoyVJOTk5mjp1qkJDQ3XXXXepvLxcc+fO1f79+zVz5kz5+/9w4bk33nhDs2fP1nXXXacuXbpozZo1evzxx2Wz2TR06FBXnNU5AQAA3DCHbJNHQxYAgEZm8/LvlXekWO27t3RrxkrSwLEp6npFnEWVoSlLS0tTWlqa29gNN9ygu+66S/Pnz3c1ZN9//31VVFTozTffVGxsrCQpJSVF06ZN05IlS1xxubm5mjdvnsaOHasHH3xQknTttddq6tSpeuWVVzR48GD5+vpanhMAAAA4E6fGAADQiOQfK9Zrv/1M/35hvZ6Z9LEkqU2HU1dF9g/01cAbUqwsD3Dj6+urli1bqqSkxDW2cuVK9evXz9XklKS+ffsqPj5ey5cvd42tWbNG1dXVGjt2rGvMZrNpzJgxys3N1Y4dOxpETgAAAOBMnCELAEAjsvnL713/73Sc+o3RkJu7q//oZNlsko8v38XCWuXl5bLb7SotLdXatWv19ddfa8iQIZJOnaFaUFCg5OTkWvdLSUnR+vXrXcuZmZkKCgpSQkJCrbjT63v27Gl5zrrk5eUpPz/ftZyVlXXOeAAA0LjYnKduDZ031OitaMgCAODldm04opX/zlD77i218t8ZtdYn92nNfLFoMF5++WUtWrRIkuTj46Mrr7zSNT3A6SZlVFRUrftFRUWpqKhIlZWVCggIUH5+vlq0aCGbzVYrTjrV9GwIOeuyaNEizZo1q851AAAAaPxoyAIA4OUWvbpR+7Zl69svfjg79rdvjlbekSK16Rip2IQI64oDzjB+/HgNHjxYeXl5Wr58uWpqalRVVSVJsttPzXlc1wWxTjc37Xa7AgICZLfbDeMaQs66jB49Wv3793ctZ2Vl6cknn6wzFgAAAI0PDVkAALxc7pEit+XLrklSUmorJaW2sqgi4OwSEhJcUwJcc801mjZtmh555BHNnDlTgYGBkuRq0P5YZWWlJLliAgMDTcdZmbMu0dHRio6OPut6AAAANG40ZAEA8EIZ6w/rxSmfuI09+/lt8vP3UUBQ7bP2gIZq8ODBeuaZZ3To0CHXFAA/nl/1tPz8fIWHh7vOOo2KitLmzZvldDrdphg4fd/TDU+rcwIAANTi/N+tofOGGr0UE8oBAOBlnE6n3vz9F25jzUL8FdI8UM1CAuTjYzvLPYGG5/TP/0tKShQTE6OIiAjt3r27VtzOnTuVlJTkWk5KSlJFRUWtC2JlZGS41kuyPCcAAABwJhqyAAB4AafTqc9nb9OvBv5TT/9yoUoL7W7ro9uG17oQEdCQFBQU1Bqrrq7Wp59+qsDAQCUmJkqSBg0apHXr1ik7O9sVt2nTJh06dEhDhgxxjQ0YMEB+fn5asGCBa8zpdGrhwoWKiYlR9+7dXeNW5gQAAADOxJQFAAB4gZ1fH9G/nl8vSfp+e44kqcfAdmqbFKk1C3Zp9D19rSwPMPTMM8+otLRUl1xyiWJiYpSfn6/PPvtMBw8e1OTJkxUcHCxJSk9P14oVK/TAAw9o3LhxKi8v15w5c9ShQweNHDnSla9ly5YaP3685syZo+rqaqWkpGj16tXatm2bHnvsMfn6+rpircwJAABwJpskmxdMB8DpHvWHhiwAAA2Yo8Yhm49NGV8fdhu32aSrft5dXa+I0/X3Xso0BWjwrrrqKv33v//VwoULVVhYqODgYCUnJ+uee+7RgAEDXHGxsbF66aWXNGPGDM2cOVN+fn5KS0vT5MmTa83LevfddyssLEyLFi3S0qVLFRcXp+nTp2v48OFucVbnBAAAAH6MhiwAAA1U3tFi/fW2BSo5WeEau+PxIeqWFqeTOaWKTz51gSGasfAGQ4cO1dChQ03Ftm/fXs8++6xhnI+Pj9LT05Went6gcwIAAAA/RkMWAIAGauOyfW7NWEnq1KuVwloEKaxFkEVVAQAAAAAuBA1ZAAAamJpqh3z9fLR/e7bb+LWT+iiqdZhFVQGob/6lNbL5VBtEGf/5bm9u7rq9ocdrDGPyUsNN5Spvae5M/Tbryg1jbA5zk+r5lTsMY5rl2A1jJKmoo7kvuQILjGurDPM3lauyhXH9CWHFpnId+zLBVFxpnHH9rb4yrkuSgo+UGcbYo5uZypXTy9w+M3NJ6oBCc6mCc4xea1JFpK9hjCRVhZh7/jfLM47xqTb3/C9PMK4/dLO5/epTae44+Zt4OpZWmGsx+B83rq0qxvgxSlLzfeaeszkmptsPzTL3/uk0cchbZJqrP6CoylScj934Pds3v8RUrsOjWxnGRCzcYypXxcCupuL8KoyPk98J48coST4VxnF++4+ZymUZ5/9uDZ031OilaMgCANCALJ21RQtmfOM29ts3Rysp1fgPZwAAAABAw2fu6x8AAOARq/6z023ZZpPik6MsqgYAAAAAcLFxhiwAAA1EWbFd+Ufdfw949e2pCgwy+VNOAAAAAA2ezXnq1tB5Q43eioYsAAAWq6yo1jdL9+rbL7+XJLVs11y3/2GQWrePUHB4oMXVAQAAAAAuJhqyAABY7M3ff6GtK7Ncy8l9WjNnLAAAAACvsnPnTi1dulSbN2/W8ePHFR4erm7dumnixImKj4+v8z7V1dW64447lJWVpXvvvVe33HKL23qHw6G5c+fqo48+0okTJxQXF6f09HQNGzasVq4DBw5oxowZ2r59u/z8/JSWlqYpU6YoIiKiPh7uBaEhCwCAhQqyS9yasZLU9Yo4i6oBAAAAgPPzwQcfaPv27RoyZIg6duyo/Px8LViwQBMnTtSrr76qDh061LrPhx9+qJycnLPmfOONNzR79mxdd9116tKli9asWaPHH39cNptNQ4cOdcXl5ORo6tSpCg0N1V133aXy8nLNnTtX+/fv18yZM+Xv37CmgaMhCwCABfKPFauitEoZ6w9LkpJSW2n0PX1VkFOq1CHtLa4OAAAAQL1x/u/W0P3EGm+66Sb94Q9/cGt+XnXVVbrjjjs0e/ZsPfbYY27xBQUFeuedd/SLX/xCb731Vq18ubm5mjdvnsaOHasHH3xQknTttddq6tSpeuWVVzR48GD5+vpKkt5//31VVFTozTffVGxsrCQpJSVF06ZN05IlSzR69Oif9mDqmY/VBQAA0NQU5pXpzzf9S4/f/G/9+4X1kqQ+wzoouW8bXfGzTvLxsVlcIQAAAAD8ND169Kh1Jmp8fLwSExOVlZVVK37mzJmKj4/X8OHD68y3Zs0aVVdXa+zYsa4xm82mMWPGKDc3Vzt27HCNr1y5Uv369XM1YyWpb9++io+P1/Llyy/0oV10nCELAICHlJyskL28Sgtf2SB7ebVr3M/fRz2vTLCwMgAAAACo25nN1KioKEVHR5u6r9PpVEFBgRITE93GMzIytHTpUs2YMUM2W90npGRmZiooKEgJCe6flVJSUlzre/bsqdzcXBUUFCg5OblWjpSUFK1fv95UrZ5EQxYAAA+wl1fpyVs/VEF2qWssOCxA193dV8l92yi6TZiF1QEAAADwGC+bsuDJJ590G54wYYJ++ctfmkrx2WefKTc31y3e6XTqxRdf1FVXXaXu3bvr2LFjdd43Pz9fLVq0qNWwjYqKkiTl5eW54n48fmZsUVGRKisrFRAQYKpmT6AhCwBAPTlxvERv/3G5SgvtOrL3RK31Tyy4WaERzSyoDAAAAADMmT59uttZqnU1PuuSlZWl559/Xt26ddM111zjGl+yZIn279+vxx9//Jz3t9vtdV6M63Rj1W63u/3XKJaGLAAAjVTRiXLlHi5SYtcYvf7I5/r+u7qvGHrJlQk0YwEAAAA0eAkJCXVOB3Au+fn5evjhhxUSEqInnnjCdfGt0tJSvf7667rlllvc5nutS2BgoKqqqmqNV1ZWutb/+L9mYhsKGrIAAFxE/3zsS+38+shZ1z8ya4yK8svUrV+8B6sCAAAAAM8oKSnRQw89pJKSEs2YMcNtvtm5c+eqqqpKV111lWuqgtzcXNf9jh07pujoaPn7+ysqKkqbN2+W0+l0m7bg9BQFp/OePmP39PiP5efnKzw8vEGdHSvRkAUA4KKprqqp1YztNSRRN95/hRa9tlF9R3RU++4tLaoOAAAAQENgk2Tzgjlk677U1rnZ7XY98sgjOnTokJ577rlaF/PKzs5WcXGxbrvttlr3fe+99/Tee+/prbfeUqdOnZSUlKTFixcrKyvLLU9GRoYkKSkpSZIUExOjiIgI7d69u1bOnTt3uuIaEhqyAABcJMcPnHRbDo8K0k2/7qfIVqG688mrrCkKAAAAADygpqZGf/rTn7Rjxw795S9/Uffu3WvF3HjjjRo4cKDbWEFBgZ555hmNHDlSAwYMUOvWrSVJAwYM0IwZM7RgwQI9+OCDkk5dEGzhwoWKiYlxyz9o0CAtXbpU2dnZrqkQNm3apEOHDummm26qr4d83mjIAgBwkRzOPHXhrqRerfTrmdfJx+d8vlMGAAAAAO/z8ssva+3aterXr5+Ki4u1bNkyt/UjRoxQcnJyrfloT09dkJiY6NasbdmypcaPH685c+aourpaKSkpWr16tbZt26bHHnvMNS+tJKWnp2vFihV64IEHNG7cOJWXl2vOnDnq0KGDRo4cWY+P+vzQkAUA4AItn79Dc/+21rUclxRJMxYAAABA3Zz/uzV0P7HGvXv3SpLWrVundevW1Vo/YsSIn1zC3XffrbCwMC1atEhLly5VXFycpk+fruHDh7vFxcbG6qWXXtKMGTM0c+ZM+fn5KS0tTZMnT25w88dKNGQBALggJScrNP9Z9z824jpHWVQNAG9W1M5fjqBzf2CwtzD+sqfdkpOmtpfbp7lhjNn57Vpk1piKK2zfzDDG125uo/5lDsOYspggU7kqQ819iVYRZRxXkuBrGCNJzhaVhjGZR8zNO+7T2tw+u/LK7YYx60/2NJUrr2eYYUxlc+NjJEmOcON9IUnRO3wMY47cWPsK23WpbG783KgONbdffctMhamwi7nXiRkBOcYf5e0m/xwp72A3FWfPM25ohEeWmttopHFIz6hcU6k21XQwt81A4/1fk2PuKuwBhdWGMUcHms1lri3jMNFPCj4WYipXeJbxvjh+xyWmcsVsMnfMq8L9DWNK2phrmgWUGr+3FPRveHOGNgUvvfTSed2vdevWWrVqVZ3rfHx8lJ6ervT0dMM87du317PPPnteNXia8b9oAADgrLatzpKj5ocPbK07tFDf4R0trAgAAAAA0JBxhiwAAOdp//ZsfTn3O0nSiNsu0aBxXdU8Kkj+gfzzCgAAAACoG58YAQA4D+/8eYXWfbzHtZxyWVtFtzH++SYAAACAJs7plM3pBZPIekONXoopCwAA+In2bT3u1ozt3Ke1Ui5va2FFAAAAAABvwRmyAACYUFPt0Ldffq82HVooY/1hSVK3fvFKuayt0q7tLJvN3AVhAAAAAABNGw1ZAABMmP3X1Vq7cLfbWI/+8Rry8+4WVQQAAADAKzn/d2vovKFGL2VJQ/bbb7/Vpk2b9N133yknJ0eFhYVq1qyZIiIi1KFDB6WmpiotLU1RUVFWlAcAgEtBdol2fHW4VjPW5mNTzysTLKoKAAAAAOCtPNaQLS8v14cffqiPP/5Y2dnZcv5vYuCAgACFh4fLbrfr+++/1759+/TZZ5/Jz89P/fr100033aQePXp4qkwAAFxOHC/Ro9d+4DbmH+irKnuNuvePV1RrLuIFAAAAAPhpPNKQXbhwod5++20VFBSoY8eOuvPOO9WtWzd16dJFwcHBrjin06nDhw8rIyNDGzZs0Jo1a7R69Wr1799fkydPVps2bTxRLgAAkqRXf7vMbXnQ+K4aclM3bVt9UP2u62xRVQAAAAAAb+aRhuwLL7ygYcOG6ZZbblGHDh3OGmez2RQfH6/4+HhdffXVstvt+uyzz/T+++9r2bJlmjBhgifKBQBA3yzdq4M78yRJl41M0mVXJ6nHgHaSpNbtW1hZGgAAAAAvZvOSOWRtXlCjt/JIQ/bdd99VfHz8T75fYGCgrr32Wo0cOVLZ2dkXVENZWZnmzp2rjIwM7dy5U8XFxXr00Uc1cuRIt7i//OUvWrp0aa37t2vXTu+//77bmMPh0Ny5c/XRRx/pxIkTiouLU3p6uoYNG1br/gcOHNCMGTO0fft2+fn5KS0tTVOmTFFERMQFPS4AQP3Ys+moJKlFbIjufOIqi6sBAAAAADQWHmnInk8z9sd8fX0veLqCwsJCzZo1S7GxsUpKStLmzZvPGhsQEKCHHnrIbSwkJKRW3BtvvKHZs2fruuuuU5cuXbRmzRo9/vjjstlsGjp0qCsuJydHU6dOVWhoqO666y6Vl5dr7ty52r9/v2bOnCl/f/8LemwAgIvDXl6lfz62XJUV1SortkuSRt/T1+KqAAAAAACNiccu6mW1qKgoLViwQFFRUdq1a5cmTZp01lhfX1+NGDHinPlyc3M1b948jR07Vg8++KAk6dprr9XUqVP1yiuvaPDgwfL19ZUkvf/++6qoqNCbb76p2NhYSVJKSoqmTZumJUuWaPTo0RfpUQIALsTq/+zUlhUH3MZi4sKtKQYAAABA48V0AE2aT31vwOFwaP/+/crLy6u1rrq6Wlu2bKnvEiSdOus1KirKdHxNTY1KS0vPun7NmjWqrq7W2LFjXWM2m01jxoxRbm6uduzY4RpfuXKl+vXr52rGSlLfvn0VHx+v5cuX/8RHAgCoL99+8b3bcmSrUCV2jbGoGgAAAABAY1SvZ8geP35cDz30kLKysmSz2XTFFVfo0UcfVfPmzSVJRUVFeuCBB7RixQq3+zkcDh04cEDh4eGKjo52W1ddXa3vvvtOqamp9VZ3RUWFRo4cqYqKCoWFhWno0KG65557FBwc7IrJzMxUUFCQEhIS3O6bkpLiWt+zZ0/l5uaqoKBAycnJtbaTkpKi9evXn7WOvLw85efnu5azsrIu9KEBAM5QWVGtT976VifzyrRv26n5ym99dIBKCu3qd11n+Qc2mR+TAAAAAAA8oF4/Zb766quKjo7W008/rZKSEr3yyiuaPHmyXnjhBVej1el0P0f7fJu4F0tUVJRuueUWde7cWU6nU19//bU++ugj7du3Ty+++KL8/E7tsvz8fLVo0UI2m63W/SW5zgg+3VCt6+zcqKgoFRUVqbKyUgEBAbXWL1q0SLNmzao1XlZWpuLi4gt6nHXlhHfgWHkHjpN3KCsr08rFu7Tk7S2uMV8/H6UOj/vf+7vjor/f4qdrbK+nsLAwq0sAAAAAYKF6bchu3bpVzzzzjFq3bi1JevbZZ/XMM89oypQpevHFF+Xv71+roXk+TdyL6e6773ZbHjp0qOLj4/XGG29o5cqVrot12e32Oi/Gdbqxarfb3f5rFFtXQ3b06NHq37+/azkrK0tPPvmkgoOD6+XDHB8QvQfHyjtwnBqu3RuPasW/diixZ5S+W3PEbV3/0ckKD2fe2IaG1xOaguKODlVFOs4Z0+Uf+edcL0lZN7Q0tb2IfefeliSVxZib4ay0ta+puJabqwxjCpLNXfC2Mty4Nt8KU6kUdtB4X0iS089mGFMUZe6ziu2k8eNs1SXHVK6j5eY+1q1f2NNUnBlOE08Np5+5fRH1tbljfmSQcT4fX3PbrAozjquOrDaXK8bk51Pjp498Cs0dy8oWNYYxYfvM5fLNN7f/2/c+bJzLZu611Dq4yDAmxLfSVC6fEOP3FUkK2hFkGFMdbO5YZl8aaBjTdpXdVK5j/YxzSZKPiYdZEW3iSSYp90rj50/wXnPv68f71b4Ael0cJp5mZl6XktQ801xtDZnNKa+YQ9bmBTV6q3qdQ7aiosKtEenj46OHHnpIl156qaZOnaojR47Uus/WrVt13333qXXr1urUqZOeffZZ9ezZU1OmTFF29qmfkp7ZxK1vN910k3x8fLRx40bXWGBgoKqqar8jVlZWutb/+L9mYs8UHR2t5ORk1+3M6REAAOfnw5e+1rdffK//PL9R328/9WH3r4t/oZe/ulO/eHSAxdUBAAAAABqzem3ItmvXTrt37641/utf/1pXXHGFHnnkkVrrzqeJW98CAwMVHh6uoqIfvsWLiorSiRMnap2te3qKgtNn856equDHc8H+ODY8PLzOs2MBAPWjptqhrIxct7HEbjGKbBUqP39fj3/pBwAAAABoWuq1IXvllVfqs88+q3PdtGnTNHTo0FoNzfNp4ta3srIyFRYWKiIiwjWWlJSkioqKWhfaysjIcK2XpJiYGEVERNT5mHbu3OmKAwDUr6rKGm1Ytk/bVp963w5pHqhHP7hO19yRql8+cZXF1QEAAABoMpxedEO9qNeGbHp6uv7+97+fdf20adO0cuVKt7HzaeJeLHa7vc4Lh7zzzjtyOp26/PLLXWMDBgyQn5+fFixY4BpzOp1auHChYmJi1L17d9f4oEGDtG7dOteUC5K0adMmHTp0SEOGDKmXxwIAcPfu4yv15u++0Gu/PfVvTPvuLRXVOlRjJ1+m2HbNLa4OAAAAANBU1OtFvc5Henq60tPTz7p+2rRpmjZt2nnl/vDDD1VSUuKaPmDt2rXKyTk1d+CNN96o4uJi3XnnnRo2bJjatWsnSfrmm2+0fv16XX755Row4Id5BVu2bKnx48drzpw5qq6uVkpKilavXq1t27bpsccek6/vD5NMp6ena8WKFXrggQc0btw4lZeXa86cOerQoYNGjhx5Xo8FAGCevbxK3yzd6zbWsWesRdUAAAAAAJoyjzVkn3rqKQ0cOFD9+/f31CZrmTdvno4fP+5aXrVqlVatWiVJGjFihEJDQ9WvXz9t2LBBS5culcPhUNu2bTVp0iTdfPPN8vFxP6H47rvvVlhYmBYtWqSlS5cqLi5O06dP1/Dhw93iYmNj9dJLL2nGjBmaOXOm/Pz8lJaWpsmTJzN/LAB4wJG9J9yW4ztHacCYLpKMrzALAAAAABeTzUumA7B5QY3eymMN2SVLlujTTz/Vb37zG40aNcpTm3Uzf/58w5jp06ebzufj42N4Ru9p7du317PPPms6NwDg4jm0+9QvI7r1i9evXvrhlwnFxcVWlQQAAAAAaKLqdQ7ZMzkcDj3zzDNavHixYezOnTu1ceNGD1QFAGjsDu3OkyTFJ0dZXAkAAAAAoKnz6Byy/fr107Zt21xnil577bVnjV2/fr3eeecdrVixwkPVAQAak7Jiu16c/IkOZOS6xuI705AFAAAAAFjLo2fIJicn67nnnlNQUJCeffZZU2fKAgBwPjZ8us+tGStJ8cnRFlUDAAAAAP/j9KIb6oVHG7JS7absxx9/7OkSAACN2Pff5Wjtot3K/PaY23hSr1ZqGR9uUVUAAAAAAJzi0SkLTuvSpYuef/55Pfjgg3ruuefkdDo1evRoK0oBADQi336xXzMf/txtbNpr16p1+wiFNG8mm81mUWUAAAAAAJzi8TNkT0tOTtbzzz+voKAgPf/881q0aJFVpQAAGoll721zWw5o5qf23VsqPCpYvn6W/ZMHAAAAAC42STanF9ys3lGNmCVnyJ52uik7bdo0Pf/883I6nbr++uutLAkA4GWWz9+huX9b6zbW5bK2Ki2s0O1/GKSAZpb+UwcAAAAAgBvLP6WenlP2dFNWEk1ZAIBpn7z1rdty6pBE3fv3ERZVAwAAAADAuTWI32+ebsqGhITo+eef18KFC60uCQDgBSorqlWUX+42NnBMF4uqAQAAAADAmMfOkL3pppsUHx9/1vVnnimbkJDgqdIAAF4q+2ChJCk4PFC/fHyIyort6tbv7P/WAAAAAIDlnM5Tt4bOG2r0Uh5ryE6ePNkw5nRT9te//rUOHDjA1bABALVUlFbq5WmfKvdwkQqySyVJrRIj1GNAO4srA4AL03qNU/J1nDOmuGuUYZ6YbVWmtpfb098wxtduKpXarik3DpJ05Mogw5iIzHPvg9PKY40/K4QcMZVKJ7qZ+9wRUGQc41dmLlezXOO4svYBpnLFJ+SZijuxv7VhTHWwuQ/fThMP06/E3A8ybdWmwhRyyDifz/5gU7mqTYT5Vhi/RiTJ3rbSVJzvSeOP3zVhNeZyFfsaxoQMyzaVK/j9GFNxhxMiDGMqTjQzlSuz1PgL9KsHbjGVK2Cv8fuKJFVEG7+3hO81+V5QbJzr4HBzr1//YlNhit5u/N5eHWTuNRd20Pj5UxVi7r0gckeJqbiCLqGGMcUJ5vb/yWTj2sL30UhEw9Ygpiz4seTkZD377LMKDTV+sQIAmp6tq7K0Z9MxVzNWklolNLewIgAAAAAAzLP8ol51SU5O1jvvvKPvvvvO6lIAAA1Alb1aL0/7VDu//uFUp6g2YQoJD9TBXXnqmsY0BQAAAAC8hFOyecNJvN5Qo5fySEP2N7/5je68806lpKSYvk90dLQGDx6s8vJyffjhhwoODtYNN9xQj1UCABqqNQt3uzVjJSn9dwOVcnlblZysUFgLcz9VAwAAAADAah5pyJ48eVL33nuvLrnkEl199dW68sorDack2LFjh5YtW6Yvv/xSdrtdv/vd7zxRKgCgAdq2OsttObptmDr1aiWbzUYzFgAAAADgVTzSkH3zzTe1ZMkSzZo1S08//bT+/ve/Kz4+XsnJyWrRooVCQ0NVWVmpoqIiHTp0SLt371ZZWZl8fHw0dOhQTZw4UbGxsZ4oFQDQQNRUO/TJW99q2+qDOrjr1MVKps++QS1iQxXQzE/+gQ1y1h0AAAAAAM7JY59mR44cqWuuuUbr16/XJ598oi1btmjZsmW14nx8fNShQwddeeWVGjVqlKKjoz1VIgCgAVm7aLcWv/Gta7njJbGKT+bfBAAAAABezinvmJ/VG2r0Uh49vchmsyktLU1paWmSpAMHDig3N1dFRUUKCAhQRESE2rdvbzidAQCg8dt+xjQFg8d3s6gSAAAAAAAuHkt/75mYmKjExEQrSwAANEAVpZXavfGoJGnKC9eobVKkIlvxZR0AAAAAwPsxAR8AoEFxOp3asuKA7OXVahEbom794uXjY7O6LAAAAAC4KGxOSQ6rqzCBKQvqDQ1ZAIClHDUOVVXWKDDIX5mbj+mdP69U7uEiSVJSaiuasQAAAACARoWGLADA43IOFSr3cJFSLo/Twz+braL8crVs11w1VTXKP1YiSQpr0Uyj7+lrcaUAAAAAAFxcNGQBAB5VWlihv97+kcqK7LpsZJKK8sslSTkHC10xv3xiiLr3b6eQ8ECrygQAAAAAoF7QkAUA1LuNn+3TPx9brpsf6q9mwf4qK7JLkr5ZsrdWbNukSF0+spOnSwQAAAAAz3DKO+Zn9YYavRQNWQBAvXvj0S8kSbP/srrO9bc9dqU+fXersrMKNWBMF0+WBgAAAACAR9GQBQDUq9MX6DrTDVMv06KZmxQU4q8+wzqoz7AOOp5VqMSuMR6uEAAAAAAAz6EhCwCoV/u2ZUuSolqHyuZjU96RYo2a2FtX356qtGs7yz/QT81CAiSJZiwAAACARs/GlAVNnmUN2erqav3nP//R559/roMHD8put2v58uWSpMzMTH388ccaP3684uPjrSoRAHABtqw4oI9e2aBj+wskSd0HtNMvHh7gFhMeFWxFaQAAAAAAWMaShqzdbtevf/1rfffdd2revLlCQkJUUVHhWt+6dWt98sknCgsL01133WVFiQCAC+BwODXn6TU6mVvmGuvRv52FFQFAw1ce6StnM4M/z02cqdKs0NzpLEG5xnGhR6tN5SqOCzQVF3rQxDazyk3lKo0NMYwJO1RpKpd/qbmPRSHH7YYxJzuY2xcnLqkxjLHtizCVK7LnUVNxUd8ZH0+Hv81ULv9S4/odviZzlZl7npXFGu9bvzKHqVwh+woMY44PijaVq1l+gKk4p4ndEZRvKpVKW/kYxgR+Hmkq16ER5rYZtirMOKiFuVwVbasMY5btSTGXLMzcMW+RYXwAIjNKTeWqiG5mGNNmralUCjpscputjU9kCCww91ryP1lhGPP9DeGmcgWUmDvBIrDI+D0jfIW59+yCLkGGMSHHjbcHWMn4XbwevPfee9q+fbsmTZqkjz76SKNGjXJbHxoaqtTUVG3YsMGK8gAAF2jbqiy3ZuyVN6aoxwAasgAAAAAAWHKG7JdffqlevXrpF7/4hSTJZqv9TVWbNm2UmZnp6dIAABeg5GSFqqtqlPH1YUmnGrHX3tVHzaOZmgAAAAAAJElO56lbQ+cNNXopSxqyOTk5Gjhw4DljgoKCVFpq7tR9AID1Sgsr9Mdx81Xyo59AJfdtQzMWAAAAAIAfsWTKgqCgIJ08efKcMUePHlXz5s09UxAA4IJtX3vIrRkrSR16xFpUDQAAAAAADZMlZ8h269ZN69atU3FxscLCak8Mnp2drfXr1xueRQsAsF7RiVMXX1n8+ibXWEjzQP38N/0U2SrUqrIAAAAAoEGyOWXqQp2W84YavZQlDdmbb75ZDzzwgB588EHdf//9qqk5dfW7iooK7dixQy+88IJqamr085//3IryAAAmHfu+QE/e+h9VV/5wFdP7nrtal1yZYGFVAAAAAAA0XJY0ZFNTU/XAAw/opZde0tSpU13j11xzjSTJx8dH06ZNU3JyshXlAQBM2vT5frdmrI+vTZ16tbKwIgAAAAAAGjZLGrKSNGbMGKWmpmrhwoXauXOnioqKFBISopSUFI0dO1bt27e3qjQAgEnfrT0kSbrq5u66ZkKqbDYpOCzQ4qoAAAAAAGi4LGvISlJiYqLuv/9+K0sAAJwHh8OpNR/t0vff5Ug61ZBtHh1scVUAAAAA4CWYn7VJ87Fio9u3b9eMGTOUn59f5/q8vDzNmDFDO3bs8HBlAAAjmZuP6d7L3tDsv6yWJAWHByomLtziqgAAAAAA8A6WNGTnzZuntWvXKioqqs710dHRWrdunebPn+/hygAAdSkvqdSy97bqyN4Tmv/cV27rki6JtagqAAAAAAC8jyVTFuzatUt9+vQ5Z8wll1yijRs3eqgiAMC5vPXYl9q++qA+fPFr19iou3qrptqhK29IsbAyAAAAAPAuNqe8Y8oCb6jRS1nSkD158qSio6PPGRMZGamCggIPVQQAOJvSwgptX33QbWzoLd01+u6+FlUEAAAAAID3sqQhGxoaqpycnHPGZGdnKygoyEMVAQB+zOl06r0nVinj68Pq2PPUlASBwf7y8/dReGSQfnZnb4srBAAAAADAO1nSkO3atatWrVqliRMnKja29tyD2dnZWr16tXr35gM/AFjhcOYJrV20W5K08bP9kqQhP++msZMvs7IsAAAAAAC8niUX9brppptkt9s1efJkLV26VHl5eZKkvLw8LVmyRPfdd58qKyv185//3IryAKDJcjpPTRJ0JDO/1rqeA9p5uhwAAAAAaHycTu+5oV5YcoZsamqqJk+erFdeeUVPPfWUJMlms7kaATabTVOnTlVqaqoV5QFAk5S1M1cvTV2iAWO6SLZTY0mprZTYLUbBYYHq0LP2LxoAAAAAAMBPY0lDVpLGjx+v3r17a+HChdq1a5dKSkoUGhqqlJQUXX/99erQoYNVpQFAk7Rh2T6VnKzQ0llbXGN9hnXQVTd3t64oAI3Gzp07tXTpUm3evFnHjx9XeHi4unXrpokTJyo+Pt4t9sCBA5oxY4a2b98uPz8/paWlacqUKYqIiHCLczgcmjt3rj766COdOHFCcXFxSk9P17Bhw2pt38qcZjX/dJd8ygLOGVM50Pg9Obd3oKntBeUYn/USvPeEqVxVl5z7gr2nNTtZYxhT2CnYVC6nr3GMX4Xx9iSpMszfVFzeJcb71ulv7myi0APGD6CsT7mpXIc2tDUVV3VdtWFMYLaJHSspKMc4rsbcU1EBReY+loZ/X2kYcyLF3EaL44yfs1WhNlO5mh8w9zwrjjfeZ/Zwcz9iLU003qY90tx+9bGbCpPTRDp7UoWpXGHhxs/t4vwQU7mCEktMxRWXhRnGRGaYSqX87sY7I+7ZjaZylYzuZSoufFuuYUxZUpSpXIpoZhgScshcKr9yh6m4gBPGr9/qEHPP2YBi4/fZshhz72WAVSxryEpSx44dNW3aNCtLAAD8z4Edtf/Ia9+9pQWVAGiMPvjgA23fvl1DhgxRx44dlZ+frwULFmjixIl69dVXXV/G5+TkaOrUqQoNDdVdd92l8vJyzZ07V/v379fMmTPl7/9D4+yNN97Q7Nmzdd1116lLly5as2aNHn/8cdlsNg0dOtQVZ3VOAACAH7M5JXnDbADeUKOXsrQhCwCwVk21Q1tWHFDz6GBlZZxqyN76u4Fa/Z+dim3XnIYsgIvmpptu0h/+8Ae3RuVVV12lO+64Q7Nnz9Zjjz0mSXr//fdVUVGhN99803Xx15SUFE2bNk1LlizR6NGjJUm5ubmaN2+exo4dqwcffFCSdO2112rq1Kl65ZVXNHjwYPn6+lqeEwAAADiTJRf1AgA0DB+/vkmvP/K5/j5xkSorqhUcFqABY7ro9+/foIl/GWqcAABM6tGjR62zRuPj45WYmKisrCzX2MqVK9WvXz9Xk1OS+vbtq/j4eC1fvtw1tmbNGlVXV2vs2LGuMZvNpjFjxig3N1c7duxoEDkBAACAM1l2hmxVVZVWr17tmj/W4ah73pFHHnnEw5UBQNOxdcUBt+WrbukhHx9z86UBwIVyOp0qKChQYmKipFNnqBYUFCg5OblWbEpKitavX+9azszMVFBQkBISEmrFnV7fs2dPy3PWJS8vT/n5+a7lHzekAQAA0PhZ0pA9fvy4pk2bpqNHj8rpPPuEFDabjYYsANQTe3mVjmedlCT5+vlo8E3dNGpib2uLAtCkfPbZZ8rNzdUvf/lLSXI1KaOial+UJCoqSkVFRaqsrFRAQIDy8/PVokUL2Wy2WnHSqaZnQ8hZl0WLFmnWrFl1rgMAAE0Ac8g2eZY0ZP/xj3/oyJEjGjFihEaNGqWYmBjXfFwAAM/IysiVo8apFrEheuq/t1pdDoAmJisrS88//7y6deuma665RpJkt5+61HddF8Q63dy02+0KCAiQ3W43jGsIOesyevRo9e/f37WclZWlJ598ss5YAAAAND6WNGQ3b96sPn366Pe//70VmweAJmfZe1u1ZfkBpU+/UrmHCrXyw52qrqyRJHXoEWtwbwC4uPLz8/Xwww8rJCRETzzxhOuL+cDAQEmnprY6U2VlpVtMYGCg6Tgrc9YlOjpa0dHRZ10PAACAxs2ShqzD4VCnTp2s2DQANDknc0v14YtfS5L+8aslOnG8xG19UmorK8oC0ESVlJTooYceUklJiWbMmOHWmDw9BcCP51c9LT8/X+Hh4a6zTqOiorR582Y5nU63KQZO3/d0XqtzAgAA1MXmBdMBeEGJXsvHio127dqVixcAgIcc3JXn+v8zm7G9hiRqwJguni4JQBNlt9v1yCOP6NChQ3rqqadcF/M6LSYmRhEREdq9e3et++7cuVNJSUmu5aSkJFVUVNT6mzIjI8O1viHkBAAAAM5kSUP27rvv1rfffqsVK1ZYsXkAaBJOXzRx37ZsSZJ/4A9zdd/823766+Jf6J6/j1BAM0t+LAGgiampqdGf/vQn7dixQ3/+85/VvXv3OuMGDRqkdevWKTs72zW2adMmHTp0SEOGDHGNDRgwQH5+flqwYIFrzOl0auHChYqJiXHLb2VOAAAA4EyWfAr/6quv1KtXL/3pT3/SJZdcos6dOyskJKRWnM1m0+23325BhQDg3Q7tydfTd3ykKnuNa+zm3/ZXl0vbKCgsUCHhZ5/bEADqw8svv6y1a9eqX79+Ki4u1rJly9zWjxgxQpKUnp6uFStW6IEHHtC4ceNUXl6uOXPmqEOHDho5cqQrvmXLlho/frzmzJmj6upqpaSkaPXq1dq2bZsee+wxtwvGWpkTAACgFoe8Y84Ch9UFNF6WNGTffvtt1/9v2bJFW7ZsqTOOhiwAnJ9l7251a8ZKUs8rExQeGWRRRQCaur1790qS1q1bp3Xr1tVaf7ohGxsbq5deekkzZszQzJkz5efnp7S0NE2ePLnWvKx33323wsLCtGjRIi1dulRxcXGaPn26hg8f7hZndU4AAADgxyxpyL744otWbBYAmoxDu/PcltulRNOMBWCpl156yXRs+/bt9eyzzxrG+fj4KD09Xenp6Q06JwAAAPBjljRkU1NTrdgsADQJjhqHcg8XSZJ+/fp12r8tW31HdLS4KgAAAAAAIFnUkAUAXHxH9p7Q+k8y9dl7W+V0SgHN/NSxZ6w6925tdWkAAAAAgNOc/7s1dN5Qo5eyvCFbU1OjwsJCVVVV1bk+NjbWwxUBgPdxOJya+fBnys4qdI0NvaW7fP18LKwKAAAAAACcybKG7O7du/X6669r69atqq6urjPGZrNp+fLlHq4MALzP4T35bs3YLpe11XV397WwIgDAT3Xi+i5yBEWcM8Zm4mrHgQXmTmc5mWwcUx3U0lQuW41xjCQVJfoaxjhMfkLxLzGOKYsNNJXLp+5zQ2qpCTM+AC22mfsyNOyg8UZbj8o1lWtPqblfwzQ76m8YU9PM3POnMMX4oDt9zeUK3WvuoB8YbRwXdNxUKgUfM46xtzCXq6id8fNakkrbGT9//ItspnI5mxnv/yqT+1/mNqniMJOBJlybsMMwZk2QuSm3jp8INxVnM1F+Xs8QU7mCjxvv24OPmPtbPCzL3HHa+XCkYUzEFuPXuCSFHDd+/hQnmkol2cy9fv1ijOMqTT7HAoqN95mZfy8BK1nSkM3MzNSUKVPk6+urSy+9VOvWrVNSUpIiIyO1Z88enTx5UqmpqWrVqpUV5QGA19mz6agkqXu/eE1+4Rr5+Fy8P5gBAAAAABePzXnq1uA5mbWgvljSkH3nnXckSa+99poSExM1aNAgDRw4UBMmTJDdbtfLL7+sFStW6JFHHrGiPABo0CpKK+Uf6CdfPx8tfmOTlr27VfbyU7806NynNc1YAAAAAAAaMEsmF9y+fbv69++vxMRE15jTearnHhgYqAceeEDR0dF64403rCgPABqs7IOF+s2I9/Tab5epptqhj2ducjVjJanHwAQLqwMAAAAAAEYsOUO2tLRUbdq0+aEIPz+Vl5e7ln18fJSamqovvvjCivIAoMH6+pNMVdlrtG31Qa35aJdrPK5zlEbekao2HUxOdgYAAAAAACxhSUM2IiJCxcXFruXIyEgdPnzYLaayslIVFRWeLg0AGqTignJVVlRr+5qDrrEPnloj6dQ0Bb+eeZ1VpQEAAAAAfhKn5PSG2Vm9oUbvZElDNjExUQcP/tBU6NGjh1avXq3vvvtO3bt314EDB7R8+XIlJFy8n96WlZVp7ty5ysjI0M6dO1VcXKxHH31UI0eOrBV74MABzZgxQ9u3b5efn5/S0tI0ZcoURUREuMU5HA7NnTtXH330kU6cOKG4uDilp6dr2LBh550TAM50/MBJ/XHc/LOuT7k8zoPVAAAAAACAC2FJQzYtLU0zZsxQXl6eoqOj9Ytf/EKrVq3SlClTFBYWppKSEjkcDqWnp1+0bRYWFmrWrFmKjY1VUlKSNm/eXGdcTk6Opk6dqtDQUN11110qLy/X3LlztX//fs2cOVP+/v6u2DfeeEOzZ8/Wddddpy5dumjNmjV6/PHHZbPZNHTo0PPKCQBn+mz2NrflvsM76IpRnfX6I5+rWYi/rrwhxaLKAAAAAADAT2VJQ/b666/XkCFDFBYWJklKSkrS888/r/fee09Hjx5VcnKybrzxRqWlpV20bUZFRWnBggWKiorSrl27NGnSpDrj3n//fVVUVOjNN99UbGysJCklJUXTpk3TkiVLNHr0aElSbm6u5s2bp7Fjx+rBBx+UJF177bWaOnWqXnnlFQ0ePFi+vr4/KScA/FjRiXLZbNKGT/dJkrqmxenya5LUZ1gH+Qf66W9LT31pFRQaYGWZAAAAAICfwOY8dWvwnExaUF8sacj6+fkpMjLSbaxHjx7629/+Vm/bDAgIUFRUlGHcypUr1a9fP1fjVJL69u2r+Ph4LV++3NU8XbNmjaqrqzV27FhXnM1m05gxY/T4449rx44d6tmz50/KCQCnfbV4j959YqUcNaf++QsOC9DUF0fKx8fmiqERCwAAAACA9/GxYqPbt2/XjBkzlJ+fX+f6vLw8zZgxQzt27PBoXbm5uSooKFBycnKtdSkpKcrMzHQtZ2ZmKigoqNY8tykpKa71PzXnmfLy8rR7927XLSsr67weFwDvs+Ttza5mrCR16tXarRkLAAAAAAC8kyVnyM6bN0/79u3TlClT6lwfHR2tdevWKTc3V3/+8589VtfpBnFdZ9JGRUWpqKhIlZWVCggIUH5+vlq0aCGbzVYrTjrVTP2pOc+0aNEizZo1q9Z4WVmZiouLf9qDM1BWVnZR86H+cKy8w/kcpyp7tUpO2tUsxF85h4pc46EtAvWzu3te9Nc9eD15i8Z2nE5P2QQAAACgabKkIbtr1y716dPnnDGXXHKJNm7c6KGKTrHb7ZJU50W2TjdM7Xa7AgICZLfbDeN+as4zjR49Wv3793ctZ2Vl6cknn1RwcHC9fJjjA6L34Fh5h596nJ79zcfas+mYwlo0k9PhVGxCcz3+4c/rqTqcxuvJO3CcAAAA0Gg45R2Ts3pDjV7KkobsyZMnFR0dfc6YyMhIFRQUeKiiUwIDAyVJVVVVtdZVVla6xQQGBpqOM5vzTNHR0Yb7CUDjkLH+sPZsOiZJKi6okCT1vDLhXHcBAAAAAABeyJKGbGhoqHJycs4Zk52draCgIA9VdMrpaQXqmts2Pz9f4eHhrjNZo6KitHnzZjmdTrdpC07f93Qj9afkBND0rF6wU//5xzcqK7K7jfv42nT5NUkWVQUAAAAAAOqLJQ3Zrl27atWqVZo4caJiY2Nrrc/Oztbq1avVu3dvj9YVExOjiIgI7d69u9a6nTt3Kinph+ZIUlKSFi9erKysLCUmJrrGMzIyXOt/ak4ATcuRvSf0/v9b7TY26alhah4drNCIZmqVGGFNYQAAAACAemNzOmVzesF8AN5Qo5fysWKjN910k+x2uyZPnqylS5e6LoCVl5enJUuW6L777lNlZaV+/nPPz504aNAgrVu3TtnZ2a6xTZs26dChQxoyZIhrbMCAAfLz89OCBQtcY06nUwsXLlRMTIy6d+/+k3MCaFq2rDjgthyfHKVeV7VXUmormrEAAAAAADRSlpwhm5qaqsmTJ+uVV17RU089JUmy2Wxy/q/zbrPZNHXqVKWmpl7U7X744YcqKSlxTR+wdu1a19QJN954o0JDQ5Wenq4VK1bogQce0Lhx41ReXq45c+aoQ4cOGjlypCtXy5YtNX78eM2ZM0fV1dVKSUnR6tWrtW3bNj322GPy9fV1xZrNCaBp2b/t1Jc0N0y9TNFtw9X1ijj5+NgM7gUAAAAAALyZJQ1ZSRo/frx69+6thQsXateuXSopKVFoaKhSUlJ0/fXXq0OHDhd9m/PmzdPx48ddy6tWrdKqVaskSSNGjFBoaKhiY2P10ksvacaMGZo5c6b8/PyUlpamyZMn15rr9e6771ZYWJgWLVqkpUuXKi4uTtOnT9fw4cPd4n5KTgCNn8Ph1LH9Bdr/3akvhDr3aaP23VtaXBUAwGq2mlO3cylMNv7pYGCeuR/BtdxosDFJJW19DWMkmf5UYY8yrj98n7lcAUXGuYoSze2LGn9z24xda/zFad4l5nKd6Gsc09lcKsUn5JmKy20RahgTuCHMVK6qaOPnj0+JuSdGRbS5n8Smpu43jNnz306mchWZmDmuOsRhKpfT5PfpAa1LDWOqHCGmctnsxq9Np6+5/epfYO517ggwzhcQW2kq15aTcYYxPSOPmsp1dHvtaRDrYjPxOq8JNHcwHWZymdhfkhS1sfb1Zs4SaRgRWFhtKlNpK+NjHrvR3PO/pI25509hnPH+iPvSbhgjSUXtjPsoEXvLTeUCrGJZQ1aSOnbsqGnTpnlse/PnzzcV1759ez377LOGcT4+PkpPT1d6evpFywmgcTtxvERP3vqhSgtP/bHh5++juE6RFlcFAAAAAPAYpyRzPW9rMYVsvbFkDlkAaKrmPL3G1YyVpCuu7Sz/QEu/GwMAAAAAAB5EFwAAPKTKXq3MzaemTbnx/svVvX87tW4fYW1RAAAAAADAozzSkD194a5JkyYpMjLStWzGI488Ul9lAYBHOJ1OvfP4Sn318R5JUrMQfw37RQ/5+PIjBQAAAABoamxOp2zeMB+A0wtq9FIeacguWbJENptNt956qyIjI7VkyRJT97PZbDRkAXi9Ze9udTVjJanHgHY0YwEAAAAAaKI80pCdN2+eJCk6OtptGQAaO6fTqS/nfudajuscpevuNnFZZQAAAAAA0Ch5pCG7d+9eJSQkyM/v1OZatWrlic0CgGW2rjyo7P0latOhhU7mlsnmY9NLq+5QQDOm7gYAAAAAoCnzyG9mp0+fri+++MK1/POf/1z//ve/PbFpAPC4gpxSvfentVr27lbN+tMKSVLn3q1pxgIAAAAAJKcX3VAvPNKQ9fPzU3V1tWv5+PHjKikp8cSmAcDjjmTmuy37+vlo/LQ0i6oBAAAAAAANiUdO12rZsqW2b9+umpoa+fr6Sjp1wS4AaIwOZ56QJKVc1lY3/aafWiU05yJeAAAAAABAkocassOGDdM777yja6+9VuHh4ZKk+fPn65NPPjnn/Ww2m+bOneuJEgHgguUdLdbeLce1ZeUBSVLPKxPUpkMLa4sCAAAAADQsTi+ZD8DpBTV6KY80ZG+77TYFBARo/fr1ysvLk81mk9PplNPgwBqtB4CGIvdwkaaPcf8CqceAdhZVAwAAAAAAGiqPNGT9/PyUnp6u9PR0SdKgQYN00003acKECZ7YPABcVAU5pQoK8VdVZY1mPvy5OvRoqeCwQLeYlLQ2iokLt6hCAAAAAADQUFlyye8JEyYoNTXVik0DwE+Se7hIc/++Vse+P6nb/zBIJ46X6J3HVyo4LECtEiK0b1u2Mr89Jv/AU/Njj7qrt1q3b6H2qUxVAAAAAAAAarOkIXvHHXdYsVkAMG3Pt8fUomWI/vvWt/pu7SFJ0nP3LHatLy20a9+2bNdylb1GknTZ1UlqlRih4uJizxYMAAAAAPAOTskbLnXPTKL1xyMN2aeeekqSNGnSJEVGRrqWzXjkkUfqqywAqFPG+sN6ccrZLzro42uTo+bUv0yt20co+2ChHDVOdewZq1aJER6qEgAAAAAAeCOPNGSXLFkim82mW2+9VZGRkVqyZImp+9lsNhqyADxu39bjtcbGTL5UH728QZJ03d19VWWv1rdffK9JTw9XzsFC7d1yXIPGdfV0qQAAAAAAwMt4pCE7b948SVJ0dLTbMgA0JEX5Zco5VKQDGblu48Hhgbr69lRlrD+snENFShvVSS1iQ3X9vZdKktp0aKHUwYkWVAwAaEz8KpxyGvw2MGKn8Q8cCzuZ+33hyU6+hjFhBx2mcjlN/u6yJtDHRIy5XGUtjTdqqzGXK+ikuX1WHmVcv1+puW0GH/M3jDmyr52pXD6V5rbpiDR+nGbrj15rXL/N5E9d/cvMBWbYOxnGhOaby1UdYhwTvsf4eEuSX7m5bVYeCDPe5glzuQpSjJ//UdvN5SpOMPcCLutQZRhTXtTMVK5j/sYXv919ONZULp82FabifDODDWMcAaZSyVZtHNN8n7lch0dGm9umifezslbmWjxm3ttNv6+b3Gcx3xpvsyzW+H1FkmJW1z6B5kzOYJP/mFiJ+QCaNI80ZFu1anXOZQCw2vEDJ/XHcfPdxqbPvkGHM08oNqG5fHxs+vXM6yyqDgAAAAAANBaWXNQLABqCmmqHtqw4oMRuMVow45ta69t2ilJ8srlvrAEAAAAAAMywrCFbVVWl1atXa9euXSopKZHDUffp68whC6C+zHl6jVYv2FXnuqjWofLx8YbrXgIAAAAAAG9iSUP2+PHjmjZtmo4ePXrOebK4qBeA+nLs+4JazdjOvVsr/fcD9dHLG/SzO3tZVBkAAAAAoDGzOSRvOP3HJknmptPGT2RJQ/Yf//iHjhw5ohEjRmjUqFGKiYmRr6/xRQUA4EJUVdZo3t/Xas+mY0roGuO2rkVsiG5+qL9iEyJ099+GW1QhAAAAAABo7CxpyG7evFl9+vTR73//eys2D6CJOZCRKz9/Hx3OPOE6Kzb7YKEkaXh6T4174AorywMAAAAAAE2IJQ1Zh8OhTp06WbFpAE3Mod15emrCR3I66p4eJblvGw9XBAAAAABo0pxOSWefwrPh8IYavZMlM0F07dpVWVlZVmwaQBPw1eI9+sttC7Tz68N68tb/1GrG3vfsCAWFBuiykUnq3j/eoioBAAAAAEBTZElD9u6779a3336rFStWWLF5AI1QYV6Zjh84KUl694mVysrI1QuTP3GtD41oJptNuuyaJPW8MkEvrJigO5+4SjabN0ylDgAAAAAAGgtLpiz46quv1KtXL/3pT3/SJZdcos6dOyskJKRWnM1m0+23325BhQC8zQuT/6uj+wo05YVr5Kip/bOKZz77P0miAQsAAAAAACxlSUP27bffdv3/li1btGXLljrjaMgCMKO0yK6j+wokSTMeWCpJCo8K0uh7+mrf1myNmtibRiwAAAAAoGFgatYmz5KG7IsvvmjFZgE0Mpmbj2njsn3q1Lt1rXUde8Zq4NgUDRybYkFlAAAAAAAAdbOkIZuammrFZgF4uWPfF+it6V/q/6ZfKR9fHz1z18eSpBX/ypAk+Qf6qspeI0lK7NbSsjoBAAAAAADOxpKGLACcj/nPfqVDu/P1l/9boJTL29Za/8snrtKuDUeUuemY0q7tbEGFAAAAAACcm83plM0L5i3whhq9FQ1ZAA1eYV6ZfP18lLH+sGts59dHJEmjJvbW3i3HFZ8cpdRBCep9VXurygQAAAAAADBkSUP2qaeeMoyx2WwKCQlRfHy8+vXrp5iYGA9UBqChyVh/WC9O+aTOdV0ua6tr7+otH18fD1cFAAAAAABwfixpyC5ZssR1xXOns/bpzzabzW38xRdf1O23367bb7/dYzUCaBhe+fWnbstRbcL0h7njdGh3nhK7taQZCwAAAADwMk6pjn5Yg2Pzghq9lCUN2Tlz5ugf//iHdu7cqXHjxqlHjx6KjIzUiRMntH37dn344YdKSUnR//3f/2nfvn1699139fbbbysuLk5Dhw61omQAFqisqJajxv0fgBH/11PNgv3VqVdri6oCAKB+BBY6JN+ac8ac7ORvmKfdp3ZT2ytrZZwr7PtyU7n8j580FdciJMgwpiA1wlQum8M4xq/c3AdJm8kPxfYwX8OYmG0VpnKd6NLMMKa8lalU8iu2mYprvtc4xqfaxI6VFHbI+Hlmqza3X6tCzX0sjf/y3K8PSbJVmavf1x5sGBO95oipXIW9zR2oEz2Mj5M9wtzJBq2+Nt4XJzsZP18lqSrc3HEKyQwwjPErM5VKZbEtDGOCSsw9rx0muxqBBcYxAUXm9kVQXrVhTLNcc++flRGBpuJyexvHRW2vMpXLt9L4ddJsb47JXOY+l5VHGj8fI/abe/+0t4s0jHFy3g4aOEsasl9++aV27typf/7zn4qM/OGFFB8fr0suuUQjR47UnXfeqc2bN+sXv/iFLr/8ct1222366KOPaMgCTcCKf+3Qd2sPqesVcaqpdsjXz0cvf3Wn68x6AAAAAAAAb2XJdwb//e9/NWTIELdm7I9FRUVp8ODB+vjjjyVJMTExSktL0759+zxZJgALVFXW6MMXv9b2NQc175l1kqTLRibRjAUAAAAAAI2CJWfI5ubmyt//3D+RCggIUG5urms5NjZWlZWV9V0aAIsd2XtClRXuPwFK7tPGomoAAAAAALjIHJK8YXpWzouqN5Y0ZGNiYrR69WrdeeedCgysPQ+K3W7X6tWrFRMT4xorKChQaGioJ8sE4CHVVTWa87e18vXzka/fqRP3I1uFKig0QP4Bvuo1JNHaAgEAAAAAAC4SSxqyo0aN0htvvKEpU6bo9ttvV48ePdS8eXMVFhZq+/bteuedd3Ts2DHdeeedrvts27ZNSUlJVpQLoJ5tXLZPaxbschu77JokjZ1ymZxOJ9MVAAAAAADQwO3cuVNLly7V5s2bdfz4cYWHh6tbt26aOHGi4uPjXXEff/yxli1bpoMHD6qkpERRUVHq1auXJkyYoNata18obvHixZo7d66OHz+umJgYjRs3TjfeeGOtuNzcXM2YMUMbNmyQw+FQr169NHXqVLVp0/B+dWtJQ/aWW25RVlaWli1bpunTp0uSbDabnP+7uqnT6dSwYcN06623SpJOnDihtLQ0XX755VaUC6CebVlxoNbYwBtSJIlmLAAAAACgUbE5nbI5G/6cBbafOK/CBx98oO3bt2vIkCHq2LGj8vPztWDBAk2cOFGvvvqqOnToIEnKzMxU69at1b9/f4WFhenYsWNavHix1q1bp7ffflvR0dGunAsXLtSzzz6rQYMG6ec//7m2bdumF198URUVFa6+oSSVlZXp/vvvV2lpqdLT0+Xn56f58+dr6tSp+uc//6nmzZtfnJ1ykVjSkPX19dXvf/97XXPNNVq2bJn27dun0tJShYSEKCkpScOHD1efPn1c8ZGRkZo6daoVpQKoJ9lZJ/WP+5cq93CR23h4VJCmvjhS0W3CLKoMAAAAAAD8VDfddJP+8Ic/uF036qqrrtIdd9yh2bNn67HHHpMkTZs2rdZ9Bw4cqLvuuktLly5Venq6pFNTmr755ptKS0vTE088IUm67rrr5HA49O6772r06NEKCzvVO/joo490+PBhzZw5Uykpp07wuvzyyzVhwgTNmzdPkyZNqtfH/lNZ0pA9rU+fPm6NVwBNx0cvb6jVjH1l/UTXHLIAAAAAAMB79OjRo9ZYfHy8EhMTlZWVdc77tmrVSpJUUlLiGvv2229VWFioMWPGuMWOHTtWn332mb766iuNGDFCkrRixQp16dLF1YyVpISEBPXu3VvLly+nIQsAkrT/uxxJks3HptCIZpr01DCasQAAAAAANDBnNlOjoqLcphU4F6fTqYKCAiUmJtZaV1hYKIfDoezsbM2aNUuS3E7czMzMlCR16dLF7X7Jycny8fHRnj17NGLECDkcDu3fv18/+9nPam0jJSVFGzZsUFlZmYKDg03V7Akeacg+9dRTkqRJkyYpMjLStWzGI488Ul9lAfCwKnu19m/PUbsu0SrMLZUk/W1pusIjgyyuDAAAAAAAD3FK8oI5ZE978skn3ZYnTJigX/7yl6bu+9lnnyk3N7fO+BtvvFGVlZWSpObNm+v+++/XpZde6lqfn58vX19ftWjRwu1+/v7+Cg8PV35+viSpqKhIlZWVioqKqrWN02N5eXlq166dqZo9wSMN2SVLlshms+nWW29VZGSklixZYup+NpuNhizQiEzp/0+3Zb8AX4W1aGZRNQAAAAAAwMj06dOVkJDgWq6r8VmXrKwsPf/88+rWrZuuueaaWuv/9re/qbKyUllZWVq2bJnKy8vd1tvtdvn51d26DAgIkN1ud8VJcpu79sdxP45pKDzSkJ03b54kuU5nPr0MoGnIPVykgpzSWuMRMcGy2WwWVAQAAAAAAMxISEhQcnLyT7pPfn6+Hn74YYWEhOiJJ56Qr69vrZjevXtLkq644goNGDBAt99+u4KCgnTjjTdKkgIDA1VdXV1n/srKSgUGBrriJKmqqqrOuB/HNBQeacienpj3bMsAGq9P3vpWC1/d6DaWOiRRh3bl6ebf9reoKgAAAAAArOL0jikLbOdXY0lJiR566CGVlJRoxowZpuabbdu2rTp16qTPP//c1ZCNiopSTU2NCgoK3KYtqKqqUlFRketM3fDwcAUEBLimMPix02Nm57z1lAZzUa/q6mrt379fktShQ4eznpIMwHvkHCqs1Yx96K3R6ngJX8oAAAAAANDY2O12PfLIIzp06JCee+65Oi/mdTaVlZWuM1olqVOnTpKkXbt2KS0tzTW+a9cuORwO13ofHx916NBBu3btqpUzIyNDbdq0aVAX9JIkj13S/OjRo/rvf/+rQ4cO1Vq3bt063XjjjZo0aZImTZqksWPH6ssvv/RUaQDqyZqP3N8Mx065jGYsAAAAAACNUE1Njf70pz9px44d+vOf/6zu3bvXiqmurlZxcXGt8YyMDO3fv19dunRxjfXu3Vvh4eFauHChW+zChQvVrFkztybtoEGDtGvXLrem