From aaea151f37e29d9f524e3df45607ccd5a5afe71a Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?J=C3=BAlia=20Cansado?= <156091433+julcansado@users.noreply.github.com> Date: Thu, 18 Dec 2025 22:44:47 -0300 Subject: [PATCH 1/5] Add files via upload --- jupyter/stac_introduction_julia.ipynb | 23088 ++++++++++++++++++++++++ 1 file changed, 23088 insertions(+) create mode 100644 jupyter/stac_introduction_julia.ipynb diff --git a/jupyter/stac_introduction_julia.ipynb b/jupyter/stac_introduction_julia.ipynb new file mode 100644 index 0000000..bac20a4 --- /dev/null +++ b/jupyter/stac_introduction_julia.ipynb @@ -0,0 +1,23088 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6aff0640", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Introduction to the SpatioTemporal Asset Catalog (STAC) in Julia\n", + "
\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "
\n", + "\n", + "
\n", + " Matheus Zaglia, Rennan Marujo, Gilberto R. Queiroz, Felipe Menino Carlos\n", + "

\n", + " Earth Observation and Geoinformatics Division, National Institute for Space Research (INPE)\n", + "
\n", + " Avenida dos Astronautas, 1758, Jardim da Granja, São José dos Campos, SP 12227-010, Brazil\n", + "

\n", + " Contact: brazildatacube@inpe.br\n", + "

\n", + " Last Update: May 21, 2024\n", + "
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\n", + "\n", + "
Adapted for Julia by Julia A. Cansado. Sep 20, 2025
\n", + "\n", + "
\n", + "
\n", + "Abstract. This Jupyter Notebook gives an overview on how to use the STAC service to discover and access the data products from the Brazil Data Cube.\n", + "
\n", + "\n", + "
\n", + "
\n", + " This Jupyter Notebook is a supplement to the following paper:\n", + "
\n", + " Zaglia, M.; Vinhas, L.; Queiroz, G. R.; Simões, R. Catalogação de Metadados do Cubo de Dados do Brasil com o SpatioTemporal Asset Catalog. In: Proceedings XX GEOINFO, November 11-13, 2019, São José dos Campos, SP, Brazil. p 280-285.\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "d0113c6e", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Introduction\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "aae75560", + "metadata": {}, + "source": [ + "The [**S**patio**T**emporal **A**sset **C**atalog (STAC)](https://stacspec.org/) is a specification created through the colaboration of several organizations intended to increase satellite image search interoperability.\n", + "\n", + "The diagram depicted in the picture contains the most important concepts behind the STAC data model:\n", + "\n", + "
\n", + "\n", + "
\n", + "Figure 1 - STAC model.\n", + "
\n", + "\n", + "The description of the concepts below are adapted from the [STAC Specification](https://github.com/radiantearth/stac-spec):\n", + "\n", + "- **Item**: a `STAC Item` is the atomic unit of metadata in STAC, providing links to the actual `assets` (including thumbnails) that they represent. It is a `GeoJSON Feature` with additional fields for things like time, links to related entities and mainly to the assets. According to the specification, this is the atomic unit that describes the data to be discovered in a `STAC Catalog` or `Collection`.\n", + "\n", + "- **Asset**: a `spatiotemporal asset` is any file that represents information about the earth captured in a certain space and time.\n", + "\n", + "\n", + "- **Catalog**: provides a structure to link various `STAC Items` together or even to other `STAC Catalogs` or `Collections`.\n", + "\n", + "\n", + "- **Collection:** is a specialization of the `Catalog` that allows additional information about a spatio-temporal collection of data." + ] + }, + { + "cell_type": "markdown", + "id": "05115e53", + "metadata": { + "vscode": { + "languageId": "plaintext" + } + }, + "source": [ + "# STAC Client API\n", + "
\n", + "\n", + "For running the examples in this Jupyter Notebook you will need to install the [STAC.jl](https://juliaclimate.github.io/STAC.jl/dev/). To install it use Pkg, as the following command:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "ad107305", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1m Updating\u001b[22m\u001b[39m registry at `~/.julia/registries/General.toml`\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m GR_jll ─────────────── v0.73.19+1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m JpegTurbo_jll ──────── v3.1.4+0\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Malt ───────────────── v1.3.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m CodeTracking ───────── v3.0.0\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Preferences ────────── v1.5.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m OpenSSL ────────────── v1.6.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m NearestNeighbors ───── v0.4.26\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m 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+ "\u001b[32m\u001b[1m Deleted\u001b[22m\u001b[39m 46 package installations (49.906 MiB)\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" + ] + } + ], + "source": [ + "using Pkg\n", + "Pkg.update()\n", + "Pkg.add(\"STAC\")\n", + "Pkg.add(\"GDAL\")\n", + "Pkg.add(\"ArchGDAL\")\n", + "Pkg.add(\"Rasters\")\n", + "Pkg.add(\"Proj\")\n", + "Pkg.add(\"Plots\")" + ] + }, + { + "cell_type": "markdown", + "id": "513e5353", + "metadata": {}, + "source": [ + "Note: to take advantage of the Julia language, we're going to add other here packages as well, which will be used throughout the notebook.\n", + "\n", + "This step is called pre-compiling, and it may take a while, but it will make the rest of our coding much faster." + ] + }, + { + "cell_type": "markdown", + "id": "9108ca3c", + "metadata": {}, + "source": [ + "In order to access the funcionalities of the client API, you should import the `stac` package, as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "191f1a9b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" + ] + } + ], + "source": [ + "Pkg.add(\"Downloads\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c5846fbd", + "metadata": {}, + "outputs": [], + "source": [ + "using STAC" + ] + }, + { + "cell_type": "markdown", + "id": "f2bd8093", + "metadata": {}, + "source": [ + "After that, you can check the installed `stac` package version:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "98219e37", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1mStatus\u001b[22m\u001b[39m `~/.julia/environments/v1.11/Project.toml`\n", + " \u001b[90m[08e62803] \u001b[39mSTAC v0.1.3\n" + ] + } + ], + "source": [ + "Pkg.status(\"STAC\")" + ] + }, + { + "cell_type": "markdown", + "id": "1978daf8", + "metadata": {}, + "source": [ + "Then, create a `STAC` object attached to the Brazil Data Cube' STAC service:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4adb444d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[91m\u001b[1mINPE\u001b[22m\u001b[39m\n", + "\u001b[0mINPE STAC Server\n", + "\u001b[0mThis is the landing page for the INPE STAC server. The SpatioTemporal Asset Catalogs (STAC) provide a standardized way to expose collections of spatial temporal data. Here you will find collections of data provided by projects and areas of INPE.\n", + "Children:\n", + " * \u001b[36mCB4-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mCB4-PAN10M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-2-DN\n", + " * \u001b[36msentinel-3-olci-l1-bundle-1\u001b[39m\u001b[0m: Sentinel-3/OLCI - Level-1B Full Resolution\n", + " * \u001b[36mmosaic-cbers4a-paraiba-3m-1\u001b[39m\u001b[0m: CBERS-4A/WFI 3M Paraíba State Mosaic\n", + " * \u001b[36mLCC_L8_30_16D_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 16D STK\n", + " * \u001b[36mmosaic-landsat-sp-6m-1\u001b[39m\u001b[0m: Landsat 6M São Paulo State Mosaic\n", + " * \u001b[36mmosaic-s2-paraiba-3m-1\u001b[39m\u001b[0m: S2 3M Paraiba State Mosaic\n", + " * \u001b[36mlandsat-2\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2\n", + " * \u001b[36mLCC_L8_30_16D_STK_MataAtlantica-1\u001b[39m\u001b[0m: LCC - Mata Atlantica - LC8 30m 16D STK\n", + " * \u001b[36mmosaic-s2-yanomami_territory-6m-1\u001b[39m\u001b[0m: S2 6M Yanomami Indigenous Territory Mosaic\n", + " * \u001b[36mCB4A-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-2-DN\n", + " * \u001b[36mLCC_L8_30_16D_STK_Pantanal-1\u001b[39m\u001b[0m: LCC - Pantanal - LC8 30m 16D STK\n", + " * \u001b[36mLCC_L8_30_1M_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 1M STK\n", + " * \u001b[36mCB4A-WPM-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-4-DN\n", + " * \u001b[36mMODISA-OCSMART-RRS-MONTHLY-1\u001b[39m\u001b[0m: MODIS-Aqua Monthly Rrs - OC-SMART AC\n", + " * \u001b[36mmosaic-s2-brazil-3m-1\u001b[39m\u001b[0m: S2 3M Mosaic\n", + " * \u001b[36mCB4A-WPM-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-2-DN\n", + " * \u001b[36mAMZ1-WFI-L2-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-2-DN\n", + " * \u001b[36mS2_L2A_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A\n", + " * \u001b[36mmyd13q1-6.1\u001b[39m\u001b[0m: MYD13Q1 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-landsat-amazon-3m-1\u001b[39m\u001b[0m: Landsat 3M Amazon Biome Mosaic\n", + " * \u001b[36mAMZ1-WFI-L4-SR-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-s2-amazon-3m-1\u001b[39m\u001b[0m: S2 3M B11B8AB04 Amazon Biome Mosaic\n", + " * \u001b[36mCBERS4-WFI-16D-2\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Data Cube - LCF 16 days\n", + " * \u001b[36mCB4A-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mS2-16D-2\u001b[39m\u001b[0m: Sentinel-2/MSI - Level-2A - Data Cube - LCF 16 days\n", + " * \u001b[36mLCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Goias - CB4 64m 1M STK\n", + " * \u001b[36mmosaic-landsat-brazil-6m-1\u001b[39m\u001b[0m: Landsat 6M Mosaic\n", + " * \u001b[36mCB4-PAN5M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-2-DN\n", + " * \u001b[36mCB4A-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-2-DN\n", + " * \u001b[36mCB4A-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-4-DN\n", + " * \u001b[36mCB4A-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-DN\n", + " * \u001b[36mAMZ1-WFI-L4-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-DN\n", + " * \u001b[36mCBERS4-MUX-2M-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Data Cube - LCF 2 months\n", + " * \u001b[36mCB2B-HRC-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/HRC - Level-2-DN\n", + " * \u001b[36mCBERS-WFI-8D-1\u001b[39m\u001b[0m: CBERS/WFI - Level-4-SR - Data Cube - LCF 8 days\n", + " * \u001b[36mcharter-wfi-1\u001b[39m\u001b[0m: CHARTER - WFI\n", + " * \u001b[36mCB4-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-2-DN\n", + " * \u001b[36mtopodata-1\u001b[39m\u001b[0m: TOPODATA - Banco de Dados Geomorfométricos do Brasil\n", + " * \u001b[36mmosaic-s2-cerrado-4m-1\u001b[39m\u001b[0m: S2 4M Cerrado Biome Mosaic\n", + " * \u001b[36mmosaic-cbers4-brazil-3m-1\u001b[39m\u001b[0m: CBERS-4/WFI 3M Mosaic\n", + " * \u001b[36mmod13q1-6.1\u001b[39m\u001b[0m: MOD13Q1 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mLCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", + " * \u001b[36mCB4-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-2-DN\n", + " * \u001b[36mmod11a2-6.1\u001b[39m\u001b[0m: MOD11A2 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-s2-cerrado-2m-1\u001b[39m\u001b[0m: S2 2M Cerrado Biome Mosaic\n", + " * \u001b[36mCB4-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-DN\n", + " * \u001b[36mLCC_L8_30_16D_STK_Pampa-1\u001b[39m\u001b[0m: LCC - Pampa - LC8 30m 16D STK\n", + " * \u001b[36mCB2-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2/CCD - Level-2-DN\n", + " * \u001b[36mLCC_L8_30_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - LC8 30m 1M STK\n", + " * \u001b[36mLCC_S2_10_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - S2 10m 1M STK\n", + " * \u001b[36mLCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", + " * \u001b[36mLCC_C4_64_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - CB4 64m 1M STK\n", + " * \u001b[36mLCC_L8_30_16D_STK_Amazonia-TC-1\u001b[39m\u001b[0m: LCC - Amazônia - LC8 30m 16D STK\n", + " * \u001b[36mGOES-GL-DSWRF-Daily-1\u001b[39m\u001b[0m: GL1.2 Model - Downward Surface Solar Radiation (Daily Mean)\n", + " * \u001b[36mLCC_L8_30_16D_STK_Caatinga-1\u001b[39m\u001b[0m: LCC - Caatinga - LC8 30m 16D STK\n", + " * \u001b[36mLANDSAT-16D-1\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2 - Data Cube - LCF 16 days\n", + " * \u001b[36mcharter-mux-1\u001b[39m\u001b[0m: CHARTER - MUX\n", + " * \u001b[36mCB4-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-DN\n", + " * \u001b[36mmyd11a2-6.1\u001b[39m\u001b[0m: MYD11A2 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mKD_S2_20M_VISBANDS_CURUAI-1\u001b[39m\u001b[0m: KD - Curuai - S2 20m VisBands\n", + " * \u001b[36mCB4-PAN10M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-4-DN\n", + " * \u001b[36mCB4-PAN5M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-4-DN\n", + " * \u001b[36msentinel-1-grd-bundle-1\u001b[39m\u001b[0m: Sentinel-1 - Level-1 - Interferometric Wide Swath Ground Range Detected High Resolution\n", + " * \u001b[36mmosaic-s2-amazon-1m-1\u001b[39m\u001b[0m: S2 1M Amazon Biome Mosaic\n", + " * \u001b[36mGOES13-L3-IMAGER-1\u001b[39m\u001b[0m: GOES-13/Imager - Level-3 - VIS/IR Imagery (Binary)\n", + " * \u001b[36mCB2B-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/CCD - Level-2-DN\n", + " * \u001b[36mCB2B-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/WFI - Level-2-DN\n", + " * \u001b[36mS2_L2A-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A - Cloud Optimized GeoTIFF\n", + " * \u001b[36mcharter-wpm-1\u001b[39m\u001b[0m: CHARTER - WPM\n", + " * \u001b[36mCB4-MUX-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mtopodata_bundle-1\u001b[39m\u001b[0m: TOPODATA Bundle - Banco de Dados Geomorfométricos do Brasil\n", + " * \u001b[36mcharter-pan-1\u001b[39m\u001b[0m: CHARTER - PAN\n", + " * \u001b[36mmosaic-amazonia1-brazil-3m-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI Image Mosaic of Brazil - 3 Months\n", + " * \u001b[36msamet_hourly-1\u001b[39m\u001b[0m: SAMeT - Hourly South American Mapping of Temperature\n", + " * \u001b[36mprec_merge_hourly-1\u001b[39m\u001b[0m: MERGE - Hourly Gridded Precipitation over South America\n", + " * \u001b[36mCB4A-WPM-PCA-FUSED-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Multispectral and Panchromatic Bands Fusioned\n", + " * \u001b[36mmosaic-s2-amazon-3m-b08b04b03-1\u001b[39m\u001b[0m: S2 3M B08B04B03 Amazon Biome Mosaic\n", + " * \u001b[36mEtaCCDay_CMIP5-1\u001b[39m\u001b[0m: Eta Model - Climate Change - CMIP5 - Day\n", + " * \u001b[36mGOES16-L2-CMI-1\u001b[39m\u001b[0m: GOES-16 Cloud & Moisture Imagery\n", + " * \u001b[36msamet_daily-1\u001b[39m\u001b[0m: SAMeT - Daily South American Mapping of Temperature\n", + " * \u001b[36mprec_merge_daily-1\u001b[39m\u001b[0m: MERGE - Daily Gridded Precipitation over South America\n", + " * \u001b[36mS2_L1C_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-1C\n", + " * \u001b[36mS2-3M-1\u001b[39m\u001b[0m: Sentinel-2 image Mosaic of Brazil - 3 Months\n", + " * \u001b[36mGOES19-L2-CMI-1\u001b[39m\u001b[0m: GOES-19 Cloud & Moisture Imagery\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "service = STAC.Catalog(\"https://data.inpe.br/bdc/stac/v1/\")" + ] + }, + { + "cell_type": "markdown", + "id": "ba9adba7", + "metadata": {}, + "source": [ + "# Listing the Available Data Products\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "7838c387", + "metadata": {}, + "source": [ + "In the Jupyter environment, the `STAC` object will list the available image and data cube collections from the service:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a97d7dc5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(collection) = \"CB4-WFI-L4-SR-1\"\n", + "id(collection) = \"CB4-PAN10M-L2-DN-1\"\n", + "id(collection) = \"sentinel-3-olci-l1-bundle-1\"\n", + "id(collection) = \"mosaic-cbers4a-paraiba-3m-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Cerrado-1\"\n", + "id(collection) = \"mosaic-landsat-sp-6m-1\"\n", + "id(collection) = \"mosaic-s2-paraiba-3m-1\"\n", + "id(collection) = \"landsat-2\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_MataAtlantica-1\"\n", + "id(collection) = \"mosaic-s2-yanomami_territory-6m-1\"\n", + "id(collection) = \"CB4A-MUX-L2-DN-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Pantanal-1\"\n", + "id(collection) = \"LCC_L8_30_1M_STK_Cerrado-1\"\n", + "id(collection) = \"CB4A-WPM-L4-DN-1\"\n", + "id(collection) = \"MODISA-OCSMART-RRS-MONTHLY-1\"\n", + "id(collection) = \"mosaic-s2-brazil-3m-1\"\n", + "id(collection) = \"CB4A-WPM-L2-DN-1\"\n", + "id(collection) = \"AMZ1-WFI-L2-DN-1\"\n", + "id(collection) = \"S2_L2A_BUNDLE-1\"\n", + "id(collection) = \"myd13q1-6.1\"\n", + "id(collection) = \"mosaic-landsat-amazon-3m-1\"\n", + "id(collection) = \"AMZ1-WFI-L4-SR-1\"\n", + "id(collection) = \"mosaic-s2-amazon-3m-1\"\n", + "id(collection) = \"CBERS4-WFI-16D-2\"\n", + "id(collection) = \"CB4A-WFI-L4-SR-1\"\n", + "id(collection) = \"S2-16D-2\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"mosaic-landsat-brazil-6m-1\"\n", + "id(collection) = \"CB4-PAN5M-L2-DN-1\"\n", + "id(collection) = \"CB4A-WFI-L2-DN-1\"\n", + "id(collection) = \"CB4A-MUX-L4-DN-1\"\n", + "id(collection) = \"CB4A-WFI-L4-DN-1\"\n", + "id(collection) = \"AMZ1-WFI-L4-DN-1\"\n", + "id(collection) = \"CBERS4-MUX-2M-1\"\n", + "id(collection) = \"CB2B-HRC-L2-DN-1\"\n", + "id(collection) = \"CBERS-WFI-8D-1\"\n", + "id(collection) = \"charter-wfi-1\"\n", + "id(collection) = \"CB4-MUX-L2-DN-1\"\n", + "id(collection) = \"topodata-1\"\n", + "id(collection) = \"mosaic-s2-cerrado-4m-1\"\n", + "id(collection) = \"mosaic-cbers4-brazil-3m-1\"\n", + "id(collection) = \"mod13q1-6.1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"CB4-WFI-L2-DN-1\"\n", + "id(collection) = \"mod11a2-6.1\"\n", + "id(collection) = \"mosaic-s2-cerrado-2m-1\"\n", + "id(collection) = \"CB4-WFI-L4-DN-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Pampa-1\"\n", + "id(collection) = \"CB2-CCD-L2-DN-1\"\n", + "id(collection) = \"LCC_L8_30_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_S2_10_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Amazonia-TC-1\"\n", + "id(collection) = \"GOES-GL-DSWRF-Daily-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Caatinga-1\"\n", + "id(collection) = \"LANDSAT-16D-1\"\n", + "id(collection) = \"charter-mux-1\"\n", + "id(collection) = \"CB4-MUX-L4-DN-1\"\n", + "id(collection) = \"myd11a2-6.1\"\n", + "id(collection) = \"KD_S2_20M_VISBANDS_CURUAI-1\"\n", + "id(collection) = \"CB4-PAN10M-L4-DN-1\"\n", + "id(collection) = \"CB4-PAN5M-L4-DN-1\"\n", + "id(collection) = \"sentinel-1-grd-bundle-1\"\n", + "id(collection) = \"mosaic-s2-amazon-1m-1\"\n", + "id(collection) = \"GOES13-L3-IMAGER-1\"\n", + "id(collection) = \"CB2B-CCD-L2-DN-1\"\n", + "id(collection) = \"CB2B-WFI-L2-DN-1\"\n", + "id(collection) = \"S2_L2A-1\"\n", + "id(collection) = \"charter-wpm-1\"\n", + "id(collection) = \"CB4-MUX-L4-SR-1\"\n", + "id(collection) = \"topodata_bundle-1\"\n", + "id(collection) = \"charter-pan-1\"\n", + "id(collection) = \"mosaic-amazonia1-brazil-3m-1\"\n", + "id(collection) = \"samet_hourly-1\"\n", + "id(collection) = \"prec_merge_hourly-1\"\n", + "id(collection) = \"CB4A-WPM-PCA-FUSED-1\"\n", + "id(collection) = \"mosaic-s2-amazon-3m-b08b04b03-1\"\n", + "id(collection) = \"EtaCCDay_CMIP5-1\"\n", + "id(collection) = \"GOES16-L2-CMI-1\"\n", + "id(collection) = \"samet_daily-1\"\n", + "id(collection) = \"prec_merge_daily-1\"\n", + "id(collection) = \"S2_L1C_BUNDLE-1\"\n", + "id(collection) = \"S2-3M-1\"\n", + "id(collection) = \"GOES19-L2-CMI-1\"\n" + ] + } + ], + "source": [ + "for collection in eachcatalog(service) \n", + " @show id(collection)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "680a5bf7", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Retrieving the Metadata of a Collection\n", + "
\n", + "\n", + "The `bracket notation` (`[]`) returns information about a given image or data cube collection identified by its name. In this example we are retrieving information about the datacube collection `S2-16D-2`:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c0bff6d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Type: Collection\n", + "ID: S2-16D-2\n" + ] + } + ], + "source": [ + "collection_id = \"S2-16D-2\"\n", + "collection = service[collection_id]\n", + "\n", + "println(\"Type: \", STAC.type(collection))\n", + "println(\"ID: \", STAC.id(collection))\n" + ] + }, + { + "cell_type": "markdown", + "id": "eafa5d2f", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Retrieving Items\n", + "
\n", + "\n", + "The `eachitem` method returns the items of a given collection:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d0259449", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(c) = \"S2-16D_V2_003011_20251117\"\n", + "id(c) = \"S2-16D_V2_002015_20251117\"\n", + "id(c) = \"S2-16D_V2_002013_20251117\"\n", + "id(c) = \"S2-16D_V2_002016_20251117\"\n", + "id(c) = \"S2-16D_V2_002011_20251117\"\n", + "id(c) = \"S2-16D_V2_002014_20251117\"\n", + "id(c) = \"S2-16D_V2_002012_20251117\"\n", + "id(c) = \"S2-16D_V2_003013_20251117\"\n", + "id(c) = \"S2-16D_V2_003012_20251117\"\n", + "id(c) = \"S2-16D_V2_001014_20251117\"\n", + "id(c) = \"S2-16D_V2_003015_20251117\"\n", + "id(c) = \"S2-16D_V2_004013_20251117\"\n", + "id(c) = \"S2-16D_V2_003014_20251117\"\n", + "id(c) = \"S2-16D_V2_003016_20251117\"\n", + "id(c) = \"S2-16D_V2_004012_20251117\"\n", + "id(c) = \"S2-16D_V2_004014_20251117\"\n", + "id(c) = \"S2-16D_V2_004015_20251117\"\n", + "id(c) = \"S2-16D_V2_004011_20251117\"\n", + "id(c) = \"S2-16D_V2_004010_20251117\"\n", + "id(c) = \"S2-16D_V2_004016_20251117\"\n", + "id(c) = \"S2-16D_V2_005005_20251117\"\n", + "id(c) = \"S2-16D_V2_005004_20251117\"\n", + "id(c) = \"S2-16D_V2_005009_20251117\"\n", + "id(c) = \"S2-16D_V2_005007_20251117\"\n", + "id(c) = \"S2-16D_V2_005006_20251117\"\n", + "id(c) = \"S2-16D_V2_005012_20251117\"\n", + "id(c) = \"S2-16D_V2_005010_20251117\"\n", + "id(c) = \"S2-16D_V2_005011_20251117\"\n", + "id(c) = \"S2-16D_V2_005013_20251117\"\n", + "id(c) = \"S2-16D_V2_005014_20251117\"\n", + "id(c) = \"S2-16D_V2_006009_20251117\"\n", + "id(c) = \"S2-16D_V2_006007_20251117\"\n", + "id(c) = \"S2-16D_V2_006005_20251117\"\n", + "id(c) = \"S2-16D_V2_006004_20251117\"\n", + "id(c) = \"S2-16D_V2_005017_20251117\"\n", + "id(c) = \"S2-16D_V2_005016_20251117\"\n", + "id(c) = \"S2-16D_V2_005015_20251117\"\n", + "id(c) = \"S2-16D_V2_006006_20251117\"\n", + "id(c) = \"S2-16D_V2_006008_20251117\"\n", + "id(c) = \"S2-16D_V2_006016_20251117\"\n", + "id(c) = \"S2-16D_V2_006010_20251117\"\n", + "id(c) = \"S2-16D_V2_006015_20251117\"\n", + "id(c) = \"S2-16D_V2_006014_20251117\"\n", + "id(c) = \"S2-16D_V2_006011_20251117\"\n", + "id(c) = \"S2-16D_V2_006012_20251117\"\n", + "id(c) = \"S2-16D_V2_006013_20251117\"\n", + "id(c) = \"S2-16D_V2_007006_20251117\"\n", + "id(c) = \"S2-16D_V2_007008_20251117\"\n", + "id(c) = \"S2-16D_V2_006017_20251117\"\n", + "id(c) = \"S2-16D_V2_007009_20251117\"\n", + "id(c) = \"S2-16D_V2_007005_20251117\"\n", + "id(c) = \"S2-16D_V2_007007_20251117\"\n", + "id(c) = \"S2-16D_V2_007003_20251117\"\n", + "id(c) = \"S2-16D_V2_007004_20251117\"\n", + "id(c) = \"S2-16D_V2_007016_20251117\"\n", + "id(c) = \"S2-16D_V2_007013_20251117\"\n", + "id(c) = \"S2-16D_V2_007014_20251117\"\n", + "id(c) = \"S2-16D_V2_007011_20251117\"\n", + "id(c) = \"S2-16D_V2_007012_20251117\"\n", + "id(c) = \"S2-16D_V2_007015_20251117\"\n", + "id(c) = \"S2-16D_V2_007010_20251117\"\n", + "id(c) = \"S2-16D_V2_007017_20251117\"\n", + "id(c) = \"S2-16D_V2_008010_20251117\"\n", + "id(c) = \"S2-16D_V2_008004_20251117\"\n", + "id(c) = \"S2-16D_V2_008008_20251117\"\n", + "id(c) = \"S2-16D_V2_008006_20251117\"\n", + "id(c) = \"S2-16D_V2_008009_20251117\"\n", + "id(c) = \"S2-16D_V2_008005_20251117\"\n", + "id(c) = \"S2-16D_V2_008007_20251117\"\n", + "id(c) = \"S2-16D_V2_008003_20251117\"\n", + "id(c) = \"S2-16D_V2_008017_20251117\"\n", + "id(c) = \"S2-16D_V2_009007_20251117\"\n", + "id(c) = \"S2-16D_V2_008012_20251117\"\n", + "id(c) = \"S2-16D_V2_009005_20251117\"\n", + "id(c) = \"S2-16D_V2_009006_20251117\"\n", + "id(c) = \"S2-16D_V2_008011_20251117\"\n", + "id(c) = \"S2-16D_V2_008013_20251117\"\n", + "id(c) = \"S2-16D_V2_008015_20251117\"\n", + "id(c) = \"S2-16D_V2_008016_20251117\"\n", + "id(c) = \"S2-16D_V2_008014_20251117\"\n", + "id(c) = \"S2-16D_V2_009015_20251117\"\n", + "id(c) = \"S2-16D_V2_009014_20251117\"\n", + "id(c) = \"S2-16D_V2_009010_20251117\"\n", + "id(c) = \"S2-16D_V2_009016_20251117\"\n", + "id(c) = \"S2-16D_V2_010001_20251117\"\n", + "id(c) = \"S2-16D_V2_009012_20251117\"\n", + "id(c) = \"S2-16D_V2_009013_20251117\"\n", + "id(c) = \"S2-16D_V2_009009_20251117\"\n", + "id(c) = \"S2-16D_V2_009011_20251117\"\n", + "id(c) = \"S2-16D_V2_009008_20251117\"\n", + "id(c) = \"S2-16D_V2_010004_20251117\"\n", + "id(c) = \"S2-16D_V2_009017_20251117\"\n", + "id(c) = \"S2-16D_V2_010005_20251117\"\n", + "id(c) = \"S2-16D_V2_010008_20251117\"\n", + "id(c) = \"S2-16D_V2_010006_20251117\"\n", + "id(c) = \"S2-16D_V2_010011_20251117\"\n", + "id(c) = \"S2-16D_V2_010007_20251117\"\n", + "id(c) = \"S2-16D_V2_010009_20251117\"\n", + "id(c) = \"S2-16D_V2_010010_20251117\"\n", + "id(c) = \"S2-16D_V2_010014_20251117\"\n" + ] + } + ], + "source": [ + "for c in eachitem(collection)\n", + " @show id(c)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "5a4116c0", + "metadata": {}, + "source": [ + "In order to support filtering rules through the specification of a rectangle (`bbox`) or a date and time (`datatime`) criterias, use the `Client.search(**kwargs)`:\n" + ] + }, + { + "cell_type": "markdown", + "id": "b0b1e846", + "metadata": {}, + "source": [ + "The method `.search(**kwargs)` returns a `ItemSearch` representation which has handy methods to identify the matched results. For example, to check the number of items matched, use `.matched()`:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "978c960a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[91m\u001b[1mS2-16D_V2_014015_20190728\u001b[22m\u001b[39m\n", + "\u001b[0mbounding box:\n", + " ┌────── -8.58859───────┐\n", + " │ │\n", + "-62.29310 -61.29249\n", + " │ │\n", + " └────── -9.55619───────┘\n", + "\n", + "\u001b[0mdate time: 2019-07-28T00:00:00\n", + "Assets:\n", + " * \u001b[36mB01\u001b[39m\n", + " * \u001b[36mB02\u001b[39m\n", + " * \u001b[36mB03\u001b[39m\n", + " * \u001b[36mB04\u001b[39m\n", + " * \u001b[36mB05\u001b[39m\n", + " * \u001b[36mB06\u001b[39m\n", + " * \u001b[36mB07\u001b[39m\n", + " * \u001b[36mB08\u001b[39m\n", + " * \u001b[36mB09\u001b[39m\n", + " * \u001b[36mB11\u001b[39m\n", + " * \u001b[36mB12\u001b[39m\n", + " * \u001b[36mB8A\u001b[39m\n", + " * \u001b[36mEVI\u001b[39m\n", + " * \u001b[36mNBR\u001b[39m\n", + " * \u001b[36mSCL\u001b[39m\n", + " * \u001b[36mNDVI\u001b[39m\n", + " * \u001b[36mCLEAROB\u001b[39m\n", + " * \u001b[36mTOTALOB\u001b[39m\n", + " * \u001b[36mthumbnail\u001b[39m\n", + " * \u001b[36mPROVENANCE\u001b[39m\n", + "\n" + ] + } + ], + "source": [ + "using Dates, STAC\n", + "\n", + "time_range = (DateTime(2018,08,01), DateTime(2019,07,31))\n", + "lon_range = (-61.7960,-61.7033)\n", + "lat_range = (-9.0374,-8.9390)\n", + "\n", + "search_results = collect(search(service, collection_id, lon_range, lat_range, time_range))\n", + "println(search_results[1])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c33e66cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of items found: 24\n" + ] + } + ], + "source": [ + "println(\"Number of items found: \", length(search_results))" + ] + }, + { + "cell_type": "markdown", + "id": "a57a7ed4", + "metadata": {}, + "source": [ + "To iterate over the matched result, use `.items()` to traverse the list of items:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a7417509", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(item) = \"S2-16D_V2_014015_20190728\"\n", + "id(item) = \"S2-16D_V2_014015_20190712\"\n", + "id(item) = \"S2-16D_V2_014015_20190626\"\n", + "id(item) = \"S2-16D_V2_014015_20190610\"\n", + "id(item) = \"S2-16D_V2_014015_20190525\"\n", + "id(item) = \"S2-16D_V2_014015_20190509\"\n", + "id(item) = \"S2-16D_V2_014015_20190423\"\n", + "id(item) = \"S2-16D_V2_014015_20190407\"\n", + "id(item) = \"S2-16D_V2_014015_20190322\"\n", + "id(item) = \"S2-16D_V2_014015_20190306\"\n", + "id(item) = \"S2-16D_V2_014015_20190218\"\n", + "id(item) = \"S2-16D_V2_014015_20190202\"\n", + "id(item) = \"S2-16D_V2_014015_20190117\"\n", + "id(item) = \"S2-16D_V2_014015_20190101\"\n", + "id(item) = \"S2-16D_V2_014015_20181219\"\n", + "id(item) = \"S2-16D_V2_014015_20181203\"\n", + "id(item) = \"S2-16D_V2_014015_20181117\"\n", + "id(item) = \"S2-16D_V2_014015_20181101\"\n", + "id(item) = \"S2-16D_V2_014015_20181016\"\n", + "id(item) = \"S2-16D_V2_014015_20180930\"\n", + "id(item) = \"S2-16D_V2_014015_20180914\"\n", + "id(item) = \"S2-16D_V2_014015_20180829\"\n", + "id(item) = \"S2-16D_V2_014015_20180813\"\n", + "id(item) = \"S2-16D_V2_014015_20180728\"\n" + ] + } + ], + "source": [ + "for item in search_results\n", + " @show id(item)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "17487323", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Assets\n", + "
\n", + "\n", + "The assets with the links to the images, thumbnails or specific metadata files, can be accessed through the property `assets` (from a given item):" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "21214e75", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1-element Vector{STAC.Item}:\n", + " \u001b[91m\u001b[1mS2-16D_V2_014015_20181016\u001b[22m\u001b[39m\n", + "\u001b[0mbounding box:\n", + " ┌────── -8.58859───────┐\n", + " │ │\n", + "-62.29310 -61.29249\n", + " │ │\n", + " └────── -9.55619───────┘\n", + "\n", + "\u001b[0mdate time: 2018-10-16T00:00:00\n", + "Assets:\n", + " * \u001b[36mB01\u001b[39m\n", + " * \u001b[36mB02\u001b[39m\n", + " * \u001b[36mB03\u001b[39m\n", + " * \u001b[36mB04\u001b[39m\n", + " * \u001b[36mB05\u001b[39m\n", + " * \u001b[36mB06\u001b[39m\n", + " * \u001b[36mB07\u001b[39m\n", + " * \u001b[36mB08\u001b[39m\n", + " * \u001b[36mB09\u001b[39m\n", + " * \u001b[36mB11\u001b[39m\n", + " * \u001b[36mB12\u001b[39m\n", + " * \u001b[36mB8A\u001b[39m\n", + " * \u001b[36mEVI\u001b[39m\n", + " * \u001b[36mNBR\u001b[39m\n", + " * \u001b[36mSCL\u001b[39m\n", + " * \u001b[36mNDVI\u001b[39m\n", + " * \u001b[36mCLEAROB\u001b[39m\n", + " * \u001b[36mTOTALOB\u001b[39m\n", + " * \u001b[36mthumbnail\u001b[39m\n", + " * \u001b[36mPROVENANCE\u001b[39m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# println(search_results[1])\n", + "target_id = \"S2-16D_V2_014015_20181016\"\n", + "found_item = filter(item -> STAC.id(item) == target_id, search_results)\n", + "# println((search_results[\"S2-16D_V2_014015_20190728\"]))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "c8c49c4e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "KeySet for a OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries. Keys:\n", + " \"B01\"\n", + " \"B02\"\n", + " \"B03\"\n", + " \"B04\"\n", + " \"B05\"\n", + " \"B06\"\n", + " \"B07\"\n", + " \"B08\"\n", + " \"B09\"\n", + " \"B11\"\n", + " \"B12\"\n", + " \"B8A\"\n", + " \"EVI\"\n", + " \"NBR\"\n", + " \"SCL\"\n", + " \"NDVI\"\n", + " \"CLEAROB\"\n", + " \"TOTALOB\"\n", + " \"thumbnail\"\n", + " \"PROVENANCE\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "assets = keys(search_results[1])" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2608d4e8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries:\n", + " \"B01\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B02\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B03\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B04\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B05\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B06\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B07\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B08\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B09\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B11\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B12\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B8A\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"EVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"NBR\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"SCL\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"NDVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"CLEAROB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"TOTALOB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"thumbnail\" => \u001b[0mtype: image/png\u001b[0m…\n", + " \"PROVENANCE\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "test = search_results[1]\n", + "assets = test.assets" + ] + }, + { + "cell_type": "markdown", + "id": "2be2b119", + "metadata": {}, + "source": [ + "The metadata related to the Sentinel-2/MSI blue band is available under the dictionary key `B02`:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f38c9245", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimized\n", + "\u001b[0mhref: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", + "\n" + ] + } + ], + "source": [ + "blue_asset = assets[\"B01\"]\n", + "println(blue_asset)\n", + "#get profile with rasteio + blocksize" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "106ad46f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "STAC.href(blue_asset)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "57aeeec1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asset = \"B01\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", + "\n", + "asset = \"B02\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B02.tif\n", + "\n", + "asset = \"B03\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B03.tif\n", + "\n", + "asset = \"B04\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B04.tif\n", + "\n", + "asset = \"B05\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B05.tif\n", + "\n", + "asset = \"B06\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B06.tif\n", + "\n", + "asset = \"B07\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B07.tif\n", + "\n", + "asset = \"B08\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", + "\n", + "asset = \"B09\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B09.tif\n", + "\n", + "asset = \"B11\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B11.tif\n", + "\n", + "asset = \"B12\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B12.tif\n", + "\n", + "asset = \"B8A\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B8A.tif\n", + "\n", + "asset = \"EVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_EVI.tif\n", + "\n", + "asset = \"NBR\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NBR.tif\n", + "\n", + "asset = \"SCL\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_SCL.tif\n", + "\n", + "asset = \"NDVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NDVI.tif\n", + "\n", + "asset = \"CLEAROB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_CLEAROB.tif\n", + "\n", + "asset = \"TOTALOB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_TOTALOB.tif\n", + "\n", + "asset = \"thumbnail\" => type: image/png\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728.png\n", + "\n", + "asset = \"PROVENANCE\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_PROVENANCE.tif\n", + "\n" + ] + } + ], + "source": [ + "for asset in assets\n", + " @show asset\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "40cc5e85", + "metadata": {}, + "source": [ + "# Using Rasters.jl\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "234e7727", + "metadata": {}, + "source": [ + "The `Rasters.jl` library can be used to read image files from the Brazil Data Cube' service on-the-fly and then to create arrays. The `Raster` method of an `Item` can be used to perform the reading and array creation:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3aa51c8c", + "metadata": {}, + "outputs": [], + "source": [ + "using Rasters\n", + "import ArchGDAL" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "e86e9713", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m10560\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────┴───────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.20799e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.208e6), Y = (1.0264e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m filename: \u001b[39mhttps://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "nir = Raster(STAC.href(assets[\"B08\"]), lazy=true)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "b3ab2b5e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m5\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10244e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.10245e6), Y = (1.0264e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.0264e7\u001b[39m \u001b[38;5;32m1.0264e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 2646 2860 2669 2578\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 2476 2777 2614 2544\n", + " \u001b[38;5;209m4.10242e6\u001b[39m 2437 2560 2553 2530\n", + " \u001b[38;5;209m4.10243e6\u001b[39m 2588 2726 2593 2559\n", + " \u001b[38;5;209m4.10244e6\u001b[39m 2838 2793 … 2646 2565" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "nir_slice = nir[1:5, :]\n", + "display(nir_slice)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "5d68d985", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 209 209 204 203\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 202 200 196 196\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 289 296 267 240\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 272 291 … 190 213" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "red = Raster(STAC.href(assets[\"B04\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "f3d0e1ac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 376 384 387 356\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 367 373 331 337\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 545 517 496 423\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 523 521 … 328 325" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "green = Raster(STAC.href(assets[\"B03\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "dc8e11b7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 231 222 244 241\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 198 175 219 217\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 242 269 226 232\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 253 256 … 166 169" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "blue = Raster(STAC.href(assets[\"B02\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "markdown", + "id": "ddef1541", + "metadata": {}, + "source": [ + "You can also load using Coordinates:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "e718f209", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1000, 1000)\n" + ] + }, + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m1000\u001b[39m×\u001b[38;5;32m1000\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├────────────────────────────────────────────┴─────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.15e6:10.0:4.15999e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.030999e7:-10.0:1.03e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.15e6, 4.16e6), Y = (1.03e7, 1.031e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m … \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m\n", + " \u001b[38;5;209m4.15e6\u001b[39m 448 381 360 687 665 666\n", + " \u001b[38;5;209m4.15001e6\u001b[39m 424 382 337 651 664 659\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.15998e6\u001b[39m 774 786 791 337 318 315\n", + " \u001b[38;5;209m4.15999e6\u001b[39m 623 657 713 … 325 326 333" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "using Rasters, ArchGDAL\n", + "\n", + "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(4150000.0..4160000.0), Y(10300000.0..10310000.0)]\n", + "println(size(rst))\n", + "rst" + ] + }, + { + "cell_type": "markdown", + "id": "24ca7623", + "metadata": {}, + "source": [ + "If you wish you can use lat long coordinates and reproject them into the Albers Equal Area Projection, which is used in the BDC products:" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "7bee1b73", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_ellipsoid\",SPHEROID[\"GRS 1980\",6378137,298.257222101004,AUTHORITY[\"EPSG\",\"7019\"]]],PRIMEM[\"Greenwich\",0],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]]],PROJECTION[\"Albers_Conic_Equal_Area\"],PARAMETER[\"latitude_of_center\",-12],PARAMETER[\"longitude_of_center\",-54],PARAMETER[\"standard_parallel_1\",-2],PARAMETER[\"standard_parallel_2\",-22],PARAMETER[\"false_easting\",5000000],PARAMETER[\"false_northing\",10000000],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH]]\n" + ] + } + ], + "source": [ + "raster_wkt = crs(rst).val\n", + "println(raster_wkt)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "fbabe737", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-61.796, -9.0374, -61.7033, -8.939\n", + "4.1546502708582133e6, 1.0320765662874771e7, 4.164395760825622e6, 1.033207300638397e7\n", + "(973, 1130)\n" + ] + } + ], + "source": [ + "using Rasters, Proj\n", + "\n", + "in_proj = Proj.CRS(\"EPSG:4326\") # WGS84\n", + "out_proj = Proj.CRS(raster_wkt)\n", + "# out_proj\n", + "transformer = Proj.Transformation(in_proj, out_proj, always_xy=true)\n", + "x1, y1 = -61.7960, -9.0374\n", + "x2, y2 = -61.7033, -8.9390\n", + "x1_reproj, y1_reproj = transformer((x1, y1))\n", + "x2_reproj, y2_reproj = transformer((x2, y2))\n", + "println(\"$x1, $y1, $x2, $y2\")\n", + "println(\"$x1_reproj, $y1_reproj, $x2_reproj, $y2_reproj\")\n", + "\n", + "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]\n", + "println(size(rst))" + ] + }, + { + "cell_type": "markdown", + "id": "ff379e24", + "metadata": {}, + "source": [ + "If you ran the python version of this notebook, there are some small but important differences in the above result:\n", + "\n", + "The resulting shape of python's result is `shape = (1131, 975)`. Here, we have got `size = (973, 1130)` . Python prints arrays as `(rows, columns)`, while Julia has `(columns, rows)` as default.\n", + "\n", + "Also, the difference in pixels could be from the differences beetween the functions used. Rasterio's `from_bounds` function includes any pixels that touch the bounding box, while what we do in the following line:\n", + "
\n", + "\n", + "`rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]`\n", + "
\n", + "with the `..` operator is gets pixels which centers within these coordinates.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "8badad96", + "metadata": {}, + "source": [ + "# Using Plots to Visualize Images\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "0e26c33b", + "metadata": {}, + "source": [ + "The `Plots` can be used to plot the arrays read in the last section:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "735591cc", + "metadata": {}, + "outputs": [], + "source": [ + "using Plots, Plots.Measures" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "11451851", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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title=\"Green\")\n", + "p3 = plot(blue, c=:grays,title=\"Blue\")\n", + "\n", + "plot(p1, p2, p3, layout = (1, 3), size = (1400, 400))" + ] + }, + { + "cell_type": "markdown", + "id": "b48d31dc", + "metadata": {}, + "source": [ + "# Retrieving Image Files\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "05559255", + "metadata": {}, + "source": [ + "The file related to an asset can be retrieved through the `download` method. The cell code below shows ho to download the image file associated to the asset into a folder named `img`:" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "01ea9c7e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"./img/B05.tif\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "using Downloads\n", + "\n", + "output_path = \"./img\"\n", + "\n", + "isdir(\"img\") || mkdir(\"img\")\n", + "\n", + "Downloads.download(STAC.href(assets[\"B05\"]),joinpath(output_path, \"B05.tif\"))" + ] + }, + { + "cell_type": "markdown", + "id": "90e880cb", + "metadata": {}, + "source": [ + "In order to download all files related to an item, iterate over assets and download each one as following:" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "c122eb3d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asset_name = \"B01\"\n", + "asset_name = \"B02\"\n", + "asset_name = \"B03\"\n", + "asset_name = \"B04\"\n", + "asset_name = \"B05\"\n", + "asset_name = \"B06\"\n", + "asset_name = \"B07\"\n", + "asset_name = \"B08\"\n", + "asset_name = \"B09\"\n", + "asset_name = \"B11\"\n", + "asset_name = \"B12\"\n", + "asset_name = \"B8A\"\n", + "asset_name = \"EVI\"\n", + "asset_name = \"NBR\"\n", + "asset_name = \"SCL\"\n", + "asset_name = \"NDVI\"\n", + "asset_name = \"CLEAROB\"\n", + "asset_name = \"TOTALOB\"\n", + "asset_name = \"thumbnail\"\n", + "asset_name = \"PROVENANCE\"\n" + ] + } + ], + "source": [ + "for asset in assets\n", + " asset_name = asset[1]\n", + " Downloads.download(STAC.href(asset[2]),joinpath(output_path, \"$asset_name.tif\"))\n", + " @show asset_name\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "3be4bddd", + "metadata": {}, + "source": [ + "# References\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "42297469", + "metadata": {}, + "source": [ + "- [Spatio Temporal Asset Catalog Specification](https://stacspec.org/)\n", + "\n", + "- [Python Client Library for STAC Service](https://pystac-client.readthedocs.io/en/latest/)\n", + "\n", + "- [Introduction to the SpatioTemporal Asset Catalog (STAC)](https://github.com/brazil-data-cube/code-gallery/blob/master/jupyter/Python/stac/stac-introduction.ipynb) ⟶ original Python notebook." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 1.11.7", + "language": "julia", + "name": "julia-1.11" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "1.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 6eaef9f4c2922aff1f753befaed597e2cd1df372 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?J=C3=BAlia=20Cansado?= <156091433+julcansado@users.noreply.github.com> Date: Thu, 18 Dec 2025 22:45:14 -0300 Subject: [PATCH 2/5] Rename jupyter/stac_introduction_julia.ipynb to jupyter/Julia/stac_introduction_julia.ipynb --- jupyter/Julia/stac_introduction_julia.ipynb | 1 + jupyter/stac_introduction_julia.ipynb | 23088 ------------------ 2 files changed, 1 insertion(+), 23088 deletions(-) create mode 100644 jupyter/Julia/stac_introduction_julia.ipynb delete mode 100644 jupyter/stac_introduction_julia.ipynb diff --git a/jupyter/Julia/stac_introduction_julia.ipynb b/jupyter/Julia/stac_introduction_julia.ipynb new file mode 100644 index 0000000..d3f5a12 --- /dev/null +++ b/jupyter/Julia/stac_introduction_julia.ipynb @@ -0,0 +1 @@ + diff --git a/jupyter/stac_introduction_julia.ipynb b/jupyter/stac_introduction_julia.ipynb deleted file mode 100644 index bac20a4..0000000 --- a/jupyter/stac_introduction_julia.ipynb +++ /dev/null @@ -1,23088 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "6aff0640", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Introduction to the SpatioTemporal Asset Catalog (STAC) in Julia\n", - "
\n", - "\n", - "
\n", - " \n", - "
\n", - "\n", - "
\n", - "\n", - "
\n", - " Matheus Zaglia, Rennan Marujo, Gilberto R. Queiroz, Felipe Menino Carlos\n", - "

\n", - " Earth Observation and Geoinformatics Division, National Institute for Space Research (INPE)\n", - "
\n", - " Avenida dos Astronautas, 1758, Jardim da Granja, São José dos Campos, SP 12227-010, Brazil\n", - "

\n", - " Contact: brazildatacube@inpe.br\n", - "

\n", - " Last Update: May 21, 2024\n", - "
\n", - "
\n", - "\n", - "
Adapted for Julia by Julia A. Cansado. Sep 20, 2025
\n", - "\n", - "
\n", - "
\n", - "Abstract. This Jupyter Notebook gives an overview on how to use the STAC service to discover and access the data products from the Brazil Data Cube.\n", - "
\n", - "\n", - "
\n", - "
\n", - " This Jupyter Notebook is a supplement to the following paper:\n", - "
\n", - " Zaglia, M.; Vinhas, L.; Queiroz, G. R.; Simões, R. Catalogação de Metadados do Cubo de Dados do Brasil com o SpatioTemporal Asset Catalog. In: Proceedings XX GEOINFO, November 11-13, 2019, São José dos Campos, SP, Brazil. p 280-285.\n", - "
\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "d0113c6e", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Introduction\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "aae75560", - "metadata": {}, - "source": [ - "The [**S**patio**T**emporal **A**sset **C**atalog (STAC)](https://stacspec.org/) is a specification created through the colaboration of several organizations intended to increase satellite image search interoperability.\n", - "\n", - "The diagram depicted in the picture contains the most important concepts behind the STAC data model:\n", - "\n", - "
\n", - "\n", - "
\n", - "Figure 1 - STAC model.\n", - "
\n", - "\n", - "The description of the concepts below are adapted from the [STAC Specification](https://github.com/radiantearth/stac-spec):\n", - "\n", - "- **Item**: a `STAC Item` is the atomic unit of metadata in STAC, providing links to the actual `assets` (including thumbnails) that they represent. It is a `GeoJSON Feature` with additional fields for things like time, links to related entities and mainly to the assets. According to the specification, this is the atomic unit that describes the data to be discovered in a `STAC Catalog` or `Collection`.\n", - "\n", - "- **Asset**: a `spatiotemporal asset` is any file that represents information about the earth captured in a certain space and time.\n", - "\n", - "\n", - "- **Catalog**: provides a structure to link various `STAC Items` together or even to other `STAC Catalogs` or `Collections`.\n", - "\n", - "\n", - "- **Collection:** is a specialization of the `Catalog` that allows additional information about a spatio-temporal collection of data." - ] - }, - { - "cell_type": "markdown", - "id": "05115e53", - "metadata": { - "vscode": { - "languageId": "plaintext" - } - }, - "source": [ - "# STAC Client API\n", - "
\n", - "\n", - "For running the examples in this Jupyter Notebook you will need to install the [STAC.jl](https://juliaclimate.github.io/STAC.jl/dev/). To install it use Pkg, as the following command:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "ad107305", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1m Updating\u001b[22m\u001b[39m registry at `~/.julia/registries/General.toml`\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m GR_jll ─────────────── v0.73.19+1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m JpegTurbo_jll ──────── v3.1.4+0\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Malt ───────────────── v1.3.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m CodeTracking ───────── v3.0.0\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Preferences ────────── v1.5.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m OpenSSL ────────────── v1.6.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m NearestNeighbors ───── v0.4.26\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Pango_jll ──────────── v1.57.0+0\n", - 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"\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" - ] - } - ], - "source": [ - "using Pkg\n", - "Pkg.update()\n", - "Pkg.add(\"STAC\")\n", - "Pkg.add(\"GDAL\")\n", - "Pkg.add(\"ArchGDAL\")\n", - "Pkg.add(\"Rasters\")\n", - "Pkg.add(\"Proj\")\n", - "Pkg.add(\"Plots\")" - ] - }, - { - "cell_type": "markdown", - "id": "513e5353", - "metadata": {}, - "source": [ - "Note: to take advantage of the Julia language, we're going to add other here packages as well, which will be used throughout the notebook.\n", - "\n", - "This step is called pre-compiling, and it may take a while, but it will make the rest of our coding much faster." - ] - }, - { - "cell_type": "markdown", - "id": "9108ca3c", - "metadata": {}, - "source": [ - "In order to access the funcionalities of the client API, you should import the `stac` package, as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "191f1a9b", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" - ] - } - ], - "source": [ - "Pkg.add(\"Downloads\")" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "c5846fbd", - "metadata": {}, - "outputs": [], - "source": [ - "using STAC" - ] - }, - { - "cell_type": "markdown", - "id": "f2bd8093", - "metadata": {}, - "source": [ - "After that, you can check the installed `stac` package version:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "98219e37", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1mStatus\u001b[22m\u001b[39m `~/.julia/environments/v1.11/Project.toml`\n", - " \u001b[90m[08e62803] \u001b[39mSTAC v0.1.3\n" - ] - } - ], - "source": [ - "Pkg.status(\"STAC\")" - ] - }, - { - "cell_type": "markdown", - "id": "1978daf8", - "metadata": {}, - "source": [ - "Then, create a `STAC` object attached to the Brazil Data Cube' STAC service:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "4adb444d", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[91m\u001b[1mINPE\u001b[22m\u001b[39m\n", - "\u001b[0mINPE STAC Server\n", - "\u001b[0mThis is the landing page for the INPE STAC server. The SpatioTemporal Asset Catalogs (STAC) provide a standardized way to expose collections of spatial temporal data. Here you will find collections of data provided by projects and areas of INPE.\n", - "Children:\n", - " * \u001b[36mCB4-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mCB4-PAN10M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-2-DN\n", - " * \u001b[36msentinel-3-olci-l1-bundle-1\u001b[39m\u001b[0m: Sentinel-3/OLCI - Level-1B Full Resolution\n", - " * \u001b[36mmosaic-cbers4a-paraiba-3m-1\u001b[39m\u001b[0m: CBERS-4A/WFI 3M Paraíba State Mosaic\n", - " * \u001b[36mLCC_L8_30_16D_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 16D STK\n", - " * \u001b[36mmosaic-landsat-sp-6m-1\u001b[39m\u001b[0m: Landsat 6M São Paulo State Mosaic\n", - " * \u001b[36mmosaic-s2-paraiba-3m-1\u001b[39m\u001b[0m: S2 3M Paraiba State Mosaic\n", - " * \u001b[36mlandsat-2\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2\n", - " * \u001b[36mLCC_L8_30_16D_STK_MataAtlantica-1\u001b[39m\u001b[0m: LCC - Mata Atlantica - LC8 30m 16D STK\n", - " * \u001b[36mmosaic-s2-yanomami_territory-6m-1\u001b[39m\u001b[0m: S2 6M Yanomami Indigenous Territory Mosaic\n", - " * \u001b[36mCB4A-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-2-DN\n", - " * \u001b[36mLCC_L8_30_16D_STK_Pantanal-1\u001b[39m\u001b[0m: LCC - Pantanal - LC8 30m 16D STK\n", - " * \u001b[36mLCC_L8_30_1M_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 1M STK\n", - " * \u001b[36mCB4A-WPM-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-4-DN\n", - " * \u001b[36mMODISA-OCSMART-RRS-MONTHLY-1\u001b[39m\u001b[0m: MODIS-Aqua Monthly Rrs - OC-SMART AC\n", - " * \u001b[36mmosaic-s2-brazil-3m-1\u001b[39m\u001b[0m: S2 3M Mosaic\n", - " * \u001b[36mCB4A-WPM-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-2-DN\n", - " * \u001b[36mAMZ1-WFI-L2-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-2-DN\n", - " * \u001b[36mS2_L2A_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A\n", - " * \u001b[36mmyd13q1-6.1\u001b[39m\u001b[0m: MYD13Q1 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-landsat-amazon-3m-1\u001b[39m\u001b[0m: Landsat 3M Amazon Biome Mosaic\n", - " * \u001b[36mAMZ1-WFI-L4-SR-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-s2-amazon-3m-1\u001b[39m\u001b[0m: S2 3M B11B8AB04 Amazon Biome Mosaic\n", - " * \u001b[36mCBERS4-WFI-16D-2\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Data Cube - LCF 16 days\n", - " * \u001b[36mCB4A-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mS2-16D-2\u001b[39m\u001b[0m: Sentinel-2/MSI - Level-2A - Data Cube - LCF 16 days\n", - " * \u001b[36mLCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Goias - CB4 64m 1M STK\n", - " * \u001b[36mmosaic-landsat-brazil-6m-1\u001b[39m\u001b[0m: Landsat 6M Mosaic\n", - " * \u001b[36mCB4-PAN5M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-2-DN\n", - " * \u001b[36mCB4A-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-2-DN\n", - " * \u001b[36mCB4A-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-4-DN\n", - " * \u001b[36mCB4A-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-DN\n", - " * \u001b[36mAMZ1-WFI-L4-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-DN\n", - " * \u001b[36mCBERS4-MUX-2M-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Data Cube - LCF 2 months\n", - " * \u001b[36mCB2B-HRC-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/HRC - Level-2-DN\n", - " * \u001b[36mCBERS-WFI-8D-1\u001b[39m\u001b[0m: CBERS/WFI - Level-4-SR - Data Cube - LCF 8 days\n", - " * \u001b[36mcharter-wfi-1\u001b[39m\u001b[0m: CHARTER - WFI\n", - " * \u001b[36mCB4-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-2-DN\n", - " * \u001b[36mtopodata-1\u001b[39m\u001b[0m: TOPODATA - Banco de Dados Geomorfométricos do Brasil\n", - " * \u001b[36mmosaic-s2-cerrado-4m-1\u001b[39m\u001b[0m: S2 4M Cerrado Biome Mosaic\n", - " * \u001b[36mmosaic-cbers4-brazil-3m-1\u001b[39m\u001b[0m: CBERS-4/WFI 3M Mosaic\n", - " * \u001b[36mmod13q1-6.1\u001b[39m\u001b[0m: MOD13Q1 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mLCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", - " * \u001b[36mCB4-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-2-DN\n", - " * \u001b[36mmod11a2-6.1\u001b[39m\u001b[0m: MOD11A2 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-s2-cerrado-2m-1\u001b[39m\u001b[0m: S2 2M Cerrado Biome Mosaic\n", - " * \u001b[36mCB4-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-DN\n", - " * \u001b[36mLCC_L8_30_16D_STK_Pampa-1\u001b[39m\u001b[0m: LCC - Pampa - LC8 30m 16D STK\n", - " * \u001b[36mCB2-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2/CCD - Level-2-DN\n", - " * \u001b[36mLCC_L8_30_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - LC8 30m 1M STK\n", - " * \u001b[36mLCC_S2_10_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - S2 10m 1M STK\n", - " * \u001b[36mLCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", - " * \u001b[36mLCC_C4_64_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - CB4 64m 1M STK\n", - " * \u001b[36mLCC_L8_30_16D_STK_Amazonia-TC-1\u001b[39m\u001b[0m: LCC - Amazônia - LC8 30m 16D STK\n", - " * \u001b[36mGOES-GL-DSWRF-Daily-1\u001b[39m\u001b[0m: GL1.2 Model - Downward Surface Solar Radiation (Daily Mean)\n", - " * \u001b[36mLCC_L8_30_16D_STK_Caatinga-1\u001b[39m\u001b[0m: LCC - Caatinga - LC8 30m 16D STK\n", - " * \u001b[36mLANDSAT-16D-1\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2 - Data Cube - LCF 16 days\n", - " * \u001b[36mcharter-mux-1\u001b[39m\u001b[0m: CHARTER - MUX\n", - " * \u001b[36mCB4-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-DN\n", - " * \u001b[36mmyd11a2-6.1\u001b[39m\u001b[0m: MYD11A2 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mKD_S2_20M_VISBANDS_CURUAI-1\u001b[39m\u001b[0m: KD - Curuai - S2 20m VisBands\n", - " * \u001b[36mCB4-PAN10M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-4-DN\n", - " * \u001b[36mCB4-PAN5M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-4-DN\n", - " * \u001b[36msentinel-1-grd-bundle-1\u001b[39m\u001b[0m: Sentinel-1 - Level-1 - Interferometric Wide Swath Ground Range Detected High Resolution\n", - " * \u001b[36mmosaic-s2-amazon-1m-1\u001b[39m\u001b[0m: S2 1M Amazon Biome Mosaic\n", - " * \u001b[36mGOES13-L3-IMAGER-1\u001b[39m\u001b[0m: GOES-13/Imager - Level-3 - VIS/IR Imagery (Binary)\n", - " * \u001b[36mCB2B-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/CCD - Level-2-DN\n", - " * \u001b[36mCB2B-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/WFI - Level-2-DN\n", - " * \u001b[36mS2_L2A-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A - Cloud Optimized GeoTIFF\n", - " * \u001b[36mcharter-wpm-1\u001b[39m\u001b[0m: CHARTER - WPM\n", - " * \u001b[36mCB4-MUX-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mtopodata_bundle-1\u001b[39m\u001b[0m: TOPODATA Bundle - Banco de Dados Geomorfométricos do Brasil\n", - " * \u001b[36mcharter-pan-1\u001b[39m\u001b[0m: CHARTER - PAN\n", - " * \u001b[36mmosaic-amazonia1-brazil-3m-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI Image Mosaic of Brazil - 3 Months\n", - " * \u001b[36msamet_hourly-1\u001b[39m\u001b[0m: SAMeT - Hourly South American Mapping of Temperature\n", - " * \u001b[36mprec_merge_hourly-1\u001b[39m\u001b[0m: MERGE - Hourly Gridded Precipitation over South America\n", - " * \u001b[36mCB4A-WPM-PCA-FUSED-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Multispectral and Panchromatic Bands Fusioned\n", - " * \u001b[36mmosaic-s2-amazon-3m-b08b04b03-1\u001b[39m\u001b[0m: S2 3M B08B04B03 Amazon Biome Mosaic\n", - " * \u001b[36mEtaCCDay_CMIP5-1\u001b[39m\u001b[0m: Eta Model - Climate Change - CMIP5 - Day\n", - " * \u001b[36mGOES16-L2-CMI-1\u001b[39m\u001b[0m: GOES-16 Cloud & Moisture Imagery\n", - " * \u001b[36msamet_daily-1\u001b[39m\u001b[0m: SAMeT - Daily South American Mapping of Temperature\n", - " * \u001b[36mprec_merge_daily-1\u001b[39m\u001b[0m: MERGE - Daily Gridded Precipitation over South America\n", - " * \u001b[36mS2_L1C_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-1C\n", - " * \u001b[36mS2-3M-1\u001b[39m\u001b[0m: Sentinel-2 image Mosaic of Brazil - 3 Months\n", - " * \u001b[36mGOES19-L2-CMI-1\u001b[39m\u001b[0m: GOES-19 Cloud & Moisture Imagery\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "service = STAC.Catalog(\"https://data.inpe.br/bdc/stac/v1/\")" - ] - }, - { - "cell_type": "markdown", - "id": "ba9adba7", - "metadata": {}, - "source": [ - "# Listing the Available Data Products\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "7838c387", - "metadata": {}, - "source": [ - "In the Jupyter environment, the `STAC` object will list the available image and data cube collections from the service:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "a97d7dc5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(collection) = \"CB4-WFI-L4-SR-1\"\n", - "id(collection) = \"CB4-PAN10M-L2-DN-1\"\n", - "id(collection) = \"sentinel-3-olci-l1-bundle-1\"\n", - "id(collection) = \"mosaic-cbers4a-paraiba-3m-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Cerrado-1\"\n", - "id(collection) = \"mosaic-landsat-sp-6m-1\"\n", - "id(collection) = \"mosaic-s2-paraiba-3m-1\"\n", - "id(collection) = \"landsat-2\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_MataAtlantica-1\"\n", - "id(collection) = \"mosaic-s2-yanomami_territory-6m-1\"\n", - "id(collection) = \"CB4A-MUX-L2-DN-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Pantanal-1\"\n", - "id(collection) = \"LCC_L8_30_1M_STK_Cerrado-1\"\n", - "id(collection) = \"CB4A-WPM-L4-DN-1\"\n", - "id(collection) = \"MODISA-OCSMART-RRS-MONTHLY-1\"\n", - "id(collection) = \"mosaic-s2-brazil-3m-1\"\n", - "id(collection) = \"CB4A-WPM-L2-DN-1\"\n", - "id(collection) = \"AMZ1-WFI-L2-DN-1\"\n", - "id(collection) = \"S2_L2A_BUNDLE-1\"\n", - "id(collection) = \"myd13q1-6.1\"\n", - "id(collection) = \"mosaic-landsat-amazon-3m-1\"\n", - "id(collection) = \"AMZ1-WFI-L4-SR-1\"\n", - "id(collection) = \"mosaic-s2-amazon-3m-1\"\n", - "id(collection) = \"CBERS4-WFI-16D-2\"\n", - "id(collection) = \"CB4A-WFI-L4-SR-1\"\n", - "id(collection) = \"S2-16D-2\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"mosaic-landsat-brazil-6m-1\"\n", - "id(collection) = \"CB4-PAN5M-L2-DN-1\"\n", - "id(collection) = \"CB4A-WFI-L2-DN-1\"\n", - "id(collection) = \"CB4A-MUX-L4-DN-1\"\n", - "id(collection) = \"CB4A-WFI-L4-DN-1\"\n", - "id(collection) = \"AMZ1-WFI-L4-DN-1\"\n", - "id(collection) = \"CBERS4-MUX-2M-1\"\n", - "id(collection) = \"CB2B-HRC-L2-DN-1\"\n", - "id(collection) = \"CBERS-WFI-8D-1\"\n", - "id(collection) = \"charter-wfi-1\"\n", - "id(collection) = \"CB4-MUX-L2-DN-1\"\n", - "id(collection) = \"topodata-1\"\n", - "id(collection) = \"mosaic-s2-cerrado-4m-1\"\n", - "id(collection) = \"mosaic-cbers4-brazil-3m-1\"\n", - "id(collection) = \"mod13q1-6.1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"CB4-WFI-L2-DN-1\"\n", - "id(collection) = \"mod11a2-6.1\"\n", - "id(collection) = \"mosaic-s2-cerrado-2m-1\"\n", - "id(collection) = \"CB4-WFI-L4-DN-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Pampa-1\"\n", - "id(collection) = \"CB2-CCD-L2-DN-1\"\n", - "id(collection) = \"LCC_L8_30_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_S2_10_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Amazonia-TC-1\"\n", - "id(collection) = \"GOES-GL-DSWRF-Daily-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Caatinga-1\"\n", - "id(collection) = \"LANDSAT-16D-1\"\n", - "id(collection) = \"charter-mux-1\"\n", - "id(collection) = \"CB4-MUX-L4-DN-1\"\n", - "id(collection) = \"myd11a2-6.1\"\n", - "id(collection) = \"KD_S2_20M_VISBANDS_CURUAI-1\"\n", - "id(collection) = \"CB4-PAN10M-L4-DN-1\"\n", - "id(collection) = \"CB4-PAN5M-L4-DN-1\"\n", - "id(collection) = \"sentinel-1-grd-bundle-1\"\n", - "id(collection) = \"mosaic-s2-amazon-1m-1\"\n", - "id(collection) = \"GOES13-L3-IMAGER-1\"\n", - "id(collection) = \"CB2B-CCD-L2-DN-1\"\n", - "id(collection) = \"CB2B-WFI-L2-DN-1\"\n", - "id(collection) = \"S2_L2A-1\"\n", - "id(collection) = \"charter-wpm-1\"\n", - "id(collection) = \"CB4-MUX-L4-SR-1\"\n", - "id(collection) = \"topodata_bundle-1\"\n", - "id(collection) = \"charter-pan-1\"\n", - "id(collection) = \"mosaic-amazonia1-brazil-3m-1\"\n", - "id(collection) = \"samet_hourly-1\"\n", - "id(collection) = \"prec_merge_hourly-1\"\n", - "id(collection) = \"CB4A-WPM-PCA-FUSED-1\"\n", - "id(collection) = \"mosaic-s2-amazon-3m-b08b04b03-1\"\n", - "id(collection) = \"EtaCCDay_CMIP5-1\"\n", - "id(collection) = \"GOES16-L2-CMI-1\"\n", - "id(collection) = \"samet_daily-1\"\n", - "id(collection) = \"prec_merge_daily-1\"\n", - "id(collection) = \"S2_L1C_BUNDLE-1\"\n", - "id(collection) = \"S2-3M-1\"\n", - "id(collection) = \"GOES19-L2-CMI-1\"\n" - ] - } - ], - "source": [ - "for collection in eachcatalog(service) \n", - " @show id(collection)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "680a5bf7", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Retrieving the Metadata of a Collection\n", - "
\n", - "\n", - "The `bracket notation` (`[]`) returns information about a given image or data cube collection identified by its name. In this example we are retrieving information about the datacube collection `S2-16D-2`:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "c0bff6d5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Type: Collection\n", - "ID: S2-16D-2\n" - ] - } - ], - "source": [ - "collection_id = \"S2-16D-2\"\n", - "collection = service[collection_id]\n", - "\n", - "println(\"Type: \", STAC.type(collection))\n", - "println(\"ID: \", STAC.id(collection))\n" - ] - }, - { - "cell_type": "markdown", - "id": "eafa5d2f", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Retrieving Items\n", - "
\n", - "\n", - "The `eachitem` method returns the items of a given collection:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "d0259449", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(c) = \"S2-16D_V2_003011_20251117\"\n", - "id(c) = \"S2-16D_V2_002015_20251117\"\n", - "id(c) = \"S2-16D_V2_002013_20251117\"\n", - "id(c) = \"S2-16D_V2_002016_20251117\"\n", - "id(c) = \"S2-16D_V2_002011_20251117\"\n", - "id(c) = \"S2-16D_V2_002014_20251117\"\n", - "id(c) = \"S2-16D_V2_002012_20251117\"\n", - "id(c) = \"S2-16D_V2_003013_20251117\"\n", - "id(c) = \"S2-16D_V2_003012_20251117\"\n", - "id(c) = \"S2-16D_V2_001014_20251117\"\n", - "id(c) = \"S2-16D_V2_003015_20251117\"\n", - "id(c) = \"S2-16D_V2_004013_20251117\"\n", - "id(c) = \"S2-16D_V2_003014_20251117\"\n", - "id(c) = \"S2-16D_V2_003016_20251117\"\n", - "id(c) = \"S2-16D_V2_004012_20251117\"\n", - "id(c) = \"S2-16D_V2_004014_20251117\"\n", - "id(c) = \"S2-16D_V2_004015_20251117\"\n", - "id(c) = \"S2-16D_V2_004011_20251117\"\n", - "id(c) = \"S2-16D_V2_004010_20251117\"\n", - "id(c) = \"S2-16D_V2_004016_20251117\"\n", - "id(c) = \"S2-16D_V2_005005_20251117\"\n", - "id(c) = \"S2-16D_V2_005004_20251117\"\n", - "id(c) = \"S2-16D_V2_005009_20251117\"\n", - "id(c) = \"S2-16D_V2_005007_20251117\"\n", - "id(c) = \"S2-16D_V2_005006_20251117\"\n", - "id(c) = \"S2-16D_V2_005012_20251117\"\n", - "id(c) = \"S2-16D_V2_005010_20251117\"\n", - "id(c) = \"S2-16D_V2_005011_20251117\"\n", - "id(c) = \"S2-16D_V2_005013_20251117\"\n", - "id(c) = \"S2-16D_V2_005014_20251117\"\n", - "id(c) = \"S2-16D_V2_006009_20251117\"\n", - "id(c) = \"S2-16D_V2_006007_20251117\"\n", - "id(c) = \"S2-16D_V2_006005_20251117\"\n", - "id(c) = \"S2-16D_V2_006004_20251117\"\n", - "id(c) = \"S2-16D_V2_005017_20251117\"\n", - "id(c) = \"S2-16D_V2_005016_20251117\"\n", - "id(c) = \"S2-16D_V2_005015_20251117\"\n", - "id(c) = \"S2-16D_V2_006006_20251117\"\n", - "id(c) = \"S2-16D_V2_006008_20251117\"\n", - "id(c) = \"S2-16D_V2_006016_20251117\"\n", - "id(c) = \"S2-16D_V2_006010_20251117\"\n", - "id(c) = \"S2-16D_V2_006015_20251117\"\n", - "id(c) = \"S2-16D_V2_006014_20251117\"\n", - "id(c) = \"S2-16D_V2_006011_20251117\"\n", - "id(c) = \"S2-16D_V2_006012_20251117\"\n", - "id(c) = \"S2-16D_V2_006013_20251117\"\n", - "id(c) = \"S2-16D_V2_007006_20251117\"\n", - "id(c) = \"S2-16D_V2_007008_20251117\"\n", - "id(c) = \"S2-16D_V2_006017_20251117\"\n", - "id(c) = \"S2-16D_V2_007009_20251117\"\n", - "id(c) = \"S2-16D_V2_007005_20251117\"\n", - "id(c) = \"S2-16D_V2_007007_20251117\"\n", - "id(c) = \"S2-16D_V2_007003_20251117\"\n", - "id(c) = \"S2-16D_V2_007004_20251117\"\n", - "id(c) = \"S2-16D_V2_007016_20251117\"\n", - "id(c) = \"S2-16D_V2_007013_20251117\"\n", - "id(c) = \"S2-16D_V2_007014_20251117\"\n", - "id(c) = \"S2-16D_V2_007011_20251117\"\n", - "id(c) = \"S2-16D_V2_007012_20251117\"\n", - "id(c) = \"S2-16D_V2_007015_20251117\"\n", - "id(c) = \"S2-16D_V2_007010_20251117\"\n", - "id(c) = \"S2-16D_V2_007017_20251117\"\n", - "id(c) = \"S2-16D_V2_008010_20251117\"\n", - "id(c) = \"S2-16D_V2_008004_20251117\"\n", - "id(c) = \"S2-16D_V2_008008_20251117\"\n", - "id(c) = \"S2-16D_V2_008006_20251117\"\n", - "id(c) = \"S2-16D_V2_008009_20251117\"\n", - "id(c) = \"S2-16D_V2_008005_20251117\"\n", - "id(c) = \"S2-16D_V2_008007_20251117\"\n", - "id(c) = \"S2-16D_V2_008003_20251117\"\n", - "id(c) = \"S2-16D_V2_008017_20251117\"\n", - "id(c) = \"S2-16D_V2_009007_20251117\"\n", - "id(c) = \"S2-16D_V2_008012_20251117\"\n", - "id(c) = \"S2-16D_V2_009005_20251117\"\n", - "id(c) = \"S2-16D_V2_009006_20251117\"\n", - "id(c) = \"S2-16D_V2_008011_20251117\"\n", - "id(c) = \"S2-16D_V2_008013_20251117\"\n", - "id(c) = \"S2-16D_V2_008015_20251117\"\n", - "id(c) = \"S2-16D_V2_008016_20251117\"\n", - "id(c) = \"S2-16D_V2_008014_20251117\"\n", - "id(c) = \"S2-16D_V2_009015_20251117\"\n", - "id(c) = \"S2-16D_V2_009014_20251117\"\n", - "id(c) = \"S2-16D_V2_009010_20251117\"\n", - "id(c) = \"S2-16D_V2_009016_20251117\"\n", - "id(c) = \"S2-16D_V2_010001_20251117\"\n", - "id(c) = \"S2-16D_V2_009012_20251117\"\n", - "id(c) = \"S2-16D_V2_009013_20251117\"\n", - "id(c) = \"S2-16D_V2_009009_20251117\"\n", - "id(c) = \"S2-16D_V2_009011_20251117\"\n", - "id(c) = \"S2-16D_V2_009008_20251117\"\n", - "id(c) = \"S2-16D_V2_010004_20251117\"\n", - "id(c) = \"S2-16D_V2_009017_20251117\"\n", - "id(c) = \"S2-16D_V2_010005_20251117\"\n", - "id(c) = \"S2-16D_V2_010008_20251117\"\n", - "id(c) = \"S2-16D_V2_010006_20251117\"\n", - "id(c) = \"S2-16D_V2_010011_20251117\"\n", - "id(c) = \"S2-16D_V2_010007_20251117\"\n", - "id(c) = \"S2-16D_V2_010009_20251117\"\n", - "id(c) = \"S2-16D_V2_010010_20251117\"\n", - "id(c) = \"S2-16D_V2_010014_20251117\"\n" - ] - } - ], - "source": [ - "for c in eachitem(collection)\n", - " @show id(c)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "5a4116c0", - "metadata": {}, - "source": [ - "In order to support filtering rules through the specification of a rectangle (`bbox`) or a date and time (`datatime`) criterias, use the `Client.search(**kwargs)`:\n" - ] - }, - { - "cell_type": "markdown", - "id": "b0b1e846", - "metadata": {}, - "source": [ - "The method `.search(**kwargs)` returns a `ItemSearch` representation which has handy methods to identify the matched results. For example, to check the number of items matched, use `.matched()`:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "978c960a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[91m\u001b[1mS2-16D_V2_014015_20190728\u001b[22m\u001b[39m\n", - "\u001b[0mbounding box:\n", - " ┌────── -8.58859───────┐\n", - " │ │\n", - "-62.29310 -61.29249\n", - " │ │\n", - " └────── -9.55619───────┘\n", - "\n", - "\u001b[0mdate time: 2019-07-28T00:00:00\n", - "Assets:\n", - " * \u001b[36mB01\u001b[39m\n", - " * \u001b[36mB02\u001b[39m\n", - " * \u001b[36mB03\u001b[39m\n", - " * \u001b[36mB04\u001b[39m\n", - " * \u001b[36mB05\u001b[39m\n", - " * \u001b[36mB06\u001b[39m\n", - " * \u001b[36mB07\u001b[39m\n", - " * \u001b[36mB08\u001b[39m\n", - " * \u001b[36mB09\u001b[39m\n", - " * \u001b[36mB11\u001b[39m\n", - " * \u001b[36mB12\u001b[39m\n", - " * \u001b[36mB8A\u001b[39m\n", - " * \u001b[36mEVI\u001b[39m\n", - " * \u001b[36mNBR\u001b[39m\n", - " * \u001b[36mSCL\u001b[39m\n", - " * \u001b[36mNDVI\u001b[39m\n", - " * \u001b[36mCLEAROB\u001b[39m\n", - " * \u001b[36mTOTALOB\u001b[39m\n", - " * \u001b[36mthumbnail\u001b[39m\n", - " * \u001b[36mPROVENANCE\u001b[39m\n", - "\n" - ] - } - ], - "source": [ - "using Dates, STAC\n", - "\n", - "time_range = (DateTime(2018,08,01), DateTime(2019,07,31))\n", - "lon_range = (-61.7960,-61.7033)\n", - "lat_range = (-9.0374,-8.9390)\n", - "\n", - "search_results = collect(search(service, collection_id, lon_range, lat_range, time_range))\n", - "println(search_results[1])\n" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "c33e66cf", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of items found: 24\n" - ] - } - ], - "source": [ - "println(\"Number of items found: \", length(search_results))" - ] - }, - { - "cell_type": "markdown", - "id": "a57a7ed4", - "metadata": {}, - "source": [ - "To iterate over the matched result, use `.items()` to traverse the list of items:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "a7417509", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(item) = \"S2-16D_V2_014015_20190728\"\n", - "id(item) = \"S2-16D_V2_014015_20190712\"\n", - "id(item) = \"S2-16D_V2_014015_20190626\"\n", - "id(item) = \"S2-16D_V2_014015_20190610\"\n", - "id(item) = \"S2-16D_V2_014015_20190525\"\n", - "id(item) = \"S2-16D_V2_014015_20190509\"\n", - "id(item) = \"S2-16D_V2_014015_20190423\"\n", - "id(item) = \"S2-16D_V2_014015_20190407\"\n", - "id(item) = \"S2-16D_V2_014015_20190322\"\n", - "id(item) = \"S2-16D_V2_014015_20190306\"\n", - "id(item) = \"S2-16D_V2_014015_20190218\"\n", - "id(item) = \"S2-16D_V2_014015_20190202\"\n", - "id(item) = \"S2-16D_V2_014015_20190117\"\n", - "id(item) = \"S2-16D_V2_014015_20190101\"\n", - "id(item) = \"S2-16D_V2_014015_20181219\"\n", - "id(item) = \"S2-16D_V2_014015_20181203\"\n", - "id(item) = \"S2-16D_V2_014015_20181117\"\n", - "id(item) = \"S2-16D_V2_014015_20181101\"\n", - "id(item) = \"S2-16D_V2_014015_20181016\"\n", - "id(item) = \"S2-16D_V2_014015_20180930\"\n", - "id(item) = \"S2-16D_V2_014015_20180914\"\n", - "id(item) = \"S2-16D_V2_014015_20180829\"\n", - "id(item) = \"S2-16D_V2_014015_20180813\"\n", - "id(item) = \"S2-16D_V2_014015_20180728\"\n" - ] - } - ], - "source": [ - "for item in search_results\n", - " @show id(item)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "17487323", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Assets\n", - "