7MGDB7V582YNHjz4Ijy6i8tjp6EuXrxYH3zwgebOnes2fvjwYf3xj39UZWWlYmNjFRQUpKysLD3xxBOKi4tT586dPVUigIvk2y/264u532nv5uOSpGG39tD4B9MM7gUAAAAAALzVyy+/rLVr16pfv34qLi7WsmXL3NaPGDFC5eXlGjdunIYMGaL27durWbNm2r9/v5YsWaKQkBDddtttrvjAwEDdeeedev755/WHP/xBl112mbZu3aply5bprrvuUnh4uCt27NixWrx4sR5++GHdfPPN8vX11fz589WiRQvdfPPNHtsHZnmsIbtt2zYlJSXVmj/23//+tyorKzV27Fg98MADkqTVq1dr+vTp+s9//qNHHnnEUyUCuAgO7c7TzIc/dxvrP/qnTf4NAAAAAECj5fjfrZHZu3evpFO/hF+3bl2t9SNGjFCzZs00atQobd68WStXrpTdbld0dLSGDh2q2267Ta1bt3a7z9ixY+Xn56d58+Zp7dq1atmypaZMmaLx48e7xQUHB+vFF1/UjBkz9O6778rhcKhXr16aMmWKIiIi6u0xny+PNWSPHTumfv361Rr/+uuv5e/vr0mTJrnGBg4cqJ49e2rbtm2eKg/ABSrMK1NweKBef/QLt/E2HVqodYcWZ7kXAAA4rSjBTzXB/ueMidhf95WGf6ymmclZyUxcp+PI4BBTqXyqzcXFL8w2jMntYyqVOnxkN4z5/tpmpnIFnrCZiysw3mlH+wWZymWPNv4kbqsxV5dv7YtK1ymvl3H9IUfMPX9Odjbet9Uh5i4GU9PC+HktSS2XG2/Tp9rcNovbGe/bov9raypXVXNzXRVbqwrjoBJzz5+ylsbHKTDf5MV4nOaeZyXtjY9T2iWZpnLtPWl8cZ2wQOPXuCQdWWfuOAWeNN4fZl9Lhe3P/V4tyfQEkYeG1b7yfF2CjN8+5Vtp7rlY2sq4/uy+8aZyhR00t03fKuP9XxViskVl4inr8Df3vMbF9dJLLxnG+Pv761e/+tVPynvdddfpuuuuM4xr2bKlHn/88Z+U2yoea8gWFhaqefPmbmNFRUU6evSoevbsWWty3U6dOmn37t2eKg/AT3Qyt1Sbv/xeKZfHqTCvTM/ds9ht/fX39tWAMV0UFBogm41/DAEAAAAAACQPNmR9fX1VVFTkNna64ZqcXPvnzEFB5r4ZBGCN955cpe/W1r5I32lDf9FDgUEmvjkGAAAAAKAJsTmdsjlNnsVuIW+o0VuZPIn+wsXHx2vTpk1uYxs2bJDNZqvzqmt5eXmKioryVHkAfoKaaod2rKvdjA1rcepnZMPTe9KMBQAAAAAAqIPHzpAdNGiQ3nzzTT3zzDMaO3asDh06pI8//lhBQUG6/PLLa8Vv375dbduamwsGgGcdyMjVmV+UpQ5O1L3PjFDu4SJFtQmzpjAAAAAAAIAGzmMN2fHjx+vLL7/Uxx9/rMWLT8016XQ6NXny5FrTE+zatUtHjhzR6NGjPVUeAJMqK6r1zp9WSJK69YvX+Aev0M6vj6j/9aemHomJC7ewOgAAAAAAgIbNYw3ZZs2a6eWXX9a//vUv7dixQ82bN9fgwYPVv3//WrF79uzRgAED6lwHwBoOh1Ov/WaZtq7Kco1dOqKjWrdvodbtW1hYGQAAAAAAXsTpVK2fnTZE3lCjl/JYQ1aSgoODdfvttxvGjR49mrNjgQbm2P4Ct2bsuAeu0BWjOllYEQAAAAAAgPfxaEMWgPf6/rsc1//f/bfh6n1VewurAQAAAAAA8E40ZAGcVUFOqRa+skFX3dxdB3acasheffslNGMBAAAAADhvXjJlgbyhRu9EQxbAWS19e7O+WrxHXy3e4xpL7NbSwooAAAAAAAC8Gw1ZAHI6nSottCs0opl2fnNEq/+zU6mDE7V3a3at2PbdYiyoEAAAAAAAoHGgIQtA/35hvT6fvV3X39tXn3+wXaWFdm36fL9rfWSrUBXmlWnUxN5qERtqYaUAAAAAAADejYYs0ERtXv697OXVunRER30+e7skaeGrG2vFdbwkVr99c7RsNpunSwQAAAAAoPFxyjvmkPWCEr0VDVmgCSrKL9PMhz+X0+HUl3O/q7V+8E3d1L1fvLasOKBRE3vTjAUAAAAAALhIaMgCTdCOrw7L6Tj1VVdWRq4kqWtanK6/p6/2fHtMA8emKCg0QD0GtLOyTABAI1NWVqa5c+cqIyNDO3fuVHFxsR599FGNHDmyVuyBAwc0Y8YMbd++XX5+fkpLS9OUKVMUERHhFudwODR37lx99NFHOnHihOLi4pSenq5hw4Y1qJwAAADAaTRkgSaksqJapUV2zfrTilrrOqW2UmK3lkrs1tLzhQEAmoTCwkLNmjVLsbGxSkpK0ubNm+uMy8nJ0dSpUxUaGqq77rpL5eXlmjt3rvbv36+ZM2fK39/fFfvGG29o9uzZuu6669SlSxetWbNGjz/+uGw2m4YOHdpgcgIAALg4/ndr6PixbL2hIQs0Ed9/l6OnJnzkNnbzb/tp7aLdCgj009W3p1pSFwCg6YiKitKCBQsUFRWlXbt2adKkSXXGvf/++6qoqNCbb76p2NhYSVJKSoqmTZumJUuWaPTo0ZKk3NxczZs3T2PHjtWDDz4oSbr22ms1depUvfLKKxo8eLB8fX0tz2lWcHaN5F9zzpiCTsZ/vhcnVZvaXtI8u2FMSdsgU7l8zl22y77bjb/49Ssxlyunt3FtgQXmctkjzU6SZ/zJ1HZpoalM/jU+hjF+fuZ2bElUsKm4sKhSw5iKWHNfJPhvNb7Qq71NlalczQ4EmIor6GZ8nKrNPWWlFhWGIUE7m5lKZWttnEuSdMi4OIe5XaGTycb7wuln7nndPMHcc3Zgy6OGMbGBxaZyRQcav9A/P5BsKpc92tzrpDCl3DAmYkGIqVwOEy+TqmDj17gkhWeai7M5jI+nb5m59//Ib4zfHMtbtjKVy89u7nlWFWT8/lkaa65FVRFtnCvsoDd0O9GUmXvlNyGbN2/WlVdeWedtx44dbrHbt2/X5MmTNXz4cI0ZM0YvvviiysrKauWsrKzUq6++qrFjx2rYsGG6++67tWHDBk89JECS9M3SvW7LfYZ30KDx3TR99o166J/Xy9ePtwMAQP0KCAhQVFSUYdzKlSvVr18/V5NTkvr27av4+HgtX77cNbZmzRpVV1dr7NixrjGbzaYxY8YoNzfX7W83K3MCAAAAP8YZsmdx4403KiUlxW2sbdu2rv/PzMzUgw8+qISEBE2ZMkU5OTmaN2+eDh8+rL///e9u9/vrX/+qFStWaPz48YqLi9OSJUv00EMP6cUXX1TPnj098njQNJWcrNDahbuUfGlbbVudJUmKbhumB18Zpei24RZXBwBAbbm5uSooKFBycu0zo1JSUrR+/XrXcmZmpoKCgpSQkFAr7vT6nj17Wp7zTHl5ecrPz3ctZ2VlnTUWAAAAjQ8N2bO45JJLNHjw4LOuf/311xUWFqaXXnpJISGnftbQunVr/e1vf9M333yjyy67TJKUkZGhL774Qvfee69uueUWSdLVV1+tCRMm6NVXX9Wrr75a748FTdfsv67Wt19871q22aTps29UUKjJ30IBAOBhpxuVdZ1JGxUVpaKiIlVWViogIED5+flq0aKFbDZbrTjpVOOzIeQ806JFizRr1qyz7wQAANC4OZ2yOc1Ol2Mhb6jRS9GQPYeysjIFBATIz899N5WWlmrjxo266aabXM1Y6VSj9R//+IeWL1/uasiuXLlSvr6+bnOIBQYGatSoUXr99deVnZ3t9jM34EL987Ev9fWSvYrrHKXDe/Ld1nW5tC3NWABAg2a3n5rXtK4LYp1ubtrtdgUEBMhutxvGNYScZxo9erT69+/vWs7KytKTTz5ZKw4AAACNEw3Zs/jrX/+q8vJy+fr6qmfPnrr33nvVpUsXSdL+/ftVU1NT6ydq/v7+6tSpkzIzM11jmZmZiouLc2vcSj/87G3v3r1nbcjyczacjaPGoY2f7VdSaitFtvrhggqZm4/p6yWn5oo93YwNDPbXFaM6ydfPR9fe1ceSegEAMCswMFCSVFVV+2JAlZWVbjGBgYGm46zMeabo6GhFR0fXuQ4AAACNHw3ZM/j5+WnQoEG64oor1Lx5cx04cEDz5s3TlClT9Morr6hz586GP1HbunWrazk/P/+scdIPP3ury9l+zlZWVqbiYnNXrzSrrouRoWEqKyvTl3My9MnrWxUSEaj7Xx2hHWuPaOGMb+uMHzetr3oNTZQkOVSp4uJKD1bbdPGa8g4cJ+/Q2I5TWFiY1SU0aKf/Rvrxl9Kn5efnKzw83HXWaVRUlDZv3iyn0+k2xcDp+55uelqdEwAAwJ3TS6YD8IYavRMN2TP06NFDPXr0cC0PGDBAgwcP1h133KHXX39dzzzzjOFP1E6fFSHJ9M/e6nK2n7MFBwfXy4c5PiB6j20rDkuSSk/a9dbDq5R9sNBt/dQXr1H77i31/Xc56tYvvtY8ePAMXlPegePkHThOTUdMTIwiIiK0e/fuWut27typpKQk13JSUpIWL16srKwsJSYmusYzMjJc6xtCTgAAAODHfKwuwBvExcVpwIAB2rx5s2pqagx/ovbjsyHM/uytLtHR0UpOTnbdzrzaL5ome3m1jn9f4Fo+sxkbnxyl5EvbKqR5M3Xv345mLADA6wwaNEjr1q1Tdna2a2zTpk06dOiQhgwZ4hobMGCA/Pz8tGDBAteY0+nUwoULFRMTo+7duze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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "filename = \"crab_with_albedo_10d_with_pulse_phase.fits\"\n", "with fits.open(filename) as hdul:\n", " pp = PlotPulseProfile(hdul[1].data)\n", " pp.plot()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The PhaseSelector is designed to isolate specific \"windows\" of a pulsar's rotation (e.g., the Main Pulse or the Interpulse). Unlike basic selectors that only allow one range, this class accepts a list of tuples. This allows you to select multiple distinct regions of the pulse profile in a single execution." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [], "source": [ "# input_fits = \"crab_with_albedo_with_pulse_phase_column.fits\"\n", "# output_fits = \"crab_with_albedo_with_pulse_phase_column_onpulse.fits\"\n", "\n", "input_fits = \"crab_with_albedo_10d_with_pulse_phase.fits\"\n", "output_fits = \"crab_with_albedo_10d_with_pulse_phase_onpulse.fits\"\n", "\n", "# Each tuple represents (pstart, pstop).\n", "# Values must be between 0.0 and 1.0.\n", "intervals = [\n", " (0.25, 0.40), \n", " (0.55, 0.75), \n", "]\n", "\n", "# Initialize the selector with your list of intervals\n", "phase_sel = PhaseSelector(intervals=intervals)\n", "\n", "# Run the filter. This returns a structured NumPy array for immediate analysis\n", "# and writes the filtered data to a new FITS file.\n", "on_pulse_events = phase_sel.filter_events(\n", " input_fits, \n", " output_fits=output_fits\n", ")" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Loading SpacecraftHistory from 20280301_3_month_with_orbital_info.ori...\n", "\n", "--- BEFORE CORRECTION ---\n", "Original Livetime Array (first 5 bins): \n", "[1. 1. 1. 1. 1.] s\n", "\n", "Phase Cut Total Width: 35%\n", "Applying phase exposure correction...\n", "\n", "--- AFTER CORRECTION ---\n", "Corrected Livetime Array (first 5 bins): \n", "[0.35 0.35 0.35 0.35 0.35] s\n", "\n", "Exposure is now perfectly scaled to 35%!\n" ] } ], "source": [ "# --- CORRECT MISSION EXPOSURE ---\n", "\n", "# 1. Load the original spacecraft pointing history\n", "ori_file = '20280301_3_month_with_orbital_info.ori'\n", "print(f\"Loading SpacecraftHistory from {ori_file}...\")\n", "sc_history = SpacecraftHistory.open(ori_file)\n", "\n", "# Let's look at the first few bins of the original livetime\n", "print(\"\\n--- BEFORE CORRECTION ---\")\n", "print(f\"Original Livetime Array (first 5 bins): \\n{sc_history._livetime_hist.contents[:5]}\")\n", "\n", "# Define the phase cut\n", "intervals = [\n", " (0.25, 0.40), \n", " (0.55, 0.75), \n", "]\n", "\n", "expected_fraction = sum([stop - start for start, stop in intervals])\n", "print(f\"\\nPhase Cut Total Width: {expected_fraction * 100:.0f}%\")\n", "\n", "# 2. Apply the correction using the protocol\n", "print(\"Applying phase exposure correction...\")\n", "sc_history.update_ephemeris(timing_model, intervals)\n", "\n", "print(\"\\n--- AFTER CORRECTION ---\")\n", "print(f\"Corrected Livetime Array (first 5 bins): \\n{sc_history._livetime_hist.contents[:5]}\")\n", "print(f\"\\nExposure is now perfectly scaled to {expected_fraction * 100:.0f}%!\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "In this tutorial, we successfully processed raw, unbinned COSI data to assign rotational phases and extract specific phase intervals for the Crab pulsar and its corresponding albedo background. \n", "\n", "By isolating the `on-pulse` and `off-pulse` regions into separate FITS files, the data is now fully prepared for downstream analysis. Specifically, these newly created files can be plugged directly into `cosipy` to perform a **Spectral Fit** for the Crab pulsar. This will allow you to characterize its emission spectrum and analyze the background-subtracted source components." ] } ], "metadata": { "kernelspec": { "display_name": "cosipy", "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": "3.12.13" } }, "nbformat": 4, "nbformat_minor": 2 }