\n", - "\n", - "The assets with the links to the images, thumbnails or specific metadata files, can be accessed through the property `assets` (from a given item):" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "21214e75", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1-element Vector{STAC.Item}:\n", - " \u001b[91m\u001b[1mS2-16D_V2_014015_20181016\u001b[22m\u001b[39m\n", - "\u001b[0mbounding box:\n", - " ┌────── -8.58859───────┐\n", - " │ │\n", - "-62.29310 -61.29249\n", - " │ │\n", - " └────── -9.55619───────┘\n", - "\n", - "\u001b[0mdate time: 2018-10-16T00:00:00\n", - "Assets:\n", - " * \u001b[36mB01\u001b[39m\n", - " * \u001b[36mB02\u001b[39m\n", - " * \u001b[36mB03\u001b[39m\n", - " * \u001b[36mB04\u001b[39m\n", - " * \u001b[36mB05\u001b[39m\n", - " * \u001b[36mB06\u001b[39m\n", - " * \u001b[36mB07\u001b[39m\n", - " * \u001b[36mB08\u001b[39m\n", - " * \u001b[36mB09\u001b[39m\n", - " * \u001b[36mB11\u001b[39m\n", - " * \u001b[36mB12\u001b[39m\n", - " * \u001b[36mB8A\u001b[39m\n", - " * \u001b[36mEVI\u001b[39m\n", - " * \u001b[36mNBR\u001b[39m\n", - " * \u001b[36mSCL\u001b[39m\n", - " * \u001b[36mNDVI\u001b[39m\n", - " * \u001b[36mCLEAROB\u001b[39m\n", - " * \u001b[36mTOTALOB\u001b[39m\n", - " * \u001b[36mthumbnail\u001b[39m\n", - " * \u001b[36mPROVENANCE\u001b[39m\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# println(search_results[1])\n", - "target_id = \"S2-16D_V2_014015_20181016\"\n", - "found_item = filter(item -> STAC.id(item) == target_id, search_results)\n", - "# println((search_results[\"S2-16D_V2_014015_20190728\"]))\n" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "c8c49c4e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "KeySet for a OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries. Keys:\n", - " \"B01\"\n", - " \"B02\"\n", - " \"B03\"\n", - " \"B04\"\n", - " \"B05\"\n", - " \"B06\"\n", - " \"B07\"\n", - " \"B08\"\n", - " \"B09\"\n", - " \"B11\"\n", - " \"B12\"\n", - " \"B8A\"\n", - " \"EVI\"\n", - " \"NBR\"\n", - " \"SCL\"\n", - " \"NDVI\"\n", - " \"CLEAROB\"\n", - " \"TOTALOB\"\n", - " \"thumbnail\"\n", - " \"PROVENANCE\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "assets = keys(search_results[1])" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "2608d4e8", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries:\n", - " \"B01\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B02\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B03\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B04\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B05\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B06\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B07\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B08\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B09\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B11\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B12\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B8A\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"EVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"NBR\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"SCL\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"NDVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"CLEAROB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"TOTALOB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"thumbnail\" => \u001b[0mtype: image/png\u001b[0m…\n", - " \"PROVENANCE\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "test = search_results[1]\n", - "assets = test.assets" - ] - }, - { - "cell_type": "markdown", - "id": "2be2b119", - "metadata": {}, - "source": [ - "The metadata related to the Sentinel-2/MSI blue band is available under the dictionary key `B02`:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "f38c9245", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimized\n", - "\u001b[0mhref: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", - "\n" - ] - } - ], - "source": [ - "blue_asset = assets[\"B01\"]\n", - "println(blue_asset)\n", - "#get profile with rasteio + blocksize" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "106ad46f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\"https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "STAC.href(blue_asset)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "57aeeec1", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "asset = \"B01\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", - "\n", - "asset = \"B02\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B02.tif\n", - "\n", - "asset = \"B03\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B03.tif\n", - "\n", - "asset = \"B04\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B04.tif\n", - "\n", - "asset = \"B05\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B05.tif\n", - "\n", - "asset = \"B06\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B06.tif\n", - "\n", - "asset = \"B07\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B07.tif\n", - "\n", - "asset = \"B08\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", - "\n", - "asset = \"B09\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B09.tif\n", - "\n", - "asset = \"B11\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B11.tif\n", - "\n", - "asset = \"B12\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B12.tif\n", - "\n", - "asset = \"B8A\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B8A.tif\n", - "\n", - "asset = \"EVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_EVI.tif\n", - "\n", - "asset = \"NBR\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NBR.tif\n", - "\n", - "asset = \"SCL\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_SCL.tif\n", - "\n", - "asset = \"NDVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NDVI.tif\n", - "\n", - "asset = \"CLEAROB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_CLEAROB.tif\n", - "\n", - "asset = \"TOTALOB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_TOTALOB.tif\n", - "\n", - "asset = \"thumbnail\" => type: image/png\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728.png\n", - "\n", - "asset = \"PROVENANCE\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_PROVENANCE.tif\n", - "\n" - ] - } - ], - "source": [ - "for asset in assets\n", - " @show asset\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "40cc5e85", - "metadata": {}, - "source": [ - "# Using Rasters.jl\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "234e7727", - "metadata": {}, - "source": [ - "The `Rasters.jl` library can be used to read image files from the Brazil Data Cube' service on-the-fly and then to create arrays. The `Raster` method of an `Item` can be used to perform the reading and array creation:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "3aa51c8c", - "metadata": {}, - "outputs": [], - "source": [ - "using Rasters\n", - "import ArchGDAL" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "e86e9713", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m10560\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────┴───────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.20799e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.208e6), Y = (1.0264e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m filename: \u001b[39mhttps://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "nir = Raster(STAC.href(assets[\"B08\"]), lazy=true)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "b3ab2b5e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m5\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10244e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.10245e6), Y = (1.0264e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.0264e7\u001b[39m \u001b[38;5;32m1.0264e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 2646 2860 2669 2578\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 2476 2777 2614 2544\n", - " \u001b[38;5;209m4.10242e6\u001b[39m 2437 2560 2553 2530\n", - " \u001b[38;5;209m4.10243e6\u001b[39m 2588 2726 2593 2559\n", - " \u001b[38;5;209m4.10244e6\u001b[39m 2838 2793 … 2646 2565" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "nir_slice = nir[1:5, :]\n", - "display(nir_slice)" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "5d68d985", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 209 209 204 203\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 202 200 196 196\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 289 296 267 240\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 272 291 … 190 213" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "red = Raster(STAC.href(assets[\"B04\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "f3d0e1ac", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 376 384 387 356\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 367 373 331 337\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 545 517 496 423\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 523 521 … 328 325" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "green = Raster(STAC.href(assets[\"B03\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "dc8e11b7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 231 222 244 241\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 198 175 219 217\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 242 269 226 232\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 253 256 … 166 169" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "blue = Raster(STAC.href(assets[\"B02\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "markdown", - "id": "ddef1541", - "metadata": {}, - "source": [ - "You can also load using Coordinates:" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "e718f209", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(1000, 1000)\n" - ] - }, - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m1000\u001b[39m×\u001b[38;5;32m1000\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├────────────────────────────────────────────┴─────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.15e6:10.0:4.15999e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.030999e7:-10.0:1.03e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.15e6, 4.16e6), Y = (1.03e7, 1.031e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m … \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m\n", - " \u001b[38;5;209m4.15e6\u001b[39m 448 381 360 687 665 666\n", - " \u001b[38;5;209m4.15001e6\u001b[39m 424 382 337 651 664 659\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.15998e6\u001b[39m 774 786 791 337 318 315\n", - " \u001b[38;5;209m4.15999e6\u001b[39m 623 657 713 … 325 326 333" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "using Rasters, ArchGDAL\n", - "\n", - "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(4150000.0..4160000.0), Y(10300000.0..10310000.0)]\n", - "println(size(rst))\n", - "rst" - ] - }, - { - "cell_type": "markdown", - "id": "24ca7623", - "metadata": {}, - "source": [ - "If you wish you can use lat long coordinates and reproject them into the Albers Equal Area Projection, which is used in the BDC products:" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "7bee1b73", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_ellipsoid\",SPHEROID[\"GRS 1980\",6378137,298.257222101004,AUTHORITY[\"EPSG\",\"7019\"]]],PRIMEM[\"Greenwich\",0],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]]],PROJECTION[\"Albers_Conic_Equal_Area\"],PARAMETER[\"latitude_of_center\",-12],PARAMETER[\"longitude_of_center\",-54],PARAMETER[\"standard_parallel_1\",-2],PARAMETER[\"standard_parallel_2\",-22],PARAMETER[\"false_easting\",5000000],PARAMETER[\"false_northing\",10000000],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH]]\n" - ] - } - ], - "source": [ - "raster_wkt = crs(rst).val\n", - "println(raster_wkt)" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "fbabe737", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-61.796, -9.0374, -61.7033, -8.939\n", - "4.1546502708582133e6, 1.0320765662874771e7, 4.164395760825622e6, 1.033207300638397e7\n", - "(973, 1130)\n" - ] - } - ], - "source": [ - "using Rasters, Proj\n", - "\n", - "in_proj = Proj.CRS(\"EPSG:4326\") # WGS84\n", - "out_proj = Proj.CRS(raster_wkt)\n", - "# out_proj\n", - "transformer = Proj.Transformation(in_proj, out_proj, always_xy=true)\n", - "x1, y1 = -61.7960, -9.0374\n", - "x2, y2 = -61.7033, -8.9390\n", - "x1_reproj, y1_reproj = transformer((x1, y1))\n", - "x2_reproj, y2_reproj = transformer((x2, y2))\n", - "println(\"$x1, $y1, $x2, $y2\")\n", - "println(\"$x1_reproj, $y1_reproj, $x2_reproj, $y2_reproj\")\n", - "\n", - "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]\n", - "println(size(rst))" - ] - }, - { - "cell_type": "markdown", - "id": "ff379e24", - "metadata": {}, - "source": [ - "If you ran the python version of this notebook, there are some small but important differences in the above result:\n", - "\n", - "The resulting shape of python's result is `shape = (1131, 975)`. Here, we have got `size = (973, 1130)` . Python prints arrays as `(rows, columns)`, while Julia has `(columns, rows)` as default.\n", - "\n", - "Also, the difference in pixels could be from the differences beetween the functions used. Rasterio's `from_bounds` function includes any pixels that touch the bounding box, while what we do in the following line:\n", - "
\n", - "\n", - "`rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]`\n", - "
\n", - "with the `..` operator is gets pixels which centers within these coordinates.\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "8badad96", - "metadata": {}, - "source": [ - "# Using Plots to Visualize Images\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "0e26c33b", - "metadata": {}, - "source": [ - "The `Plots` can be used to plot the arrays read in the last section:" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "735591cc", - "metadata": {}, - "outputs": [], - "source": [ - "using Plots, Plots.Measures" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "11451851", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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CIAiCIAiCIHoGCQ0EQRAEQRAEQRAEQfQMEhoIgiAIgiAIgiAIgugZJDQQBEEQBEEQBEEQBNEzSGggCIIgCIIgCIIgCKJnkNBAEARBEARBEARBEETPIKGBIAiCIAiCIAiCIIieQUIDQRAEQRAEQRAEQRA9g4QGgiAIgiAIgiAIgiB6BgkNBEEQBEEQBEEQBEH0DBIaCIIgCIIgCIIgCILoGSQ0EARBEARBEARBEATRM0hoIAiCIAiCIAiCIAiiZ5DQQBAEQRAEQRAEQRBEzyChgSAIgiAIgiAIgiCInkFCA0EQBEEQBEEQBEEQPYOEBoIgCIIgCIIgCIIgegYJDQRBEARBEARBEARB9AwSGgiCIAiCIAiCIAiC6BkkNBAEQRAEQRAEQRAE0TNIaCAIgiAIgiAIgiAIomeQ0EAQBEEQBEEQBEEQRM8goYEgCIIgCIIgCIIgiJ5BQgNBEARBEARBEARBED2DhAaCIAiCIAiCIAiCIHoGCQ0EQRAEQRAEQRAEQfQMEhoIgiAIgiAIgiAIgugZJDQQBEEQBEEQBEEQBNEzSGggCIIgCIIgCIIgCKJnkNBAEARBEARBEARBEETPIKGBIAiCIAiCIAiCIIieQUIDQRAEQRAEQRAEQRA9g4QGgiAIgiAIgiAIgiB6BgkNBEEQBEEQBEEQBEH0DBIaCIIgCIIgCIIgCILoGSQ0EARBEARBEARBEATRM0hoIAiCIAiCIAiCIAiiZ5DQQBAEQRAEQRAEQRBEzyChgSAIgiAIgiAIgiCInkFCA0EQBEEQBEEQBEEQPYOEBoIgCIIgCIIgCIIgegYJDQRBEARBEARBEARB9AwSGgiCIAiCIAiCIAiC6BkkNLyoNBqNTCbT32uIx+OSJPXxAiRJisfjfbwAxlgmk2k0Gv29hmg02t8LIIhXCOl0utls9vca+v57LxaL1Wq1v9fQ9zehXq/n8/n+XgNBvELo+++9VqsVCoX+XkMsFpNluY8X0Gq1UqlUHy+AMZZIJNrtdn+vgegXJDS8qExPT3/nO9/p7zV84QtfWFxc7OMFLC8v33rrrX28AMbYd7/73UOHDvXxAmq12sc+9rE+XgBBvHL45je/efTo0T5eQC6X+9SnPtXHC2CM/eQnP3nwwQf7ew3/8A//0N9089FHH/3BD37QxwsgiFcIkiR9+MMf7u81PPTQQ/fee29/r+HGG2/MZrN9vIBjx47dcccdfbwAxthXv/rVU6dO9fcaiH5BQsOLiiRJ/XUTMMZkWe6vvNr3C8A1dDqdPl6AJEl9fxMI4hVC33/vsiz3PfKfC6tP3+Ne3y+AIF4h9D3qsnPj9973azgXIv+5sAIS/ULV7ws418nn8/F4XKvV9uTRUqlUpVJZWlrqyaM9P0RRjEajKlXfPvpoNCqKYn/fhEqlkkql+ngN9Xq90+k81wuoVqtbtmzp1bfxXCCTyVgsFrVa3e8LIc4t4LriOK4nj1atVpPJZB9/78Visd1u9zfoFQqFvl+DLMvLy8t9XH0ymUypVHqub0Kj0ZicnDxLl9QX4vG43+/v91UQ5xzHjh0zGo09eShssPsbcLLZ7PP4vfeWVqu1trZWLpf7dQGJRKJWq/X3TRAEIRaLGQyGZ/8nkiRptdpQKHT2rupFpt1u5/N5t9vd7wt5seH6rvad49x6660PP/xwp9PRaDQajaZYLFqt1nq93hVr1Wq1LMsqlarVakmSpDwNRES9Xl+v1/V6fbVaxf01Go1areY4rtPpcBxXrVY5jnM6nYIg1Ot1i8XCGOt0OrVaTaFQKJXKTqcTDAZLpRJjrFartdvtTqej0+mQgrfbbbVazfN8rVaTJKnVaqlUKq1Wy/O80WhMJBI6nY7n+UajoVKpFAqFJEnlclmj0djt9kql0mq1tFqtSqXSaDT1er3ZbGJyAb4VVqu1VquVy2Wr1VosFk0mk1arbbVaoiiqVCqr1dpsNqvVqslk0ul05XKZ47hWq5XL5VwuF94iq9VqNBp5nk8kElqtFg/SbDaVSiUepF6vKxQKlUoVCATi8TjP8/A7BIPBTCYjCALHcVartdFoSJIkiqLD4RAEQavVVioVPG8qlVIoFHhDNBqNUqk0GAzDw8MajabT6SSTyWg0Wq1W8bZUq9V6va7T6ZrNZrlcNpvNPM/n83mLxaLX62u1mizLHMcplcpWq6VWq0ulktfrrVaroihqtVq8gVqtNpfLOZ3OSqWi0+lqtRrP85VKpdls4sO12WySJFWrVbVaLUkSPjJJknCRBoMB1yOKoiRJJpMJjdMcxykU/9dhpFKp1Go1PjJBEJrNplqtVqvVnU7nLW95y1/+5V/28Bsuy7Ioij18wOfEBz/4wauuuuqtb31rvy6AODd517veJcuyXq9Xq9W1Ws1isRSLRY1GIwiCRqPR6XTZbNZms9lstlQqZTAYCoWCw+HgOA5RolQqIQLk83mEaFEUbTYbfvXYZZnNZgSEwcFBSZKKxSJCK6KNxWKxWq3ZbLbdbpvN5mg0ajQa8/m83+8vl8uVSsVoNLbbbYQ+hUJhMBgajYbNZltdXdXr9RaLpdFomEwmjuMkSUomk5Ikmc3mUqlksVhEUTSbzc1m0+12z87ODgwMxGIxp9OJi+x0OvF4XKPRlMtlrVaL2xljKpVKp9O1Wi2NRlOpVMxmczabxcvEddpstkql4vV6c7lcIBAolUoGg0GhUJTLZYRKpVLJcZxOp0un0w6Hw+PxiKKIOFYqlbRaLcdxgiB4vV5BEBDi8N5WKhW/35/L5QRB8Pv9xWJRlmWe5w0GgyzLZrPZZDKZTCascQqFot1uozVao9EcP37cYDCgnJXL5RDPHQ5HsVgMBoNYNyuVikqlwgtRqVSFQsHn8/E8j2XFYDAolUqe59PptN1uR5TO5/N4txHb/X6/JEler3dubg7vFcdxuVzO4XCoVKp2u43PQhRFrHHBYDCfz2cyGaPRiHWN4zi9Xq9SqVwul0KhqFQqiOcmk+n+++//0Y9+pFQqe/gNb7fbrVarhw/4nHC73YVCoY+KD3EOsry8/LGPfaxWq5nNZuQeRqMRaRhCkFar7XQ6SqVSoVDU63WkKCqViud5/MTq9Tqyu2aziXwJKVy73a7X6wgCLperWq0iWkqS1Ol0RFFE4qdSqbANq1QqyMRyuZxSqVSr1Q6Ho1wut1otpVLZbrcR0g0GQ6vVQrpbKBTwXIIgIPVqNBqNRkOhUCCGNBoNBJ92u+1yuebn5wOBQLFYxB20Wq0sy81mE2k54kA6ndZqtUqlUqvV1mo1vV4vCILFYqlUKviXeDyuVCqNRmO1WnU4HI1GA1eCdUSpVOr1+kKhoNFoRFHsRiSFQqHX6+Px+NDQEPYUuNpWq4W3EW8LY4zneYVCgVehVqvx73gbEY7sdrter+d5Hvlhs9lMJBLYCLRarWaz2Wq1FApFPp/X6XS4f7FYtNvtuBiNRtNsNrVarSiKarW6WCxiUajVap1OB0sPz/Mcx+HDlWW5UCjg3+v1utFolCSJ53mVSlWtVrF4NZvNer2OHRPeW2wN8MHpdDq8WHzlGo0GVgeNRiOdRq1WazQaLKBf+cpXevsl776BLz779u2766677rnnnr48ex+hZeYPgPSlUqkUi0XkeZFIBHEWv89SqWSz2RB2OY7z+/34nZvNZkEQsNuUZTmfz2PfXqlUEBFwH8YYNq61Wq1er9vtdqSDzWYTaVwqlUImVy6Xi8WiWq1G+HjDG97w4IMPSpIEhcJoNHY6Hfy8IVhEIhGoCdjSY6OLWFkoFMrlskqlEgQBe1273Z5Opy0Wi8lkWl9f12q1arUaawbHcdlsluO4aDRqt9tFUVQqlXhper0eob9QKCDUCoIAmSCfzwuC0G63lUplo9GQZbnVasVisc2bN2ezWVmWTSbT8vKy0+kMBoOyLBeLxXQ6jRiEeFosFiHcpFIpxAWn06nRaBCL8/k8wjfHcbIs12o1LCRYLXQ6HQIclrd6vW61WiORiNVqVSgUtVpNpVJBVti0aVMikUCExZ0ZY1hcrVYrpAqHwyFJUr1er1arSA3b7TYCdDQaxa4G35ZMJuPz+ZaWlprN5vj4ODYnjDGVSlUqldrtdrPZTCaTZrPZYrFUq1V8f6A6VSoVLEsKhQLBHe9SvV4XRRHy1p49e1wuV2+/4fhoevuYz55Op0MjgohnghSn1WrVajWTybS2tobgI4qi2+2GEGCz2SB0ulwuaBClUsnpdCKtsVgsKysriGPIw9rtNjRBv9+PXxbSOIPBsLq62mg01Gp1KpVyu92ZTKZWq/3RH/3R448/joBss9lOnDhx3XXXfe9738M3dmVlZXR0FI5QJL5ms3lmZsZisSAUVyqVZDLpdDqr1SpEjWQyCcUE22CVShWNRsfGxmq1mtvtbrfbuF2hUAwODiYSCafTmU6ni8VirVZjjAmCYDabEQwFQcjn87IsZ7PZtbU1l8vldrvNZjOqZ1C66/W60+l87LHHvF5vNpvV6/WdTmdlZYXn+T179iC45XI5LEY8z1ut1m5mmU6nob2m02m1Wr1ly5b5+XncgsCu1WqbzSaiX71eN5lMPp8PmgukkHq9PjQ0FIvFGo2Gx+NZXl42mUwWiwWLgtFoPHjwoMPhsFgsmBMWj8e9Xq/ZbIa0hCUPW51arQaFQqvV6vX6cDiMe5bLZY/H02w2FxcXOY5rNBqRSGR4eHhubm7nzp2lUmlsbOzUqVNer1eW5VgsFggEoBZhm42Vsd1u53K5gYEBxhj2TrVaTalU2u32er2uVqsLhYJCoeh5SQZve28f89nTbDbJyUycAZS1UqmEKpTVak0kEhzH4TeIsGaxWFBH6XQ6BoMhn8+bzWatVptMJrGx1+l0uLFSqUCOjMViUBx4nsdGF6qxSqVKJpPYx1arVafTmc/nG40GolA+n+90OiqVSqVSfehDH7rtttsQsZF5mkwm5F3QBLEH5nk+HA7X63WDwaDRaNrtNvJAbLzb7XYkEjEajRaLZW1tbXh4uFgsohao0+m6O/xisWg0GjOZDDJMrEEGg6HZbCLvzeVyyEITiUSj0UCZSpblcrmM2JLL5UZHR5eWlrRarcfjwZu5sLBgs9l0Ot3Y2NiTTz5ZKBRQljObzYgzeAcQQpGcazQan88XDof1ej02DlgjSqVSIBDA5UFv5XkeqVSr1cIFo65mMpnwKTgcjkgkMjQ0pFQqM5mM1WpF2iwIAoI/x3H1el2r1eJ9azabKpVqeXkZAocsyy6XC4tIo9EoFovw1SaTSa1WazAYlpaWdu7cmUwmXS5XuVx2Op2JRAKrgFarRYEQX7BSqYRvSKfTwfehWq1iPwVVNxaLtdttu90O+bjnX3JU/nr+sM8GURT73kzUF2hGwx+mVqsZjUaVStVoNJrNZrPZNBqNCoWC53lkTghASqUS9gHsD7tFGCh8oihCGEZK2ul0jEYjFId0Ou10OtvtttFohHIM7wBjrFQq8TxfLBaz2azRaES9BfH0qaeeKhaLeEybzVar1Xw+X71eFwRBEIRUKgXpAaIvMja8HCwbUEZR3cJGFwmi0Wg0GAwcx0H4YIzpdDqtVms0GqGnVCoVFN6NRqPH4/F4PKlUCkF8ZGTEbrdbrdY3vvGNSqXSYrEIghCPx1E50ev1kHUZYwqFQqFQTExMINbEYrF4PO50OqempqxWq81mO3XqFAqGGo0G9SusPahWud1ui8UCPwKMGFAZGo1GuVxGWQxVOERSXJ5Op8tkMuVyWalUqlQqj8cjSdLJkyeNRiNCm81ma7fbqMVJkhSNRrG6iKKIXN/hcDgcDr/fj90FCoblcpnneXxeHMclk0mDwaDVamEngZyBRaXVaun1emS65XJZkqRsNgvFBBuDrqQty3Kj0cBajoiPL95Z+obL/eMsvSLipY4gCJALURxjjHm9XpgLRFFcW1srFouVSsViscDEhJ/P4OAgfr/Y2WazWaVSCU0BG/5qtYqi1uLi4qZNm5DMJZNJbFnNZnMgEMDTiSGZuyMAACAASURBVKL4v//7vyi7aTSa9fX17du333nnncPDwyqVKpfLjY2NFQqFUqkUiUSy2WwymVxeXnY4HPjVo5wFsRLbVI1GAy+DWq3WarWZTKZSqej1+lar5XA4GGMcxyUSiVwuBwWh3W5bLBaPx6PVas1mM3wcdrsdwkqz2UQ6GAgEpqamnE6n0+nEumO321E+CgaDoVBo69atKpVqy5YtCPgXXnhho9FYW1tDqX9oaMjpdF500UWbNm1Cbm2327GQlUqlTqeD1zs3N2ez2dLptNfrtdvtpVIJzjhoo7AJyLIMMx2iPcdxa2trgiDAmNBoNCCF7NixQ5blpaWlkZGRcDh85MgRnU7X6XQ6nU6j0RAEYXV1dWRkBKuSJEl+v9/tdu/ZswdiTSQSgRCwsrKi1+tdLlckElGr1XjTvF7v+vq6RqOZn59HYU0URYVCYbFYnE4nxGuO42ZmZtDGuHXrVqwagiBUKhWbzaZSqdLptCzL9Xq90WjgAzpLX3IKvMS5Bkos+Jm0Wi1Zlru7XIvFolKpULuC/Uej0aAYjl+ZJEkIntVqVaPR6PV6xhiyTYVCYbVaLRZLLBYbHh62Wq1QRRljHo9HqVS6XC4osLVaDWKoRqMJBoOSJBmNxltvvRW2iEql4nQ6GWNIlqLRaCqVgisKmdXIyIjJZDKbzbIsi6IITxxeAvLJcrmMpDGbzQ4ODsqyDL2jXC4vLy8jYuh0OrfbbbfbkRMajUaHw+H1eoeGhhqNBs/zoih6PJ6RkREsGT6fDwJ3tVqt1WpWq9Xtdns8Ho1G0xUvNm/eDN0Bq5Lb7Z6YmNi8ebPf74eCbLPZ7HY7nAjwfFmt1hMnTvh8PlEUsXzIslytVo1GoyzL2C9otdpCoQDXrV6vhwiOUqhKpYKGi4Lca17zmlQqFQ6H1Wp1o9FIpVJQDfCeQ6i1Wq14Caj2uVwul8uFVBmfMtYduDyQzKNaOTQ0tL6+jsWX47h4PN6tgMJ5h+19qVTKZrORSMTlcqFGiC0MfH/Yh5tMJr1en81mz5ISSlH3xUd544039vsazmlmZmaOHDkC9RRJLTQF2Lq6aWu1WoUgWiqVEHDb7bYgCPgZQ1/AZpLjOLgVtFotfKHtdrtcLiNqwCSmUqni8bjD4cCuHi0GcJbm83nkkZFIBJkTauOQQiqVCgIuLqDbx4E1AwooYww7bZTUUJ6qVqs6nU6tVsOoBjFClmWkkpVKxe12YyePEhZUANwfd0PxDXUS2MPK5TKWIkEQOp0OMk5kjZVKBVvo8fFxVMNwebVaDSsBGhasVmsoFDp58uTIyMjCwkKj0SiVSh6P59ixY3q9Hu0VExMTEBQ6nc7g4KDJZJJlud1uO51OqKQwSqBJBC9WoVA4HA70fXRNGWhXYYyNjY2VSiVZln0+HwwpUIhLpRL2D/CDwV2CN99kMmUyGbxviNejo6OVSoUxBg8wY8zpdGazWZhyGWMopkHu2blzZyaTgRcDD47NCWMMey21Wg25YXBw0O/3Dw0N9fAbLstyH0/6vP/++8fHx7dv396vCyDOTX7+85/D72M2m1FI77oY1tfXIdgVCoVms+n1epeXl71eL+xalUoFFRv8QlGRVqvVaKlACUgURbi9BEEol8sul8tkMomiuLq6WqlUGo2Gy+VCfow/REiJx+NmszmTyRSLRafTiUfO5XLj4+OZTGZoaAgZElJbeE3b7TYuA6W5rssUWTKUR1EU19fXfT4fAoIsyzzPo/MiGAwuLS0Zjcbt27dHo1EEN7wtUDSgrSwtLel0upmZmW3btqXTaZ/Ph4tfW1uTZRkbb5fLJcsyvHKhUMjlctlstnA4PDg4GA6HZVlGQHY4HO12OxQKYZIC0r5jx4653e5SqYTGt2az6XK5sE5hXzE1NaXVanFsJDrIqtVqpVIZHR2FaAundLVaNRgM0AWQf2s0Gp7nC4WC2+12u93pdNpms8EODStyp9OZnZ1NpVLZbBZvI7YNCoUiHo+bTKZ8Po+gCqkC0jD8X9gFBQKBlZUVu92OtRifFNbxrVu3rq2toTagVquVSmWpVGq1WigSMMZQ0cU1/9Vf/VW3ta0nQNTu4QM+Jz7/+c9//OMf720zCPFSp1wu//KXv1QoFOgdQMoKmQAbRY1Gg32jJEk2mw3GBFTakXYyxvDjQhsXY6zT6eAHi79Sq9XpdLprJoJFa2VlBVZThE35tE0MhShY/Y8cOYLSerFY5Hk+m82azWY4FxhjaDRWqVTlchkhIpPJoHqM+pxSqZRlGYkiaoQKhSKXy2FqgE6ngzyKBiuXy4XmZXScmc1maJSY16ZUKs1m87Zt22ZmZrCgGAyGTqcjy7LL5UImmUwmkTqOjo7CmdvpdGw2WygUgo7g8Xii0SjP87g8vOHj4+MQPWG1g4k4kUgwxtABYbVa9Xp9s9lEsur3+7EM8TzPGON5HhfpdDphVeM4Dn0cWq0WtTGHw1Gr1VqtFiSVQCDg9XpR0UTdrmvaTafT+AShJUGUt1qt6XTa7Xbn83mHw1GtVtGyjc/d5XJBmu90OhDHMacDihW0Y7Va7ff7EWmxy0C+LQgC3IswpKDj2+/3X3rppb39kvexdWJhYeHkyZNve9vb+vLsfYSEhj/AzMzMzMxMNBqF2RL7TJ1Ohz7/blcCav74zcBthU24RqOJxWIIpkiUUfnheR5FJ2wgUbrBbh9jFDARwGw2h0Ih/A4hIVssFoQJn8+HJ0VTLrIrRDdEcEgJRqMRvcfj4+PZbBYtHigAwhoK4wMy4G4WiwuDHNBqtSDr4uXXajU0cRkMBkxYwKwBURSx2EB1zmQy+EOk9el0Gjk3HqTdbjscjkQigQEQqVRKq9W2223o4pAS9uzZg8050lO8wM2bNyuVynq9DiHDYDBks9mBgQGoKohNGo0mEong3YtGo8VikTGGfhPGGGqMxWLRYDBkMhmVSjU5ORkOh9FDYTQasesOhUKNRgPZKq5KqVRC2WWM4U0WRRESD0wosKsxxrAMYAlEwU2WZVQykZpjPYPqUa/Xs9ksDIf4v12JAU0ukGnwBRgeHj4bQkMfZzTs27ePhAbimTzwwAPhcDgYDOZyOZTih4aGdDpdIpFwu92IP4Ig2O12KL/NZlOn0xUKhVgsFgwGY7EYyvIYxwB5t+tiRSctWqgwKMHlci0sLLhcroGBAaPRGAwGV1dXZVnesWNHMpm02+1I5jqdzsTEhCAIS0tLTqeT5/nBwUE8DmPMZDLhUiElKBQKtKR5PB50AsNY0Ww24dvX6/VI1zD3AeMJIGIim8T+OZPJ5HI56Bd2uz0WixmNRrvdDulhbm5ucHAQ4vWxY8csFovFYimXy8lkEnUkiBeIuhiUg1jdarXK5fLCwsL27du9Xi/eQ5vNBjsbcj5codfrDYVCgUAgk8m4XK58Po9JPWjjgp4OyVsURSwBSHyxechms06n0+PxYGCEXq8/ceJEvV73eDylUmloaCiVSkFZRqotimI2m8X4CXiSp6amMC2iUqmcf/75UHXhKJFluV6vY2AYtBK3293pdCwWSzqdzufz+MTRoBEIBGw22/Lyslqt7g7aaDabPp/P4/FA9MdWQRCEaDQKHxw6XM6G0NDH1gkSGohnUi6X9+3bl0gkbDYbKjGIQghH2C3DrYDfgnx6UItCoUgmk7Iso/KEnTOGtmDbjN8gPAv45rfbbYPBgG5i9GGNjo6GQqFMJsMYw+AVzNPBb3BkZIQxhqfTaDQej8fhcKTTaYVCAUuvLMvY8COtrdVqqDAZjUa01KH2jliNNM9qtSLFQuoYi8U4jkOPHvbhhUIBBgqIzna7vd1uZzIZs9m8uLiIx0QgxftTrVbz+TyarDHwO5vNFotFlLKgHUA3L5VKSJs1Gg0mxaBtGTknVhA0xEEjQK8ubAVo7MK/wGmbzWZxbclksvvRdH3ErVYLxgH4fCGyY7cPI3On0wkEAnDhZTIZ9KdYrVZY5zqdDvYa6M5ADwXycIvFAvmg+26bzWZYG+Ayw5fHbrczxlDRrNfrmUxGoVA4nU6z2Qy9tdlsBoNBxlgsFmOMoZmF4zifz/cyExpOnTpFQgNxJnA0YMuNnzokXrQwMMaCwSC8ZPi1oDQE8zxjDMMOsNet1+u4D2PMZrMhxEAGdjqd8AvAtsQYQ3EbIUytVkPXaDabfr8fOSXkgHw+73Q6IXCgpmQwGDBMq2vZNZvNiGtut1uWZYyiQaxHqwVjzOFwxGIxKMpwT0DgxPIwMjKClgpoCtj0WiwWnucFQTCZTKlUCm8OzHKNRsPn82GeGfJpDEfATArs+QVBUCgUfr8fGoF8up0EPV0ISaurq2q1Gm4u6Aho8LNYLDC+qtXqbDaLbghEfFwGYwzmAoyKVCqVaBtDUBsfH8drhzINKx2SdcyzwVBMPKlOp4PxAaIABs41Gg24NuD4QuMG9BrEXJfLha8EbHh4E/CmcRyH+J7P52EYQb/c1q1bsSp0jSfYq0DdxxcpFAr1XGjAatfDB3xOkNBA/Fbuv//+TCaDUnMmk/F4PJs2bVpeXg4EArIsj46Orq6uKpVKFM+r1arb7a7VakhoMEIMExPRboCJsCMjI/l8HnkPLJ3YlHZ7l+DJZ4ylUil0iq2srGAAjcVi0Wq1CwsLDodjbm5uamqq3W7DRgvpGdnY6uoqzKV2ux0BDfIBZolBGcGMKzhpJUkKh8OJRAJRFM8CzVcUxeHh4a7vbGJiot1uHz9+fGhoyGAweDyeEydO6HQ6l8uFqzWZTFartTvLFq8OgRfJYrlcTqVSLpcLigO8VIlEwmKxnDhxAusIFqBisTgyMoLeAQzZgSCOwbQwIaPih3CHzYPVakUHCvRfrVaLk33Qi5dMJlECjcViu3bt2rVr1/Hjx2Ox2NjYGKZCKBSK1dVV7G0YYzA/ozVjZmZmfHzcbrcnk0lMwYBwA9Nfq9WCyc5kMgUCAYyRKxaLgUAA36WRkZGNLYRI0HmehzF7eHgYBgoYK7BGoMLmdrsx/i2VSvVcaIClpYcP+Jy45ZZbXojQ8Otf//ob3/jGLzewZ88eFF3uvPPO22677cEHHzQajd2J8eFw+JZbbrn77rvn5+e3bdv2cjo46eVEuVy+7777UqkU5oujKIXCNSLG6OgoWpxQHkPKh3o16vaYJouJA/hZdTodh8OBPlx4EHQ6Hf7ZLTshRCDvQnhEd4PL5UJkWF9fx842GAwis0Jc6g5cbDabCAJ4HAQ9g8GACI+JALBE8Tzv8XgEQUin00jYkPRi5hpGjGN8g8FgwFRdWZbz+Tx8wdu3b19cXMRoMzSaoeSm0+kgZKDFr2sQYIwhdUcKZzQa4/H4wMAALgmWMcwGzmazuVwOki6yWewRCoWCy+VCT3Sr1crn892HwiNjHjyUd+gdCGLY+XMcB1dFPB5Xq9VQvavV6ubNmzGMDFk3rHzdhQz5KpwOMHRAfsLoH2jKGCQM24LP58MXAN5DxhhWB7fbDdsgYwxiBGNsbGysXq8PDAzgg4PugD4OvI1dt4vL5eq50IBdTG8f81myuLhIQgPxW5iZmXn66ae7M2Dx04UciyG66ERijEHlbTQaAwMD1Wq1VCpB1sWwse7+HJtz7KVx3AOOLdDr9cjPkAjabDaUoVDLgugoyzICVjQahR/J4/Ggli6KIp4RGXOz2TSbzQig2FErlcpsNovMBokjYivkjFwu5/P5YB9ljEEbhiMOiTgKbiMjI9AU4KRAHwf8nxBiutqE0+mUTp8erNVqrVZrJpMxmUxDQ0O5XA7+DpVKhbDe6XQGBgZMJlMul4NPLx6PwwGBej6mPNbrdYSexcVFuFsHBgYwEAhzwvBK0cPSlZbxOaKrBQXDUqmEEhyqYXa7HdW8VquFhS2fz5dKJfgOMGQI77zH44FKgsZpzDeGJoJRHTipEQsSpsFjUIXH42m32/hwu5Nv4JjAU2MQXalUwsIMCwn+F1QtfO5nQ2hASv3CWs+eP7/4xS9IaCCeyb59+2CzwpDCcrncNZTFYjEMaITAhxI6IioqZowxdMziTIRu7IVcaDabjUZjJBLBMQoILzA64fcrimIsFsMIWAiFKOysr6/rdLr3vOc9aHxFNQyZFg7Bwcgbi8WSzWZRdS+VSqVSCWfW4GgDxKt2u51KpTDPRa1WQwLGHByoDN2Rt7Iso1fuyJEjAwMDSK+VSuXi4uLU1FRXsUVDxObNm1OpVK1Ws9lsuVwO02d0Op3JZLr88ssjkUg+n/d4PFarFXtCxhgEDlmWkdvBs8YYq9frUGew2fb7/dlsFnYSnufRYaHT6RDZUP3T6/WYqQb1Qa1Wh8Nh6CxQcKBcwAuN0TYDAwOFQgH30Wg00IVdLhd8wtiKMMYmJydjsRj0Jkye6y5ARqPR7XZDZWg0GslkEodioC0ZiSya+CDBy7KMpRBZsslkwpCORCIxMDCALxg2AJCz4UbOZDJnQ2hAZaIv3HrrrS9EaNDpdAMDA1u3bt26dWsmk8lkMm984xsZYz/+8Y8PHjz4iU98Ynx8/NZbb73gggvQWv+P//iPr3nNa9773vfOzs4+8sgjl112WQ/fSaJXlMvl/fv3wySvUqlg8Ox0OjqdDsOqK5UK6jpI4TAllzGGfTikVcxBx1BbeHhxGARq9eiqQELbarWGhoZkWYaOCakRx/Hgd8pOe/hx+A5jDMIuPAKIVBiXhoeFgQsWCURCpVJZKBSwOiC0YiyaIAgGg8FoNOK1bOzC6I73wli05eVlPHKz2cQYHYfDgUiOwGuz2SYmJpCyOp3OTCbj9/thtQgGg8jnUR2EOoMWbExzRMexWq1eX1+HXpDP59F3hmex2WzIgdEY6PV6C4WCwWDASXaJRMJutyPY5vP5druNLQZ02Gw2Cw8CNggwL+CwDFwhmgoxGC6dTkOnhj+3Wq3yPD88PIySpFqtdjqd0AdxMZgBCb1DluXuaHOcChQIBDC5E75pZLPd2ZM4qgljcdbX191uN9oM4fXAtFFJkjCC52wIDdhMvfgsLCzMzc29AoUGGgb5h0mlUhzHhUIhSKTYXsqyjF8aqjH4MaOshBlaOp0O9epCoYCfHExQ7Xbb7/cjfDscjnw+D8MVrLkQejHFAONnu0MHZFlGUy76lmVZVqvVlUolHo/ncjnGmM1mU6vVExMTBoNh586dKKT7fD6TyYTs0GKxwHDFGJMkyeFwqNVqxhhMuajzIJcKhUIY3wUnKgazWSyWxcXFYDCIsbcwBsOBhqFlOLK4K1KiJQyZMaaIt9vtcDjMGEP3bKPRyOfza2traHWG4Uqn0yFKulwuq9Xa9VwpFIqtW7dWq9WlpSWPx7O2tobBYFarFQY8fFi4Z1fuxSfVdfphVDvGpCPcG41GzFeHcC7LMo4jxYCG7rlNCPHoGUN7S6vVSqVScLhgQAaOSYORD5M+YZaWZRnd4Gq1enV1NZVKoYLq9/tvvPFGtOEMDAxgoBEOloPig7m7aOdmjPWx/EUQLzKIkCaTqVgs4seysrJSqVTQ/wWvLFJbg8GAOIwSNzp1U6kUkht4iGRZ7toEMHDRYDAkk0lMz67X608//TRKPThzESYjjuMYY1arNRqN5nI5TIH98pe/rFKpisUihrYwxiqVCsYEoI60uLioVqsHBgasVivGNOK8oaefflqr1eLwtkKhgEZWTL2BJGE2m+fn59fX15H/ybKMiLSysqJSqXA4RbFY3LJlC4ZEJJNJr9er1WpxVuXS0pJCofB6vXq9fnZ2VqvVhsNhjISUJOkXv/hFuVzetWsXhg1hGBjsAxqNZsuWLclkEqMQhoaG4O3yeDzQNI1G48zMjMlkisfjTz/9NF4yinunTp1CRREzfTFnJxwOVyqVVCqFHmDUEmE86R4Y2Wg08JE5nU7UsuDm9fl8Kysrk5OTsBn7/X6r1To/P2+1WvG3CMjYaRiNxqGhIZ7nMQHOarV6PB68V7CtYY8himImk1leXo7FYgjOe/fuHRgYwFkksiybTKaxsbGFhYWBgQGDweByuXw+H9J3ai74rbjd7h2nWVlZef3rX4/b9+3b97a3vc3n8+3YseOSSy7Zv38/Y+w3v/kNz/NvectbHA7HNddcc/To0Ww229fLJ34nMIqi3QC/UISF7oYT+1WVSuVwOLDdRc0MIxhzuRyOOcCg9O7EExSr0VEVi8Vw9hYsWtjtwz2h1+vhb+0OKUQ61K0PYf6uQqEwGo2BQGB8fBxZK54adRq/3z8yMnLeeed5PJ5qtYrDfVG3RyqLJcPpdMLsAKcVTiDGa4QlDQdPosVAq9Vu3rwZaqwsyzabDYIImuMQDz0eTz6f53m+e4YRFGcMLYb8IYri4uIiFjKscd3inNFoNBqN6JmFoODz+XCuGUaq8zy/traGjjZE2kAgAHUbJcZ8Po8KYrfFG63NmH2GcGez2eAEgZ7L8zx8KD6fDyPeVCoVTpfQaDRLS0sYHtTpdDClGJXL7gGcXq8XHWeYfwRfQ6vVymQyeBa8OdCX/X7/tddeq1arI5EIxmeiIIejN2VZxiRj6COYYdfvXwPRG0ho+MMgIKLYginfVqu12Wwi18HpO263G9kn7EYQBfCjdbvdXq8XIi7SvmQyyRhTKBSJRAIhcmxszGKxQKpUKBTwSmF8K842x8AF2MxQiYJBF+eiORwOtGBwHDc/P+9yuRKJRKfTQYKbyWRgc0J4tVqt0DKwf0aEwqBE/LBRhGeMIeYmk0lBEDKZDJ4aBXmMWozFYrlcDocvoJVXlmWcZBMOhxHf0dCLUQt6vR6daXgoRCJZljEqDP0daNzAZDW/3w9fViAQUCqV4XDY5XJhM6/T6XAUEC4bU8FwHh4Mb8Vi0Waz4dw72IYFQcDSyBiDuxjvLY5oxruENRKfI+ZEorsP7Sftdnt1dTWTyWDsWXeCpsvlQrDunhsMxcRkMuH7g+fC4cBGo5HneWT5+/fvx7hg7ChkWcZoOhQJ8QXAdgsuibP0DX+x9Nzfwll6RcRLHRSfl5aWNBoNTpkZGBjAoVmQenFLtVpFPRynt8AThLBmMplsNhsqabt27YItArIgfAoI0bVaDbvZU6dOWSwWhA6dToe2KfzokAHjwTmOW11dDQaD2GAPDQ2hw8JsNicSCZ7nh4aGvF5vOp0eGxv7zW9+I8sypkIwxvL5fLFYhIGC47jJyUmVShWJRNDoAc8XUm30a6DLV5KkfD6PKY/tdvvxxx9H5xfGpDudzuHhYVmW1Wr1r371q0gkIgjCtm3bGGOyLNdqtUgkcvToUfSUra+vl0oldCgg2hSLxRMnTuTzeZS5oFxgYAEeoV6v12o1OER27typUCjQxMsYm56eHhwchF5jNBrhEFlaWpJlGZY69NkijcbeAGsZbNUqlcrr9cLgxhiDbxlH+WJlRNcuSpHo3c1kMjhr2eVyOZ3OHTt2wHfGGINFAn4W7H+QhWM8ZygUmpqaCoVC09PT5XJ5dnYWoz2xCmOdhZ8ZDhG02HSHwJ2lL/nLIPAuLS1Fo9FXv/rVjLFWq5VMJkdHR/G/RkdH19fXGWPr6+tjY2O40Ww2O53OSCTSqwsgegsGiuHMLL1e7/F4IAUKguByudCXZLFYsD+Ex6HdbneLagaDwWaz4fQfhFbMu8VMK/yLz+cbGBhA2oOxgiiG4zfLGMP3ExkvHJ0QItGoi+TN6/XG4/F4PO52u+HJ8vv9yLXUavVTTz21uroqiiIiD3qfYZFjjGHXjQQeBqjumcGwWlSr1WKx2Gw2MWALW4ClpSWcjonTNDEOE2ffTk9PM8ZmZ2fNZjNEE4gvaD/B6W8ajQYDLNBzUS6XcYgyXiljDJkhnh15LN4QrGXw9KH02C37I/1GTxkyVRQ10UaBeifWKaVSaTKZkO1rNBpY3jBsiDGGVLw78hM2Bwwam5+fT6fTjUYDJxN3Tz6C2RDPgqltUJMlSYLNDYsvpmlAyqlWq5jj3m3HwNQ5vV6PyUHYd2B0ZfeYvJ7zMoi6LzlIaPjDwL0JG5UkSTMzM7Iswx0ARwB6ijQaDeyaaEZARMaZPfAWIohks9lgMIi4DEst+ixQH9NqtfF43GazZbNZeAQg9GJnjrMb4R11u906nQ5zubF1V6vVaEBdW1uDLQ3JOgp0iGXFYnFychLGUVmWUc5qNBperzcYDELibTabUKPhaJBl2ePxdAv7mFlQr9c5jtu2bRtaudAdbbVa0Ts9PDy8Z88evV6/adMmeChwUFCj0bDb7WjHgl0NHcU4VsNut2/btg09CE6nE6cWIcvECfCYQ7l169bl5WWseTglGC9/cHAQXWG5XA4BHb4syEOYM4zuLPimGGNarXb37t2YNo/D27tqPVzEWESR5ZdKJfQvYPYv6mlokMPsNAw0Qj+20WjsHrkESx6chBi65nQ60XKCo4Y4jovFYmiWi8fj1Wo1Ho9jTD0Ktq1WC/Pez9I3nCIvca6BXAoaX71en5+fh7vn/PPPR76FIhJ25mityuVyhUIBigCazlZWVmq12sTExNGjR5HfoAA1ODi4vr4ej8cVCsXS0pLb7Q4EAqFQyOv1Kk4f1oC55UqlEo42JGrBYBBHSMKnhtE5jDFcJHJ0tDfDeI/jeMbGxrZs2WKz2TAJMh6PM8YkSYpEIsFgEIdE4MxLxhjGqsHm4Pf7Ed6tViusbTabzev1Op3OQCCAnBuWZqSA27ZtQ1YXj8fhLJNlmef57du3YxIQ/B0YD4wIbzAYtmzZAvcHJtSglRcJriiKqVQqFotdcMEFuVyuXC4PDw+PjY3NzMx4PJ5EIrF9+3YsTxaLJZPJYAhFNptdW1tbX1/HmqVQKMLhMBJo+FACgcDOnTvVajW6ndPpNNoZDAYDzvHJ5/M4yqdWq01PT6NNBlMeUEiE1gz9HbYXGMpg9i6Xy3a7HUcgo1ERxzB7vd6xsTGO4yBOwX6Ctxc6daPRWFlZgW0YQzrOXsrbx6jbw8B74MCBiy++n6ubEQAAIABJREFUGKP7IdNDymeMGQwGNAqhdaX7J93biXMQmIA8Hg/qIslkEm1WOK0AJynAX2A0GhljmBeLMQ2YNba+vp5KpbBdREB2Op2IUdAZYTeLx+PDw8PNZnNsbKxYLA4MDORyOcx2Qasv2jGUSiWay3AcL/qC6/U6glgikYDvAMV5+FsZYyjUG43GyclJvV7fPTcBg4RhqkJERZ8U0nuc1G4wGLpyBjs9LRteqp07dzLGoGZicA/i5AUXXGCxWOCiQk6Ic9nRbAsDLxpgZVlGAiyK4sTEBFqG1Wr1pk2b4H7F+FvMWSuVShdffDG6krdv326z2WAzKRQK559/PqpQqFqh0SCRSLRaLXgA0bHC8zym6sB763Q6JycnO51OLBZDfdHn8+Gwoe4IMyhEzWYTKj/GZNpsNp1OZzabkd9iLCjGCbHTfdPtdtvr9eKoZnzcWq0W83SgJrRarXg8DuvHzMwM1nHM3cReA1k33lscZnw2vuH9C7qy/ErNeElo+MOEQiEUtCErQiJFKOkewYUIheoN5EP49mOxWCgUgjcMxxZ0t6+IRPirVCqFjSX6kLtbd7PZrFarY7FYp9PB4TFQE1Clh8EVDcPwgGEeBMZJlMvlXC6HcZJQo/F0COVopsVUcJxznkwmkX1CqkBJB2kfDk7HUTfoEJYkaWxsDDUiTFWAXCLLcrVaTaVSa2trOLwzGAw6HI5kMlmr1dLpNEZIdqfFdGtZmF6ZyWSi0agkSevr64jmGGYDVwWGMmQyGThacXDD1q1brVbrysoK8mM8LE6/w2mUaJDDEJ1CoQBNF6ptPB4/cuQIYwyeOgTlUqnk9/shzJtMJqfTie5BfBY4ibNer1utVigg0N1xtRiTbjabUVvDdWLILQYRNRqNQCCAhpRuG5tWq0U/HhJuGIAhV6EjsTvK/ix9wynsEuca2JYrlUqHw7G8vIzf1ObNm+EUZYw5HI61tTW9Xg9Lp9lshm1eFMVyuTw1NYXcsTuIFwqj2Wz2er2JRCIYDCLWjYyMHDt2LJlMmkym48eP46fHGDtx4kQoFEKo5DgOJw0j+8Tp6Giag7ao0Whw3hBUj2azGY1GGWM8z3c9blgFOp3O9u3bkXVBakRmL58+URxn+qKzoN1ur6+v8zyPy1tbWxNFcdeuXaFQCIeuQbnGPdfW1o4fP47NAHb1RqNxbGxsdXUVkwuq1SomusPFunnzZqvVCrEbDwJ3FZYDzBJWKBTbtm1DKoxsEgU9OJZFUbz77rtR4IrFYjzPI+oWCgU0oTQaDYTrarVqNpshOjcajZMnTz7yyCO4ZlTkEHhRHHO73VBmMWXN7XYbDIbh4WFo6xh4hOUA6SxjDG2McJPpdDo8FOxvwWCw2WwePnwYdVEsu3BuazSaQCBQLBYXFxfD4TC69rC+owyIwRONs3b6bx8DL77G3LPg94wEajabv/71r7t9E9jjdUcLo/6M2zfOG4b1+iy9pcQLxOVy4ZBInAvmcDhEUcSEbOSTWq0WXQaIGGihxe83lUo5HA6v1wv7GLbr+XwefRPYbyM7xSTstbW1SqWCVghsStGRCrNAN49CFgSDPaIrDqBBO7Asy3DmJxIJ5Jm4w+DgICw2SPmQi6KZF33B3WmsXW9/dzaWwWCA0QkPDjHiyiuvdDgc8umzLeD/jcVijUYjGo3isnGMGmPMbrdnMplkMnnhhRcKglAoFFDBQodX9+zM+fn5crkMkxfmLDYaDXhpYSTheT6Xy2FEYqFQGBgYGB4eVqvVd999N0YbwLWBYCjLMrrhulPYIpEITGowyUYikZMnTzabTSTDqBoi2o+OjqLDGu+8TqcbHR3FYRBDQ0MYMITkv1ar4dx3HKPWTYMhOUGlRfyEFcJut8OVrNPpcH6fLMterxebC+wyLBZLd0YGJAY4Cs/GN7yPUVd+pWa8Z2vr8nICfWKyLGcyGWQh6F/FATBolMUdMFyg2WxardZcLofo1jWYYXRZIBDADhybVXRkQDjACQg46KvZbOKQc2Sfsiwj1kOMQF6F+brQHeBQQO8rivButxtTBuBMg4ML8ufmzZshFno8Hhy0ZrfbsR6go8FutyMWWyyWTqczNzdntVolSSoWi6FQCGn30aNHH3vsMfSwzc/PDwwM2Gw2rVY7OTmJeprBYEDFXpZltGzIspxOpxljXZdBuVzGUW3y6SM/Q6EQzvKVJAmehUKh4HA41tfXbTbb1772NVEUPR4Pxkaed9554XAYR3XCS4K1UK1WR6NRlUpls9lw8hAiL5JjaLFQPWRZhkOhXq/jYDOcAAcxGJMpKpWKz+dLpVIejycej4+OjmJtQC6OIckwLMCMzRhDJwtKYai/1et1r9dbOQ20IRTTZFnGPFEscjgm2uFwlEqlgYGBpaUlrEBnKeyy005Fgjh3gEKKHMvhcGDLikO8UTJCjRRFco/HE4vFcAvMRMvLyxqNBiE3FouNj49jGrYsy3Buw9uPpApDrRYXF/HggUDAbDZbLJZoNIrzgzAEByfAX3rppdPT06lUymQyodUceZ4syydPntyyZQtOyfX5fJlMRqPRlMtlNFwgHUc7BlJ5q9WKnS0aJSRJgtCMU8RbrZbdbh8dHcVBcXa7/fDhw263+95778VcNOwVHQ4HYgjOpkFf3pVXXlmr1Y4fP+5yuWCm++lPf3rRRRfBdpHNZp966qldu3bNzc15PB5ZllUq1ejoaKVSyeVyQ0NDOJ8Cs82i0WgsFvvBD35gNpvhWYD8ivULJ8xBk81mszBeaTQar9eLTl2n07m6uup0OuEm0+v1q6urY2Njer0eKkaxWLzqqqt+8YtfBIPBSCSC9wqOP9gGo9Fop9PBe1sqlSYnJ6PRKF4ITtaExABZFlsRlUqVy+U4jvN4PAsLCzjvs1arRaPRYDCIJovx8XGk9dBwcRIzWiDRujg7O4tVA87ks/El72Pg5Xke3fgv5EGeeOIJg8EwOTmJ/4QlOxqN4vsZjUY9Hg9jzOv1Pvnkk7iPKIq5XM7r9b6wyyfOFsgqYTnxeDyoBsFCizCInxs2mYIgwMuJgj8OQcBGFOoSei7Qi4FDgiVJQpUL8oHJZIpGo61WCwNZNBoNmmdRRcc4cPh8h4aG4vE4FAFsd+Hex7iZUCiEahzu0B0xhrGLmN2IGn6hUMDxZ0i8IVhgnC1MEwhBXq8Xx7fjCs1m83333YdBP0huOY6bmJgYHR09evQozBRwW4iiCNMZpldMT09joCP6ucLh8HnnnReJRFCyghEY4jgydjTKdU8R/uY3v4lNBPzRrVZrbm4OnwJyeK1Wu7i4CMkVyTZce/AgY0gklJFYLObxeJB2wnuCPm5ZltvtdiQS6WrxmNeIBTQcDnu93kgkMjIyglFucLLgtI7ugB6YjjHeAs6RfD6P3kYIUtjsWCwWdvqkM0jtmA+KBuFMJjMxMbGwsIAM+SydTfNK3vD3C3I0/GFwNpjBYEAYhWchk8lwHAflVZZl/DsSHVmWa7Ua9D/UtHEHtBNns1lUY9jp7lMM+EWXfqfTwe4a83gikQgGdOPoBwiKOBoTLqnW6eOIOY7DWTUqlcpsNmO+I1oJEAFbrRYOfofBCWIHhMNqtYo5OpiCrlQqzWaz2WxGsQuDJ7HXhRkBWXi3fxg+1Xq9nkql0uk0RGJBEHw+H3bs8HcgKd+6dSvcWUql0uv1ms1mh8MxPj4OX1an05mcnNy8eTOGHeDpujk37GfIwtHcsWfPHhz/iVGOeDnoXsa1QWUXBGFxcRHbfovFgrzc4XDgGaHOQBtGGo3VBe8ejuqA1wDvQNdlgETfarU6nU632z0xMYEWlc7pg0W7rR9YGrHaQTNCJIVQjU4KvV5vs9ngQ0ZLIcZPIN1XKBRnz8Er9Y+z8YqIlwGCIORyORjykRnwPI+ZZKjEIhqgrISsFBJDJpPB3Fa48RljGIjdbrdRvoZN1+FwIErgV1YoFIaHh+GJWFpaisfj6CBbX1/H/AKU2dvtNvoyMF6rW/xB3/Lk5CQqVxAckdRKkoQTyDFWgDGGSIXxLrFYLBqNwnXlcrmCweDCwgLSWZx2hoEv0F79fn+hUAgEAtVqdXx8fGhoCKlwqVRaXFxEmx7mDszPz8/Pz2PwOBq+3ve+9yFEJ5PJQqHg8XgGBga8Xm8oFMI48UQiEQqF8FzoSvD7/XBkeL1e7AH8fj/svmjoRYhGj8YjjzxSKBSSyWQsFpMkCe8DBry3Wq3BwUGcqsNx3CWXXIKD3GG3ViqVx48fxwqLWWgQeZE0Q0eGtBGNRnG+mlKpHB4ehlQRDAbxLzjXA8sNZnAg/iM7x6nJW7ZswdlysJzg3OhQKARDWaPRWFpagn8E4gKGX5ylnrWXQeA9cODA61//enRlgte97nU//vGPccTSI4888trXvpYx9qpXvSqVSh09epQx9tOf/nR4eLh78ihxroHZBPDeoskUTh+UcCRJwtxrHM0gyzJq3TAFwOTLGEOKi0kEaLXA3h4twMiLlEolWlxxTLhOp8PML7i9yuUydIruj3ptbQ0Hx/h8PoQOOO27lSp2evcLlxPWCJyIidGGWB1Q1YvH46lUCnEM1gmM4202m3DXQmrBUWI4nhPGMbwKZGjT09OnTp1CoguNdcv/Ye9No9sszzzuW5ItS7Zka7F273tiJyQhJIQ1pIQAJeVAoBsztFMmU9qBdoC20+kcpj106DmlFEpLF7aWLmEplLKklC0QQgiQhSRO4t2SLNnaV0uyvMjP8374vXleXmAGKHFDO7k/9ARV1v5c93X/r//S1TU9PR0MBqnYBoPhkksuwbKBTtLj8aBf8Hg8VLxSqbRkyRKVSgU3QQgBsK64vGEnZLfbu7q64M8KIWAoq9XqUCjEP5RmmyfC8gwUANEKwjqsN+DnJhKJiooKiHtlZWUQgVFnRKNReGG0r4xOY7FYbW0tCRQejwfARavVSpIEVwXQVqvVJpPJsrIyhmqyLDc3N0O102q1k5OTLpcLDSAh0EqocDKZ9Pl8kUjEbrezry3EL/zvoPD+za0TQMN7Lw6EFRUVdXV1HDK1Wi3ES0mSVCrV5OQkKGCpVMJkC5UBf4tdgl6vRw0lSRKoLa7jOESazWYuS83RZHioqpIkabVaQteodExmOH9SgzCq6ezsROOK4w69oCRJhA/hLEA8D+ERvCReIcXC7XYTMAECTagb3o3INFAxUOaQ6pnNZpVKVSwW29vbqc7Y5CiQM9gnphKgLfv3729tbQW8oAYVCoXDhw/Td1ZXVweDQb/fTx2nMLW3t5eXl0NpZgaVSCQkSSqVSnfffTeI++mnn04xBQeFpcy8C+sEq9WK2QEkYSHEmjVraHPpk+j+hRBjY2Pg4sjt2Fx58fiWAU6XSiXMe3Q6naLBgxaIrAbqL/efO5rWRuOOlySeHZIkjY6O8nkyWANJgSgIqgVpBV7ZQqxjSAz7oOuYvP7XXnvthhtuuPLKK2+44QbFZuzw4cNf+9rXrrzyyltuuUW5Hufn5++7775/+qd/+vKXv7xt27Zj8uwn1kIsrVZL6AzQJO0OsGBZWdnc3Nzrr7+u1WpR9RNjxmXicrlodxjIMCaCVB+LxUB1cQJnck5VxCWHy5lBSiaT2bNnD45liUSCU7TJZHrzzTe7urpsNhtE8cHBQZzDaMoxklAoWuTRlJWVMc3L5/NOp5PXgF93Y2NjW1sb7glMwy666CKfz3fo0CG0IZIkZTIZLGlkWSauDLtfSZJgqwoh8I7FK4EWFkwEVmo0Gh0eHj711FMBfC0WC0Y2ZrMZhrDVas1kMv39/YApBoMB602UJrFYbHR0NJVKEfnx8ssvp1KpaDS6evVqPBGmpqZaW1s5HtArc/bASKK9vf3FF19kDwLIVkh8aLnR8KdSKciDRqORrQTtdC6X8/v97A5Wq5U5PHYbWM1hHgS8i9e6EAJaHwNPmniHwzE6OsoDkql86NAhWZbJpSM4GbCGCI9ly5YlEglEyAuxjmPVPSaFN51Ox+Pxj33sY2+98ZOf/GRZWdk//MM/XHPNNRdeeCGmpHq9/oYbbvjRj3702c9+9pVXXvnqV7/64Z/9xFqghXkBtFxaGhpCTqc44FBOmaYwVKPQ0bNReEEWmBUBGWBuDYyoaB8gnMIbBbsE1FAEUJgmCiEo4/iLK9kEQoiZmRmXy8UrgVfL0ZeJV3l5+RtvvJFIJEwmEywM6g9BufB64E/19PT09vZSwWjpS6US+lzEwpQsagXjd3gEsViMTwl+KxWYTymbzW7fvt1ms6HMxTrX6/Vms9lSqUQoOzaTbEOM0zjD81IVUHtqaurZZ58tFArz8/NnnHEGl7DSY+N6lk6n0+m0LMsIBuHKQTFjwwJ0wLudZF9y3IgU4Z3OzMwguysUCpFIBBc5h8NRVVXlcDgAbji2MI3D8RG/JCEESAe6RTiGVqt1aGioVCqRSVFZWTk8PIxqW6VSManFSp+X19nZCQq/QLX3uNbdD1t4n3/++c1vWTDEhRATExNf+9rXNm3a9OUvf/nIkSPK/R977LErrrjiU5/61I9+9KOFs5N/z6X5zne+c7ye+29iHT58uK+vDyoX3ARkorIsQ8InFRJAgTpLx9PQ0MAcHiIWaKharWYmI8symAXnWPLSOdvjs6gAoqh2w+Ewj0z4IuwssAMhhFqtRoPQ3t5OvibxjQiMdTodXTWei3BBEdACWFRWVqJhBkvG7kEIkcvlKDcKOQLKHJa/uVwOh3CVSuXz+UwmEx8R77pYLOKdy/Fgenq6qakJQ0eTyZTL5XhSu90O20qSpJmZGbR/TqdTOmpviTEYkelCCDgjeGHwpWCvmM1mTzvtNMZobrdbpVK1tLRgejw+Po5FGeJDMinIEFaQdfBUFBAqlYrqzHaILEWj0XAIARLiqwdAUZpmKn6pVLJarRaLBWkcGwnQBhlLkiSBZDMPRIgei8X4Qrkzxyrc2oQQ4BSyLDc3N7vd7v9FNPsXLEmSFsh05/2sF154ob29fenSpX/xI+zevftnP/vZF77whSuuuKKzsxPboWKx+LWvfe0zn/nM5s2b9+/fv2fPntNPP10I8cQTT+zevfvmm29esmTJ7bffvmzZMvJTT6yP2nr66aepnIRHOJ3Ozs5O5iGMqU0mE/J+ag7G10xIwAdjsRjHy1QqRdfCqRi+AJbXTU1N4XC4qakJjQPnUk6q2WwWGRejOc7kLpfLYrFAAR0YGOCKJlESrQFZOdCUeP1sFtBWKbC8YEmSyAaiG6NHDIfDHR0daBCSySSJyOw4+Xy+u7ubYTtqLJ/PR+oQtjs2m02SJBJ/aWio1fCh+vr6WlpaYrFYe3t7V1dXPB5HoFssFokOra2txYIBj8xYLKZSqQKBQD6fX7x4MVY1MzMz4XAYNBxLv5mZGbQb4XC4ubkZYW0kEkF6YDAYIErkcrnq6mpKcS6Xo+AoSUl4nvPUii86cACmyJxASMrEj51iC6cPxN9sNvPsjNTY7IrFIunFyBshZWB9bzKZTCYT3wuKQt4RDgKyLCNLxFcim81+8pOfVKuP5WAGXOkYPuAHWj/+8Y+/9a1vaT5EeKder9+4ceNbXR6FEOXl5WedddbFF198+eWXL1myRLnd4/FccsklF1100caNG4GiTqyP4JqcnHzqqaeoHvCwmNlA+clkMrRqgKr4bXE1ISWG6Mo4XZZlxjzQ9el2aIM5zXKWppFjOkVrB9uLyiBJEjN23ApRHxSLRZPJRC8NYAFnDYIqhRq8Q6/X53K5hoYGjUZDrBgUY1IwwalxKMQ2q1Ao8BrsdjtCDE74DQ0NlBEcu30+H5YEmUwGkwKSIJjegaegKeaYQPfocrkaGxtzuVxtbW0mkyHzknzl8vJyhCE4jmOHQeteVlZGFhKFkccJhUKwaBG5wFnW6XSSJFmtVux7hBBms1kRg0QiEfYjzhc4PjJihIDANws5mrMMoDC7IWATCVBo07gnwgc6dmBfgFqUEWSg4l4E4RrvM5VKlUgknE4nTuokWTIzgL+cyWSAvBsbG88666xj+yPn2z+2j/k+1+jo6NDQ0Kc//em/+BEOHTo0Pz9//fXXr1u3bt26dVarlV3ppptuWr58+U033WQ0Gu+4446NGzdqNJrDhw/fc889t95662c+85mtW7ciPDx27+YDrBOMhvdeiMTobBiAw7GXJIkrXwghyzLSNcbO6DzJtqGe0k5JkqTwtUKhECRV8FSdTkeAIrWyurra5XKBpAaDQcX1igM/mitEccViMRKJ8JL2798Pa5TygVukYhsBlIslDLmSinMkpQqeLfpnfLkorMysamtrsVvP5/MDAwMWi8VqtUqStHjxYiBk+lrosrIsazSasrKycDiMjGJkZIRHhmiAAEQIgQYsmUwaDIbTTz9dpVINDAx4PJ7Ozk44FMTkVFdXw+VD0EHFBJAuFovhcHj37t0KB0Gv1y9atEjhhsAlCQaDExMT2WwWIm40GsVBB0YDBvKKUSVbLPNJOAskevAVq9Vq2lnlJ8Ht1FNadvjGTU1NRHXKsozCGVIDTF1Id1RVXJGYvcNhg3wBCwa/5QX6hf/VUd3/b334F79ly5Yrrrhi1apVZrO5q6sLdvrOnTvdbvc555xjNBqvvPLKXbt28cE+++yzl19+udVq7erqWrt27bPPPvvhX8CJtUCLaT8i8I6OjlAoND4+zlQcAZrNZkMzZTKZqF3wwri06+vryYxEFxCLxQqFgs/nQ95PAEQkEoEjViwWwQ3JA29vb29oaAiHw9h30S1ptVpwivLycp/P19bWptPpsNTBQ0uWZUIKmKIjQwAXpm1SbL0wSmhsbIRKkEwmYWowS29ra4OExXjKbreDwB44cMDhcGBIhmsD+i+O+mNjY1NTUy6XK5VK7d27l09j3759c3NzLpeLNLjp6WkQELfbHQwGKTtms/m8884jb2zFihXQXPV6faFQwFDtzTffxL2M8DbKLITeN998MxAIEP3Di8R/0WKxdHd3T01NeTwezA4kSbLb7UIIGB9k61gsFpjYFRUVeA/RWyNey+VyjY2N8XgcZgqzUJPJ5HK5EDPzpbAzAlULIfDT5ZgBjkOAEXJCTJHwjGCz41yE/NhisUDrYy+QZVmSJCLojvk6jlX3mBTe/2VxVb7z9oUj5Z1Yx2phuICPI5cnp3QhBAxNxh4VFRVk0AIQ+P3+mZkZ2hv6TxwZS6USg7p4PI6+gPE+Vg5CCIfDATBKdYXAn06n0e2TmMAwpqysLJvNwmxC1wYHjekX9SqdTqdSKfptk8kEY5QUTLo4+meDwQB+gQM6OoL9+/fX1taCGuNrU11dnUql5ufnh4eH4RpATK6vr2cXQEcgyzLhGmVlZf39/RioIXwjtpMiI0lSX1/f3Nzc4OAgXYrBYDjzzDPxuVi8eHFLS4sQgifChgxaBPsFzTAy5+np6d7eXsRflZWVcENqa2sBvmHCms1mn883OjqKi3x5eTmBETjsMlSTZRnqGTbwJpMJqQWuQ7j/KnRd5C2wiSE+k7WkpD7JsqzT6ZqbmxUXz1AoBNmQ4RxkjUQiwUgSz3iVSoX7Eu8REhkw04d0kPmf1t964dXr9c6jC4f4YDDo8/k2bdqkVqvPPvtsg8FA3uoLL7ywbt06l8ul0+kuvfTSF1544cM/+1+2TgAN773waIA0hSCNLgd1AEdf2kREuYywQO8IB+YQDp0eZAFYFyiXYyTjfYhkExMTTLOV4y6zbqZh2Ww2FothsoKbg+KPzbgeYjBA7xlnnLFy5UroT0IIygc+NOKonRhANS311NQUHjZoriorK00mk9PpZONxu90IoUFJM5nM1NTUvn37FJMzDsOUErfb3d3dbbfbNUeTiiAR4ItJXk40GkVs1tbW1tLSQrwlkIfP55Nlmcgf4OfKysqWlhaTyYQbQmVlpcVioVeGtkfyXDabDQQCjz/+OJlG7AQ08aeccgpAuNFodDqdQOyZTIaBJ+CFVquF/sDzCiEgkkAOVIKLlIoshIA1B/ZUXV1dV1fH8M1oNHZ2dp5yyimoY6CWzc/PYykvSRLwP2xhvgu+ZWW+yhtXCMDH8zL4SK5SqeT3+9Vq9be//e1vfvObW7dupZQHg0Elzt1ms+n1ehJDQ6EQ27kQoqWlhWiAE+sjuCiV0tFM31gshpeBouqicSQwjGgDriYQyVgsFo1GAe/IFcP10Gg0SpKUTCYZg8OYDQQC0KmYd0EQS6VSXLM0o2CUmUxGlmXIViR1DQ0NNTc3Y5qj0Wi8Xi8SgAsvvBBiMMVwbm4Org0XMgY3FBmKKqY/QohEIjExMdHY2OhwONxu9+TkJP5hyM1GR0fBfCcmJmKxmE6nGx8fRwcxPz8PMmI2m5cuXcqn193djRINfofT6cxms4RNVlZWtra2Qt+lCs3Pz+/bty8YDKJHYyODdivLsl6vr6+vb21tbWtrs1qtEPQWL16MWA/AnRNFqVRCYl1WVmaz2VQqVXd3d3l5+Zo1a5Ss5dnZWfwXeRaPx1NXV+d0OmVZxs2BLpNJI9uT2WxuaWlBCcxfUbSZBJSXl9OyU+0ZEgoh2traOjo6isWi3+/n46ULx5jDarVit4yiTZZl5qJarRYmMxZxx/FCOLFOrL/mAq3DRJxeRZIkxUHMbrcTPUiLCPdKIebQvjLd4VSvhP5ilJ7JZBKJBF0o6QzYluFfU15eDu3UarVSlLiosdkqlUqyLEO5x0RAmedNT0+DL5hMpquuuoqpHg0qnDgKO82V0oDpdDqj0UgNAe5kEwF6yGQy6XS6u7t7dna2srIyEolA/u3v76eDZc5HjjKcrLa2tpUrV8L/N5vNDBrF0cRQ/IbAYV0uF80hbV5lZeW+fftCoZAkSWgo4BcLIYAAYHNUVVWhvMOkHJt5RBOxWCwcDis5Drw8h8OxZMmSTCbjdrvRekOXgKQAFKjT6SorK+vq6nidnEf4cOg8sbfg84FKht8NqPKwAAAgAElEQVS8Xq9XXNuot+iyzWZzY2NjWVkZaX08FL8QqLu4YECXYIEW4SUERMUtx+RY/ve3du/e/bnPfe6666577rnnuCUUCkGg5j8bGxsnJia4vbGxUbmR3/Bxec0nUifee6G8IlGW8TLXNlcI9CrSwquqqiB3wSnCsUY5nWKBq3TDNpuNuHVxVMlGqwcDiosZ13SDwUDfxhSusbFxbGxMq9Wm02nCcuCITkxMII1DYsfZ+NVXX8W50GQyUf4ATXBcVyRqQghibKFXTE9PM8ICUOC9k7hZW1uL1BmxBqQys9k8MTHBsC6fzzN9kmU5FAop/H+qP2IQYpBra2txa+MRBgYGiMnQarUAJRaLpbm5mQ0DgCYcDp988sl+v58IIswvzWYz9Wt6ehq+CTo9siFgoIEWHTlyxGQymc1mLNNBW3E7w7aNDxOxsc1mQ2xmsVhQ/oPyAOfLsqxIYPhI2QWxlEsmk1VVVdCcSOJ47rnnDAYDcFJ5eTk1OhKJVFRUcITg50HBHR8fV35C+CGBZSzQL/w4FnRZlhlEvOc9AcLedmMmk5Ek6Zlnnrn22munp6d/8IMflJeXb9iwQdGKs6qqqjD/l98t5v3E+miuZDLpcDjgIzBjh1ULqVWlUg0PDxuNxpaWFqbWbrd7bGysoaHB5XLR4dXX12NOLstyJpOpqqpavHgxh2r4t7iaY0vW0NDAAI3HMZlMHo9n+/btbW1tiURi6dKluLeEQiEaQZq5ZcuWvfnmm/X19R6Pp1AoIB8YGxvbunXr2NhYS0sLpND5+fmBgQGMb7PZrMIX5Y2UlZW1tLSQdr5v377ly5fH43GHw4HAAc0FL5g5G4bBGD1AMdPpdP39/YsXLwYRQC43Pz/PVZPL5VavXn3w4MFFixaVl5c7nc5Dhw5VV1f39/ebzea9e/e2tLSwQw0PDxMwCZmCeGaoywjHjhw5Mjk5CaJ6+PDhmZmZhoYGSh/9NxQDEtpQQ7S2toL7CCGgtoERAxbA/q2rq8MHbmRkxOVykRjn8XgmJiasVmsikaipqclms8DuILORSAT8XQihKMk5FSiu+B0dHbt373a73Yj1sJygO8c9FLyJI8fExIQsy3v37rXZbKS7Nzc345q8QL/wE530ifURXMxXysrKONujYwVJ5FQ5OTmp1+vJAKqsrCSBGPNFtJ/YXRNLwQXb2NgIYQHXA2Bf6KggiUIItVqNDRadFVqt1tbW0dHRmZmZbDbLxH5qaiqXy5G+CYc/k8mQYpvP5x966KF4PI5TD40WzAKLxcI0SNFqoTuGboD9GeIy+km4Y7wGkuapq7yLzs7O3t5ePhOaSVmWE4mEVqtlqkcujyRJDodjdnaWl11fXw/2MTo6ajKZ9u7di+ArnU6PjY1BkaMpVavVVLyOjg4+dlx1ISNgnQZdoqKiAjIFqDpIOi9sdnbW7/cz0LLZbH6/H0c51HYej4dpKLDL9PQ0jBXu7PV60ehlMhlFYEUVhdiLRzKKNuQYNP8gHXa7fWBgALQFHBkltRBCo9Hg8sCOJoRg4EcyRWVlJeg2X8oC/cKPV+Gl3fV6ve/nzjab7Z0d77Jly5YuXWqxWAYHB++44w6tVrt27VoaAOU+kFzEURtsblRiCo6Lcu0E0PDeS+H7YXJLJ6ewoaDNg/tCvwRzRY7b3t4OjKTYySjRCYpNixCClotTKCJhCgoWWclk0mazuVwuomj4K2K9MplMoVAAM3a73WCrHL+FEJqjicGNjY1KOjEvsrm5+bLLLrv55puRhIALCCFgoDU0NNDGFQoFANFAIGC1WunswSOw8AkEAqTyVlRUNDc3T0xMTE1NgS9MTEyYTKaOjo5FixYlk8mBgQEKaCQSqa2tLRQKCCjMZjMaOfhX7e3tNLIWiwWiMiIOBBFer3fnzp2FQqGrq2t8fNxkMqXTafDafD6PoBpmXbFYnJqa4oOlxlVUVPT09AwPD+OLHovFzjzzTChGXIHYRlRXVxMfbbFY8N2UZRk6A7CCon1gR6ysrHS73UDm1Ojx8XG+6J6eHuBbhgD8OQxqIQTOFwAuvFR2aMWA02AwYPUMyZCz0zFfdBIL8cjvZx06dOiJJ5745je/+X7u/NRTT2G1oCx+vZs2bWJ6uXHjxldffXXDhg0Gg+GtuxTXCKrCYrFIqeW7Pobv5cQ65gtLVPwCgOQKhQIyIvhEs7OzKAJIPgfxrKuri8fj1FJ8y+rq6rimvF4vR1AhBEdx5tvoI5LJJHHlmIRTVAFwgSMNBkMkEkG1oVarg8EgE3haZK59tVrtdDoDgUB7ezuHZ4gYANNdXV1PPfUUggUsCdLpNGFj9fX1wWBw0aJFVGlANCEEY0BYxz6fTwmTT6VSsVisp6dHpVJ5vd7169cThcsEEhkI+gh62draWkYfuVxuzZo19HYEefDa6OnRzcEpqK6uzmazVVVV9EaKVe3MzAwPMjMzk8lkMIZYv3492j0mkLAbQL0lSWpra8NNk41yfn4eqyBmjNlstrGxEbMJHM75SHmzMB0qKyuxSRdC4N+OUxp7K4h5Mplk0OdyuWBxk8dMhMTY2Fg+n0efwo08fqFQqKurU8ze7XY7gj6strxe74fxMvif1vEtvCfWifWui6sbxiU8dox1udCwbETcxHwlkUhUVlbiO4gXA6pYmPDw9kEchBBUY/wC5aM5kTU1NbjMwqgFHnU6naTMAKpCj+JASwcrhCAaI5FIdHZ2QijT6XSY1A4NDel0OrvdHgwG0bVdeeWVt956qxACHx/6dkX4LIRYsmQJufLQ1oQQgUBA8ThE30qrn0wmtVrt4sWLA4EAJAXGcnRx9fX1brebGQa0ZTR0PF13dzfOaMzPAJFxgsALw+fzMRiDIX/kyBEobJRiulyYbnwpNI2pVIrxJMSTaDSKGIGjZiAQQM/b3Nw8NDSEMjcYDEJSoB1CygfHE6tI3jXMX+RysL3w62F4A3dbCVGCgMYUjZmfLMugGIFAADIpCgIciKempqjnSofGh88XpHh4H9vFFrkQj/yeKxgM7tq1a/369e/nzldcccVNN930thsVg7bVq1d/4hOf2Llz59q1a7lwlPuwnQkh3no7P9F3Ihd/nXVCOvHeC78DEDgISJw5QWfVarWSJQncII7q9q1WK2daZBdckwrvSwhRUVEBBxV0IJ/PM8lHijY7OxuPxwuFAhN4rl6LxYJJpMvlqqqqqqurKxQK0WiUAb7JZLLb7bW1tVxLtE3wLGA3gafSIt9+++3cyDkWeBK1m1qtxlcPshz9YlNTE3N1xlkVFRWYscNMLi8vJ6nYbrc7HA5CGbPZLA43uDbw+GCuKHtJqUCapVKpxsfHX331VSKR0IZg8SCEkCQJhA/TxJUrV+L3xlEzlUpNTU21tLRgJwHxVa/Xw86gk8bGAvkZzejOnTsBODDUIfQbizLoBtwZqEKSJL5ufhLY5IAyuFwuyGx1dXVqtRoA3uPxWK1WxIF2u725ubm5uRkjTGVi0NzczMOWlZUx5MRJiH0UerOyeSyQYk0cV9Ha0qVL77rrrtT7W29DGYQQTCqUT4brVAgBNMaNCHxILrTZbEosRSAQOBHn/pFdiHVra2sxVoRXiR8BwQEM2GVZZtpGBoHRaOzq6srlckCTc3NzREhy0cXjccTG+Jw5HA4OqKVSiZ4Vsyumdh6Ph5Mq4Rc0ZEqMQjabJXtyaGiISVRLSwtDcuQMlFYSc6LRKNVvcnJyy5YtZNyOjIwAdUGGKi8vHxkZcTqdS5YsSaVSMFSVoBzksjhyx+NxyMlYw6bTaUQNExMTqN5effVVguXwNmfHwfErHA4PDw/r9fp4PE6pjMfjlZWVvb29iFBsNtvo6OjExMSqVas4LeBngUuRWq1uaWlJJBKhUKhYLO7btw9QeOnSpVqtdnh4eH5+Xq/XozXIZDI1NTWlUqlYLHZ0dJSXlwMAoYyw2Wy4FC1ZsqSpqQnVbrFYbG1tTSaTHDPS6TQcMdzjZFmGQoxfOkNIONLAyhxy0FGTIqTVaokrOumkk7AT1uv1PH5lZaXNZqMCAMTQ7pNjKoRAUCOEaGtrW4hf+HGsuvIJJsWJ9T+s0tHMdY6jNLco/5GLOhwOrkfsWsl9n5ubs9vtzHVwGcR8inYxn89ns1nY3bDuobXSpoZCIQK8lCFZZWUlTSmTPFmWu7u7q6urW1paSqUSWtdYLNbZ2el2u8mg5TAMLxWDm0KhAKqIXc73v/99Gi2wYIQSUJJtNhs2jTTz8Xicgy4lUTHtpi2HGKXRaJCkwQiAh4v/GublRFEo5uLxeDwYDCaTyUKhkMvlJicni8WiXq/v7++nY2lubiaQAhd5u90OB7mqqsrlcmm12uXLl9ORYmowPz+fyWS6urogFyj2cHSPaBbgZOFrg9ntgQMHAESgqtlsNmaTWG8Af09PT6fTaa1WW1tbCwOanwRfLi2xTqfDOgf8gi+OvBK+1urq6qamJqB5lHQUXpPJBHUXCoZOp8OWHiYIABYkRHCNhfiFH8eq6/F41q9fP/r+1jtRhrcthWrn8XgA9/lPv98P0FBXV4dgUAjh8/nYFhfiI33PdSJ14j3W4cOH9+zZw/iasQ/jKVmWoXu91aYRrJfxGpoxIFL6RfIXob9C2TWZTAzHqNogGvD/yYlAzsCZGQoTnFiqNvG8FEeyxMRRS1XMaTHFxVu7uro6EAgQLIwUghgz1BaUJwhLWHYJIcLhsJLiZjKZkIQo9F1eQHl5+apVq5LJJCfqUqmUTqfr6upo/tgnsP5mJqk6GvqIEm9qagpuFa5jjLAwBodyVl5eDjbR1NQ0ODjodDp5LxhnIjmjtGECp0iv4RqAPYPCMOUOhUIQupC6QGSASofjBoVVfTSXGJhGluWmpibsiHhwBoZkLCPHsFgsNTU1O3bsGB8fDwaDGOd0dXVhiUTCHM20zWaDWqwQYZS8D94yYT+KiTrBP0KIrq6uhUidOI4KgpdeeulDpk4UCoXdu3efdtppMzMz99xzz+rVqxcvXux0On/1q18RQ7hlyxaDwbBhwwbu/Morr5x55pnJZPKuu+76x3/8R9ClE+ujtrZu3UovgiQKY1dOrUp8N75ZKpXKZrNFIpFCoTA2NkbNhMY1Pz+P9TeiJ+BauL5QBtBnqVQq/CM5BpMp43Q6p6enY7EYlQSzSQZB1HM8etxuNxO/qampSCTidrvhXiGAMplM+/btwwkctQXaZkmSOjs7ScZBSUdYjxDiyJEjJKjRv7JN0NnX1tYGAgFSdXB8QDImy7LD4cBsvLe3t729nca9WCwqBpZYxgDTlEqliYmJYrGYyWQWL14cjUYZ+omjngi4oPHhCCGCwSB+QIcOHaI2qlSqpqYm/NuDwSD39Hq9sE6AVOrq6qAwwAJDiR2NRo1GI322wWCQZZnWnE4Xc/ve3l61Wt3e3o5CDQav8sPAko0dU5blQqGAkQc4iCRJZN0ZjUY2zZmZGThlNMHciPwEGrAQIp/PQ+7VarWJRKKsrAx/OEAczgzHPHUC4PsYPuAHWj/96U8/ZOrEifX3tyYnJ//85z/zb6QKeHthvgAWQBvMaI02TAhBF5dOpzUajcFgIExBlmWksplMJhAIUL1tNls8HmeWI0lSOp3Gy4aOSwjBaAf2Kw0kgKzP5yNAB1yjoqLCaDSGw2EhBBkWTJhkWY7FYpAg0MTBR4PrqtFo8AKHEUbsBfENkUhEpVI1NzfThtGsYv5lMpmmp6fr6uoSiYTVaiWRlwE+x3tl7+AUDR7BB8jmxfmcxh6TCIvFEo/H0fZ6PB7SyviQWVVVVSj4dDrd2NgYKABxcrIswyVBFRKPxzFu4BNTlLYM/5T9C2obCA4sDMpdfX09PS2iNsZps7OzuPkiLVR8H5hZ0pODho+OjgJqA4Wjm+ZLGR0dFUIgPJmZmaHs46dTXl7OgYLdE+YvOHVlZeX4+Di2Za2trcc8dQLXp2P7mO9zeb3ekZGRD5M68fLLL8MWOXz48P3333/xxRfjvnngwIGJiYnFixc///zzBw8evPrqqzHJvv/++5ctW6bRaH7+85+vW7du0aJFx/DtvP/1lwANsiy/U7X4rjd+oEf4oI/8gZ7xL16HDx8eGBhAHDU3N8dgB/SULpCXwcQJ8jxnXSEEOS4QR4H9KAHUa4ppqVRqb28nbZFWj3EQsiVYrKjK6bdkWUYHJUkSMTkul6unp0ev1/f19U1NTV144YV+v79UKmGca7fbyZnn9bjdbo/Hw9i8oqJi5cqVAwMDV1111cGDB2VZBigRQmBIgxe6EAKAUzHUMRqNoVAISQgxGbjddHR0ILggF4NjPIA34XO4DTc2NgKWRyIRukOSMmRZhmbMZzs2NlZeXg5soWAWfLzLli3DxBiIgQ+cDQBkVzrqjVx+NEOU7E/YJWxIIDL19fUAEwAKIA4wVhR3ybKyslgsht2aLMvUbvS9DoeDbw3gJhgMjoyMsFGNj48z3DMajXgFp1Ipm83W0dEBnY8oID5DYA5ABxpoPJPBoYmoqKmpaW1t/TsDGrZv3/4hgYaurq4DBw7ceeedf/rTn04++eTPfvaz/Abq6+t/+tOfPvDAAyqV6itf+Qp4WWdn58GDB++8887nnnvukksuOeecc47dW1nY9UHL4Ievpce38D799NMcIOFGEcrLyRmdbTabhZNZVlY2MTFBanepVGpqagKeoCjhF5BKpRoaGrRaLbLbQqGAc0H50eAeq9XK1Y0MzefzdXR0UEm4QqEwIOZHGNXS0mK32/1+f7FYXLlyZSwWm5mZicfjhBrYbDYhxOzsLESw7u5uwrp6enrC4bBerz/55JPfeOON2tpaujG68Hg8Pjs7u2jRIt5pPB6HTEF+Z19fn81mw6ogl8sFAgHedW1tLT5eOCCi3aX5ZnaHC3p7e3t/f7/NZstkMh0dHZRBFFuLFi2ampriw1HcTJxOZ1tbG628xWLR6/WdnZ2IjVG94b9Apt309HR9ff38/DwqULzKmBl6PB6/3w+ZCHI1wod4PA4ikM/nQdsRYgBnCyFaW1vHxsY4yaB0WL58uRBCoaRBx4OHzMGGB+cl8YfA/YsWLRodHZ2dnUWlgmwkEomcffbZhw8fNplMk5OT/Antvtfr5WOPRqONjY0LEW+JUcgxfMAPtE4ADe9zfdB29/3f/5hU42O7Jicnd+zYgSaLCTbAAfx8WiOydbEMVKlUaNnoWGpqaqanp5PJpNVqzeVyHF+x8YJvbzQaHQ4HqATkXCWUjTO5EKK7uxs0GQ9dags2LgiTFy1aNDc3l81m0+n0ueeeS7RBMpnEdMzpdCLvB2Pt7u7mPI/ZpMFgOOOMM3bu3CkfJdjCjWKobrFYwBZpj00m09zcXH19PZWWrhtPGXrgzs5Otg+yOXQ6HSd5Ci8f6czMzCmnnBKLxex2ez6fb25uhoCAMI3jNMd+JHsY69psNqJ8YGsqZo0MMkGWsf6Zn593uVy0waR+8r1glEBvyS0gPk1NTbTlTqeTuIdcLgdujkbD7XZXVFREo1F0u2q1Op1OI9wASkAFPD8/DwUbsICJPZ5KTAX4+nQ6HUAtb0Q5ECluF9Rn/JVhYSh0DIPBsBDxltls9ngBDVAVPgzQsG3bti1btvzxj38cGRnZtGmTosJYunTptm3bfvnLXyaTyeuvv55YE4IC77333q1bt65cufLTn/708WI0vLtHw/PPP79r166JiYmPf/zjF198sXL79u3b77333pmZmc7OzhtuuIEj1s9//vNXXnkFWcHGjRsvu+wy7pzJZH7+85/v3r1brVavWrXq3//934UQ0Wj0Jz/5idfrVavVn/rUpzZu3MidDx8+/OMf/ziVSrnd7htuuAGrTEmS7rrrrpdeekkIcd5552EnK4QYHR297bbbotFobW3tdddd19nZuYCfkBA4o2IKyMmQ2+nkhBCyLMPSh+ULCqiEhCPBikajKK/wC2B0w0Slv7+/rKysqakJ80IwC1A3PO0mJiYIM6NS4BlLuadds1qtY2NjzH8OHToEbgo2GQqF8CyQZZm2prq6GgVBIpHYv3+/0Wj89a9/jSuMEAJ/MvgaZ5xxxpEjRxRivxAC2pUyIAJPYTOYmZnZu3cvu0VVVVVFRQUWvhaLZWBgoLGxcWBgAOUwjKnJycnm5uZgMEiLT50lc6ijo4MChCMmDD32Eird8PAwpkFtbW0c2hUO/ODgoN1uT6VS+AChc4EyEI1G2eGWLFly6NCh2trayclJnU4HBZrUDETdCEYgRHi93s7OTlLWFDII7xpImO0BUx8wIK1WC6LBl7Jy5cqhoSGv18uc88iRI2xXSPKSySQSFb4jfk7g34FAgO2c/eatY71ju+S/ZSatVqu9/vrr33n7mjVr1qxZ87b+TKvVfv3rX//rNG0fdM3Nzf3qV78aHh7OZDLf/va36S2EEKVS6Wc/+9nOnTtVKtWFF1545ZVXcoH/13/9F/KQurq6zZs39/T0cP/e3t577rknGAzqdLrNmzd/7GMfE0K89tprv/rVr7A4/epXv6qwwR966KHHH398fn7+1FNPvfbaa+kGotHoD3/4Q6/XazAYvvzlL69atYo7P/XUUw8++ODc3NxJJ510/fXXK7aaC7GQHqAqpJWBCwB/QQgxOTlptVr9fn9ZWZnL5cL3BKwB+0CAPIIMY7EYlpCMg/L5fDgcliSprq4uk8mkUikmdWVlZYlEYnJysrW1dXJy8uWXX169enVtba0yxieqYNmyZZhmDQwMrFixYu/evXv37gWH5QyvVqsJ7mKkplars9msTqcbHR2l5FZWVv7hD3+orq4eHh52uVzFYrG9vR3/iOrqarj9Xq9XaekqKiogSRGiQa6Yx+Pp6+urqanRarWFQqGnp2f79u1dXV2wDxBHlJWVHT58eNmyZRxrLRYLF3smk2FjwvQBH0R8H8meRLlGhUTCxgwT6wQOEjqdbunSpV6vt66u7uWXX+ag3tnZCdWWz61YLEIim56e7unp2b9/P72vwWDweDyZTAZnYkQcZrO5vb2dSd38/Dz96OjoqMViaWpqGhsbGxoaAroVR92LFYNhNlO4G0IIMH08OCBZsOkgflar1RaLpby8fGhoiNMFb6Spqamnp+fuu+9WxqFslwv0I/+bLrx/N2t0dPSJJ57wer1ms/m73/2ucnsoFLr11lsDgUB1dfW//uu/nnzyyUKI11577b777uOsePLJJ19zzTX8GmVZ/v3vf//kk08WCgW73f69732vtrZ2fn7+V7/61fbt2+fm5lasWPHVr34Vb7ZcLvfDH/7wyJEjWq32yiuvhG0nhNi5c+fdd99dLBbb2tpuuOEGTgvT09N33HHH3r17y8rKLrvssk2bNi3op4GdKsT1XC7HCZOhGrWUy5yCDF9JlmXGbEIItVoNu4rqXSwWlVxzrjtUw+Xl5Uo7R54lHZHT6RwaGkomk93d3U6nE7tHSG3j4+Pt7e38Y3JykuPoa6+9JoTgqYEavV4vcyCoBPiFodWlSszOzppMpng8zqDO4/FgaalEacB9q6qq4gA8PDxMARdCYEDucrkOHz6sUqkGBgb0en17e/uhQ4fo5cxmMxMswinJB43FYgCggBpkTIIacCgwGo1Y/HBA4OfE2RuhBFUXP3gO8JjdmEymwcFBPHFxPUNgKIQgrWN+ft5sNgP1glzwVYLU46cghMB5rbm5eW5u7siRI3BAwuEwTjcweTmzYKADNAx3A7I2P9RwOFxZWel0OlOpFPwUFI6jo6PUbQB03CWo3k6ns1AogFIdOXJEo9GwnTU2Nv79dbwf/nmvuuqqq6666p232+32dyUNnH/++eeff/6HfNIPv/5HeOPss88mIVy5JZFI/PSnP73xxhsfeughu91+7733cvu6devuueeeP/7xj9/5znceffTR/fv3CyEkSbrppptMJtOWLVsefvjhyy+/nDvfeuutLS0tW7Zsue222x555JGhoSEhRKlUuuWWW6644opHHnlk7dq1t912G3d+4YUXjhw58stf/vK+++7bu3fvjh07hBCyLN96663nn3/+o48+umnTpu9///sLbewBB4HUSSEEFz//S4GDA0ZXx9XOYbVYLOIfw8FerVajC6BYwH0iuhJmL+UYCSvqDKPRSJmgsgcCAcifHFkDgQBuZH6/3+Fw8PgI2PR6PdRZMIuGhgbEdfl8nkQD8ibRVhGWS55CKpUiks3n8wWDQYUehoCK7AZJkorFImw3iGplZWX19fWMgGw2G+8a9oeSCtHQ0MDbGR0dpYvt7+/noQhWAM0xGo2BQMDlcnk8nsrKSofDMTU1FYvFGD/y3oFvNRpNJBIhszcWi42OjkInxuwAZBewlu+iVCqtXr363HPPjUQiKLExh5ufn2fAhVpPmZQajUboA5OTk2QpYZyB1cLc3Fw4HN67dy/DRr1en8vlMCJmqyYH1O/379mzB8QBEJdKGolEIpEINAr2HpvNhiSPDb5UKjmdzpaWFqzdzGbzSSedtBA/b1mWpeO3FuIdvXW9K6DwEUQZhBCM0z/1qU8REKjc/uc//9nr9d5///133XXXK6+88vrrrwshtFrt1Vdf/fDDDz/66KPr1q373ve+x4cZDAa/973vfeYzn3n00UfvvfdemHLhcPi222677rrrHnrooUsvvVSpmQcOHPjzn//8k5/85He/+108Hn/88cd5xp/+9KednZ2PPPLIv/3bv916662AjF6vd8uWLd///vcffPBBIcQDDzywoJ8G7QiHPUiVtHHcyCEzm81WV1djBGAymaxWK52rSqWi8lgsFmb77e3tzL2np6fj8bjb7TaZTBywFU8ZWudCoVBbW2uxWEwmU0NDgxBiYGAAwILTckVFRX9/v0qlWrJkiclkymazMNcaGxuLxWJPTw+ig1Kp1NDQ0NLS0tnZCf3eZrPRnymTPX6H8LbGx8eLxWJfXx+z9FQqRcAbbsyqfnIAACAASURBVAjZbBZiGijn5ORkoVCIxWLYUhw5coTcyp6eHq1WC3Otu7sb14nW1tb5+fnly5cfPHgQFAOKB8B0VVUVxKtEIjE4OEid55CADzGIrU6na21tZS8zGo3pdJpG88UXXxwfH8dp3Gg0gvggNh4ZGRFHPaguvvhiv9/f29vrdDrR6x44cCAcDgcCAZJ9UA7Ozs729vbW1dX19PSwjaLakCQpnU63trYyk8T+k98AFGWE3BRSXN/B8ckP0mg0CF5kWR4ZGSkUCqS+0cgCc0SjUTw1Dx482NnZuXjxYnQ3K1asQJN4zNffd+H9G1qlUqmjo+OMM84gA0tZP/7xj1esWPHII4986Utf+sEPfsC8vamp6b//+78fe+yxX//619PT07/+9a+58x/+8IedO3fecsstjz/++Le//W1A2K1bt/b29v7iF7/YsmWLJElUTiHEb37zG71e/+CDD958882//OUvaSyz2ewdd9zxjW984+GHH25qavrFL37BnR955JFcLrdly5bbb7/9j3/8Y39//4J+GrAVOITDwwVmzeVyoAwYAQohHA4Hxo38p2J5jjyNIT+zfbpQiGYIB4QQ/KFyFdNnTk5OKiz90dFRPBQqKytRUmCyA0ULxwToA9QxWJ96vb6pqYkYIEyvKioqoJfSOtJlUV05b+P2xS4DMYH5E0WGtlOSJMUpJhQKtbe3IwE2mUzj4+N1dXXM/4QQpDBUVVVZrdbKysoVK1YgW8CaB/8dAFCMCWRZHh8fb25uZnTHuSAajTL3QkSMEydmBxhnwEqmbAKC8xQg73zCkiRdc801pVIpEongrV5RUTExMYGpJwoUlGvhcDiXy7HxMfSuqKhgVgqRgcFhPB4n1LmmpgbTOjx6pKP632KxGA6Ho9GoEsCRy+UMBoPVauVvGxoaFOe4uro6PhAgaSh1HR0dyWSS3PoVK1YsxC/8uNRb1v9ZZPndgYb169evXbv2bTEY27dvX7JkSWdnp0ajufzyy3ft2gUY1tnZSaFpbm5GxSSEOHDgQCqV2rx5MxUHu9GpqanBwcFPfOITKpXKbrevWbPm+eefF0Ls27dPp9OdffbZKpVq48aN4XAYj+sXXnjhoosu4vB5wQUXvPDCC0KIgYGBbDZ74YUXCiHOPfdcWZYPHjy4oJ8Rfa0Qwmq1VldXcyQmtpDLmxEKIoLZ2Vl0YkhJEThxpFf8FKgRQH3QxlAId3R0pFKpkZERJm90e3SoixYtGhwcdLvdJOVi1YNRAsOlRCJBH4yDdzabRaZFjwgbH6rF7OwsLTIy1FKpFIvF/H4//otgAcuXLzebzel0GikE2hBIFqAY6BQ8Ho/dbrfZbBAZampqQEYhAEuSRF9bW1uLyA1omXCdyclJJHaSJFVUVKAcgV3c2tra29uLcQ7oCfbyuVyO9jocDnNiZ+6E0vjSSy/1+/01NTWM/hBioGiQZRkrh927d2/fvj2VSuFIBFV42bJlwMOgsC0tLTjWMBKEVkcbbbVaHQ4HFphCCJ1OFwqFent7MS0DXRJCoGCsqanp6Ogg1g7WA/oIqIDM06AoAwxnMhl88nlkiNDkfWo0mra2tr179y7o7/zEOr5Lq9V++tOfXrly5dtwkG3btn3iE5+orKw0mUwbNmzYtm2bEKKioqKzs5Pqcfrpp3OEFkI8/vjjZ5999mmnnVZWVmYwGNxutxDi8OHDTU1NgA7nnHPO1NRUb28vj7xu3TqQwUsuuYQCm0gkent7L7vsMpVKtWzZsqampp07dwohXnzxxdNOO62+vr6srGzTpk3btm1b0F2Ti12W5aVLl9JakaEjhEDgipsX6lNIWKFQCC4VfSoXGv0fQySsGfCJpIP0+/0I2TiU4nmGclWWZdLIVq5caTabh4aGJElSq9U1NTWkHj755JO0ejzXG2+8odFocEqnH83n84FAIBqNKpjs2rVrcQunr4JzK0lSfX19Mpl0u909PT102+l0Glqc1WrFHHdqamr58uVsOtSo+vp6IcT8/PyKFSsw2cGW3GazUaDWr19vNBrRWw0ODuKgNj4+PjIygvKLMaNerydwG8Eazm3kAdF/49H10ksv8TGSTzE8PLxs2TKPx+N2u6PRaDqd7unpkWUZBsfMzAxaCYPBMDEx8ctf/rK9vR1rSYvFgr63o6Nj5cqVDQ0N4PUET7a2to6Pj3u93p6eHrQSbW1ttBAVFRUoJkpHI/TYQDE/FkKwO2PbKcvy5OQkpT6Tyfh8vkgkIoSw2+1Go7Gvr4+JZTqdTiaTpJAKIcxmczweTyaTihVZWVkZiMmJ9fe6Ojs7L7roorcJEsPh8ODg4CWXXKJSqU455RSn08nw3OVyQZ+sqqpavnw57a4kSY899tgXv/hFMClmJEKI/fv3r1u3DtDz4x//+PPPP8+kevv27Zdddhk81lWrVr344otCiJdffrmzs7Onp0etVl922WV79+7lN7lt27ZLL71Uq9U6nc61a9dS/xduSZLEGRINghACfiVKB9BAOplisYihbDQarayslI6yL6l1ONFyUev1etxeeKiKiopYLLZmzRqif+mK0e3qdDoap1gsZrFYMESDVGs0GmtqaiCioqEgchK7GSwVBgcH6dVDoRDXPr30pk2bJEni6BsIBCKRyNzcHAhCOp1etGhRfX395OQkhRduBXeme2dPqampOf300yVJcrlcuFFgtYhTdSwWW7VqFakZDQ0NUF81Gs2bb75JCWKGxwgBAqxOp5ufn29ra5uenvZ6vcjfwErAdPj8+/r6QEuxHkdxzNbPN4VmAb4GFpLsOBqN5q677qJsRqNRh8NhsVg0Gk1PTw8OO5zgEBWaTCZcfvHLrK6udrvdGo3GbDYDxU5OTiLoJvsDJ2ak1jTS+MHp9fpoNIp/B+AUoAknBb/fjyERGDp/CGMxEAgUi8VkMskPprW1daF/6ifWX219AMEGvQj/JqUWB28hhM/n27Fjx3333Tc/P3/aaacJIcbGxhobG++8887Pf/7zX//6148cOSKE4EfJUYp/hEIhHpnZkRACF8N33t7Y2IhYNBQKeTweWhOVSlVXV8ftx3xBHwU4wEimUCgAfzL+guaqeAHgccILQ2mvOHVxWobrNTExgeiXozhXIwP2gwcPIkyidgN8ptPpcDjs8/mEEETBr1mzBho/HATmOcC6uNQAGUKOoEGPRqNM9nBQHxkZYZ7Di8eHDFMGu92u0WjwDweiJutYCIH7DuwAgIzx8fFQKDQzM4OjHrsO+mchBBg2MCf3wRh8dnbWZrOhwu3p6QHqw5JAq9WOjIzA2Q6FQtCGJycnly5dCjICCg5XtqKioqmpCY/GfD4PT0wIgZoOJghOOWxLsixPTExA1oUPCWLd19cH/qJSqXAkguOAJQT4OkIVkkEgp+l0On4AhUJh165dQ0NDAwMDKF9wYSEdg/eOVxxOE5IkgR1AKgYAQk/I6QK2C3M5BMOAPpjkQ75gyHyslnz81jF8F3+v661lsKGhgdrI2rNnz7Zt2370ox9deumltLZ+v7+ysvIb3/jG5z//+R/84AcQPjlL8yeSJJVKpXcW2IaGBgwLsbZWUOaGhgal8Cr1v6GhIZ/P0wcf2wXvgKuMuHW0UaC0TJYgAdFl8p9cJuxKuVyOqDObzcZ98GsAN6TVY+pO/PDAwMDMzAw1FrUCBDHkV4VCYXx8fHp6+tRTT4XFJoRQqVShUIjWls8TiRZYrc1mm5ub42wP6NnV1eXxeCYmJrZv3857mZqaam1tNRqNOp3O7/fzRjAPq6ystFgsSD/0ej0yS3IikIzJshwMBhk01dbWGo3GVCrV39+fzWY9Hg+KLczJvF4vgLUsy8uWLQMnnZqauuCCCxgAxuPx1tZWIPKJiQlYAOFwuLGx0WAwFIvFpqYmiF1E53DB1tXVUQCHhobw+p2enm5paTl48CBHi9bWVpfLFQgE+BirqqoGBwchANIW5/P56urqYDC4f//+YDCIzyWoLvFDbrd7amrK5XLt3r27pqYmk8ls376dH0YoFCIFA1SdsSFcX7jZNND8kLCc4N/oJuC/YFqMMhmABrCJOo/aGXQ+k8l0d3eLt/QDx+qnfhyrrnyi8L7X4mfGCE28pQwKIXK53M6dO5944onnnnvu0ksvFUIkk8mpqanR0dGrr776i1/84h/+8Ac+YUig/BWTklwul06np6enlcJbX1//zmpstVpJaiRM8a13XqB2l76CkyfND/IHOEEVFRXFYpHDOZcbPR7cMaPRKB+NVJMkiaMymMLExASjLwQFqVQqGAxyVt+5c+fU1FQ4HE4mk5lMBuEAaZFer5dgBavV2tbWFo1GuYRrampAGWi/aYRUKhUjK5PJBAfW5/NJkoRyqqamxuv1Iu7m6kYO4HA4wuFwqVSyWCypVAqVhMlkYsAjyzKqWAi8YNbk7KDzhVUBJwtQUpbl3t7et0b24hQDstnR0QFxxmazMdOqqanBZKG/v1+WZdpvHIgIVyJRC1muzWabnJx0uVxkALFfsPtgvkA+qF6vt9lsQ0NDijQjmUwiQ6O6wvAdHBxk+1Mkw/xfbKaVlZVtbW38JrGloKtXqVS1tbWyLBNLEY1GiYKioir/4Eth60TJCAwEVg5Zm9xK+NTT09N8Ykajkeg3Dhqjo6PLly9X+oFj6KpwPMvu/9XC+wGAhkKhgMMqC644/w6FQvv27du3b19jYyMn7XQ6vX///p6ennvuueeCCy747ne/izRg1apV999/fygU2r179+uvv440gxG98sgcFHlGJG1vfbq33sidFyJtta+vb/PmzZs3b37iiSe4BrCBpf0CkAPZRTeRzWZRh8qyjKJMr9fTieJuqFKpAFCh0HNtYySj1WrRRKhUKii+NpvN5XJxlSr0AYPBEI/Hi8Xi6Ogox3WVSjU2NsaxFuEuMgSeiGxbo9HY3NyMiAs7SWCC9vb2s846y2w2I7tCNOVwODiWc7eZmRm6TPgXer0eYq3T6STJBm4V2Pbs7CzeCiaTibki6Rio7ICTYTS0tLRQmg0Gw+TkJK1qKpUqFApELZBYyXEiFAqVl5cPDg7yLfDsHB5gmKdSqaVLl0qSFAgE8AeiTAshgsGgzWarra1lL8Sukj1PkiRAB6fTqWh9+XZA9LmF0wsNt16vhysoHQ23l2WZDU+tVh8+fBivB1wzGdMBObMzAUyAj3AgQZGIyAL2tclkIjAZCh9jW3ag8fHx+fn54eHh++67j18mGe/HZJ0oux/ZBa6n0DLfWnWFEH19fXv27InFYkp2Rjqdfumll6699tqf//znkiTdeeedQohly5bFYrGtW7dGo9Hf/OY3ihD0bQWWa/ltdZ54FCEEh3/lztxyzN/vb37zG37eMCo5gmJPjS6MayoYDKICo/fFxQB+KaMn8FM8bmCEejwe4AA6dYxRQBs7OjrMZvOKFStaW1tzuZzNZpuenh4dHW1sbCShXa/Xj4+PT0xM+Hy+UCgUjUYtFktjYyNABgMr/L0MBkM+n6+traWccnYdHByEs1YqlZYuXXrjjTfKshyJRPBgp9OFBBGPxzUajc/na2lpAc6AksYsy2w2c9ofGhrCB3d6etpgMNjtdp1Oh81kVVVVMpnctWsXlDelgsViMT6KDRs29Pb2Mt7PZrPEDDscDl7t3NwccUWxWIzuGRKBRqNZtGgRCUrxeDwSicDwGh4eJhAeK0en0wm4vGLFClw5ieYxGAw7duyIRqNjY2N6vT4YDLrdbsKJkXLQhvJ1TE5Oer1eNqBVq1ZpNBqTyQTprKGh4dChQ+gpcB0zm82oOZh5Qt5mv2P+hpumyWTigDE+Pg6OZrfbSYnGMplPiXLd0tJitVoJJzp06BDmyl/60pc2b978npFjH2idKLwf2fW2PvOthXdqamr//v27d+/mehdCkKrY19d3++2333jjjVu3bkXne/rppz/99NNHjhwJBAK///3vxVG4CnUSj6Z0sO/a2VJj31r/FwLelWX5K1/5yubNm2+88Ua9Xk/CK00vh0nl2TEpo94yEeEO+DjQKBJJTsQDDCMhBAQHlL+cfmdmZurq6mw2W3NzMzwFWZZhHKxbtw5JVD6f9/v9dGgajWZkZITZOLwzqBBIopxOJ+bcDGlgZFRVVVG7pqenu7u7//mf/zmbzQL90J1SKMjfwX0AiQHbDVzdyspK8OX5+Xn4a9PT06lUispGg81DzczMYLiWz+cpp7B0+ZTOPffcmZkZ2jYgTnYWIQSBOEKI2dlZLBjdbjfvTpE8I6+GpsGPEP5FY2MjMTqzs7PQGDHlhWNCujNggRACdQn98NzcHMQK8jIo4HwC+Xy+paUFd0zlYcGD8B6muZVlmfQfQov4jjgppFIpzi8YycGw0Ol07e3tJpNJq9W63e6qqirGgbw8KId4i3IciEaj+/fvpx94+umnj+Gv/UTV/SuvdzeDfNcFf4Z/y7IMyYf/PP30008//XRZlr/1rW89+eSTn/zkJ6urq+12+7nnniuEWLdu3UMPPdTf33/qqaded911iM1cLhf5CDwyE3sW4463PSNw5ttufOvtx3YtXrwYQd1DDz20ZcsW6hFTcS6kUqmEtQmXPc0uNVeSJI1GwwganBj9CKAgggja5UKhQH8PFkjMz8zRMOFEIlFVVWW324PBILaONFWJRMJisYDsEswDUrt69WqY+TTZOp0OodTg4CCyBUY0zLJw3MGIkdMysreWlpY9e/Zcfvnlhw8fDgaDTP/MZjPuR9XV1RxCkskkmAJRK1NTU6QrOxwOGBZEZmCUgLJ6bGwMtjNdKfIw3Gjcbvfw8HBVVRX9K1QL2ke21UgkgocNHGmtVrt48WKYZpwloIewafX391dWVk5MTBAjumjRot7e3pqaGix54Bvzhxiw415Ov65Wq4eGhngKdlMhhNPp9Pl8sMvIJWV7cLvdSkypWq1GPsfEElIuvyUILyhZgJ9rampwvo1Go4xKGhsbSUiWZZnUN35FKNKhAk1NTXV2dp588slr1649tr/2/8sV8CO+wN0UAgu2Scr/+7nPfU4IEYvFrr766qVLl3o8nurq6mXLlvEjv/zyy7/+9a9DF7r55pt///vf79ixY+XKle3t7SBxb62lbPAGg+GdBZZnfNudueWYv98vfOELX/jCF4QQ1157baFQQAIqyzIkWxo+mlpuJ4qCxHKbzTY+Pu52u4n7wkAB+2uXy5XL5bAWt9ls0GKpQlVVVUxvGGTR8czPz9fW1u7Zs6esrOzUU0998MEH29vb29vbs9ksEWvI/pmNd3d3Dw0NmUwmkE3sXTGskWWZkT7/zufz0KeFEECZ7F+kV8iyDKrS3Nzs8/kcDgcUYpi6hUIB1NVoNMJqBkqOx+MNDQ3d3d0jIyPQoOBBwDqGL+B0OmGokXzMdKiurg7dH90tppuoAhHuWq1W4nJsNhvFk02QwxVpGj6fjwmYyWQaHR2dn583GAzMLSEAEy9vNBqXLFkSj8cdDkd5efnSpUsPHjzodrtLpdKiRYtMJhMaOgLnCHKTJEmn0/GFko6J901ZWRkDxlQq1dnZOTAwAHEP0rJWq4WmR+k2GAycK2ZmZnAjMxgMQ0NDeOKUl5eTHoejpFqttlqtgUBgZGSkvb09l8stXrw4Fovp9fqysrLf/va31OFjtf6Pt54f8fXOMkhRFUI4HI5rr71WCPHUU0/dcccdd9xxByP9yy+/XK/X19XVnXPOOXv37j377LPXrl07Ozv7wAMPlJeXb9iwYWBggKMU1z4/0f+9syV6nJgA8Y76f6yWSqW6++67hRDj4+M33HCDwWAIh8PgjIw9Zo9mtNNrgZmScZjJZJAaKTS3+vp64EIyFzFfINkXwZrb7U4kEqCKzLQZ2hETHolEnn/+eS7qgwcPQg5l2s9URhzl9ra0tGCoydVNMC3jdwxxIBQkk8nJyUmfz7dt27bq6mqm/V1dXczhU6mUw+FobGwcHx93uVyIFKA2QCVLJBKA7NA6oADgZUDNTCQSaHUBj8gtgp3KDwOBxuzsLPnrfK1TU1OyLEM3QHWL5pq2ORgMIlXAhwgz0UgkEovFdDodWDBkLkmSIJ4UCoXq6mq8ZgBikPQuX76cEGUC1JLJJELmqqqqtra2Q4cOKd8RcmYYu5j4sImg4MBKA98xKIScd5BmAz1IksRejNEYz0glB9CRZZm0Zo1Gg84aJSDpQsATkiRxUkgkEuecc85//ud/HvMf/PEqvP9nC/4HYDTU1dUpcEAgEICb+tY7YIiF+3d9ff3bPlN6xKqqqn/5l3/5wQ9+cP311/v9fszPeWTuzxCbml5XV4dZgxDC5/Nhw15XVxcMBvnpS5I0Njam2LMv0KI+woxVbCDz+XwqlZJlmc4Mdj3sZZohCJ9EkTGWpCpx6fLieTQhBOYoGo2G+gvXFzwV+hazd3RuNKwqlQrIoK2tjaL27LPP0mZJkgSJlM4S0SzTHoIqObpgCEwl3bBhQ1dXV2NjY3d3d1NT06FDhwCkKaAExWEORB3HfCEQCCBsE0Lkcrk333zT5/PBegAxVavVhBKRxcCGhGEBghRcuwqFwqJFi3AC12q1QMIVFRX00LOzs3a7nSE/HxpZZZiQlUolv98PuY5hoMVisdlsDoejq6trxYoVHNSHh4cbGxsrKiqcTienKYvFAs9csQgaGBjo7+/HZRfgFlgkm81mMhkQhI997GNnnXUWWfSISjC3V7yamafBrYhEImzGQAaAMnDY2KtWr16tYFUIFJklplIpfiHso5g1HFu5xFvXAsO4/9taoHf097TetQy+dZGQwm+moaFB+VRlWQbYEkK0trb+x3/8xy233HLBBRf4fL729nbx/y/pXq8X7pLL5SLh5W3PWF9fr7wMr9drMpno+RZu4SyLoMlqtdKp0PXiGtPe3k41w2QXcilztlwuNzg4iPNioVCIRCLwsxS2bSAQgP1rsVggc8bj8XA4bLFYOLVCdcZhgQnb6OhofX09IfBLlixhioX5C8/CKGl2drZQKPh8Ps7ziht5PB5nhvPKK6/o9frR0dGNGzfCaWpsbGxrayOuIhKJQElzu90jIyNTU1Nerxd/HEDYvr6+SCTS19eHAeTc3Fx/fz/2NNRAu93e0tICXIIQeteuXWNjY8ViMRAIFAqFpUuXms3msbExs9nMBqGEJTHPZL9AMsAQleg4oIfR0VGv1+vz+Q4cOGC1WlEIptPpj33sY9XV1R6PB1wb6Coej5900kk4lre3t3Pk2Lp1K2pnyvizzz5LYYS+193dDWcwlUoNDQ2Fw2Gn03n++eefccYZwWCQXcDv99fW1vp8PhpZaLqII0BDkMvhgU/CRSKR4M0uX7585cqVer3+yJEjiUSCNn1oaGhoaGjXrl1CCOjWBoNheHgYFsYC/cJPFN6P7PJ4PIjq+c93LbzNzc14NNTW1qJd5Xb5aKqRSqXasGHDzTff/J3vfIchB+dMg8Hw1pL+znaX7HCn08lAW6nS7/oyju1C6QCgIITA0htwBHCTLEZZltEoIfzEiJdLHrVvdXU1R30lLxzIu6qqij+RZRm6azgcBs5WqVR+v59uGZHsypUruZter2fkvmjRomAwqFKpMpnMxMQEQzL8Apj2AxryFFBTZVmGT9rf34//9zXXXKNWq5ubmzdu3AjojMgF4BXvLU4ihPWCC8AjGx0dxXYxGAxCrbLZbDyFTqfDV1gIQTeIn1cqlWIWCLkYFjM/GJvNxhARxxyF9IqCQwiB9q21tRW9w/T0dKlUIrkM9nEul7vooouam5vPO+88nU7X3NyMe3o4HOZdAy6j2+3t7W1tbaXnlGV527Zt9NVGo5H4DCXsM5PJoPBtbW0FQqJdB4zAP4KBazabRQAeCoVisRgHEPh0ZWVlOHFyMurq6lq2bBlW9Di48UQ4+vERYZA/PT0NuXIhfuHHqeL+v2sh3tFHf7070JBIJEZGRnK5HN6ECH3Xrl07ODi4a9euycnJLVu2rF27FgnA008/HQqF0un066+//vLLL69cuVIIwf8+88wzMzMzzz777NTUFF3L4ODgxMREPB5/9NFHR0ZGPv7xjwshli9frtFoHn/88Xw+/8ADD7S1tVF5N2zY8OSTT05MTASDwT/96U+EALW1tXk8noceeiifzz/66KNKP7Rwi5ZFCAEuEIvF8vk8Qy2uXlxe8Y/l/Mz8SghBJ0ewDWNzWZZplLmFkd3s7KxCLoAL4HA4EJQyACdMYXx8HJcarmTG3UNDQ3j5wrBtbGzkdZZKperqaofDYTKZZFnm8q6uroY5DNvNYrHAc7v//vtfe+01Mk0vvPDCUqk0Pj5eKBSUwDCqMCAlSiq32w2/izdLwaIfBbvFHoY+dWpqCgVdRUWF1Wql76yvr3c6nQ0NDaj71Gr1smXLZFmemZmhd2SUBAcE5hXTPHYXm82GRoMjusVimZ+fx8rL6/Umk8mJiYkdO3YMDAxA6AK7AdxFbHbSSSeFw2EaZVLQSGwFh87n81VVVTD0GhoaIJjx7S9evJjoKSi7uD+yMfN+eUyOK5xD8G2GCMOLKS8v7+vrg74Li1gIAQ9Q+WEIIQAaePsL9At/L6/cBVwL9I7+Rpff78cLlrEqJ9UNGzY8/vjjkUjE7/c/88wzlMHh4eE9e/bgQfXrX/+ahkAIccEFF2zfvt3r9ebz+Ycffnj16tW0vHv37k2lUn6//4c//OEpp5yC6Pe888578cUXh4aGEonEI488QgySyWRatWrVb37zm1wut23btmg0iu3Oueee+8Ybb/T29mYymYceemjDhg0LGt4BvYJ4Bb1ePzg4SImTZZl6yyCLxC8aSgSujGJodMBYXS4XnyQ9pdvthh6PGwsaKKvVCg2VTg7K/ezsrF6vP3jwoN/vr6qqcrlcFCK9Xr9r1675+XlaZHy24Aan0+mWlhYEEfPz806n0+/3d3V1DQ4O4imDXoPR1n333ffGW2jzmwAAIABJREFUG2/s27cvEAg0NTXRNTocjh07dlRWVs7MzCjUX2Bfq9Xq8Xja2tpcLldVVdWBAweok6WjmUS45EBki8fjMLr1er3L5SorK2toaOAl5fN5p9PZ1tZG9tA555xDKwmHLhaLLV++nOhNCK6MzthZampqzGazXq+PRCLMzSjm6XT6scce8/v9u3bt0ul0R44cicfjuVyOT5jMPxgTdrv94osvfvjhh9kUstmszWaj+kHxYNgrSVJ1dfX5558fiUSSyeTg4KAsy5i9l0olZo+YxkNChlONw3EoFIIvTVvP9wJhuLe3N5VKDQ8Pl5WVLVmyJJ1OIzw888wzHQ4HYX6IN9PpND6UuKge8yWfSJ34aKzp6emRkZFwODw7OzsyMkIGhM1mO+mkk37729/m8/lnnnkml8utXr1aCPHKK6/QEo+MjPzud7875ZRThBDl5eXr169/+OGH8/m8z+d78cUXTz31VCFEKpXq6+tLp9N79+69//77r7jiCiGERqNZv379Aw88kM1m9+3bt3//fhKIzzrrrEAgsGPHjlwu99vf/vaMM86AxbBhw4aHH34YH5YdO3asX79+QT8N8gWEEDCzKJIcCFHUIphXDpxQnAjqwpeB/opChykgWANjcCEEvCfcH2FxOhwOPAU0Gg1H61wuFwgEiOuCLooc4LnnnoMrKknS2NhYV1cXRlqoFZjw0Y/h10gxhMzPsxeLxZ/97Gf79+/v7e0dGxs788wzrVZrNBo1m81+vx86AOoqPHqhrNbV1blcLlhg0Ap4KGrL5ORksViE5c0/GEBSjgCgUdVVVVXV1tZSmZubmyVJokhSQumfaYCxV9PpdI2NjQCp5CJjBGY2m0mpmJub27Zt29DQ0N69/w97Zxrb9n3f/y9vSiRF8T5EihR1y7bs+Eqco02aps3aNWvSNR2QbkOBBkX3YEO7bgW2YU/WYcCGPdgwbFiPtE2BIt3apmsSuI27pk7jI4kdy5YsiZIpkRLv+xQPkfz9H7zgH4pm/6VZ5bqHvg8CR5Z5/Mjf5/v5vj/v45LT6VxYWCBKmd5VPnSgj77nnnugMJhMJnp7Glf8jHGp53Tj9/vhicDag1Ym+9xj1sbw1ev1DgwMgIyAOADx4FinVCqdTidppqlU6vLly0IIg8FQLpdRfECgQDuM02SlUmFweysok2I/deJ2LNX/mL159uzZ559/XpKkRqNx9epVq9Xq8/kQ2Hz961//9re/PTo6+vGPfxyu6XPPPffss88+//zziUTiiSeeOHXqlBCCQ+Ozzz5LPf3Upz6FVe/Vq1f//d///YUXXpAk6TOf+QycCIVCMT8//9xzzz3zzDNqtfpP/uRPqLCBQKDdbn/pS196+eWXP/CBDyDEEEIcPnz4xRdf/PrXv95qtf70T//0Fn0dWUtLS+vr61RPPBdk90c0/EIIWUxBCaBPZdZNhaVwkI8AUd9qtaIoph7BGuIZqbxo+fL5PFJVRE1MwjFWgGw2MzOTyWSAnwHMstlsv9+H/MbpHZcdCAX9fh9WmN1u54mwLoOzNDg4mEwmV1dXkdKBdN5xxx0k4jKZZ0aaSqXk/+Jkixs5sLckSRaLBbCDx4EPNjAwALohhGAvobKUy2XCILPZLMn20M9kT0RS5bAxDwaD165dq1ars7Oz8Gk5q/f7fdh6XGq2sZ2dHbKga7UaTScZwtls1u/3UzcBC+r1utVqRUCIcEMIwcaQTCZlPg4cZoaZyNK2t7fhYoDvqFQquIX8F1ogQ1Q+IPIyuCxCiGKxCFo/NDSUSCQYJhAXwlWVOYe9Xm92dpbEzT38hqOO2cMHfFvr3Llzk5OT8/Pzt+sF/FKtL3zhC6+99prL5SJmDwPCsbGxWq32pS996fz5848++ug73vEOIUSxWPyP//iPb37zm2fPntVqtX/8x38M8oUD4lNPPfXCCy8Eg8Enn3ySrvEb3/jG1772tfPnzx86dOjJJ5/ku4chyFe+8pXTp0+fOnWKpAkhxPz8/KuvvvrVr341lUrJpRsb6qeffvq55547cODA7//+7/Mgt2h973vfA6crFouoOhlV0dNwOwwODkJe4NZDcarRaNiY6HUQWEEpIq6c0Ap0VUNDQz6fjyoNS4KQcOgMnU7H5XK12+1QKAQb4uTJk81m0+/346oVCoUwTkMOZrfbGezs7OzwO8SAwb/Dx0epVMoakGKxCE+h3+/r9frXX3/dYrGAMsMNrlQqvDsqPJIBSZLwqoDoAXeMogdvglkZXT6yajYvuHKyby658czHKKGEWVLhAVnYaMAjaDGj0SjW+pVKxePx0Pt2bkYgI6/DJTqTyfCYkiSxuWxvb8Oz7ff75Efi4jYzM8OQUAiB5iIWi2k0mo2NjX6/T/HnOuOpPDw8vLm5SVU0mUzAzXiVATnV63WmmgqFAr0DrpBUXbfbXSqVEBJC1lhbW5MVy2R8kMrBnABGw+OPP868Ya9Wo9G4FS4nP+P6/Oc//xd/8Re39Bb+VVmpVOqpp55KpVImk+nq1av5fJ5cvfn5+XPnzj399NO5XO7Tn/40zeri4uIzzzzz7LPPLiwsHDly5A//8A/5gh04cGB1dfWLX/zilStXPvjBD77rXe8SQpTL5X/913/91re+FYlEPvrRj95zzz0849zc3Nra2he/+MVwOPyJT3xiampKCKHVamdmZp555plvfvObbrf7E5/4BKV7amoqkUjwyH/wB39wizL/WNVq9Yc//KFsgy2EINiLdrHX69GS2Ww2SZIgQEmSVKvVcJ7CoRZ2ALR/LNIxxOHfUrF5WAZgAwMDqVSKVhCH136/HwwGd3Z28AKDGNtsNr1ebzKZBHXFywwLWxwENzc3d3d3R0ZG6L3lqihJEhx+IYTZbG61WhAuDAZDNBrN5XKZTAYqASdnfCJRMQPf49e4s7NDuCbGDS6XizBOdMrFYhGwWJ63SZIEnRY4td/v5/N55kyUJpJ9MQ4DhGWE1mw2NRpNMBjE2adUKmHcOzY2Ritus9kwF0Nrw5Y3ODgYj8fRA8r9J3IG9MvJZBLmAhW+0Wj4fD7MzhjR8YlLkkQB59fK5TKFvd/vKxQKCH3ACoRQygefwcFBJHj8As+OQJh0CYfDAe5MV2+xWDgQ4S4HyYIUITamXq8XDAZpePZwFQqF7k/Eh/8i1+bmZjQa/b3f+73b8uy3cSl+YyGWn3E988wzTz/9NIQxKAzkI8Dvgu3DTa66mXlJBwOzCIMG+JxIvIQQ9Cv0bTwOyCWPRnniXsUKm6MmVQlucL/f12q1aJU5yqJeo7hgwSWEGB4exnIMRVnr5lIoFKAGPp8PNordbueheNnsHN1uF0lhv9/f3d0NBALRaPSxxx578cUX77333jNnzshoC/W91+vhqEw/rVaraUbxOcPjgN0IMh7vTggBkoL5Fil91WoVK5pms4nUwul0njx5cnFxEet4WYiLhhCaGQZpHD9w9KGmAzOTyYRnbywWy+fzU1NT6XSafcVutxcKhZGRkUwmA1OD2SB+P5VKBdqw3+/f2tqCN97tdgOBQKlU4idy/O9PhhhB1qCsKxSKWq0GloyIBmEFVxsmS+dmTAk6QwyWwYlKpdJjjz225x4N7XY7HA7v4QO+rQWZn1HP/tpf8sKjgf5V1jf1+30M3pmPgcTBU0DKBEcXA0XsD+mY+/2+EIKCwB+ALeDHkjQMPW11dXVkZCSbzR47dqxSqayurtrtdhSteB+k02mn07mxsUHxyeVyBOJEo1Gfz4e1QaVSYVxfrVanpqaWl5d3dnYmJiY2NzcJb4tGo0DAeLAze4fBK0kSB+ZKpTI3N7e8vKzVaoPBICG+r732mtFoXFhYGB8fX15enp6e7vV6Ozs7cI8J90EOgG/59vY2cEAul5NuhvjArjp16tSPf/zjhx9+OJfLUeiy2SzDKJ/PF4/HO50OZrqZTKZer2PwxhuUbnr9KBQKOnKPx5NKpXid2Wx2fHw8n88zu+v1etgJDQ4OvvTSS3gGkwyyu7t75MgRoAEwjlqtVi6XW63WkSNHisVirVbz+XycPcLh8IkTJ6xWK2EZ4XAYYLrVavl8Pq1Wi3HD+Pg4yA6jwlwux8RyY2MDiTtjDKfTGYlEqLEg7GNjY0KIeDxOzLDJZEqn036/v9lsbm9v/+d//ufeejRks1ksOW/LOnHiBLPH2/UC9tcv4YrH45/97Gc5zdJyUAG4JTEjgD4A4YupEr4qsBK8Xi8HftA6jUaj0+kITUQcAYQqhAAIxtWVJhaG/8jISLfblbEAtL2Mx7RabbVaZVy/u7vLxB4Js1qtdjqdnJBpL6emptbX18F/y+Wy1WoNBoPhcJgQhH6/L3tk9Pt9LNUhvtVqNY/HQ2bn9PR0p9OZm5v7wQ9+AL6JgBpdAIwJTBbcbjfXR+ZxYB+ey+VAIuBe5XI5yHQDAwNcHGIXONUHg8FEIlGtVoESGHpRluUpptVqlSSJ6VStVrNarcy9AEogz2L6kMvlkN5QPG02G6bFTAHl6aMkSYFAAA+jWq0WCAR6vV46ncaDjN51aGgIFTNhmblcDtM3QGeOJ/gHtdttpVKJqBk8HXd8LrJOpzMajbif7u7uUplhc7Pdo0OXp4P33HPPnns0rK2tccr4xa8f/vCHZ8+effbZZ2/Ls9/G9T8zGvaXvJaWltLpNJIkGjViJoDxgBK5yWmGQBn7/b483ocUiu6A0z63E4CfEIIqCQ2BUz1VicJBVIx8shVCdDodnLRrtVq1WnW5XBSCTqcTCoW8Xi/cNg7bDGqKxeLk5KRSqSRgHI7ZyZMncVgwGo2lUunAgQODg4Nra2s00GgiSDkG9ajVagiGu91uJpPBbBaaAFUVezD80vAql2UFOp2uXC6jcAY7YOym1Wo5NuANiXMYPAuG/5OTk9hekscLBIuAORQKoRmTA5PVarXH42EIyQbWbrfhHWAVRuwF2m8+O2hgjUZjbGyMbabZbJI2ynEFS0g+d5AXnU4H3wQXCZB7mB0w4iCq8EkBLUMzUygUpJawQ/t8vhs3btx5550cS3ADValUcFvUajXgFH08KPX09PSeMxp6vR5C09uyzp8/v89o2F9vXmfOnKGsdbtdOfZCrVYjSWDyI4MLhUKB/AUaGkox4KNKpeLGhFywtbWFbRizevBNuUumP8PzFVscrNflSQsVY3l5eXR0FBAwkUgcPnwYj3HO6jBFOc8PDw/PzMwgcIUdOjExEY/HsZYoFouFQiEYDGaz2Wq1Ojk5SYwR5rLgFOImDqvRaBYWFrrdbiwWYyAGeGqxWKamporFot/vV6vVa2trzWZzbGysVCqhw5JZu/C5aK/xYtjd3cWjV6VSEeGBwAGwuN/v1+t13vvJkyc1Gs3MzAwgNe4V6+vr6GyZ8jmdTgqyzWZTKBQQ+mBsuVwudMVjY2NIAoFUsBPGiT2fz4MHIQnE2g2TBazLd28m7TkcDlgG3W53fHx8YGAAO0/GkhR2Ak3JAMIRk8+6VCp5PJ5Lly498sgjsOUp++wgtVoNBx/AfbpwoJxbwWi4FYFZP+P6whe+sM9o2F8/tarV6ssvv4wFA3MvzMg51lIecQfDjoG5DgZkiOpJB6N1AThAXoGPeDqdhhsFriozVfGkAP8VQiBwwxa90+ngJs6hHfMXnAInJibGxsZSqdTIyAisWPhuzLdOnDjBnJxyNDs7u7W1BfuY3nJ2djYWi/X7fQZLkJt42d1ul8YbvDWdTsdisWg0CjWM7Aa8zMFcmLfxXPTe1A0ygNhrmCFhncMJQqPRkPILjYKREvMnzC+63e4TTzyB+SJFCfYx5/BisWgymbRa7R133CF7D0Gy1mq14C+427KbMIDkSE+S2urq6sDAACd8k8mUzWZRWLPrERshSwjZjKjn8BEcDkepVMLNQXagk48wvAxGa5BT4Mg//PDDm5ubnAvAOpGfENtE6UZ/Lafj7e2XnE9kbx/zZ1zRaDQWi/0GMhr2gYa3WEtLS6+99hqwAgu/GWoHR1m4CXgZUCag8srcBIQVP0lJpeGDxSADDZQejt/0ebTUEI2azSZ2XzTWdMkcWXkKDvyZTGZ2dpbzPL88ODiYz+ez2SweAQiucIVIpVJHjhzp9XqRSIT+VXZfg70GJZiXJ4Rg+Ab1V3ajUCgU0I97vR5x8UwOwYyZF9G3VatVXBW5VjwsYDbvHT8hs9kcCoWEEJwr0ExS/gKBQDgc9nq9zWbTYDAQ9cxlsVgs4AtCiGw2yxizWCySWIb7Djo9ekqtVstJBlFuPB6fnJzEvlH+q16vh61mv99vNBpAs0eOHKlWq6A8kMokScK9Bj0hDyi7hEKHgVUBTIsfhMfjoZhiygDWq9Pp2CrY6RHRYDuv1Wr3gYb99Ruynn/+edpT4FdQNqSwwWCQAzDyYMRQKAioQr1eD3dDOXYRX3dAB2Rrcl4PHSp6N2ifEPKxbdva2hodHQU7JhlBCEH0IzmOJpNpa2srkUhMTEzITKtKpTIxMYHBJNRccFiqCi2sJEmpVCqTyWQymbm5Odnp1ufzKZVKGTyFkrqyskI5RceLh5HJZBoaGiqVSgcPHiyVSogcW62W1+vFx4exG+N6IQTFHz927vpCoYAomo0J4TRpEch0FxcXC4UCMoTr169DZ00kEn6/H0BBqVQCKzPzhG0H9brX6yWTyQceeGBnZ+fatWtjY2PylI8pFt436+vrSI45P9TrdUw6TSaT1WpVq9UXLlzQarWJROLgwYOg21tbW6AhWq02Go2yCyNJQ2IDEYaAOmh6NpttZWUF6BxfiUKhQJtbrVbxBgYytlgsKysr6N1I62Rg8GsmndgHGvbXm1e1Wj19+jSKV2AFiAZCiN3dXSQAzF0gi4mbsfe7u7vwfWDmCyEkSaLg2O12uLd4k9Ee9256+sLzxbZQCIGlokzCh+RFcDiCVuwMkGKVSqVwODw7O9tqtQqFAjcUh2QicvHrsdlsREhAs6URpRVEpoo7I8N5DtsQ6Ngg0OECQ3i9XhRwzI3m5uYw7MAtkmkfjuPb29vUFuirIMhM9bFjgNHQbrdxnKG2QBZTKpWJRAKMNZlM5nI5TvvwMiACcxgRQiDTzmaziFkgO9dqNafTaTAYtre3LRYL+DvbHGIKm80GmU7W7WazWbwboR5zXsBOaGZmJplM8vhckJ2dnUwmI4TgIANwzOxNzlXBYc3tdmMdDQZEWhNwFVRuq9XKtIBHY6ALa0av1/+aSSd+Y4GGvdw4f10XdzK0H6/XC0kBszGGJKC23F34fsP1xZMcYFjOnmCghKMBJ1iVSgV2S3cohCDsd2hoSFYECCEgj3GTI9/tdruAuLDIqKFKpXJ9fb3f71MKhRDg04Rx+nw+jUaTz+cXFxeRI66urvb7fYfDgY4uFAq9973v9fl8ICm9Xm90dJRdBEzB5XLhTy7n4VkslkKhkMlkwuEwMW9GoxHqKX5m5XI5l8vxk4GBAeAVahwMK0hoFGLAC9CHaDSKVkKj0fh8PpvNtrGxIUlSLBYDUgEJtlgsRqMxk8kQtJFMJpvNZiKRAJqBaBcOh/V6PQYi6JaTySSCMXpTvV6/vr7OUNRms1H7Go1GLpdDOshwVaVSvfLKKyqVSnYO45yDsxfWO7APELOw1fGOSEgi/KJarcbjccXN3GmlUokpXS6XY1czGAx+v59OFGuiW9eV/m8mubd43aJ3tL9+1RfNGWjd3Nwc5EzsFRB5SpIEJCqEwGcbgI9ONxqNjo6OOp1Oh8PRbrcxc0F8ge9Xt9tlvEZFxRQ2FoshNJAkSa/Xkz6bzWaZsWN2s7q6SpqjQqEYGxtD/Ts9PU0TjOVttVpF+IokjT5ydXUVJ0IhxLlz53K5HLaODANHR0fvuOOOfD6fTqfpZaFxIdM4deqUSqUiahGyGOFk4K3PP/98s9l0OBw4vFCodTrdjRs3stksEhIwDo1GYzAYrFYrUfMk0pdKJShaOFPgKLm9vR2NRt1udzAY9Hg8wWDw/e9/vyRJJJkxkjpy5Egmk0GvgXasVqvl83nua4VCkUgkiIUKBoN0wEtLS7wLah3EY4zoK5XK2NjY0tKSnIW2ubmZyWQwe+73+2fPnkXGAj4LVM3pwmKxcGbI5XI4cdpsNr/fH4/HNzc3a7UauwC5KnTb2D0+8cQTkiThH8GXDSSLA4DL5WIXuxXf8NtYdaX9wru//j+LeTvHUToQoF6GRn6/n6MykyEhBM2ezIFNJpOYLzJbkkUK6MuIFgYXBr/DNKder6P2pRlGqUohooeE88XgR35SCA7c4GRDINdNpVKMrBhxUWcikUir1SJGPRAICCEqlYrJZDp+/Pj9999PGcFWZnBwkI6u0+lwBQj3lQ0v+/0+/I5z585xoUAZ4Nnp9fqFhQXmWwAQOEpAEGAwCaMWq2M8AqEwhMPhjY0NpmUMujjtJxKJWq2GsthoNOLji08nWULQhNmnJEkqlUrZbNZgMLjdbj4O5oioPCDEyaZFZP0kEgm4wGq1OpvN0vHyNi9duhQKhRD2AvTIEZW43uTzeWwgOKQQ9iRJEm+ESxePx4kvJYQOZ1DCR2ExYAWCp5LVakVifCu+4be17v6GFt59RsNbrKWlpatXrzKkInwF5JXJFck0sqEjcKysOqMdpGozNJ6dnSUMAr4ZgeE7OzvIqIQQYL0wIMARJEkiNoJfJmmS7odbnTI3NTVFBwaxn+RF1FYUQbolXozT6cRdTKfTRaPRZrM5MzOTTqdNJlOpVIpEIpFIhEfW6XRbW1snTpyIRCLAAdAocPBmON9oNLDAZbOpVqsUL0RlKG/r9brD4ZB/n92CX+MFI0koFouyFWKr1RoeHt7a2jKbzYwHwbnVavXExASzSiIhKpWKz+ebnJxMpVK4M2KiDgLdaDRcLhfvnQIqg7gulwuQiO5TFr9lMhm3242rObHVgDiyM2UwGMzn84zLAOOBeHh8Wmf5ykuS1Ol0YBvm83nwEcAImRvSarUeffTRlZUVCB0gU0wjmeLy7FNTU7eC0QAcflvWhQsX9hkN++vN6/Tp08PDwxsbG6hwZQoVf8s5k1qEYSpMK9xbjUYj5ixQeTHQHhkZgRdG+xsOh3d3d2ErqNVqBt25XE6v14+OjtIKy6AtFuuwlmSPlWw2C8YK1hCLxSqVyubmJgaNtNFyeoLdbrfb7aFQqFQqURAANw0GA0Hu5IwQbEYv/p73vAcvA56CJk+n02EJhnw6n89Xq1WfzwcKo9FoJiYmGOvBKSNsYmlpCfJtNpttt9ulUimZTDLQQ5kM44OLhkKh2Wwi5WXGdf36dSwPhBCSJLFnhcPhj370owR5bm9vg0qA/rhcrnQ6ffDgwXA4zFtmjGYymUKhEN711Wq1Xq/Pzs4ywxQ3A00hF7hcLmi3u7u7aB9GRkZIKnW73Tdu3MABTqFQxONxWXzB4BTGciaTWVxc9Hg8CPokSUK3zMjObre32+3Lly+/+93vhijBLkwvCLuBks5b3nNGA1fgdhXeL33pS/uMhv31U6tarZ49e5aWALsWi8UCqUGSJASwTE2Yu3CzcCRWqVScP2VnQZIUnU6nuOm6hes5DSRHU41GQzeIRIKekzYSR3OED1arFacDWjWKM6hus9ksl8vVanV0dBSMkqE6/Cyz2Qx3QAgBuQkaP7iGVquNRCLr6+tUSygGTOMI3QOSsNvtOKNjQMvzkkxULBbhRMAms1qtJAq12+3p6elLly5BZGOoBqjNa2OGT6lnlAgQAFuBlAchBLnFFDo0HYFAYHt7+7777kN7xR7ndrt55aStY6+AmAWGrEqlOnz4MFxsTgq7u7vEyYN0M+Y0GAxI6rBgwE+NfQdzDWwgOQTB4IOVTBNLww/BhDBmpmjsa1xDnU7H6eD+++9nGyK3iL1yeHgYPh3U4/Hx8T1nNOCacVuqbjQa3dra+g1kNOwDDW+xlpaWLl26REeLrgyqPAWidTOsW1bmI5SSu0zG3XInB7MUnn+5XIYdAHrKCF0WqQ4MDNACcvNDJYBIRg5QKBSi9MMIkMMj6MiRojGyMxqNEKWsVuvo6GixWKT6gDJ4vV6UqEht+SuKOPlkFDjiKs1mM9sP1rgQbjUajdfrhWAmSdLIyAiyAp1O5/P5EHdJksS+UiqVfD4fHpk097AnoDPwZnlSSZKIyXA4HOVyGSdhSlI8Hv+d3/md1dVVNkLAYMBsu93OfjY6Ojo1NSVJErzcgYGBQ4cOCSFgK5DQi3kbGxjSBjh+Ho+H1xAKhUCLiThmixoeHl5bWyNwdGZmJh6P12o1oFxkdSqVik0Ff81er+d0Ou12e6PRSCQS6COQwMH0BkBZXV1l7+l2u263W5Ik8upoglGFHDp06BYBDXv4gG9rXbx4cR9o2F9vXqdPn0Zlxj3CUAiXKQC4VqvFmIhsF2IRaQQxIOx2u5zPmdJUKhVcD5xOZ6lUMplMWLEIIZiEczhHfLuxsUF7hO05sDIA8c7OjsfjKRaLgIkej6dSqcRiMaJn7Ha7LEDFxkySpOHhYRgTuVxOpVJRlmVZx4EDB9LpNEAq1ut0nIlEArAVanGhUAgEAsvLy0qlUtZL8wo7nc709LTJZFpfX6dvQz1HThhVmivj9/uhldlsNsLnqbpsUpiZYRMzMjICFYtfMxqNiEdOnTq1sbFBClUmk5GTiWdmZqAnCCGwJbJYLBMTE0ajcWZmRqvVBgKBVCoFe8LpdDYaDYPBQITH0tISchIQB5VKFQwGt7a2oHcFg0GiLjB4J7RoeHgYhB10AMwCg2G73U5F5Xxy9OjRtbU1qMjonBkz4qPW7XY3NzeVSmUsFhsYGBgZGSkWi+AssViM+GdIMbcIaNjDB3xbax9o2F9vXtVq9fnnn4deChIqs/EBOmmoaFRgDUiSJG6e4avVKm0w7jD5fJ7ZDKR9ulmdTgeUAIIgJ90g8gfCIPAFli6EMqhnNJDwiNGRFYtFLCcRCGP64HTJ+6wpAAAgAElEQVQ6MVZjYi9JEizgeDzOEAsA0Ww24zUmhIDcyk5RLBapLfDj8I8oFAq0fGwrlKl6vT46Ojo0NNRqtarVqsfjmZub29nZSSaTMLxITxNCaLVaauPY2BhQNeHNtIJgxJIkVatVhMA04Yg4yB664447rl275vf72R2w7lKr1fPz88lkEsUcAXB0vDabbWJiotPp4Haxs7NTrVYdDgch9yQc44+OwwJcOYwzYV4wGxNCaDQaxIP08MRnACoxO9RoNPyXiD1OAR6PhwAm5HhqtXpgYIBWky3mxo0b7LydTmd8fFyhUKRSKYyE1Gp1Pp8fGhoKBAK3CGjY28f8Gdc+0LC//ue1tLS0sLBA9wa+AJVAkqShoSFaFiHE4OAg1ZOIWijx7XYbCxZZ94s4FnkbWCCH9p2dHSj37XYbm2uqJDwIemvKEM6ujUZje3u7UqlQv3Z3dzOZDH2eWq3O5XJOp5ODOr8PwYygClBJIr76/T656OPj40qlcm5uDg8ziMpQNiA+8ZI8Hg8yCuivQ0ND9GTE3iC7YhAEHoFLAmgosfayBwz5Dt1ul79qNptsCUDdSA/wMgAFp5ZhY6NUKpFCkFGn0WgglbELYoQDWFutVmdmZiRJ4oVNT08nEgl2R1hnHEh4cKvVCpJCkypJEi0mUzJy1PCf0+v11Wr1wQcfPHv2LKbKWq02nU6zF1KR4dehkVlfX+cjBocixkJzM8QY8w42JI40fOjUbllWp9Vq5+bmbkW85T7QsL9+2dbp06c1Go3T6QStU6vV5XJ5cnKy3++TmFMsFkkfBL11uVyYmff7fVwDOIrjtwKt12QyFYtFLAY5Y6MXgPwPywmdFzcjGUOSJKE4yOfzyHHlvlClUkUikWazyQD/jjvu0Ol0S0tLEPgnJiZu3LiBdmx8fPzy5cvEGdhsNofDodPpODMDcTKDom6wv+DCs7Ky4nA4XC5XKBR64403bDYbky6qnJzpwxgNS0isH6LRqGxgwcxwZ2eH7l+tVqOwDYVCm5ubUNLw9NJqtXizIUaj0LXb7UQiIUkSXfjk5OTVq1fpPtvt9k8aGSwvL3u9XrfbHYlEDh8+fP36dXpiLiYCOghu+P6Sr2G32yVJwlYDQgQqZbvd3mw22Rl7vZ7X671x40a5XL7zzjvZEdbX1/EAIhSJJrXRaOD4aDabf/zjHwshOPYwT8tms8lkcmRkRKFQOByOZrPJbJNtBSSLTY0DDztCs9ncc6ABOH4PH/BtraeeemofaNhfP7Wq1eqLL74oaz+pRRQQTFXwSsAHAbUvUCa3Bo0K/RgsfYoYbtwM3oAsOaDWajXEZbjwUKxAAeQazn3NCLpWqzkcjkajgUcAVpTZbNbj8WDcSPKl2+1eX1+32Wwg0XIMJ90sBopmsxmjB9S1yBCEEBDKhBDJZJLJItltREF3u136OqimRqNxY2MDFTO1JZfLFQoFGBkcBPB0p+lVKpVbW1tqtToQCBSLRU7UpVJJ3ARnZbM2vV6fTqfRL8tOCsR5tlotFGokKPMLzWbT7XbbbLZisRgKhQqFAheNQwdBePAL2MjwxCFIEiEhhZRUNYAhGL7M9mq1Wr1ef+KJJ9gEQSgQ7rHLIHhhfGg2m8PhMK4Q4AV6vZ5/iJczI8ZmsylJEoNMfkH2X4cioVarb4VHw+0FGra3t/cEaNje3j5z5ozD4aDtWVhYeOWVV5ZvrtnZWYTz3W73e9/73o9+9KNyuTw2NsYPf/FrH2h4i7W0tLS8vCyEoCvlrhBCYJQKfQC/RgSuAISYr3KMlN1ZZDtxSPUcR6mAkiTJ6ANAAAq0kZERWkAOxo1Go1wu7+zs0G7i7Eox4tXy4EajMZlMAseOjo42m81wOIxrN9AmMzE6XWhvKysrqVRKo9HgrEskRKFQYJMgQVqtVmMGI4RANUDDzRCMczsgBf09r81oNCoUCmAaqh43eT6fBxIOBAKFQoHpIhWfoOZEIsGoDeMDlBpkoedyOYPB8I53vCMej/NcYByIorvd7uzsLC2jRqOxWq3nzp3DLmFxcRFtgtPp5KHk+A+0YQgxZJiZyR5zRSaEvB12EQI4lEolQz8hBCbqvV4PmAmPTFQhdP9w+QBQCGRihgnawgUxmUyMEzlB4UKEkuXAgQO3Amjg1HFb1quvvroPNOyvN68XX3yROslYG0i0WCyWSiWn05lIJPR6PREJULToU9vtNp41lCmIssPDwyhCs9ksFFkMI7nFcDTgbFypVAYGBubn57E/pOGGlYAtC1QCo9HIsRxglIo3ODiYSCTW19cPHDhgtVpnZmYuXLjgdDpJtVhdXb377rsJmICjIYRotVqyP0u9XmfeToyu1+slD5L+tVarxeNxr9dLQhBuEfA4JEmioQRNoLpixACKChnE4/FIkrS6usrjKxSKw4cP//d///fo6ChBbolEIhAIYLEO/dhqtY6NjaXTaXa0ra0tGcMFzrbb7Tdu3JCdg1wul8PhILB9enp6dXUV4KDX6zE5JAsDdphSqVSpVMA6SFHq9TpaNmAL5oTj4+PRaHRyctLpdG5tbSGsiEQiCwsLRqPR4XAMDw9vb2+HQiEQKPrXUCgUi8V41xDfwKpA2AcGBoxGY6VSqVar+EpmMplUKkWSERAzpGgILFyuXzNGwz7QsL/evKrV6ksvvQTvANsC7sRUKgUba2dnB2mnEIIpEcWB3omxGbpdsFRABEZHstk51Q+u6+joKHIMu93OqRV9bqPRgIMmc8fg89NgK5VKggn4AzUEHqjdbl9fX3c4HBjl4n3OIBBuBZOzdDptsViuX78OxRXGhEqlGhoastlsiCA48+/s7IRCIaPRuL29jZKCwRW2ZUIIu93OPxFCYEOA8HlgYABiMsmgVDytVhsKhSKRyPDwMH6HkBGAD2A00EZyuMCVllmXrP7DIajT6TDeCwQCw8PDVqsV68ednZ1EIuF0OnEjhr7HeIzDi91uB/XA6BfnOHQWJFPQ02YyGdjZ7EdGo/HatWvr6+skvmM/j+RNezMlF003pXh7e7tarRI2j/EZuyGzumazyZXM5XJ+vx9ACp/RXC4H52JgYGBsbGzPgYZsNnu7gIZYLLYnQEO32/3c5z73yiuvHDt2DGH4d7/73cXFxeHhYXTZ8/PzYAr/8A//sLa2Nj8/f/r06Wg0evz48T14G29/7ZtBvvVSKpVYLdjtds6l1Wo1EAjgpABnjAN8r9czmUzVapXqDFcTBQRUq2KxyMwK71Y4XaB3UNQIPOfMCTeVwZ3D4UA3AamMYQt5Zsg3ADvIVvjJ2XsymQyFQmazGXMyhUIxODhI0SGucnFx0WQyTU1NEUXucDiwh8U/Fr4T9FrZh8JkMuHpYjKZML+NRCLpdLpYLOK1C9zAGAo+M6AywAR2mKSjm81m3IApu+w3iHKhRnMM6PV66XQaFgn8Pb1eH4/HAWsR5eJMiQXmkSNHUGsPDg4uLS0NDQ1BVx4ZGcFGjv4SF4yHHnoIbJuLJoSgiN911129Xo+zR7lcRr5L8vnhw4fBgwBiVSoVrpwE4LEajQaO6Ej47HY7ny8PzhYIiItVkk6nwwR+YGBgeXmZmSrjymPHjlH6b9E3/OfXnv2f1y16R/vrV31JkoTSAZBxeHgYYoLVaqU1EUIAEapUKpvNFo/HKdGIsLxeL3glZr0opKi6cl2C6IvH1bVr12ZmZtRqdTKZrFQqXq/XYDDgAkAQzMTEBLgn8xmQRFwVBwYGkIDpdLq77rorGo3W63UeRKlUkvgwPT1dq9U4/eL10263U6nUI488otPpHnzwQY1Gs7KywnRuYGAAjzRmgJIkyXil7EwxMDCAM2W73Y5EIsSMqVQqj8eDlkShUGDhBikjHA5XKhW83JjUXbx4kTLu9XoBL1KpFC8eqZpCodjY2IBzi70CSGs4HKZp9nq9Pp8Pt3a1Wn306NHDhw9PTEwwTzOZTARqFAoFzL3wuCW4nsAjqMWdTsftdpfL5fX19Wq1GgqFIJVwCMnlcvF4fG1tDfkhLbvH40kkErJDENVbCIHx+9WrV6HvraysqFSqRCKB7bnZbAZGwZUGg0/iM4PBYKVSeeGFF/L5fK1Wg0eNQc+RI0du0Td8v/Dur1+2RZPZ7XaJEsBWBqspDu1QVmG5QunFH2doaAgFPvnoeCsyS2dMwqFaupmkw7F/YWEBk2ziGPF5pQsllnh8fJwmc3x8HFcI0rg40IJcUIR5JYAa/X4fMNrr9W5vb+dyuWw2SzqDXq8vFosf+9jH6vX6Y489xp2u0WjGx8dhWxQKBZfLhY+76ebCUGxrawuWbjqd5tGolvF4nG2CWWAsFgNT2NnZQc4MqYq3Vi6XlUolRAaTyURsJ+RleWCG+q9SqYibWW+YuCPFpaT3+33M0ex2eyAQgO/Q6/XoinGmQDqt0+mwMcK158iRI3yC6J2B4BuNxp133onhBRoHhqOYkQkhGKkODAwwTwXCttvtMgdNpVKVSiWr1QrkhPKCqVuv1ysUCoVCAQteWnoEdMz88EiWHSUOHz7s9XqHhoZuxTf8ttVcSZL2qPB+85vfPHbsGCiPvI4cOfKHNxdQYCKReO211/7qr/7q4Ycf/su//MszZ87wjfrFr31Gw1uspaWlV199FSgBNSzfFQIUcXnB3pZjPAdFIQSMKdo1IQQNIidwekSz2QwkwUkbUQZ8VDRpaDTAF5ga0Raj/9fpdPl83mq1ctyF4Q8NDL0rGEQwGLxx4wY2BCiKy+Uy9DOoZUajUUZSucmBS2S/X7/fDwONAeORI0cUCgVuiPxkdnaWt8asD39EShjakHK5PDw8DCiDizsvUpIkKg7k1Wq16nK5gG8kSUIfqFKpCoUCQB2VUQgxOzuLyTyfi8ViwY1cCKHX63H5kiRJrVYnEgkMhxgAHjp0KJVKQdnAQ6FcLqNJg+WBY1mhUACFlSSJ0F34KbjsAO2vra2xJQO75PN5LrIkSZFIxOVyoXMBWXc4HG63u9FocLZhDsml5pPFQQdGN2rtRqPB9HVkZAQc2mw2ezyeW8FoAD25Leu1117bZzTsrzevF154gUkXkZPIdxms9ft9t9vNXcNgivJFN0zhBbiEWytuBlvS/ciR48CyeEMCxQohpqamtre34UOBPJpMpl6vt7a2hk0vaAU1FgVZuVwmCRgoWZIkt9t99epVIcTw8DAtJhzdWCzm9XrxEoMenE6ne73ehQsXXC7XiRMntre3t7a2fD4foW5Wq1Wn0+VyuenpaejBZNrr9XqXy2W3230+H1a4iUQil8u5XC5IB4ODgxcvXgwGg1DPyHvvdDp0ijgpopHG4VKhUJDdYzAYHA7H4OAg/gvU1WPHjiWTyfn5eVn+hicC1wGeMNboarV6bW1Nq9Vms1noWoRlOp1OwB0+BbniXb9+HQcHYJ14PE47C5OLrlqr1W5sbJjN5hs3bqjV6jfeeIOc45GREfyGMWVoNBqrq6sHDhzI5/NAzC6Xa3Z2FoMx0oWi0ShaQlBsOWgZZAE8q1AozM3N5fP5sbExIBuCOW6FdOJ2tX1CiC9/+cv7jIb99VOrWq2+8MIL2DFQ90iZKRaLer3eaDRiGcjMiU6VngeeJoN3IQRdrtlsRh/a6/WQKRFYBi1Ur9fTidFtEleJ9SAdIO1fPB632WywZaF3wZ8FrYCqAHasUqlOnTp15coVJB4A0KlUyuPxUEbYIFAHA5dsbW2BnjSbzXw+D16JIoCJvd/vD4VCHo9nc3OTMu73+81ms91up84AYbtcLngWdFNDQ0NOp7Pb7YZCoXg8LssH4vE4DapSqSROApUugCZdKAwC+eJAyxobG0ulUmioCWWAAiBrrnG1xFSY4wMUZv5WbiZRE0NiBUCBHw1tFomERqOBySKEwA7zxo0brVYrFosxpxweHnY6nalUamRkBPLL9vY2Tjo4a6BkBB5CrA1jF4QdRhuMQmgUQggZ1qlUKocOHULlZ7FYrFbrnjMasGPf28f8GVc0Go3H4z8no2F7e/uZZ5751Kc+9d3vfveee+6B0XD58mUAtXw+z7BBCHHx4sVqtfq+971PCDE4OHj27Fm/389g4Be89oGGt1hLS0vXrl0TQjCK57TPYJ/bWJIkfLnVarVGo6EIoijr9/uYC8LGpDMDEeAgLUkSA39sF2w2G6Qygs2xaaA/o8YhkDt+/HgmkyFVARCXBogTLBsDj4NuSqfTgaUZDIZUKsWID17GoUOH8G5g4Hbjxo3x8fHV1VWoXw888MD6+jr/kLl9s9mMx+PkSoBBqtXqdDoNUApnVQgB6knVli2FDh48uLW1hZsxpgbUvna7/cADD5w5c2Z4eJgUj4GBgQcffDASiQghPB4PpuUgxKADuCHgkUYWBpwLp9N54MABfNcowSjuIPg5HI6FhQX+VT6fR94SCoWIjSQgLZPJQCeTTYwcDockSYAO2MJpNBq73Q6ALYQAWaCh51DBZ0dhRZlcq9WWlpbsdjs9rtlsRgKDwzBfA71eD9lPp9MB6xw9erRSqdTr9YWFBZ1OF4/H5+fn94GG/fWbsL7zne9wCMREhkIKxAD9B/kY3rGSJHk8Hk6/zGoymQwsXBqpyclJRkZy7C6OZcCUhE1gW7O2toZFtiRJ1BDmMA8++CC3NrUa0dnm5iYcKxBn/H2hHOPm3W63IUOh+6hUKthoMcbX6/WTk5PxeHx6etrpdIbD4Xa7ffz4cTQgbDfoO5rNJmYQSA92d3fz+TwyK1zNDh486Ha78/l8uVwWQjBdBDxNp9NMk6rVKnaPtLBwrCRJgvdRr9fn5uaSyaScAQFUrdFokskkzsE4LMC98ng8NNCgBuPj40RUer3efD4/MTGRTCYPHjwYjUYPHTp0+fJlGlzOJ51O59ixY/l8fnJyUghBivDKysrk5KTVas1ms+RTdjqdYrFIVUfvoNVqJycn0+k0zjjXrl2Toe1utzs2NhaJRBiEosJLpVKLi4uyygaPyStXrkDilR3s8PpRKpVjY2Noy7ky586dCwaDKysrer1+z4GGarV6G4GGr3zlK/tAw/76qVWtVr///e/jNcZtBSWTlpLxDMgd02xsGmilaNI4STJBoV+FzSpjATBkJUmiDJIlTL4s1g/MYNxutxBCrVYfP34czBdwEE8B9gKQU3o8VE6bm5uyhzoccppAzMLprMiykWuF1+u9du2aXq8PhUKwkgFBkDVVKpW1tTVScpgDyWwvMjWxxWVGiECA6srzwtInzlylUsFEAEyRm3alUunz+ZCBsLkgxOakANZD4D0MvpmZGaZfer3eYrHA5Mrn84DCXJBjx45FIhGdToerMUo3dsbZ2dlEImGz2Xw+Hx43lUoFn51qtWq1WkEoICMEg0Ekxmq1Gi0b34dYLAaSAi4DzXB4ePgnY+8SiYTVah0YGFAqlQ6HIx6P444phGCwyteMGE6/31+pVGZnZyEDXr16Fdbb7OzsrxPQEIvFfk6gQZKkv/3bv33yySfdbvezzz4rAw3RaFSSJKVS+fLLL//Xf/3XAw88oNVqL1261Gw277vvPv7tK6+84nK5JiYm9ubNvJ2l/sU/5a/cwnIMJSceMGjP+DOfriz6BQwGsgVN4PZG7kXGj2xOg9AL0FGhUEAKFULgXGi32wmJ4dCLL6BOp1tbWwOegCwAkKHVaumurFYr7eDg4CAhcCAFUMhAOmALk8UwPT1N4YCZhjMt+Ov29na9Xvd4PDwslARGWICjTOnr9TqtZ7fbjcViOBJDKMDjl9Q0xF0/mRkp51z86Ec/GhoaoglGWRCJRNiNisWiyWR65zvf2el0lpeXJUmS3Y8HBweVSqXL5er1eqRRCiESiQSmkkIIOmzO/FtbW5zneV6/3y+bikOlazQaOCOwDdRqNTwsYWWzve3s7DA+JZVnYGBgY2MjFApxfRKJBEYb6Kjz+TwnDXZZo9F49OjRs2fPAj+jsuZv+TgmJycNBsPw8HAikQDRP3/+/PDwcKlUCoVC2WxWduLY87VXhK79tb/2ajGtqtfrS0tLfr+fCTkE+1qt1mq1GH8Rrg6MC9JHneTf0hpmMhlJklC6joyMbG5uCiHcbjdNMBpgaEo6ne7o0aOLi4sjIyOYaTGz8vv9y8vLOp3u+PHjL730EvWh3+/Pzs7iL0OgWq1WwwQX+zSUZciMxU27r16vVywWT548SUhQp9Mhdqfb7a6trZ08eRL6aKPRGBsba7VaxWKRZMpoNGoymTB/gghGP9dut6PRKKPC8fFxXNmxPKhWq+9617tef/11poVerxerSPiuzWZzZGQEc7KVlRW73R4OhycnJ9vtNmwLjUaDTe+1a9cYrL3++us+ny+VSs3Pz6tUKvSDmP5CHk4kEhwJGABeu3at1WptbGxgfo67pMfjUSqVGxsbmUwGvHtqagrNcLvdZssrlUpUWlDmVCpF5lwul2s0GrhCokweGhqCyUwSc7fbDYfDAwMDbreblGKPxzM/P7+0tIRZfSgUslgs7XabHRCOHnGnsVgMs4xMJoPZ+7FjxzY3Nxnu3Yq1X3j31y/bstvtQgj0/5CMIMMaDIbd3V0gVJhHQgjZGWdoaAhtGsdR+lsOot1ul6rYbDY1Go1MN5B1xHiKjY6OolmAuyrdVDatr69nMpmJiQn+CWOqsbExgiTIKcOGAC7b7u6u2+1utVp2u50ZO/o7zF+OHz+O2WQ2mwXLKJfLnU6HvAY6c1pK3gIYAYGU1FWItPxvoVDAARGS19jYGDysbreLjQL9NqFjkKCHh4cBkev1utVqjcViNM+MJ1lut9vlcmUyGQ7hSqUylUrJnjXkX0xOTgKmQ/iFpoGfjkajee2113BkgDpNNgf4RSwWo7WORCIQnLGfY7Mj8IIxGAo+GUjioeLx+Pj4OJgRe00+n8eoCHN69k10xPfcc88PfvADPmUcjsRNbU6/3w8EAlqtlkEgp6fLly9j3HP8+PH19fVb9yW/XYU3m82eP3/+oYce+ll++bHHHvvkJz/5Uz/89re/HQqF5ubmfurnH/rQh/jDRz/60T//8z9/4YUXHn/8cXnkzJLzYn7xax9oeOuFpghdKxQsRltEsiMZIHeXVkmr1WJk4nK5jEYj8yhZHAH9CcAVv3EhBIwADue4KprNZnBcnpdOGsSBoyllGm4nAoqpqSmADzAOIYROp0MlUSwWwX2hM+HcA9vKarUuLi7efffd3W6XF2az2U6cOKHRaF5++WW32w3TiQqOvAJtArRbmjCug9PppFknRghmFNgBmT0oshALKBQKlGyIkLVaLbIRsBgqDpguXSzjR7yFPB4PhQ9Im0aZXh8TR/xsyuUyYyu4FdjIyQAtIc+EPtBPc5IH/ObwbzAYEomEQqEYHx+Hs4cPpRCCYwCGwJIkOZ3OqakpRNHMVzFcYFslTe306dN+vz+ZTHK5AKSq1SrPuL29/cgjj2xubtJ8AyRhztxqtUhCvUXf8P1+d3/9sq1+v0+wmd/v12q1LpeL2w25LFwhGhcIqDTBRqMRw13m8G63u1Ao6HQ6ZlbEVbjdbppFeSjEBOwnef540BKyRbEln/zixYvNZnNyclKhUCSTyY2NjcnJSaj1BP0C0dI5pdNpDB3xEUAAQnzm8PBwJBI5ceIEgbgTExPxePzgwYMTExPNZnNzcxMXRk7yuDkEg0HMawuFgsPhMBqNuKwHg0ESc6LRKIgzSqvx8XE8z/gdj8cDIUIIMTIyEovFIB2QNOx2u7PZLBa8lFZG/fTfTqdTqVSura3dc889RHKSoJ7L5WRHW8I4HA5Hv98H37Hb7RaLBbfIAwcOwM4LhUIrKyvvete7zp07ByRBnz0xMZFIJJLJpMPh6PV67AXj4+Mej6fT6RQKhe3tbYPBMDY21u/3y+Wyz+fzer1CiEOHDi0uLkJ283g8Npstk8lA6yBkZGtra35+3u12J5NJ5n6MH/v9fqlUIiljbm6u0+kYjUZodLwXDN6YWCKr2du1h5Ld/bW/9mpVKhUOovQhwKOQFGgR+V9m+9AHUAdzhCZ4go4OphJYLVwwJlXyoI5WqtvtOp1Ohjr8Q5VKBU8NnNHlcgE1IvinLJvNZmxlgJXpk4E2tra2EEcwtYK45HK5kslktVpdW1tjOFQsFsfHxyuVitlsxtULAinlCOvubrcbCAQQMmNVQ4dJcw4dA10AMyGGZ/xOu932eDxI/5DUyWLqcrkMTRgvWwgOtItkujGj4tzRarWmp6fj8bg8hTIYDHDKarWaxWLJZrOYLHI9sdStVqvVanVkZAREJhAIpNNpr9cbj8eFEI1GAwTcarWWy+VGo8EoVKPRxGIxxBEY0vMUaABxyVGpVOPj42NjY2tra9iTMcskd49duNPp5PP5y5cvezye69ev0yRD4hNCMLINh8MPPfQQoFUkEoEtzkecSCRGR0dvEdP2NhZes9k8OTn52c9+9mf55bGxsTf/8OWXX97d3f3Upz4lhKjX6//6r//6oQ996CeRC4VCMT09zaVDBi7/FWLMn/c9/J/WPtDw1gs1VLvd5vAvOyPKfidCCFJ8MdHhn0AowOIRgiJMoW63i3U5+iuEbRx9mWspby75Hibp1+FwYOKIx+TAwEAymaS3a7VanU4nGo3SxRoMBogDRPvAQIaTT/8H6IitgMPhQDxMq+31ejudzoULF+hfoR5EIhGtVgvDAldY2la8weR3RwgoYDB0skajQcICZplojPE1AHQA7YZajIxCqVSeOnXqwoULoOPg6OFwuNVqnTx5MhKJcISw2+1sbL1eD7YtjDWSIHDflbUb2IZhomaxWEjcJH4CrB0jZbVaTbYwoMPu7m6lUkGyAQA0MDDANcTLh88FxUqlUpEkKZ1OM8mkQFutVrwk4QRqNJqNjQ0OP5AP8S6SJCkYDN5///2RSATH9bvuuuvatWsAH1BpxsfHsYfc87Xf7+6vX8KlVCrdbvfy8rLL5cJKhuQXiK8ej4cGJaJka8sAACAASURBVB6PQyCyWCyYjeG0ygid0qrRaCAr0bbu7u6WSqUjR45AHKD1oRpLkgQwiqcM+i8YEzga4L8DWanRaLhcLhpT/nZkZITjeqfTcTqdmUym0WhAqvrd3/3dN954A7PxYrEYDAYlSaKAE/FAV4cmTqVSMe0vFos4bysUirW1NavVilwiHo/v7u5OTk7KWcJorzgJEEhJsjJg9KVLl7h6Ho/HaDRms1lmX7K62O12N5vNe++995VXXqFwIWAm8WdoaGhkZATtRrvdnpycZMSn1+uTySTzq1wuhyYCabTdbn/ttdfw7LRardeuXTtx4gSzwUgkcvfdd0OptdlsTM+2trbsdjv9Lv7HPCbybMzems0mIg78Jlwu1/r6OgyXnZ0dv99PMkUul3O73eFw2Gq1ajQam822ubnJh4hemoAPGHBzc3OnTp3a3t7GxW18fDyTyZRKpbGxsWKxGIlETp48uc9o+P+tV1999ZVXXul0OtPT04899hg/XFhYOHPmjBDioYcekn00W63Wt771rWg0OjIy8uEPf5gT0f76JVwAhZ1Ox+FwMKPmvqZPGxgY4PaBLlQqlYAeNBpNpVIpl8s0SPCMXC6XbCuGaoAgCfouBvswArCDZawthMDzZXd3l3kV2Q3ZbFbuvQFtcfhGpFYqlcxmM2xWOlJ5CMdrS6fTMHyxk0gkEpVKZXR0tNFo+P1+GE+yb0IymRweHuZFEiSEJUGpVKKjNpvNABkKhYLDG1UCvRu6aeRm9JYkUBgMho2NjUAgMDMzs7m5SQ30eDw+nw/V3sjIyOjoaCwWW1lZkW0OmL1Bmy2Xy2QkLS8vG43Gra0tekguIAf+ra0t8O5Wq7W8vBwIBCi8uVwO9x8UDVDD0H2XSiXgGJkMCLEFUp4QApggHA4TD5fL5XD5BbSdm5tbX19HkIjajq6St48VETwyGBB6vd5gMBw6dCgSieCXeccdd1y5coUZKmbwXq8XXGPP123seHFte/e73/1/foTPfOYzzFeEEH/913/9wQ9+8NixY+LmKZU/XLly5T3veY8Q4ujRo//yL/+CTcna2hqI/168j7e99j0a3mItLS1tbGzIYCRjK3o7bGz6/X4mk6FoMieBUIC+ALtXsAb+FkcGIE+tVksbx6QLx0G0Cbj+okkjqIyDNOIiPAiGhobADvEpgFuFiaPNZiPYEk4U+RQM+rRa7fve9z7MDo8ePbq+vg6LAWpxJpOZmZlpNpuFQmF0dJSIRzhgs7Oz0WiUIzdPCvwM8QwMBd0pHF3kBu12m2MA1m7EFzPyMpvNiCn4IY21RqO5fv366OiozK8DhYG3Njo6yuZnsViUSmUulzt69Oj29vaJEydWVlZarRbxHFhXABaAzgBzWK1W0oaazebExMTm5iYUCXwxH3vssYsXL+LUgN0GDAickNVqNXxpdlkMhDB1s9lslUoF2gVdPlE9vFM+YpVKhSKX3QXLHzJKYccsLCwQpJpOp2GG4zxXrVa9Xi9YxtGjR2+FRwPG+LdlXbp0ad+jYX+9eX3/+99vNpvgnna7HX1Zq9Xy+/1YfCEBoGngZK5UKmVWPDWWKRkJCNhc4S9IQjiHcKzREWTZbDbuXBK/YNsyr6vX61iXo87gHBsIBGhqObeXy2Wr1YrnGdazQgh+ksvlcrnc3XffnclkpqentVot7aBGo7FYLIjUpqenCeO02+08VK/Xw5wSeOX69etWqxXrxEqlMjk5Caeg1WohwQWOxAKTLtxisUSjUTR6Pp9vcHCwUChQ4XECwigRQPzKlSvy08Gk4MFDoRDYCpGWss5Or9ePj4+vr69zkPD7/Tix8yzyjK5SqbRarYMHD0KuDgaDq6urkEeImQwEAuRTFItFNrU777xzbW2tUCigyCiVSvV6Hbscv9+PBdLKysro6GgymcTeeGVlpVKp4HuPxb1WqyUfmm2LFBIQIv4KoOrChQunT5+empoCxsJoo1gsxuPxO++8s1wuX79+fXh4eM89GjiY7eEDvq319NNP/5weDd/+9refeeaZBx54AAHRwYMHhRDhcPhv/uZvfvu3f9vr9f7TP/3ToUOHOLH84z/+YyaTef/733/9+vUzZ848+OCDe/ZO9tferWq1eu7cOeADfGqY5eBgBUUfZhknasoy9q643tDqKJVKhl69m+nj+H97PB6Hw4FiFCorj4a5FVAvwCVNFITfXC6HxBWvATkXA6NcpnqM02iTgsFgs9lkLwBofv/737+5uenz+UiaRLvKzY4KgMQihkwQLkjfbLVaWH07nU4hBBM78GUIztQ00h93d3fxg8ArAdYDx2+2lcnJSaRw5OAIIdBc8EMKF6QzDvbUc5J08EE4cOAAifI2m219fZ2eFpNLMs4ajQYXTR6hjY2NSZKEH2csFsNwcWJiIhwOg6v6fL6trS2Xy6VQKJxOJ11xoVBotVpEcoB0cI7liAHxAXPfWq2WyWQsFgvsYA4jGB4jbOSD4xM3m83ESGWz2XA4HI1G0S0CFrMp5PN5gjxLpdLc3NyeezSkUqlbJ0P+31csFkskEj+PR4PZbLbeXN/5zncefvhhjgNPPvnkwsLCpUuXnnrqKYfD8fGPf5wkgX6///nPfz4Wi33jG9944oknZmdn9+zNvJ21DzS8xVpaWrp8+TJOLUIIBEuInZBxMvNhFM9hHrc/PmNgQlS1NHNY4AATwLkVQtDmQq8aGhqSTWLxPoRxBNEXkQUaDYo7bi5oxrjVITI0m810Oo0lWKlUAh955JFHcrlcLBZzOBzMdkZHR5988snnnnsO7NlgMGC6brfbZQCYRhwwtdFo0GpjeINtTK1WIxAIfQR6B6AHh8MB8QyaGW8N1tnIyMjS0hJmligIdnZ28MXBJbF3M2+ZgCWc22D2bm1tgRBXKhWigNgtCFHT6/UTExMoGjCJAGZut9s3btyo1+sTExORSAQGIOmeV65cwdMhk8kIIZhtMuuDhcHMU6FQkGTBpcYMSQ5tAlciqwllNTaQslUkV4ZvCwYWcN6CweDOzk6/38efkiEe09R3vOMd6+vr4NNHjhy5FUBDIpGQbtO6fPnyPtCwv968vve97wGMQuWNRCIGgwGcFyU//lXAr0NDQ3RCVBitVivPo+AuAQrDsWIwxfkfFLVUKo2OjkJJw8OM9AEYqty2OD7wAogrKxaLUCTkUBgsxOPxuN/v5wjX6XTq9fqjjz6KEpjxFGKuRx999Nq1a6iO3W63Xq+PRCKBQADDdnEzpr5erzPBY6jFYyJwLZfLfr8fD5disYh4rVAo+P1+LgiIs8Ph2NnZwXmHGM7z588LIWKxmM/n29jYoHJardZwOIzLZqlUmpiYOHToEKxmwiDL5XIymWTWhMSgXq9PTU3hTylJEq/h8OHDDEUJumPLq1ar4XB4Y2ODQwu6wmq16na719fXqYrhcFgIQVMLXIKOmt8cHBzc3NwkKx4QAUSJ/zL2lCSpVquNjIzwk+eff/6+++4rFotMxvja0LKDFNfrdSKch4aGMB6D1MBJ46677lpZWTEajfic3Qqgge/PbVlf+9rXfh6goVwuf+5zn/u7v/u7Y8eO+Xw+UAYhxJe//OU77rjj0UcfHRsbazabb7zxxt13353L5f7t3/7t7//+78fGxk6cOPHFL37x2LFjty6teX/9n1e1Wj1z5gxabuRjkiRxZ9GMccsgiaWh5dgpt8EIQuv1OlwttVqNapV2F0dJTCLR/xN5wNgf6j4dLPMbfh/LMwTIOGdJkkTYPD+R9REqlQrBFIO0Y8eO4fPSarUKhQJ94Ec+8pHz58+DabrdbihUHo9HCIFGFWEdVRqKBEbdRM5NTExgZCZuBk/iwlCr1aampngcXjCBbhhvtVqtqampS5cuccUI0WQ0TX4cbFlAGcBf/BFlQ/Fmswmto1qtptPp4eFh8jvgJkuSNDY2Bn1Y9uuVJKnf729sbJTLZcacvClJkqxW69LSksViSafTKysrDoeDBCW8LXBbh2c3ODiYSqVQtMkzc1Ae/oy/I4I+iB5bW1v8Phecj4PuHSO5XC4HaowsbmpqChyZt//e9753eXkZ284DBw7sOdCAw9ptqbqxWCyZTP6cqRPyOnr06OjoKO3Hvffea7PZPB7P+973vg9/+MNyYT906ND8/LzBYPjQhz50/PjxPXne/8PaBxreYi0tLS0uLkJnlX01dDodA3OsUzDE4pApW0UKIZiYSZIEeImnAF5lNJ0k1ko3HR9MJpMQAmMVpG7gCIODg3g6AKNiQkv3plarUR9QzWlGm80mQ3uDwYAhAsYzKpXq3e9+98bGRiqVymQyYMkYkkMn7vV6Pp+vWq2Wy+VCoSBnUmDQVS6XA4GAJEmov/gJoWgM8fR6PXBvpVJhYp9KpWDD4kIshDCZTEyxpJuGFMDDJpNpcHCQ7hm5LBwQrsnu7m4gEFhZWWFXGxgYAHEIBoO8kXw+D80MtjDpFUKIxx9//OrVqwRqHjlyZGNjA4yj3W5Dq8tkMn6/n4ki9uNOpxNuM48Qi8XgFVO15aAKEoBUKhWIviRJWItJkoTzApCT1WqVjetRzRA9TdmVDxIqlergwYPYy9GA8v2hFrP7ajSamZmZWwQ07OEDvq31xhtv7AMN++vN6xvf+MbGxgbW4iqVymKxSJJEYeRcCthKK7O9vc09QpWGF8pJBn0E03gKZqvVkvnAQgiLxYKUd3h4GB4vDRkeNMysAoEAsbgGg4EkC86rCoUCO3G4ZqRjMKRCTLe7u2uz2aADYCtYr9dXVlbUajWiD0mSNBoNWRUgC2S5ExhE41Uul0dHR3d2dl5//XU5wDgYDDqdzgsXLkDsGh0dLRaLBK2bzWYUZPV6HZtbFArtdhtOFjUK2xePx4O1JJfr8OHDkUhkfn4+n88vLy9XKhWXy7WxsVEqlQ4fPixJEvpBr9dbrVZv3LgRi8UgQtO6Qf4aHh4+fPjwtWvXyBjCJ8jhcHi9XmyGTCbTlStXIEfY7fadnZ18Pg+u0bi5Op0ORDyQoH6/73A42GfVanUymTQajYTbERfH1JSPhjI+OTl56dIlOH1Go5GkIU5K0Wg0nU4bDAafz+dwOPx+v91ur9VqCEDo8qvVqt/vp/AKIW4R0LCHD/i21s8JNCwsLESj0bm5ueeee259fd3v94OCffWrX/2t3/ot7DN6vd73v//9D3zgA9euXYvFYo8++qgQQqVSLSwsGI3G22J+vr/+90W8JXm3OF7BgcWAjMO8EAK2F+YsZADRzSKCMJvN9EVarRa/W7PZnM/nsbBJp9O0SczA+AZWq1VZYoyZLsXKYrEUCgW6L87hBDE6HA5ydmkmOYFrtdpEIsERt9/vk0OJrxadYTweR3FM5EGz2ZyamsLaBvN1hnaQKYQQCoXC4/Ekk0kiGAYHB5mKjY6OhsNhqo3BYNBqtTSWrVZrZWWl2+3CrZAkiQdhEEjuhiRJg4ODYBOUUzR6ExMT+XyeSDhMhWdmZra2ttxuN05txE9SANPptBwzQXiZJEm5XM5qtb7zne8k4LPf7x8+fJhcUuxmoOxFo1GXy5VIJPr9PhxtfCWxIpJzPZhisll4vV40I9RPwoORXZM2gk8ELjzkTGezWTQdMD6A6YUQnU4nkUjwdqampgwGA/sv4BHKcT4vXMympqZ+nRgNW1tbewg0DA8PszcJIQYHB9HdvNmFwWKxBAKBW6RD+RnXXm6cv66L4TPmCFgq0P4iZ5IxSM78NFLw5yEgEB8IGx8LHEmSsGzFXoXzNh0nIT2IL2CgMSFHn49hweDgIBkQiDLojLH7BjodGhqCiAUvwGg0joyM4Gr2z//8z5z5qY8ajeahhx6KRqMzMzMYKGJdfuzYsWAwSAoOvjvdbheGZL/fJ1g4Go1CbeUYr9FoEokExAfwy0AgoFar5U6XqyQ7xqNJoxjxYtBr4KMOnEHiA+IF+k4iykqlksPhgNIGR3d0dFSSJNnIQK/XY8/+ox/9CMrfzs7O5cuXHQ4Hw7ShoSGXy4W5utPp9Pv9kiRx0aDyJpNJi8XyyU9+kvg0JookGEM/E0KgVWEGCN8Bl00YvI1GAw9IIYTNZkNmTMKcVqslpQLDM5PJlE6naes5Dp06dcrn87G9MVNl671F3/BfCJj7P69b9I7216/6MhqNBoPBarXS3mErI0kSvZEkSXJ+QaPRIAqBDo8DpxCiVqvhzoX/ViaTgS4ri9FgCWHEAIzLg9dqNdmvd2hoCPsYXo/MRwC3TSQS5EpUKpWhoSEYxU6nkxwKur3NzU3o/ZVKhUS0o0ePQisdHBzEc2t5ednv9wcCAQy9vV5vr9cjDdtkMpFVOTQ09Pjjj6On1Wg08Xh8c3MTEzWdTvfqq6/iy4ALF0E5zADpnin7AMoej6dSqTgcDmxu8CQ7e/bswMBANBpFer29vT02Nkbbp9PpzGYzp/17773X5/NBD56bm7vjjjsIumu327u7u06nMxQKJRKJCxcuWCwWn88Xi8UYGAIQ052vra2ZTCZUMJubm3q9/ujRo+FweHt72+l0Wq3Wj3zkI9lsFv+Lcrk8MjIiU+0qlUqlUhkbGxsYGMA3LpfL8fJ6vZ6sH8T1fWZmBk715uamx+Ox2+0jIyN0saFQiNigixcvbm9vdzqdVCp15MiRu+66i9KdyWRo03/SuHsP122suj9/4c1ms4VC4dlnn52ens7n85/+9KdbrZYQgiwYfgfl/E/9UAgxNDR0GzUj++t/X/STHGCot62buZIUTEmSaIlbrRaWivDedTodYTec1Rme+f1+/pZeFK9EDqgkIzLe12q1Q0NDPDVih36/73a7URxw4mUkY7fb0fDDX2MSrtfrg8Ggy+W655571Gq1xWKBJoATLcO5Wq0WCATw8wqFQiMjIyaT6dVXXyUY2OFw/CRNAAoz0AD9oUqlgrCGlMBut9PkJxIJNBG04gqFArUv00eAafzakskk0RgOh4NJJDbh8Xgc8wWqWa/XCwQCYBa4IeAgg2nF0NBQLpfz+/3EcExOTuLZSc5OqVQ6f/48su5Wq7W4uGg0GkFRQ6EQNkC7u7tTU1P4DYHe5nI5XvnQ0NDHPvYxDDuJMep2u/1+P5VK0dCSMQymL4QoFouEieTzeQw72+02+AURpFBChoeHHQ4HPsf1ev3w4cMQLt544w1U56SKkPS0s7OTy+UgaMun6L1dv9KF91d07ZtBvvVCdMThnAJKuaTxFULQmGo0mkajQSQPY3zQPjhR4iZSSzdsMBios+j8qeyk+EqSNDg4SH8DDZjqI6MPQgiQYAZx/X5/cnJyY2OjXq8jW+j1esgHsBzHwRFpFjlegJegFZi4LC8vM9Pr9XpyD0qrarPZmIPFYjEgg1QqlcvlmMxbrVYm/yg7hBDEWxBaU6/XEWXxE4VCYbPZgK7hWTgcjq2tLYS1mIovLi52u12SPph3MSGMRqPQ1VZXVw0GQywWgxVy4MCBaDRKr0zYpyRJvAaEZEwmiZNkPlmtVrlWR48evXz58htvvKFSqYC61Wo1ZunpdLpcLn/+859nP8NOgk+cis8bhDBCXYa8QLIRXEE+UNBxhGpOp7PT6chFnJw8iNypVMpms7Gb4vTD1TYYDJcvX2Z6cIu+4b+x5W9//TIv1LxWqxXWAAGN3AXo9mu1GjzPwcHBUCgE41eSJBS87OtY5+K9PDAwAH6KzSFkXZ1OBxhhMBhsNpvb7SY4HcEFvut4fWNwq1KpuHN9Pl+xWATFILUB8TBOtGRqUttDoVA0GiW/oNVqodFFE8f53+/3F4tFGLk0Z7LXDAQN3B9feeWVe++9d3d3NxqNEpSDeS1AALg2fjEUn/n5+WQyicSMFpDzNpznra2t8fHxcDjs8Xg4mSND6Pf7FovFZrMRh0zHn8lkEolEsVh8/fXX9Xq9Tqfzer3pdJpH40NBoqxSqfx+fzgcZh4ICQ72L7W0Wq1OT08vLi6+/PLLdrtdp9NBi9DpdBTDYrH4rW99KxAIQPti48BMG4CjXC4TTmy1WkulEqGnnGQajQYYbjQaBYuHQ4eJHTgLGRPFYhESHOw5mN6bm5sul2t5efnkyZM2m+3rX//6nXfemUwmfT7frfiG38bC2+12T506xYHhf18mk+mll176qR8Cu//Zn/2ZwWC47777/uiP/ujixYv333+/TqfbvZlRL5vMI/yU/y3Clr17K/trjxfiCLQJWq22UqlAHEN7Tw/MLYOIDANybNGtVisM1mazqVKpyuUy4Y5YJ+LA2ul0wDo5D0NtEELU/h97Zx7c9l3m/48ly5Ks07pvy/Jtx2matE1I0htKaVl26LRsGWZhgAWGYWHbnVm2DAN7Mszu0F1uFigwzGwppUDo9qBNmh60CUlzO058W5J136ct2bL1/f3xmn6nw/L7lf6abIH15w8mY1xZ+kp6vs/zft5HrcZXlU8Icym4sGyXs7GxAfBaKpV6e3uJVAM4zmazJpMJ14aenp5cLjc6OopbIS4GZrOZkGAcWGhH8/m8EAK5MSxaOnl2foVCgTAawAu6+lQqpdfrUW0UCgXCNbGNxA0HSLpWq7lcrlwuxwqKdZ0kSbFYzOl0Un5LpRItLsYKjBJzc3OEdDBBINzjmeNDKXfIXEOuKltPAHfwGmSDkLwYJQYHB2dnZ19++WUhBLwSJheAv3a7/eijj4IfARvBBAElRIZMaw1p1+FwYDSGRtjv9+dyOTpkuAkwy3iS58+ft1qtyWSSaQJZIsRwpVK5uLiIhcR1111Xr9dPnz6Nk/rl+Hi/iQP//9pOewtoeO3D7stqteLSB8YJm4v2FMkAHEs53YCWFONcIQR8V61WizchuVkzMzOEt8FrRXdqMBgQCLAjUigUhUJBNr4GCoUdSlVqtVpUH34i6zIajQYMLiEEot96vb5jx45EIoHUoq+vb2lpaXp6enl5+ZZbbiFOwmazJZPJeDzOXE3RhP+GwS+2PRaLxW63KxSKYrGIDy1sBVJzKOWs/oCT3W53NpsFgqFOoU0AsOAGVq1WFxcXJUnq6Ojw+XyRSES8krUB9Qubn0QiwX2L15jJZNBfKBSKhYUFg8EA2QTfuPHx8YsXL2Jy6XA4fD5fNptFHEFGkdvtxkeNu87GxkY+n19fX280GkQ6I2/m3YGwQPNEHVcqlfItkNQllUpFNB1cFVlzAVaFChG9H689k8nk83mGEJL2KpUK/g7Dw8PY5Hg8npWVFd7KrfO7H76G0E9efWq1GjzMN+VZbZ3f5UiShC02LMd2u+31enG6gmJqNpvz+Xwmk8FdFQMF7K9IKWOIZQGlVqt9Pt/c3Nydd95ZLpdBZiFwohTr7e1NJBJOp/PChQsul6tarQJckkCOgoD0NSgPtLzd3d0QrHCLQJQLUqDVaj0eT61W42Zx7ty5m2++OZVKsTRrtVrJZNLhcOzfv58oBJ/PRz2nk8OuEjyFpZDNZvP7/fl83mg0Dg4OYiqcz+exVBBCIJqTJIlIyIWFBcbImZmZYDC4sbFRKBSuvPLK9fX1U6dOTUxMUDDh3JHQhssM2IfP52MyT6fTXEycibgDwiAYGhrC7HphYUGSJBLgwcevueaalZWVZDKZyWT6+vo0Gg0cBPzkNRoNIfa4Tur1+mKxODc3x66MrSMunjhEcKOBccaVMZvNcgAn/g7tdnvnzp2JRMLn80GFczgcc3NzvJsMA06n0263Hz9+3Gq1rq6uJpPJq666Kp1ODw0NtdvtYDCIz/Fdd91FW3/99dcTePTmfhcux1Eqld/4xjd+l53hb+XcAoQRHtHR0cEdmZ9ns1l+B8KgEMJmszGB8IGkE7iEr2XrXMJDzenp6WEZ02q1DAYDzQ9NV1dXFxntbL/gHcBQgD5AGcS8AErC8vIyqti+vr5kMskSvru7e3FxcWJiIhKJoNuiO4I1RvWjW+ajRe0lrw3xLCJiDLNgRrDuovaSoRCNRnt7e9nnJRIJJvbR0dGbbrrp8ccfx0VyamqKUgasgEkt2DTYqNvtprpi6ZJMJlUqFXIAlF8YkJGShpcZzxMhcCwWu+222+T9nEqlIgMOPi/yBMQg7Xbb6XTSMy8tLanVauwh8IaXmSN0uWtra7OzsywdMbXZ2Ni4+eabL1y4AOMDmFutVsuBTdgkb2xs4A0ECxtKMvrEfD6PJA35CW80QkVeEQJhcjRApbl7plIpZopsNitTC5kg4JggMCGZPhaLeb1ejOclSUIGUqvV9u/fT9tP0W5fnpy1rfM/f7aAhtc+IHC5XA7cEaU932HIYCzWGOwLhYIcxwDhllIrK+0hHRBwajabGSDZrUHRpCZiJwP1AAouCyumTVbrOp2Osgj+CsqANAPSl16vB4WlLTYYDK1Wq6+vz2w2p9PpRqMxOjr64osvarXafD4fDAahAQPBwvkHV2apSKMACGq326lBPG0GdWoTyzGmOFZSOp0OJQLLN4vFQoAQfkKyKACdSLVaBVWBQTc/P7+6uur1enECJ1+nXq9jVI7cut1uj4+Pnzt3Ds0tTWo2m0W5BxWFAGFwVq/XS08ci8VGR0dxapBtjdD1oZQh6Q1EhosMqQTrDSiFEIOXlpYMBgMKkTNnzmCrS3n1eDzI/GAb8plRq9WBQGB+ft7hcJAjhSkRfg2RSOTKK6+UYziDwWClUmFjcMnPHzqh63Of+9zCwgL/DgaDX/ziF/n3gQMHHn74YT5vn/3sZ2l5S6XSF77whUwm02q17rjjjve85z1v2vPeOv/P02q1bDYbxqvxeFypVI6MjKA1UyqVyWSS8kWObzqd9vv9UAOwmyJ8ETqYw+HAhSQYDB48eFCGg1lh8cWv1+tMlSRTSJLE9Ot2uwGaG43GwsJCLBajsabbZreWyWT4c2im2OSQjwNJYXNzk3BHq9VqsVhsNtvy8jLFHNQViZnBYIACRnwPZml4Q9KHhUKhpaUlrVZLa4uVwMLCAgIEOtGxsbFEIgFHl5Xy0NAQ7Yk7xQAAIABJREFUTC6n07m5uZlOp9kwA2rwAjGGiEQixAZrNJqjR486HI7+/n62UrSPer0eNBYQnE0dF7y3txdtLU9evBK4JVt/JRKJPXv2CCG6urpyuVxvb2+xWGRtCOgwNjYGFw/+XWdn5/bt24n+DofDIyMj9Xrd7/dHIhEYYfF4HPR/ZGRkx44dm5ub0WgURklvby9KjVAoVCqVgJ/K5bLZbLZarX6/H46Yw+Ho6upyOBzHjx9nYbC8vDw8PJxKpfx+P5qUiYmJI0eOXI5P+JtbeDs6Onbu3Pn/DbZu375dpVLNzMyMjIxUKpX5+fn3vve9Qoh9+/YdPnz4xhtvFEI8++yz+/fvF0KMjY1JknTq1Kmrrrpqfn4+k8kQybZ1fg9PvV4HKoULQPsHRww6LRWJhROsVdheEPvlTzUlhbRLn8+HwyKztBAC8I5iEggENBrN0tISeecul+vMmTNsd6jVGApim01lrtVqUBgCgQAoJE6TQggWddlsFqZSf3+/bGzJKI4Jeq1WCwaD6+vr2WwWblq9Xtfr9bhIEhUMv5g+vFKpYD0OQGA2m+PxOOiA1+slMQGglj/Bio4MC4oJzmUAtYjv6OFxc+BmJEkSrWZfXx/mxzKubTKZuGhra2v9/f1kA5nNZtgE3ESUSuXS0lImk8EQN5FIOByOlZWV/v5+IQTQjNfrRdtCrZZ1IkIIelSFQmG32xcXF1utFvbqzWbT6/VimYT9GRnt9PZdXV3RaJRbGEBPb29vOBwGMQcZ5zLSJ9vtdlJF9Xp9KpXiFrywsDAwMLCwsIC3utPpZIq5HJ/wP/SO9w/xbJlBvsaZmpp66aWXQCjlrEpgTsQLFN/NzU3mbTlmArU/KizgQ0Sk2BkAwfKlgulE/haJwfF4XFaIATqgbsWijL9LmYBIRuPFzyuVCljj5uYmPpHUIAzScFaHOczy/Morr+Q/x4IhGAzu27cPwjBMCpBdKHNCCAIj5cRdlUqFJcnw8DB5DWtra3fdddfm5ubc3BzPrbOzE5UXiRuNRgN1BgxeWKz8WjKZJFOTRDSlUkk2j9VqRQcBORZsIpfLITkhkqfZbNIQo1uBo6vT6VKplFxWKpWKyWRCA1KpVBqNBvXa6XTqdDpy7/Cqectb3jI9PT08PAymTusM4K3VagcHB8vlciaT6ezshEvS19dns9mKxWKxWBRCyO5rwEBAwvV6nUAKhUKBhJhLh68HIBT4N95s/BsIuaury2AwDA4OXnIzyFartby8/DqFZpfsnD179g2aQT755JMf/ehHP/WpT915551yQHEsFvu3f/u3L3/5y3/+538eDodffvnlffv2CSG+853vGI3Gf/3Xf73uuuu+/OUv79ix479752yd34dz4MABEmq6u7uHhoagniLRp36y76IQIcvX6XQs56GtkoiWSCTK5bLNZiuVStRqRFUI+xOJRHd3t8lk0ul0R48eJYvHaDRixAhVdWVlZW1tjaJEiZZdsmBUsYHHJ6yrqyuZTKKkhZSEPwIkKaRS09PTu3fvBl5cXl4mZnJ0dJTZWwgRj8fJKoMC4Ha7sQFHCsfykFvS4OBgPp9fWVkZGhq6ePHiO9/5znA4zAIZfkez2WQ+P3ny5NraGombIB2QdenO0Wh4PJ6NjY14PO5yuVjyW63WJ5980mAwUDNRrywsLCgUinvuuYcoEKKL0Gtgpkhvurm5aTabJUmC/kCux9mzZ/v7+6mKQDZjY2OQyDD3AZYdGBhIp9O8WalUikANTHzgvrlcrkAgYDKZnE4nDSt8w/HxcbDpdrsNkUGr1S4vLyNUabfbRG+43W6TydTT0wOVV61WX7x4MZfLCSG2b99eLpfPnTvn8/mA5qFEXXIzSEQib1bh/dGPfvRGzCCVSqXL5br//vvPnj374x//+JZbbnnb294mhOjr6zt06NBjjz321FNPCSE++tGPolFyOp1f+cpXTp8+feDAgQ9/+MPDw8OX8EpunUt1qtXqY489xjKZ+oPfarlcJoebDTzOOPgRCCGQjLGaIoNMkiS0Wky/4AJUMxbpxDHgSga9lD0T237AArpcai+YLMv5er3OyI2AApIvh6QwCMjiFSdgmsmOjo5kMjk0NIRYABIuJF+Px0PE78bGRiwWE0LQHvPkpVcSNyRJQsWsUqlwbUA+UC6XP/GJT6RSKVpH2WetXC77fL58Ps96H3Ub969EIqFUKolskO8LCApgCTmdzrNnz4L4wAMimq3RaAQCgVKphKrCZDJhxFMoFEhQwo8Tl3fSmgmYx70YG/iurq7e3l7Wn0AtVqu1t7c3nU57vV7plW6Z4YI9JTMCfD0gFZfLBWMXBofFYsHPGOiZQQMeNP0t6LzNZgOtKJfL3Li5bnhMMAKQdo8eMBAIXHIzyHg8jg3c//xZXl5Op9OXygzyD+hsAQ2vcaamps6cOQOSCkBL5wGOK+frIPVEQdrd3S2EwG0FLIAKQrWC70DppBe02WyvthxHbrqxsYHvI/0xLmWY5QI5Ayuo1WqShGCvASgglG21Wgzt/C2KBXaS4hU24/r6Ou2OUqk8f/68RqMh4SyTyRgMBhBfh8MBsgv53263q1QqvHAcDodSqYQh2d3dHY/H6arn5uaWl5cJmZOdCLxe77Zt21QqFXt7LNkbjUYoFEIDzIPjDY48oVAoOBwOjUYTjUZZbGo0GgzYSVqGeQH/2WKxhEKhmZkZUPCbbrpJrVZj8K7RaDBc5KqWy2VkLMvLyzyCXq9HkEy1bTabyWTSbDbrdDosJHp6eorFYrvddrvd3d3d0Wi0Wq2SryFeoXlnMpkrr7ySy4ujO8AKm0ZZ60iny62CrGks32jQEeaRxMGFxThDkqTBwUGr1XqZgIZL+ICv65w7d+4NAg0HDx7ctm0bPufy+a//+i+TyfT2t79dCOHxeL797W/jeX7//fd/8pOfBIlPJBKJRGLnzp1v8CVsnctxnnrqKSqneEXZyBIGJDeVSnk8HrRLSMYQ2VIAUZPRStIVoSgGlZAkiSJGLUJUhckLSy3Z86xQKIBuNBoNWliPxwM2CnuLJ9ZsNlnRSJKkUql27txJRwj8QZYNSQrAskIIVKldXV2xWIyKDTMOnS1fcFQ/a2trkUikVCoNDg4aDAZczaC/Io3G8Jynkc/nU6lUKpXq6+uj5oOBjo+Pg2NOT0+DnjQajYmJiXg8LkmSxWIhSQ4YvdVqLS4uQqzAxT2Xy5GyjmFbV1dXJBIhNQ3ge2hoKBqNcpPavXu3RqPB/3JiYoK4dY/HUywWy+Wy2+1Wq9UnTpwgIANpjEajwVIBLgMen/l8fnx8nK0mr46dKmXz+PHjQghA6na73dfXhzwN73e3251IJNDa2Gw2mvWBgYEbb7zx+eefx0ife7fT6aQjD4VCZKbm8/lsNnvDDTdQySVJmpiYSCQSlxxoQJhzCR/wdZ03CDQIIfx+/9vf/vZgMHjnnXfCVRFCYC89Pj6+d+/eu+66S5Zm+P3+W265JRQK3X333WNjY5fgBWydy3Cq1erTTz9NdlipVII9CpUSipCcT0kABGaHLLcMBgNOivV6HfIUzFCkqZIk0fripQIGCrFXDhKi7wV0YMJnPcYyibGcHhuhHE1gV1cXuz06K+ZhFlryrAt2TPomPSp9Zi6Xw3ANJxqi38g7ADqpVCoej0dOGkKDLIQYHR1lLiCPY3Z2NhKJWCwWCAhIG7q7u2+//fbl5WXke9BvJUkaGRkB00R+wtALhEFJJOKBpZrP58NrBoAGaQNuFKVSaXR0NJlM4q2zf//+drs9NzcnhLjhhhvOnz9P9lmpVCLxbXNzkxYd24ulpSWgB7w2eA5Go5HkeLjMrVbLYrFAheDfyWSSOyAK5UAgAO2O1RrqNrjbJIbgA2oymbjX0JyzP8BSjSkJwWMymbTZbEhFNjc3+/r6jEbjZQIaLu1j/o4nFottAQ1b57ecqampY8eOUQfZzAshQAowqWJ6ZMeOrwnpNd3d3XIcjk6no9oCVUAoYtqh8OGYJb0CncoWO5hgMVfTK1NV8T4AOCDPTGZPUV4lSQKGEEIQSAOKDJ0YQNrhcPDgJISVy2Um7UQigf0VHulCiGKxeO2116ZSKXLaV1ZWdu3aNT8/D08M+QMwNv63ECLAR+jI1Wp1PB6fn5+HUwAcrlKpgKiBnMF6AZJpULCCX1tbww+i2Wy6XC5cwQg36u7uJtcT0BdKWyaTcTqdkUik3W7HYrGOjo5YLMalgBtmsVhcLletVsONstVqQZyDhILEA5eglZWV4eFh4iGwgnO73QDqXEY4FPgVw/HjNyVJajQaMOtAkRiTcPp1OBxCCH6NF0sS8sjICLA6r33btm1KpTIcDkPcwLpiC2j4jXPw4MEnnnjixz/+8dGjR91uNzTsgwcP+nw+9rcGg+Ghhx666aabWq3Wz3/+84985CO01zjGXfLb2Na5JOexxx6TXiFPptNpeGTpdJoShAB1bW2tUChgLjA6OkqqAqQwxtHFxUXsx5VKJeKpnp4eo9E4OTkZiUT8fj8rO4JgaHdkBAFCKRpUFGqUu9XVVdIogZtpnbGBIA8CIQZy1lgsBh/KYDBgrgYBilGfjF6ZtspthVpBH+z1ekOhEC6VuVwOHxwqpEKhQB3WbDYx9AG5xgGBdpz2LhaLLSws6PX6HTt2gIbLRDylUkmgOuRhiM1kcNB6BgKBjY0NsFpqdSKRcLvdfX19brd7bW0tHA5LkuT3+1dWVqLRKCbzLM36+/uffvppXHinp6fJqgSyAcbt6Og4ceIEZBOHw0GuRyaTgScyPj5eKpWWl5fJWpPJzGq1Wq/XI/F7+eWX+/v7qd7c2hKJBBHC9XodozUIJngYM0jIrsyI1JhnoDdjx3vLLbfUarVnnnnG6/USipTNZi8H0ABb8E05Dz300BsEGoQQrCjZCsgHph7v76t/TpvxG7+8dX6vDowG2lqFQpHJZGQ1rhCCqEI8HelXFQqFzLcFTWDmhyDAah1LLEBhmKEIimG2ajQafLKpexsbGyxa2u322toa/ZJSqWQfjgEZf4gBlbYN8q+Mw9psNiTGAB8wL9BG8cu0oJRo5nC3251KpZB6VatVj8djt9uNRiO3jx07duTz+Xw+Txo96/poNArOIkkSTwM5ABP4yspKtVp98cUXyU5COo21AbIUuAagNkjbuI8wxnMfgZrhcDh4enS8sPmi0SiG8TqdLp1OEzBZqVTo51njaTSa6enpsbExeG3g3aAGyWQSforH40Hwu7Ky0mw2i8Wi3++nCOv1euw5kskkPA6uPPtRBhkAHaSF0NZmZmbwhoOH2/3K0Wq1sPCEEAaDAS8GbgpgvvF4fP/+/Tqdjrs2VF+LxXLJO7RYLPYmAg2ZTGYLaNg6v3mmpqamp6fpX4UQnZ2dgUCA5gNnLEmS9Ho9NFTZxAHLwEqlImdDsCwiM5Ygcb5y5MNjE4ikn4manHNCMVmgweCVJIntN8Mn/rrcFShwfGmx1aFzJU2KbTzpX3R7hUJBqVRCD8MAgnLD/IxXGVeAV3369OnOzk7yimnNiW9gVGazBG4SCASoazhEUIvdbjdOYI1Gw+v1jo2NxeNxIQRU556enn379i0uLpKFQaGB7tHZ2VmpVCAPm0wmrVZ7/vx5gGS8fyn0oCdsJvkTMzMzGxsbIyMjRqORGQBJAt65NKNw8wwGg1Kp5BlSgyi7EG55R4CBstksq1E0hGtra6FQSIbAob20X4nYjMfjgUAAFTTLQIfDwWBvtVp5NwHae3p6uA0gP+H2vLq6OjIywhpBo9EUCoXR0dHLATREo9FL+ICv67z88suYiqV+h2OxWF7Nk+T09/d/8IMfvOuuuzo6Or761a/eeOONOp3u0KFDPp9vdHRUCNHR0fHzn//8uuuukyTpl7/85fve9z464HA4vLi4ePPNN78JL3vrvNY5fPiwSqWiTjYajWAwWK/XacJqtZrP50un07Q7RqMxHo8jEMWiBWuGer2OuUx/f//q6ury8nIoFJIhALo61jgul6vVamGGQpNtMpnIOcfUoLOz0+/3w7RCj2a32wGdoQQDNBOjq1AoqAw4NY6MjNCg53K5HTt20NdiOSlJkslkuvnmm5eWloxGo1arJU6cerJt27aXX365p6fHZDJBfADyoNPlNZLH0Ww2MaOBzYFFBfgLuWt6vb5UKi0sLExMTOh0ukgkMjY2dv78eZfLRVHCeGx8fDwajeKj1tPTQ83PZDI6nS4YDJbLZTBZQJZGo5HNZqnwTAj8EK+Z2dlZzIAgalmt1mg0Kit+VSqV3W6XJAl+BxcHlJZiC804HA5zJ11aWqKdzWazu3btIst5YGBgcHBQVhp3dHQsLy/jIpHP57dt28aNgOvMlALcT4JyJpOpVCr41VsslvPnzzM233bbbS+88EIgEOD+K4SIRCKdnZ2XQzrxhw40bJ0/slOtVp9//nnmbYVC0dnZ2dvbW6vVcK2GnwuLVqvVkg1Mv0QnxpSL0WO9XiczK5/PExuBTTg+LJQ+pKNI24QQYA2y+yPyYfoimJ7QBOReF7fanp4eNGvr6+uZTIa8iUajQeFFrOp0OvGnxM0Bv0O8fsbHx/P5fDQaDQQCUABgokF/YL3Pf9vV1SW7aCUSCbZrNPOsDGnygbl7e3uxxUEmtnv3buJyMILx+XwqlQq/WzwRyuUyrg0YpcViMXp4l8s1OTmJx5AQAoSUEspWEtJxNpvVarVIsdxud61WSyQSKpXK4/EkEglcNmCHoezgTuHxeHCdwDAITzdJkvBKU6lU6ItZoHJD1Ov1AwMDyP14Ofhi0pjl8/mhoSGMhOHEAa9nMhmYubARmUrYki4vL6+vr5tMJo/HE4lEBgYGwC+0Wu3MzMzY2NgW0PBHcLbMIF/7MBDC5mKn1NHRgb83XCA6YDwR5F6K5iaXywWDQdi5ZDegLoN1RjYbanwwAhy/MZXkWwo/liAJnU4HcUAIQdAO1mXtdpsOm+8n9AS8vugkIBLX63WqP8N5Op0eHBxENTc3N4cIlsd/17vedeDAgbW1taGhIW45v/rVr0iJ0+v1PCU8gRB6INuD/WW1WovFIls7hAZ4GUDugGpBj97R0cGrYMs0OTmpUCjC4fBb3/pWSZJOnDiB6FepVGLSU6lUstksmC72FtlsFh6B3+9fXl7u7u7GBS0UClmtVhzIkDQTAl8qlbq6uiYmJrq7u5999tmxsbFwOGw0GqGE1Gq1crnMeCNJUn9/v8vlgplGXaaYdnV1mUymt7zlLQ8//LAkSWQdYSAEjs7UwfXBIK2vry8ajfLWQ8AjCXVtbc3hcJAb7Ha7T58+zUIVh97e3t4TJ05AJJZZHpfjSG+eNU40Gj19+vQvfvGL1/xNpVL5zW9+87+7iGF0JIS47bbbDh48ODk5efPNN0OD5+e0L+TnwTRB3MS98JK+mq1zyQ59DE2YzWaDAsYXan19neBb1vvLy8uECieTyVgshokjUv9AIICNOZ5/bGnY26Mdk+s5CG88HieDFvgVEMFut6PSp0rTzFFP+vv7c7kcrArUUl6vF5UpmV6lUunEiRMIho1GYyQSmZqauuKKK7Zv3w6ra3l5eXZ2lv8kFAphMObz+Xp6eo4ePWqz2bq6ui5evIgbMTAl8mm2fLIaa3h4+MUXX4zFYv39/UTwcG+ibpRKJYJsIpEIobkLCwvNZjMYDM7NzWHHePz48dtuu+3ChQvYHufz+Vwu53K5wuHwysrK7Ozs6urq/v37oVHQBwshurq6tFotvNnV1dVdu3adOnUqFAox0gMW12o12KrcChuNBp6OPT09er1er9efPXu2t7c3n89DiBgZGUHLRhZPJpPp7e0VQuh0OrvdrlaruUWWy2Wv11utVhEnu145Fy9e7OjomJyctNvtuNmTSyJ/2fkMhEIh/HrVavX8/Dz2H263+4c//KHP5zt58qRareYZYgJ/OT7kb2Lh3Tpb57ceGi2UYgaDAXw/m83SQ2Jwo9FoCEQEQ0RtZDKZ4MkLIViuIClFCoEomGyvbDZrsVjK5TKEgs7OznQ6DdmePRyAI8Al1CroWpS7eDy+c+dOuE7QE/L5PCZfEEtJOpibm4P5C6GYzGC32039pwLU6/Xz58+bzeZCobCwsMBUDC+MxhUZHda/9JzsukB4IRpLkgRM0NPT4/V6E4kE0LYQgv+qXq+n02lYFeSyAZdwY4pEIn/yJ38yMzOTTqexvMGlgjUebFP0awzqxEMQIQElIRwO79y5MxqN0nt7vV4hBOAOi7dgMHj+/PlWq0XR6+rq8vl8Kysri4uLFDf8OHp6elwu19mzZ61WK1g890GTyeT3+x0Ox6FDh9h4eTwe2n7GFovFwkwkhGAj6PV6ZW9guL3A90Q+YVrHfQRiICy2YDDINRFCtNttyv4lPwxul+ORt87/7WwBDa994Bfgs4BjAnMLkyTMTK/XG4vFGESJ7GIlDrIL5YG8NPRR+KxQ8lZWVvg3kjOkFhRcNuGVSqW/v5/VNxQy0D4Yre12u9lsptNpTGg3NzcTiQQsXzhs6LsQg9lsNvgLeOGizoDLUCwWsX7R6/UvvvgibDeWh3a7PRwOM4RzewDxxR0zlUpBMwPAhjcLkVVGwfH3Ym8PF4vG9IorriD/gqBQs9n8asPbYrFoMpkmJiZisVg+nweGrFarZCzJjAAymb1e7/LyMgy6ubm5HTt2kHKEcT1mmZhKTk5OGo1GORbY5XJRfMGzebNYQkJgpg6ig0DMnMlkfvnLX4LL0tBDV0mn01qtNhgMktLcarV4euFwmOoJRGI0GrngwO0dHR3cnLj9GAyGQqEAo1ulUg0ODj711FOdnZ2XybbwzS27w8PD73jHO973vve98YeSJImeQAjR29t79uxZfg5v3GKxcIeen5+/4oorhBDz8/MDAwNv/O9unctx6vV6T08PgClYJ0sbfFiLxWKj0RgYGMjlcoSutVots9mMw5bH41ldXR0aGpJV/UIIsiHxcaSGhEIhcFLKCLlim5ubDNjs8SDlMlS73e4LFy5Q2YQQyFxlp/FMJgOJgJBah8MBQAnVC3ktsq9wODw6OgoNLRaLkRSIDxZmimRn7Nq1K51OExt28eLFK664olqtrq6uQi3OZDLbt29nLc+akeU/8RA+ny+TyYDUuFwunU7X3d1tt9tnZ2dRoOzfv//2228/duwYO0OYWQcOHMDchwLrdruRniFeU6lUdN6FQgED+VAoBIHuyJEjnZ2dNpvtxRdf7OzsrFarQBiVSiWVSoVCoWazuX379nA4PDExMTMz43Q6z58/v2vXLjTDPAHaffxr2u027F8iSJlwcJLHXBk9tkqlUiqV+/bte+mll7ArY2UH3U+SpJmZGYzZW60WrvhDQ0PT09N05Hq9PpFIjI2NdXZ2xmKx4eFhtqawNvx+P6bolwnh3ep3t87v4YESxdcH5hTYIiMuACJfH9SggKQ0S6FQiPKVz+exAyOhtl6vOxwOPM4LhcLQ0BCeu2zC6bjohchWQGvQaDQQsdJHSZLk9XoVCoXf74/FYgidYDGgpCAPgqoLKYyNEc4IAwMDyWSSTQOqgVQqRcdOa43sFzOXdDqdy+VAcrF75EbAahA2FkADETaoYuPxeKPRAArHhX19fV2SJKPRiHqXJ2a326PRqNFoxB7Cbrc/+uijcI3ZRe3du3dqaoqMebQq8tYElgGlnkrOv0+fPj0yMkI9PHXqFK07yIhGozl16hRAPC9z+/bt09PT0BOQ/nGjhM3BZWQthymjUqmcn5/HJpPng8fZyMhIKpXq6OjI5XJoUuiiHQ7H4uIiWNXm5iYiQbPZDKhEsx2LxQYHB7GihOZsMBhyuVyxWLz11lt//etfq1QqYOJLft7Ewvu/tuBvSSde40xNTRE27nK5wA5oOoUQ6B2wCQBB4EvL14OpFRyhr6+vWq1ms9nR0dFMJiPrIMAj2+02DgtCCMxp5W0VPgsdHR2lUkkGBdA7kNBOBJfJZELcwXwuhAD7xAUHIRnyNiS4BDrAa93Y2ACMxNmRYb6zs5OoeTx72Alv27aNWCP4vSaTCamwrEmLxWJosfr7+2noy+Xyzp07+/v76fUJdYNGVSgUYF6Ap2ApjFMxkhOdTgfhjUGxq6uLGCGuCRxmi8USDAYLhQIpd81mk9zNjY0Nwu3BTQCJobQ1m82+vj70eDi0b2xsEISp0WgQl3o8HvaNrObYcLZaLUQT6+vrQgjU0WinDQYDjwlxQwiB2JvrBkCAihtqHLh1s9mEk0btxhUS93U5f6TVak1PT5vNZofDodPpHA7H5ZBOoJd7U8758+ffiEdDsVg8ePBgZ2dnuVx++OGHw+Hwhz/8YbVa7fF4fvCDH1gslq6uru9+97t79uzZuXMnn/Onn356dHT03Llzjz/++F/+5V+ygdk6v2/n8OHDqAP4pufzebwD0C4hKGCRBR/BbDbjj0U+IgYHQohwOBwKhRKJBI6GtLZ79+4tFAqFQqFWq9ntdhkI3tjYCIfDyA2azWYkEmF/1Ww25QAdbHcR1goh6Ibp8OLxOAvA1dXVbdu2EZHA5qqzs9Pn81Wr1UAg0NHRMTMzgyZrY2OD3IRYLNZut/fs2ZPJZCB5lUolnU4Xi8WcTifpxfxpLsvm5iZRO7VajR2jSqUKBoNgbVardWBggFa7VCrlcjmLxaJQKBKJBEm66AFJfFxdXZ2cnMQ6Hq8ckA7A2WAwaLFYqGNMArlc7oorrsCdFzELMKhSqUSojFQbhzBaVWx6/H4/KOrhw4d9Pl9XV9eVV15JpiZhkzT6pI2kUqmdO3eSLrSyskJVBCKHMg1mfc0111y8eJEkOb/fD+1FCAFywQ0Rwh09d2dnZ71eB+LnWSGgwA+I94sCWywWQ6GQvHu8HNKJfD5/CR/wdZ2HH354SzqxdX7jVKvVl156CUhOCIHRo8lkQlKKUFer1dKaUna0Wi2yBWRWfs/FAAAgAElEQVRTxAOVSqVKpTIwMAAzFz3a6urqjh07CoVCJpPBhoxi1dHRQZPGX4SyBBuLB8RNkAgJePVsoYAg19bWsHvAVhbzchpd7hpCCKSy3d3diUTCaDRyW2Gvtrq6KknS2NgY2y80VizJ2EyASCLvtdvtKysruVyu1WqBwuA3uW3bNkhedrv9+uuvJ1Mjl8uBy6jVanp+TGHACDCsyeVywNxQrvDOjMfj5XKZZRjFsKOjA3lFIBCAAoApD1cJGnIqlQKRIfGHJhmXN6fTCXy8sLDg9/vD4fDu3bux6e3v7zeZTGTAoUMJh8M+n4/xgcS0VqtF40oVFUJotVqHw5FKpbq7u9mGNpvNnp4ebgQqlQrDI6wrmTjQLxeLRTgmYBCktvMJ6e7uHhgYWF9fX15eNpvNrGOtVusll05gz3lpH/N3PLFYLJvN/i+UTmwBDa9xpqamzp07h2qL8C1GVsZF+j+mWSEEYzn/q9FonE4nbDEq6cbGBuoGpFw0PeIVRq7RaMT9QQjBdw/pKVIxGjgExhqNRjbX0el0Wq1W9sUBMMMYYnV1lUKMKSMgCB4zfM2KxSIoI/QwEE2wDL/f73K5cKMhngfhAwhuLBZj74RUxGq10rHRspdKpXg83t/f7/V6y+VyNpvFX52ODVQYUhytNgYEnZ2dADRcGdLpsWpbW1uLx+Os2uh919bWbrzxxpmZGcAFua/lUsv2b0zya2tr5HF0dXUx8+PEC0LE4FEsFq1WK2ZyNpsN2JsnT5BPNpsNhUIsV9HpYfxeq9X6+vrW1tbg/uHTA3yDPzP7Uihz4+PjmUwG2p4QYvfu3ZFIhOZVp9MZDIZsNou+EV060BWR8sxFl8mj4U0EGqampt4I0LCxsfHMM88cOnTo+PHjRqPxr/7qr1B7ajSa8fHxxx9//PDhwxMTE+973/toqUdHR3O53E9+8pNEIvHxj3+8r6/vUr6YrXPpzhNPPFGv11OpFN8jeheMVIjaLZVKbrebOR/2UDKZpBf0+/2FQoFdFjipWq3GvJC+Fjtx1mj9/f0E9OBTQOuM+IsvezKZxFMd+UZXVxfLOli7cj1H4GY0GrHBIwxSCIH5AiDv2tra4uKi1+ul3BmNRnIHcOHu7Oy0Wq0ul6v9St477bjT6YRdTJYEtwZ8Rvx+P30knN5oNDo+Po4l+IULF5aXl4nMJDuDSLNisYiKhMQKKLJst/i1ZrOJmxpYQ61WGxwcxHz3woULExMTXV1dZAZ3d3eDw+LLEw6Hl5aWPB4PrsCsxXB98/l87XbbYrEQRx8MBsl3WFxcpFcGeDUYDJOTk1w0tpflcjkYDGL0QBSx1+sFmsdLQr61VSoV+Ck4AYG2jI6OohDMZDIYXtpstj179rz88suEqOn1+mAwmM1mobFwK2k2mzzIxsYGiuKNjY1LDjQUi8UtoGHr/F4dUieIqOQbVK1WqXIejwehrpzjK2e053I5fPswxKXhYdOzvr6OcIzlGd9xGmav10sVBRfAAZFKTiPaaDRMJpMkSZDCyIwXQtBcQSIghY2VOEkZsokvMRnY9wLIut1uSqsQAvhYkiTM0TCMAMCF08QSC7IqmCYk3I6ODogSVGbsDFZXV3fu3And7NSpUxB4SY5AewUrCgk2QIzD4cCEoqenx+12k17MnQvs2G63y8O8Uqncs2dPOByu1+vFYpE0IrBvGChEVJIQDEFMBlLxO5MkCY4ewEQqleL6gy/gdwtG3N3d7fV6i8Xi1VdfHYlEZL02qzX01PIQwR+SbTstFguoLvvIm266ifg5eukPfehDJ06c4G5oNBrhcUMMlx2RccdsNptzc3PtdjsYDF5yoAGE5dI+5u944vH4FtCwdX7LgcKE7zeLLJvNBt2dgkVPScUknhBFMdM+mYuZTAYLXwLSmPBp5viWglzkcjl8WREFCCEoFljdMkKzWkf/Rj3iD9F9lkoldA1Wq5W+HBwB/xgoWEzU2OSCH1OaEVCREwlqizQOyzF+mdB4dvgYK+h0OtIxqapkqjWbzXg8XiqVjEYjMWbcNsBHuWHIzffExESj0ahWq0zpMqiM1QXjBIyMYrEYCATAoVdWVlKpFAsuLIgAXO12O9KSVqul1+tdLlelUoHuAWMC+R+taqFQgPorxxeBIuORTu++trZWqVSwiyMfBKwXP072dezc9Ho9d2L6V41GA2yRz+dp67nRqlQqbszxeBzFIGnzsOAYiniBoVCIxDsEGt3d3X19fZcDaAiHw5fwAV/XeYNAg1qtfstb3nLrrbfeeuute/bsQUvPsdvtN91002233bZjxw65n1YoFFdcccVtt9120003OZ3OS/ACts7lOQcPHhwfH0dCTxODFgylgJxMKYSwWCxms5ksW3ibbreblAGFQmGz2WR3W75HiGahdNlsNh6ws7OTkAIUwkIImiekELTX2JJBfQJMhH8EVx+MGP1OtVqlpC8vL+MT5vF4arUa0C0VEg5FoVDw+/3T09OUtVQqBQpJQE9vby8kKThf8JNtNpvb7ZZraUdHRz6fR6lRrVanpqb4tGP6BTGV5TluMrwcRGo4k21ubmKuiTPu3r175+bmPB4PBOZqtZpKpQKBAOAIFoZ4cJLaQ//t8/lAS/F3hB9HxAA4CEzsTCazvLwcjUZxMidSrrOzs6OjY+/evWfPng2FQoC2LFHRfczPz8uGC1APyGmKxWIARrS2sPkgoIVCoaNHj0qSZLfbySEmMnNtbW1hYYEFo8vlQoazsrLi8Xiy2SzkOKyFenp68vk8hOrNzc0/MqDhJz/5yRbQsHV+41Sr1RMnTjAeI+bVarW4GvF9lJ3/8MlmRM/lcuVyWavVylGIMvcKFxUYZzSuoLcGg4ElHJtt8iAh3tPuUhPw/Kbgx2IxMFzmZ7i0bLDw4cJQgK0eE6xCoYAH12q15Dkc1nAmk/H7/UtLS0y5+XweRVi5XF5fX7fb7WytsDbjiw9pDgvJYDCITzDOXOVymepKj4cNGW05Zj2EDQEcI/tlXef1emmVV1dXg8EgwHooFMLaplgs4oIsSRKWB+VyGewYMvXm5ibVFU202Wx2u90ySs6aEDi40WiQzpPL5eha4duS3Y7HBON3MpmELJxKparVKmaZDCBCCIJjuEtC8iVYGo0bRIbl5WUoz1jbcKPU6XRzc3P40AGFoKTg3efD0NfXxw0LXAbI448MaMjlcltAw9b5zTM1NXXmzBnYBCCRYHgAATLFC9IpM7nH48Ekhs0YFq+AgszSeCLgW8s3ivURjSbaLVYrqIkYhlFSkX8DAEywEPgCmjHWO1D0kVERxiuEoIhTK6kvPDLCKpx4KKks0jHRhU5MRWOeL5fLJpNJzsi02+28NNkvE5ucUChUKpXC4bBGoxkeHiaYnYum1WpjsRhmBKVSiQFbpVL5/X5oCDabLZvNQk4ul8ty/rCsCslkMhBohRCwDLiGtVotFApptdq5uTmNRuPxeCiRu3fvBmvnNgMeAZLCfmx0dBRbGu5wDDYIrZFtA3mgc+GOC74LYA+uPzo6iqiEcTebzTIhwNpg50bzrdPpQIjxfkNEw+ulKJM50t3dTWox5j3hcHh8fPyPDGi4cOHCG4y33Dp/lOfZZ59FMM8nH29Ii8UChsvsB05nMBhYQO3atQsDcAImSOFKJpMsfJjVw+GwvArr6uq6cOFCo9FYXl7GBkIIQZXDTDEejzPQQh/lP1EqlZC/wHb5shcKBfRrGo0mEAjI236PxwNlgPEY9zKwVCqS1Wpl30WHza3EaDS6XC7A4nQ67fF4otGoy+WCUCZnAHM3ATShyKB0mJ2dvf322xOJBIxiv9/fbrftdjuOOVyNTCbTbDYDgcD6+rrL5cL3u9FoJJPJRCLR2dl58eJFEn+USmW5XMZtF4MGp9N57ty53t5ekGK80EZGRhQKBbmVa2tryWTSYrGMj48DiOdyOV4p3BCVSrVjxw5goFwul06n8bXJ5XLw6ci8DAaDS0tL7XbbZDKhcYP3AbYL08Fms7Fhw4kT0S9dNYRhOWaClhrXHqCWq6666vz583CbuSA+n8/r9VKZQat37NgRjUaVSuUlBxoKhcIW0LB1fq9OtVp98skn6TyhvjPPw+GCSEWbxM6JfRVNlEKhoANk9yNHmMuBL1DP1tfX/X5/NBolEJHeksUP86pSqcRujMwIYh3Y+qyvr+OSSPlFSYdEl/08T4/VPUgxIgiPx4OVA9smjMYgL9CU6nQ6QFiox4C24KrE7vLXac/QLCCdY9UHAkIuI0bUQBu1Wo1oCczXisUiPC8wXJpnHN/Bsjs6OuiHobXmcjkyNeGF0XDS80PLxVsxl8uBBQshuOlMTEykUilQEljP0OVWVlYGBgbgNRDAgblYMpkEs+ay2+125H5opUFMuDLIvdHfyYwPTDQB32VAis0l61iVSkVJx2sZf2I0j4VCAStfi8WCASc66PHx8dnZ2aGhoUsONEQikT9WoCGfzyMgevUPCcBiVXyZ/u5rni2g4TUO8ZZ0Wqzl8fECX4CXC4cTSpIQQo78aTabLJooTFi/UDgwaEUMBgSLkwJiJ9ojZHKSJNGeguNS5ZVKJZyCQqFA5WKfRr3T6/UscGSjHVb3BJKzgELwRviQ1+sFOaZnlaMTKBMUHRJ9FQoFfj/kQcKVILkdKYHX66XIomdGvgEEwJDPNcS2t9Vq3XLLLRcvXqR9b7fbuHlheIOXuxBi165d4XAYcxr0wMFgsFgsQkygmvNmsZlE7QzrFXs24AzQU3AQDCYwTsMpE7AZcgd5S5ubm/l8Hhrh6uoqogaS2PhN3Mi4fULGxsee+2W1Wh0aGurr6+MNIqGDf4PdktnO/9XR0RGPxzE3cjqdWq32He94x5EjR+ATyrq1gYGBywE0LC0tXcIHfF1nC2jYOr/1PPHEE9grwhGAFwBFaHNzs1ar0eYajcZarQaXanFxETEaQ34ymRRCgF3COwAr1Ol0Qgj8qzDinZiYIPqbIRaMFcxRzi1GZbq+vu52u9nMs0qiV8ODUFbeOp1O6A+gh9hG0Hzn83m73Z5Op71eLzQoEo6FEEQLWyyWSCTCA6pUKuhODoeD7V8ul4PoRAgcYzYlDrIba6Xz58/ztJnwSZiD2LW2tnbddddB1AJVEUKgoYM4lslkRkdHx8bGWq1WOp0ulUo+ny8Wi23fvh2YO5/Pj4+PoyXEPygQCJRKpUgkUqlUisVisVj0+XwdHR2ZTCabzeJEs7S0FAqFeEcuXrwoSZLNZgO8wCqMzaTX68Wlghq7uLgIca9SqUDcmJub4wkDo7Tb7TNnzvDucPF5qkS7s0uMRqOgt+l0Gi8JGcZdWFio1Wp+v99isQwPD1er1bGxMRhnmUwmFAo98cQT5DRfDkZDLpe7hA/4us4jjzyyBTRsnd841Wr1yJEjmUwmEAhAQAgGg1jhwJBihS5bgEF6JTucXVEul4PRgCqhXq9Tqdh4r6ysgB2Qp8NYjlIYIgNrf4oSnFlqFDPwysoKBCgqZ0dHh9VqBQugG4SfS3wmmIIQAvqS7BoAQIkBBA4OLIRkv15yHKn2BC6w+UODwNiPpTfLs1qtJmMilESNRlMqlUjWkBPl2+32VVddhTGBEILuUavVouxAgSKEQFmMlZtOp6PxFkIAUgCFYNnISAnow74QZHxpaYm3TLxi1tZut+nP4/E4PBRsd7lzYRDm9/uJjmZkyOfzkNTC4TD7VC4Ch7qBtTD3ONgW+LjBKWYDSmMP/MRLrlQqm5ub2Dlzv4N3fO211544cQL1hEajmZyc1Gq1AwMDf2RAQz6fvyRAwwMPPPB3f/d327Ztg5m7srLy+c9//tFHH33ssccikcju3bthoBw5cuSzn/3siRMnHn74YXL03vif/v84l/LG+cd6ADKj0SjZiqlUihgCyiKuvEzI8AXsdnur1aI1xJwMIBC+mUqlYn42mUwulwuZFt83FlNghLg8uFwuzAWghMlqC1BVyGko1qAzgClSYoBgZ2dnUcT5/X6AatyDATJIJmNQx9MFU19yxei5STuDJ2az2RYXF3GA52YghNBoNOzWFArF6uoqPRzqL4vFUqvVSOtptVror9A4CCHa7fYzzzzjcDicTidrK0AZInzxU7Tb7Tzm4OBgf39/X18fXozEv1MihRCUbFhtxJJBumaDx7YQKwrK6Orq6p49eyDZ9vb2jo6OctcEjGi1WrKUw2g0jo+Pc5FXV1eHh4cVCkV/f7/NZuNt4tFgfxHnxmjkdDrj8fjFixdTqVSz2YQqjFuEUqmMxWI4I4DWc7WFEEDC6ClQpmC0SfG9TJ9w6c07l+kVbZ0/9IPl7eLiIv7Vq6urqOVJAcDQi12Ny+VCsGYwGKC2RiIRMESImr29vWANXV1d0O8bjUYgEFCr1ddffz1wLQ7hqVSqUqls27atWCxiN6hUKvHfcrvdjNkkq1ssFuBX9lT0vsCg9Xp9enr68ccfx1qF1LRqtSqEUKvVQ0NDCoViZGRkfn7ebDanUql0Og25l3RGq9Wq1+tRMWxubi4sLJAtn8/nw+Hwq6UKeJ0mEol2uz00NGSz2YCSNzc3x8fHq9UqueiyRA7bCI1Gc+TIEYVCgeGW2+02mUznzp0rlUrYFsB2npmZIcbstttuMxqNwWDw9OnT2NOwS/R4PGy6sCKqVCoTExPbt28fGxtzuVzUXjI1udFA0LXb7Vqt9oYbblCpVKOjo5Q4eHPoUIC57Xb70NBQpVJh8YijGP39Nddcg94b/ghAuazK1ul04+PjpHUkEglC+GD8YbtAJlQ6ncYz/13veheun7lcDpEIPh0EKsVisbGxsaGhocvxCX8Tq+5W4d06/7eDedbMzAw75+XlZcoRXAMCFCRJgtba1dXldDq7urrwfwmHwzhbk7yAhQHfPo/H09XVZbfb8TsjQBG/LbVajdoUH0fazq6uLoYiEFsW+NArQI3L5TK4Ld9WbAump6d5wohbHQ4H/xXBxmq1GgN1ctPlthz0maUO1LOVlZXl5WWYqrOzs7ADsCQDdJbzs0OhUCgUQi9msVjIbqRE401OwWSqP3nyJBwQOcFxaWkpm806HA7AdDphOAI+n48XUi6XibrgPwRjBRZH+eVwOAKBAJWtXq9jx8i4gawP8a/L5RoaGlKr1ddeey0JcXa7nRsNYmqGi2uuucZgMGi12mPHjpXL5SuvvBJdG1nR3IvT6TRvIslo3D09Hk86nSYQhCA5YBdoaNwBNzc3vV6vwWAIhULgDlRd3PGJqWZrSw9/mT7kf+hVd3Z2dm5u7tXp7AcOHNBoNA888MADDzywsLDw0ksvCSHW1ta+/vWv33fffV//+tc/9rGPffWrX4UV/j9/thgNr3FgNMD4uvLKKxOJBHXN7XZjWC2EkCQJbSqTPxwhNEik7N5yyy16vZ7IQ9Ru7XabmdZoNPJzyAgMrjLTHkKaTIahRBYKBTnRDc6CHHEsSRJ0Vjb5LMOLxSL8NNAQ9ueUAIqvwWCglFMTV1ZWVCoVjCYE0nST7PYDgYDL5Uqn08C9VDGYHaDa9HagBrDC2u02amQYvHiPqdVqQtr4dzQatdvtoCQQRoxGY19fXyaTWV1djcfjbDKxMFhaWgLldTqdXEwGchDuRCKBfoxCzw0JyID7BE2tSqWKx+N6vT6bzYbDYdm4ATIb5Z7rNjY2hpYPq57Ozk5ENGw7G42G0WjEUhirCL/fD7YNF04IgV5j45W8ElSCXGGUNSwwGZbUanWj0SDIXfYBZdd6OTwaWBu+WZV3enp6i9Gwdf77eeyxxyh6b33rW2dmZrq6unbs2EGsGlow2RIM23Dou4VCIR6Pu1yuYrF41VVXCSHwuMKXgS1QvV7XarWnT5/GDVGpVNpsNkheFEa2NzabjV16JpNBzFUsFpnehRAajSYUCqFlBSxmTUdvB4cLcBCSal9fn1qtJiY5HA77/X6z2YxjosfjgcVWKpWSySSKDwKSwVNoiMfGxjAbh6mLRQV5xrVajZdWqVS0Wi0rDlx1Cadot9vDw8PZbBZY0+12Ly4uwi8Lh8NOp7Onp4e1f7vd7uvrM5lMVqu1UCjAcZudneUOyAOSaoYFmmzBGw6Hwax5C7xeL1cMPwXy5LHDKBaLi4uLTqczEolIksTYX61WKaRsPknHuOKKK8LhMCGmsB5eeOEFp9NJzB5eccViEfsG0igxd0ApzbjC5ySfz7MDgIkmWxqpVCqFQkFRValUtVoNHRlUGpLtuV9cckZDPp/PZrNvVuH96U9/usVo2Dq/carV6i9+8Qs6n+Hh4Wg0isoMBivbeJPJROtIz4mVCTR+1Arbt2+32WxEdCNPAJHk/2WuTqfTLpdLTlJjlw5tTTZuQCJB6RBCyPbnZIRBAUYrQcNM/hopyEIInNpJEEOGFo/HR0ZGhBCoBnp7e1nssyuSJImRWKvV4kSAE9A111xTKBTY6tOw1Wo1TCvVajUVD/qtSqXClAfEFjvMPXv2UEa0Wi2MZjaXLN4ApoUQ9NhcKKZuknfwJmc7KM8OyLRp+0FMeLRyuUxLTCQHkIQkSejsgJC6urouXrwItRZgd2Vlhax3RGStVoslmc/nA98HQuLGBxXObDZzg+P6Iwqu1Wq0wSqVir8rSRIB1bLjryRJSPN6enqsVivcBywk5+fnAVYUCgWQ+traWm9v7yVnNCwtLeEZ9D9/4vF4oVB4g4yGVqv1hS984d5773322Wf37dvH7f5rX/va3Xff7fP5oPWdOnXquuuue/nll+fm5j784Q8LIQKBwCOPPDIyMuJwOC7NdXw957cDDZIkpdPpCxcusGeWf76xsXH06NEzZ84QBMgPU6nUyZMnJycn8/k8/tjy76fT6V/96lfz8/PkxPDDSCRy9OhRksPkbDlJkk6dOnXixImNjY1XX4hSqfTCCy8sLi7iXCX/fHJy8tixY41Gw+12X7KL8dvO1NTUsWPHIIytrq6SWNPR0UGMMPook8kElQsqAV82voew5WOxWD6fN5vNwWCwUqmwsRdCyOgAKYlra2vZbFYIodVqx8bGisVirVaDC8AfpfaBy2KsLYdN8PFaW1sjC0OSJIovDmrURPhjxDcgfGCcxgMSgHl9fd1isUAegxNRrVZJlWeuliQpm83CHcBDweVyOZ3OVCrFa1er1TyaTqcjh7zdbnNjCIVCPIher/+Lv/gLrGhBXk0mE5lJ+Xze5XJtbm4S5UAVMxqNlUqlVCrhleDz+Wq1GpaT5FAQ8A4owyCBkTuNOEgw6miuYbvdxotRkqR6vX711VdPTU3BiQAdYCOHy1EkEqHXRKhiMpni8bgQApoZdwWGDYvFkkgk6JUBXLhDw/3jqwGIKysSe3p6qtWq3+9Xq9WRSAQoBOV5o9EACOcGIEnS4ODgZQIaLuEDvq6zBTS8+iBjmZ6e5h4s/7xYLD733HORSMThcMB8abfbMzMzp06dIqfwN24elMdUKmU2m+m6JEk6efLkqVOncrkc7qr85srKyq9+9avp6Wm+sPIjzM/Pv/TSS+VymcU1P2w2my+++OLU1BS6rct6KX75y19CVS0WixcuXKC9m5+fNxqNuNWyq6G4qVSqfD7f2dkJRtloNDKZDGomhUJBtgjMqXQ6TXuErTdOK+fPnzcajQh9hRCRSASF1NLSksVi0Wq10WgU4y5qI9QtIUQmk6nX67CocLeF3aBWq3kHsRXAnh2HV3ZoSqWSKgp/gZz2iYkJtKw4k+Fo0Gq1hBButxvhGIsystx6e3vn5+eRb1CoSXqT2zu0JyaTyePxLCwsmM3miYmJoaGhc+fO8XYrFIpAIDA7OyuEUKlU0GutVismi9ANFhYWgsHg1NSUTqeDJnbq1Cm6Xm5PmC9IksR9Bwa1XNVJhkNCrFQqgR7MZjPbzs7OztOnT+O/gCoY2D2ZTGKpA8M2nU4LIXDHVCgU586dQ/iA7zpWoOfOnTObzaFQiPUj3wi85TUaDc4aqVQqlUpdvHhR1iErFIorr7wSNMrtdmcyGbvdDsKCLZzT6ZQkqdlsXg6PBm73b8r52c9+tgU0yKdWq01PTycSCY/H8+qfz8zMHDlypFKpeL1eymC9Xj9z5syZM2fYnDN9cZrN5q9//euzZ8/WajWn08mnpVarHTlyZGpqii2L/MuxWOyFF17IZDKvrsabm5vHjh07ffq0zL3ipNPp559/PhaLud1uWsfLdKrV6vPPP8/Og8AdNkk4fPX19TEJYzqOIxUArkKhgNlaqVQSiUQikQC+5EuEY8La2hqre7PZbDAYEokEnoK4FVDDcSugmOv1enzTYcji503qJHssRKy0VWjHWCBBVsJmCwhgbW3NbrfL6YxCCB4f2Sz5MsDTvI/QFjA4oOtrtVqUXxZOmUwGai3IL3gKgRpCCGAL7pLJZFKSpOuvvz4QCMzPz0MMYeNIBYMrgR85EWkoKSBQE5BJpCVTAL/fbDaHhoZog0lPUygUw8PDGxsbaJP5+AFGI1XG+WJzcxNnX9Z1uB0h9V1bW8NUDv0LfsMsMqnwyWQSnh1QFHEY3GSdTiehTrAbqP/cFHBHRs9SqVSGhobkZ4XFBm+fw+FAdU71liRJp9O53e7LBDRc2sf8HU8ikXjjQMODDz4YDAb37dt34MABgAZJkn7wgx+85z3vYVovl8vHjh277bbbTp48ubq6ev311wshOjo6jh496vV635Sotd8ONPzzP//zgw8+ePz4cbVaLc8AkiR97nOfm5ub02q1DzzwgNvt9vv9Qoj/+I//wP372LFjP/3pT2+44QZa4RdeeOELX/gCfgSnTp3av3+/EOLgwYP//u//Tl7gN77xjYmJCeLovvWtbx08eNBqtT788MOtVmtsbEwIkclk7rnnHqJlv//971933XUAEw8++OAjjzzicDgeffTRTCazc+fOy3eBiLd0OBwyasjGierG2oeRm9k4FAo5nc5QKIRCmK7XarVS+AqFApj3kZYAACAASURBVAWXyRlscmVlhcmcLAmsEDCwoXZTMmiYeBBkTgAHDLGEHVACqH0w/4UQxPYSaavX6yFWSZJEvAXTcjQaNRqN3B2R5pL6AzzJhI8cC4sBRG6hUKhSqUivyOHIj4Q6YbVas9lsb28vWmhmewBsIG0+FcRPmkwmVGeoD2QUFj4ChmGwJ/R6Pd1zq9WChSHzDjBfICp5165dIA6NRuPqq6/mVsEzlCSJC45pAhMCOBFUArfbjdpCkiRS1tBao9lj0wWKRB4ElxrvDFTB5GsQz4GzJn/UbDYD3jMsAd5LksTTKxaLPILBYEC5nc1m0eMgMDYajT6f73IADQsLC5fwAV/XmZmZ2QIaOI1G4+677z579uzTTz99/fXXy0huIpG499576cx++MMf3njjjRh3f/WrX2XifeSRR6LR6O7du4UQkiR96UtfOnjwIBzXer0+PDwsSdLf//3fnz592m63Hz9+/NFHH7355pth+997773Qf775zW/u2rWL7vbQoUNf+9rX3G73c889d+bMmWuvvVYIsb6+/ulPf5o+71vf+tblhsYff/xx9hvtdnvHjh1TU1M2mw2tQV9fH9z+eDxOKdDpdP39/ZlMBsgPRZXBYEB0xvAPahmNRmF10adWKhWfzwcWKUkSFxBE2+122+12HGdoJYvFYiKRQMFBgarVari9oGemkwNVj8ViFCsaNYPBwBPDT0EI4fV6qbpqtZqwsenpadovTHlgYdhsNhrxRCLBbIxTLNAnMzbaAeoY8Rb4IzBCnz59evv27dBig8Eg3cbk5GR3d3cgEEilUmzyoQBAx8ArgbsPF4E7CxzgaDQ6PDw8OTlJFs+JEye6u7t7e3ufeeaZG2+8kTBIHm1gYIBPF0vC8+fPQ5rg5iWEgP8VCATK5fLExASNBI0m/soo1yBIAxYT6OP3+0OhUKFQYDwAzp6ZmcEOMx6PU7SBpPmgwn1gTiOigtExGo1iDoeThd/vj8fjOJPBTyGq7TIxGi7hA76uswU0yOe55577zGc+Mzk5ee7cuXe+853yz5944onvfOc7brf70KFDFy9e3Lt3rxDi2WeffemllxQKRSwW+/a3v93X1wc6mc1m//qv/5oJ+dSpU8PDw0ajMZ1Of+pTn6KJevDBByHpCCFOnz79D//wDy6X6/Tp00899dRb3/pWPlr/+I//ODk5qdfrv//971utVm70c3Nzf/u3f2uz2WZnZ3/2s59Rui/TpahWq4cOHeru7oYGiyWhEIIOR61WE5XCCg0hGIhqIpEgTKFer2NMhlk4/gWyXy/QHv+LQZjFYjGZTMANcoep1+uhr8KWAtHALh2pBSVONokASRRCwFfFn6XZbEI3E0JIkrSxsYHKDE9ESZLIYjeZTARAdHd32+125Fpzc3PgxXjoggVbLBaPxxOJRBinzWYz/6Ckk/tQLpdp3YUQ5FCwJTIYDLOzs93d3ZgZBwKBbDbb399PLAXQA7xgIthhARDrADeNotrT07OwsMAqbnZ2FsF1u93et28fnSRebHJkG4ByIpFYX19n1tDpdOl0GjAC3w1ShwGscbrp7OwkaA96CNtBhUIBNAPvDFdOumIC9SwWy/Lycq1Ww0KOS722toaZqNVq5U+AuQMn0aUrlUq32+3xeObn59HjcEs1Go12u/2PCWiIRqNzc3Nkab/mEUL8d/HI0tLSz372s3vvvVepVMpAw/r6+o9//OM77riDXVE2mz169Oif/umfnj17dmVlhdFbCPHCCy+43e7BwcH/4VcthPjtBeuee+4xGAz333//q3949uzZdDr97W9/W6VSDQwMPPjgg1Tev/mbv+EXJEn65Cc/eeLEiZtvvrlcLn/961//p3/6J6hK8nnqqafe//7333LLLfz+4cOHR0ZGstns4cOHH3jggZ6enuuuu+6+++575zvfqdFoHn300WuuueZTn/qUEOL+++9//PHHP/CBD9Tr9QMHDnzlK1/xer233377xz72sTvuuOPyiXmEEDqdDvXU2bNnLRYL9F1sEWZnZ2lP0ZhtbGwQfoZnNfKwt73tbefPn5cTBGAxCCGwYABHQCgBMMw3k31UrVbr7++/ePEijCav13vu3LmhoSGUC8y0eAdAAeUGwPhNmy5P+JB4qbZ4SaysrADEttvtQCBgNpvJFYPlVSwWeW4E2MjKMWqf2+3GnYsiq9FoHA5HNpslClSr1dK/VqtVuVlHpmWz2a666qp8Pr+wsEDU8OTkJKoKKGRgsahwqUEA6hCYV1ZW+vr6aIgBazBiBDpVKpWlUsnr9eIHSZLQr3/9azx+8aTp6Ojg3kZrjjojEomweQP85v+iejJLJJPJcrlsNpuRBK+vryeTSawuCNGAYbuxsUFWc7PZxAUD9QoCbNwf5Fi7zs7O4eHh2dlZv9/P6hJ7dkhuDoeDuUK8kg9Eud86f6xHo9H853/+p06ne/e73/3qnx84cOD666//2Mc+JoT44he/+OSTT773ve+1Wq1f+tKX+IVbb731E5/4xEc+8hGtVnv48OGlpaUvf/nLr+Z/ZbPZM2fO/OhHP4Lv+oEPfGB6enrHjh2HDh1yOByf+cxnhBDd3d2PPPLIpz/96c3NzR/96Ef33HPPzp07m83mhz70Ib6qR44cEUJ8/vOfVygUDofjoYce+sIXvnD5rgZ4pc1mI/TH4/E0Gg1574Q3qs/nYz5cXV0Nh8Pgm3jK7N27F75rKpWiejD8G41GYmKQiRYKhXQ6Ta3WaDTsJyuVCtQkKszevXtPnDixf//+8+fP0zji2sUXHGYvazFQQiSsVEh55V4qlcxms06nA+Rlt4NNz8mTJ0lqsNvt7XZ7dXUVuJNRmepH+pcQwu/35/P52dnZfD5vtVoHBwdxo2g2m8FgELcg4M5AINDR0QE9+MKFCyMjI1gzYpbe29urVCqhD6ysrPT392P9iw24wWCgppXLZXTUVqt1fHz89OnTfr8fmkZPTw/O8yx7BwcHb7rpppMnT8Je7uvrazQakUgkkUjA/s1kMuPj4+VymWvY3d29sLAAuyESiXi9XshxRqPx2LFjFotl27Ztm5ubJ06cWF5evuGGGyjpsFQ2NzeHh4djsVgikXC5XBsbG/l8vr+/3+/3A77zOeno6JiennY6ndlsFoAGZ2KdTudwOGZnZ10uF/KW9fX1qampiYkJvJCRzmH8gYP65fucb503/ezZs+faa689efLkD3/4Q/mHrVbroYceuu+++7Zt23bnnXd+8IMfjMVifr+fKGV+x+VyPfnkk1dffbUQ4pvf/Oa+ffs+9KEPvfqRjxw50t/ff++99wohtm3b9sUvfvH973+/EOKhhx76wAc+cOutt25ubn7yk588fvz43r17L1y4sLS09N3vfletVo+NjX3ve9+77rrrOjo6Hn744Xe/+91/9md/JknSfffd99xzz73jHe+4fFeDSEuTyXTq1Cmfz0eOmNFoxE2GuDFJkmi5w+GwTqcj/KVQKOh0uuHh4fn5eYIM6I42Njawh+zp6YFJarFYaJBwtmIxptVqC4VCX19fOp2WJGltbW1iYuLEiRMTExMwLmnGaJ7RRlFIKdoQPzc3Nx0ORzgcRgDb0dGBWa/RaIQiajabUUCMjIycPHmS1RrcLgy54TIA8aysrMBNAA5uNpuEZcTj8e3bt0ciEXZjoMP0bxDoYJyxzBNCWCwWxNQmkwl5yMLCQnd3N1lsFouF2Zt2kf8W7BvQhKplsVhwXjebzWzvOjs7S6USUujZ2VkS0CqVCh4WjAawMwKBAKkWTqfT5XKdOXMGpjPm5eC5PT09BELzzhYKhWg02t/fX6lUHA5HtVpFANLf348mjvh24pZROlMzkTxUq1XUzejXAD4cDofL5WKrTwRpV1cXPvEYTHg8nlKpxP2UB7l8n/M35VSr1fn5+X/5l3/5XX75jjvu+PjHP/4bP/ze9743PDx8+PBhIcT6+vqJEyf0ej1Ze2B8QoharcabaDKZmKo43G0v2Yt5Pee3I/S/lRZ7+vTpnTt3ctO95pprkAO8+hcAzPh4nTp1qre31263HzlyZH5+Xv4dvnL8m3AvIcSZM2cGBga4NH19fXq9fnp6mr+4Z88efnn37t2nTp0SQrDaAkW22WyBQODcuXNv8Cr8vw/UzcnJSdnkhrLY3d1NB8MArNfrPR4PUnxYsoFAYHNzMxqNxuPxdDrtdDptNps8IQshTCbTq+cBEFzcBHEIw0RQo9EAIiI0Zf6v1+vYz0qShA6CuVc2zQL3XV5elin6shslUytyL5PJZDab5TgiNv9arRbGWjqdxk0XCgP1lJ0PIGUoFPL5fLKvO/s9qjnFBS0WRABqOhszQoaEENdeey2dIlILwBfkZKhF1Gr1Nddcc/fdd8Pgwh0TdmutVuNqWK1WWS2Wz+eZ2HU6XSAQIDCCtwwcGjsJKnU+n08mkzDZgKvL5XK5XM7lctiYkdVksVhwG+rs7EwkEtiYwZpeWVnh+0y1hXGH9zssPv400RUajQbWH5kg8/Pz9Xod/YvJZPo/7L1rcONnefd/S5Ys27Ik63y0JFuyvT6u7c3uJrs5kUwIacoxATKFhLYBQiiTYYa2L9qhQ8tMOx06z0A7Q4AJLdAGUkoIS0g4hSQkJNnsrr3ZXZ8t25KsoyVZB1sny9bv/+Lz5Dd5SHho/nhZHur7BRN2vTrZvu7r+l7fA6nUgETMG/w4wTe+fD/hv5nu7Dc6l+9N/T93wPhe/+dTU1OwFYQQx44dowy+9sAOpQN74YUXbr311lgs9uKLL8qe9iwiqDlsmCm809PT8iNfffXV09PTQohIJLK9vT0+Pi6EaGtrGxsb48+np6ePHTtG53T8+PFLly7B6r9Mhxn7F7/4hV6vTyQSKpUKRr1Go3nppZdcLhdcTcWrCcG5XK67uxt+r16vj0ajMzMzpVIpEAh4PB6v18vuRfZLz+fzJBqwgYFe9NJLL0ExRQQLXSKVSg0ODiYSCUjCNJTd3d30Z5Ikse0neAzr342NDT5nxl3AU9ZNFD36Y1QAFovF4XBQhM1mMxLoYrGId2NnZ2d/fz+uhKlUiqWQx+O5/vrriZzkaqA4Yw9ps9kGBwepPJIk+Xw+rVZ79uzZrq6uS5cueTweXoOckZTP58+dO5dMJqmcKpVKjqI8efLkO9/5zuuuu44eOhgMvvzyy0qlcmVlhWWaWq3mavjZz37GDjAUCn3oQx/iLmARCkWLOGFYHqhduBfYfYVCoXw+HwqF8OmEbpbJZKxWqyRJ586d29raInWiUqmk0+lMJuNwOHp7ezF3cDqdGFh0dnayMCyVSlqtlklJdtVpbW11uVyQe/mVaTabhw4dGhsbA2imKDG6lMvlCxcuhEKhXC53mX7Ir1jZPSi8rzmE//3SH66srGCqKoTQarUjIyNvWHgh5NZqtenp6VtvvXVqampqakr2tGfwgxxeKBSouuVyeWFh4dixY0KIlpaWq666ikeenp4eHx+HhXrkyBFycyRJkqu0QqF4w/q/v6dcLsfj8bm5OYxglEqlxWIpFovBYJAJXK/XKxSK1tZWgg+xtq3Var29vfyakzszMDAAL4lhnmESuQFgHzRekAvkYNVqdWVlBdVYs9lkJba5uUlXDLcfSwUKCCxU2f68VCrFYjFo+eRzIZhSq9XswHBPZPc2NzfHAp9Hczgc0BMgCSJ5DgQCCwsLbrcbRkCj0fB4PHa7nc0TV2FnZ6ckSdhstbS0uN1ucF4GBEbxQqEAxr2xsYF7GnESdN2bm5uI7GT3B51Od/vtt4+PjwMHm0wmi8VCJPzq6qpKpQKmwdCXjwXZxR133OH3+6vVaqFQ0Ol0brcbp145NYPgYSjA+IIhV8GlgnUpcjNJkuRZYGVlBTQZn3K8z0Cg8DBSvhr2DO6/t7fX1taGJSTvlI8onU7PzMwAZDcajUAggBlQR0cHPLhmswnFOJfLAbJcjp/wK1h1jUbjiRMnfvrfO69HGYQQY2NjCoUCk2zWxuh9enp6kEAKIRYXFwl46u3tDYVCrBYqlcr6+voV0U2IX8VoeMOTy+U8Hg//jQBerrOnTp169tlnU6nUHXfcQYeKK+nf/u3fDg4Onj9/fmRkBGLCxz/+8b//+7+fnp6uVCrd3d3vec97hBCwquQnMplMfHa5XE6mKhiNRv5wc3OTes2BX/CbfQhvcLLZ7LPPPitejd9bW1sjfItZF4x2a2vLarVqtVq2KOFwGKdGDAJ2d3ej0agQIhKJ2O12m82G/xaTJAM/Ml0ccY1GI3mneNvgzg0pgB+Ujo4OzGzW19dVKhU7KDbwbW1tVquVsBlJkvR6PQawtFOHDh26ePEiLRpBtXa7nebJbrdjNmsymVCjybFnkNAApHnBOzs7Fy5cgF2G/QGUDbVaPTQ0NDMzQ9/PzYqlBf6O2LPDvAW7lSSJejc4OHjmzBmNRhMIBCRJCgQCyWRSq9UGg8HZ2Vkcg5xOZy6XW1paInyIrpqpDO4c8CqiEnBfOW7zlVdewTB5c3OT/rLZbHJ1YdkIgRZ0tqOjw+l0yuo+dNEg8XBxyXwql8vhcJh0PQIpjUZjpVJ517ve9dhjj8Fn1mq1ELZdLhcyRSEE/vYdHR38qAA2t7W1bW9vj4yMRCIRri6CjqCT+Xy+YDD44x//OJfL7ezsbGxsnDlzhs/hbW972xvOpf8/zpWyoj04v/ZIkgRpk/8r10bO3/3d3+GW/+lPfxruaCqVKhaLU1NTVqv1X/7lXz75yU8eP35cq9X+1V/91d/8zd+4XK54PP7hD38Y1dsvFVjUoZubm/B95GekVuRyucHBQfmLJUlCV7m/7/eVV15ByAOtyev1lstlnU6HD5bdbs/n8/39/bKaYGFhIRgM0oRFIhF0+MglgsFgZ2dnMpmk5ELIh1IE2GqxWMxms9vtfuaZZ9xud6VS8fv9WHmx+U8kEg6H48KFCxMTE+l0+uTJk1ia8VddXV0QvogNQimAPQS9KbSC4eHh+fl5WkMgCXBJsEWXyyVJEoGUGL74/f5Lly5hW0DuBpUhEomAusLbAvSkFWaJdOnSJXZKcjQayXC0gPJ3qrOz02w2P/fcc52dnfV6PRgMajQaWsm9vT3e6fT09IkTJz71qU/95V/+5TPPPHP99ddbrdZYLIZy0O/3449Ddi81EOfjRqNx7733njp1igfHciyXy2Esf/bsWbyWKM740SArJYOt0WgsLCywZKO8VyoVDO1JFa3X61AgI5EIXDNIyAR84FEHeYRue3t72+FwQDGzWq1TU1NQJxgPyLmcnp6WJAnnjvPnz4+OjuKvPjo6+sILL7hcLqiI3/3ud0G03/KWt+zLj7okSQeF93f2YKcn29O8tvBGIpHPf/7zlKNPf/rTQohUKtXS0vL5z3+efMcvf/nLn/vc5wwGww033LC2tnb//fdjefDXf/3XPLJCoZALr8lkWl9fF0LQvfCHKpVKr9fTtMh0evG6+r+P5/HHH6f3s9ls6+vr1KharYZWX6FQQOjA46ZQKMRiMZ1Oh2SAzfPq6irTFD3n+vo6dq1CCOi32IeziMIaAM8/OPkysVde3bOc40NgkU4Pube3Z7FYQqGQ1Wql96YZLpfLZBZQPaxWazabXV1dtdvteH7r9frOzk50rwaDAR/HjY0Nq9WaSCS8Xi/Z8+hqcWHA4h3+MkiBfE2srq4iSd7d3YWdAVFOr9djjsYVyU8R6jO73Y5fL0+BqzpTFVMG/mIjIyPPP/88f0UoL+tDl8sViUSar2a6m0wmnL90Ot3Ozs7IyMi///u/E5wcj8f5NODwbmxsKJVKMuAYGcCg+e5QZoUQ2HPS8ebz+d7eXkmS4NktLi4S2IHbGow2FngAN/AyKpUKniPcULA2WBU0m0232w3cjPNlJpORZcsQum02m9PppGJXq9WlpSWz2fyd73xHCHH48OH94vxfwcIr/cYI7/vf/375v0+fPv2ud70L3fHb3/72hx56yO12b21tPfPMM//wD/8ghDh06JDD4fjKV75yyy23fO973zt8+PDl9jT8VedNaA4Z6uT/+9r/Pnny5Mc+9rG77777scceg7/AVuezn/3s/fff/7nPfe7555+H/vTDH/5QCHHnnXe+733vC4VCZ8+eff0T/dpvxq96Gft4oCSUy+VGo/HSSy9VKpXJyUkI7aVSiZ0YqT/w9nt6eugjkZvCQcUg99ixY/S1kiRRBAGt9/b25CUMNpB6vf7EiRPwEdjDg6o4nc69vb3e3l60c2632+FwbG9v63Q6j8cDy6uzs7Onp4e4TZVKxaadQh+NRq1WazKZxIAQAQUlW3YQMJlM9IIEs9OHqdVqLhsEzMVi8eabbwZRJqmBZg6EnpUgCCjOtyaTCaDU5XLhRgnFF9qLz+dDMo1/JJpe9GzZbBYwm80SsgW3280dAyHCbDaDpOJPViqV0N3xslldYi3TaDSY+dFlwaogcmJubq7ZbLa3t8tUCEBf6ND4d7a0tCBsa2lpiUaj1FZwDaPRKJufG43G6elpFHH0tZAacB7G914O72SHubu76/V6rVYr7r58sCqVCl4cJIhyuTw1NQUjmtBm2S5ov37ULyeA++vPfr2L3+/zqz6oe+6552Mf+9jk5OQXv/hFMk3g8H/2s5994IEHPvzhD3/1q18VQuzs7Hz961+/+uqr77jjjttuu+1b3/oW3arcRv93nu5XffH+HoA8XFSq1SpkeLpDtL6tra3Dw8PlcjkUCnm9XoPBkE6nPR4PjS+9VL1eJ+4LVlQ8HsfyAH1EV1eXJEmYYK+tra2trR05cgRpq1arnZ2dTSQSkKGUSqXVamVbHgwGw+FwKBTCCxMDdrZqbMkw8VlcXIR/5Pf7LRbL888//9xzz+3u7up0OhLULBbLnXfeSeKjw+HAD1Kj0bhcrkAggOPswMAAlmNdXV3QE2gxC4XC2trazMwMrpNoSRj7CSpjOIfjwCfDJ0C76XA4tFptIpFYWFjgM1Sr1fPz89Cep6enk8kkfuzDw8PVavXJJ5/0+Xx+vz+fzxMAnkqlhoaGWBJcd911sVgsHo9jLcQgsbu7+9xzz9lsNjZXkiRxQdhsNvQvQK4//elPiVXz+/28Nj5D6G8dHR3MBsi2c7lcNBpdWVnZ3Nx0OByk7plMJszS8vn80aNHMR6CxNfT0wNtDXMNzDJYUUKf3tnZcTqdjDdsswmrZ0GHmqbZbEIqxChHCCH3A/v1o35F6+5B4X1z57WfmN1u/7M/+7P77rtva2vr1KlTQgi6qVtvvfWBBx747Gc/6/F4vve97wkhFhcXn3vuuTvvvPOOO+5wu92PPPLI/+Up/i8N9m/h+0VjVq1WSa8cGxur1WrUQA5W2RqNJp/P2+12eP4szOmFAEe8Xi8CPR6ThyWPTAiBtSHWYF1dXSdPnsQGhdYU001+NwcHB3HScblczWaTPoq9F/YuODvQmxUKBTzRKpWKwWCgDiwsLCCggAPb0dFBh4xHDy+eYEjy5nEWwAmL6F+Hw9Hd3U1c5ebmJtsmNojpdBrzAq1WCzeq0WiQowzVTpIkaq8kSRaLhTqDo1mlUoFDBx66traWy+VkPrIkSevr62az2WKxwIOrVquY1FDxkEXQ4uJTViqVFArF0tISbwE0HNEHCDu0Mnw6ccH0eDzkHMkORLwFIo1YIeTz+e3t7cXFRcxNJUkC6cYPrlQqofvgs0X4RjIRXhjcksQV4Uq2vLzs8/ngKfCac7mczWbj3e3t7UFVm56exl4NSjiFdx+hgStUcf/32a93IYR4y1veIi/dr7322g984AP/+Z//+dRTT/3FX/yFzFz49Kc/3Wg0vvKVr+h0uk996lP7+Oxv6rwJRoNspC+EgGwj46wWi8VisQwMDITD4Z/+9Kd9fX24cwOYoUSNx+N+v/873/nOP/3TPwUCASFErVb7zne+c/LkSZPJdPHiRfmJcGYSQphMJvkZgQZ/6WW89ov399hstg996ENCiEceeeS5556rVqvAb9Fo1Gg0wrYVQkBYstlsMGlrtRr7NHgNGo0Gl9dbbrnl2Wef1el06JFgzlO72epA3a9Wq8vLy5IkobZCpYzXAKQy8D86ZprX1dVVcobX1tYAoXFSyOfzGCvwJzs7O4ODg/R89Mf4C5bLZTbqTCnynA/kHIlEtFotNH4c144fPz47O5vJZHBZA7Pk2vD7/VC48UWnXKrV6kgkAqeOugOksru7S5Qj2DlukaVSCeIZBjmVSoVnB2a+dOnSwMDA2toarR4oO2ZauEJw4ZHUAPwsSRI0DfQaQojd3d1gMBiNRoGK6vV6Op3W6XSpVIrLBrYFn61arXa5XNjwtrW1gVmoVKoTJ0784Ac/IEgGvwaUcljiYyAMyQLVCXwwOYKUQo/SuK2tbWFhgacTQvCTQxoL/XE0GqVfpzrb7fYjR47ceOON+/vTvr/l7+Ds41EoFF1dXYVCwefzCSHy+fxryV+AjENDQx/84Afn5ubGxsZMJlN/fz9/e+jQIVxdz549W61WP/KRjwghxsfHZ2dnn3766TvvvJPFBV9MxWhra8OyC8krf86zvPaLsQy4HHq/o0ePonk+ffo0mS8Yo5BSBl45NTXl9/t3dnYcDkexWGxra8MWC2cv1s6VSgX0gZqZyWTcbjfIKZRRelaNRpPL5eLxuNvtBsgYHx+fnp7O5/NXX3210+mUHRwQxHZ2dsbj8fb2djLAG40GfKtEIuHz+VjENZtNfCJyudzRo0fBc5ldu7u7FQrFQw89JEkSQcgQpBmwhRBdXV3r6+vgvyzTkNex2GdNFAgEVlZWCGyjgsGB0mq1tVoNKdnCwoIkSSgCSFau1+tPPfWUy+WCYsanitPB7u7uTTfdlEwmbTYbTEuw70uXLjmdzkKhUCwWYeTyUhcXF2EyBoNBEoskScITF3ZDqVQ6duxYPp8HJKLs22w22tNareZ2uzG7SqVSBoPBY2T9VgAAIABJREFU6XRiCaFWqzOZDMa35XJZzlTm9QwMDKRSKVrStrY2u92eSCRgPrNcZbEJla+9vb1YLPb29iKjI9DeZDKlUilg9FQqxY4UxzKdTjc0NJROp1OplMViaW1tPX36NH/FuvXuu+/edxO+g8L7O3vkVAUA1kKh8Fo+bzAY5D/+8R//8a677qImDwwM8AX9/f38eH//+9+/8cYbb7nlFiHEoUOH7rrrrrvvvttkMkmSREag+D/bXVmMDGfWZDJhzlcoFGQ/+dfW/308733ve4UQsVjsJz/5SblcXl5eJgaLiVTOegQAJSYWR0wcHCORiEKhoIiNjIy88MILbPjpuEjy2tvbI49WkiT4+fikZDIZnU4H2pjP548dO7a1tTUzMwPBAUSYhm1paamtrc3r9fJLurKyUq1Wse8Bd8DRhsGYcCLCa9rb261WazQaxfBbCAHbq9Fo9Pb2RqNRcnnoZrGZRDsGPRYjGwAU1LsIB6Dd0aPm83l8zaB+KJVKr9dLv3rp0iWfz4cYBI7GxMRELBZD5mYwGFpbW9fX16ne5E3wpMh7kT1iS4H8mYtP1hrQ99rtdo1GA8Ma58V0Ou31euEaMG4IIfBHwD/I5XJNTU1BIeFGCwaDyWQSvolWq5UkqaOjY3JykqCf7e1t+YKT9b9cyqStSZIUDofZB3ARcDWARCANDoVCUE7oMeirWey5XK719XU8Qdra2tra2nw+H4PYPp59H/iv1PklR5hbbrmFUvPaYzKZEBNc2fMmGA3j4+OYiAghzp0753a7MXl67dewlhdCTE5OsnIRQtRqtUwmg1ILq3O+GMmrEOLw4cNLS0vwrwjWwkJyfHxcpjycO3duYmJCCDEyMpJOpwlT3NzcDIfDvwXLepPJRJY4zgLM8FAbVCrVO97xjs3NTWoiSxK0Z8FgsLW1dXV1lYSkarX61re+dW9vD+10qVTK5/ME0pBJk81mCX1AOkUoLnkKzLqQuDKZDJa82P+CnuL42N7ebjabsfgqlUooBaBX5fP5arWKYBhtKuoDjUZjsVj0ej3xb2wRsYrEtwbTXZVKValUvvnNb1Lg5EA1EATKN/gLQAkGMI1Go6+vD1laLBZjp0SERzgcZu8XDAbxV7NYLOPj40zdoBj4QRqNRuTQ0WgUyJaSx3ISCzdEHJVKxWazwYwggxckqNFoyObwsVjM5XLxodGsI/clGAkfJlr21tbWhYWFcDiMQrKrq8tqter1+gsXLgSDQVmYDWRL38Brq1QqMmwBAA94waUIpHLo0KHJyUl6cZ1Ohw0H0kd4IgwqUNoQy6GguRznt4TlvtG5TO/o9+m8tgyePXuWMvjaj47hTS68EHGFEJFIhH0OPB1Kt3hN4Z2YmJAVv+fOnUP15vV6Ozo6Ll26JISo1+sXL17kzycmJs6dO8fznj17dnh4+LUBnPt+dnd3zWYzgyVVlwVXNBrd3d1NJBJjY2OYyCYSCeokTaHJZIpEIvl8ngDwSqUyPj5OnGQ+n19aWoI9hCq40Wjs7u6CJ6bT6VgslslkvF6v3W5fWVnZ2NigkCLTYAlDdcLRAIlTd3e3zWYrFotwGdbX19vb25FghEKhbDZrtVrxkM/n88VikdyE9vb2eDw+MDCAnJJrBZAXWu/6+rrD4cDcEamCSqWamJjgMkW3VS6XmfkZvzUaDRrDzs7OkZGRTCYTiUTALl0ul8fjicfjmIS1tLRcd911oVBoYmIiHA5brVay96j5qG0lSUJijdcMil/iKtBRY6xDUzswMMCXIcRLJBJo9PhJW1xcxAt9enqaMruxsdHb2xsIBBKJRDKZ9Hg8fIz0pktLS5FIhEDiY8eO9fb2kn/MzN/W1oYTm0aj6ezsdDgcOp0ODIW4UxR8XCJQPBQKRSqVAqBxOBz4vbtcrsnJybGxMfrg6enpbDZrNBrPnz/Pfcdty7J0388VrLoHhffXnkAggMeeEKJarc7Ozr6+8LKlEEKQqxqJRPjzaDRKuH1ra6vc7tIGQHTt6+ujpEuSNDU1xSMfPnz4lVdeYY+C7zjRwm9Y/y/faW1tJeFVkqRms7mysgKLIZ1O08xce+21mUwGEQEbqWKxSEbP3t5eNpslntlgMLz3ve9l3462nxwxIQSIwMbGhk6n29jYoBrjYGc2mzHKgYIKOZeShWKi0WggmzKbzXa7HTmqJEmAEUzdkiSp1Wp5HwlUgbeaJEmMuzqdjqxcFGFCCIKBeAtCiO3t7Wg0Gg6H4XEQKwaRTalUEroBQ5lCQZuqVCo9Hg/NOVmYCPQikcjm5iZN6djYGII+LISwRQS44f6ihNJgM2/7/X5JkjAkwhaBhhAbL3pXeCWs8QiMa29vJ2zO4XBEo1GZbAtQGw6HE4kE+K/BYCgUCnt7e5cuXSIDnt0kTLHV1VUWq6D2QgiwJ3Zp4LYej4dFhSRJpM5Xq9Xt7W23201U8OjoaFdXFxI5jUaj1+txrEOenM/n9Xr9ysoKzAVSMOTFxv6eK1Rx//e5HO/od/+8cbzl008//e1vf3t+fj6ZTM7MzGAH6nQ6X3jhhV/84hfJZPJb3/rWH//xH/v9/nq9/sADD2Ae8+1vfzuRSHziE5/AZCUej586dapQKDz88MM+n+/d7343ni4PP/xwrVY7c+bM97///Xvuuae7uxuDqEcffbRQKHzjG9+47bbbSKz0eDwPPfRQJpM5c+bMyy+//MADDzAY12q1hx9+eHt7+xvf+MbVV1+97/Enrz0zMzPPP/88iKxSqWRhDjorhNja2gLoxUlBkiQkZ8T/km3rdruj0Whvb282mwURxJgKWn4ikeCXVnZbZSUOv4vhAVwTPj8jtMFgsNvtuA90dHTAiYCMKkkSXRdGPoR7gRbDxQCn5IshVjHHonbhTSkUCjxdDAYD7SOuMxhVGAwG8M7d3V02WolEorOzE/cvZm/mcFi7aP9wx2XDD8bpcDho1vHCwQAGvzTKOslwQBh43mLACT1MkiSUb9gsMQYg9EU/xoshe0JGZ0ul0t133w1Hy2KxoEFAQDEyMhKPx2+44Ybz58/jsiEHBTPqyB94qVTim7u3t3fttdcSWQTLC0+g3d1ddoZMNcS2CyHIIsJ8OJFIcGmhHiclBBdPMtXUavWNN944MDCwsLAAB+/QoUOXI95SdpH57Z/l5eWDeEv5fPGLX3z66acjkUgymTxz5szExERra6vb7f7yl7+cz+dfeOGFixcvUmCfffbZr3/965FI5Ny5c1/96lePHDmCFbnX63344YcjkcjKysojjzzyoQ99qKenBw7/iy++mM/nT506FYvF7rvvvra2No/H8+1vfzsUCi0sLDz55JOf+MQnyNbVaDRf/epXy+XyI4884nQ677jjDiGEx+N58sknX3nllXA4/N3vfvdjH/uYw+G4fB/F448/jhcaGMH29rbH4+F3Np1Oq9XqeDzOqr+lpQU2AVHn6LxIW2AgbzQaAwMD1DSbzWY2m9k3EhwLIwwBLb6GFBODwcASDFCA+Hc0XFQSOWUNQj5Fhm612Wx2dXVR/eLxOP1lIpGgpYbIBpLLHozoYq6Acrm8vb3tdDqpisQhyzlzUFpCoZDRaCTNsbW1FSNJQk9NJhO+8SqVam1tjUhdQO2uri64h6VSyel0ZjIZs9kcjUYlSUqn0zabbWFhgTxdJBh2uz2VSiWTSaPRKGtDkLTwQ0IDjX6wWq2yhevo6EA8jHDX6/XS/WezWWgOiUQiEAjQoxNgduLEic3NTZ/Pd/HiRYzHCQfh7YRCIe5BlUrFZ1Wr1SwWS3d3N6y3XC6HKKZcLtNeLy0tCSEwKoKizPWB+0M4HObZuZKgM1itVp/PJ0kSvbXb7e7r63vllVdwg6/X6/seb5nJZFKp1D4+4Js6p06dOoi35MTj8QcffBDp0OrqajQaJX+kpaXl3/7t38rl8je/+c3e3l6SL//X//pfZ86cCYVCP/vZzx5//PGPfOQjXq9XCGE2mx988MFqtfrss89euHDhgQce6OjoMJvN//qv/5rNZtfW1r72ta9NTk7edNNNQgiTyfTggw9WKpVTp07VarV7772XKJ9z584988wzqVTqW9/61gc/+EEgSLvd/uCDD25vb//kJz+JxWL333//5YtBKZVKTzzxBEZara2tDPz8kNDztLe3Y6MIN5MdElmJ2JaRtgPcOTMz4/P5zGZzIpFwOp1qtXptbY16hVkASgdyFvDJLpfLND8wlSRJYhMmm61IkgRXn706ZQrOlBACAEKhUBCRDi4pSRIxt6g/qtUqHpBra2ss1Rl0ab9xk2Ue5o2TcEl9S6VSZrMZoi76C0aDarWq0Wj29vZ8Ph/LObfbzftiuwa7WQhRr9cBglHIok0Gt2VPiY8beDqYLM9Lb4xFAobivEgaTozhWXyCyIP7gE3cfvvta2trtVqNzxDxS7VaZSI4fvw4JiM0oiD7SIaJpeNCrNfr+XwelBbPY+AbbmGcLzc3N9VqNYs6RiFuBzagkUiEjDxUfigiTSaT7B/f3t5+4sSJgYEBXIGVSmUgENj3+Y4H39/H/G8eZOB33XXXFXn2K3jeGGgQQnR1dU1MTGCMhJxeoVDccMMNDFTve9/7wAJaWlr6+vr4+T58+PB9992Hrl4Icfz4cQrH1Vdf/f73vx8G2tjY2MDAANyYe+65B1NfIcSxY8fgPt16660y/UOn091www3EgN13332sboQQ4+PjTqezVCpdd91173znOy+reHhmZobcWggaIyMjGFyBNVJqGXrr9fr4+DjDLQ0iX0kAJNp+coNhwEL+BxaVJAl9Pm6ODofD4/Fsbm5SdvHRxbsBU3Tm/3Q6zQDvcrmo4FgYViqVWCyGjRBMis7OTjnMRpIkPHtpFuGVYSEBZ0wWawUCAWgC4KO8ax6WmoKXxPj4OBC1wWDgZYNH7uzssIfE4Rb/CEQNOIdtbW1BhYCay5WGuwFlnfybVCrl8/mIGeNvCeM1GAwtLS0ej6dUKjGfgwLIsmQ2lh6PBwgDQZ3BYLh48SK4LG9HvCrPu/baa8+cOTM3NyeEIPIaZSDAELgGVpG5XA42BEGeGEwKIZiChBDYNGLfqNFoUHlgiZRMJiEBIrjA/lOSJDwjAeMymQw/VEtLS+wEYGEMDAz8ngENoVDoAGh47XG5XCdPngwEAhTelpYWg8Fw/fXXg6bdd9998GydTieZCDqd7g//8A/f8Y538M81Gs3NN99cLpdVKtVdd93F+qulpeWWW25hHdHX1ydXaY1Gc9NNN9Ek3XvvvagzhBB9fX39/f2FQmF8fPyP/uiPmK9aWlpuuumm3d1dhUJxzz33yDzhy3SeffbZw4cPswrr6+ujs4QQt7e3h2MLu7LR0VHUxag9QVfVavXW1lYkEqEKsXeC0yRJEs6CpP+AHczPz9tsNmxlKCZ4ykDCR3GGDo5SUC6Xu7u72XVTZqmiDMm1Wi0ej6O8AJgA0NRoNHBEsSXr6uriH1JVrFYr6LDdbqcDBghmuqbDnp+fhxpAnvmZM2eIsaRSuVyuhYUFiNaM7m63GxcuhgeobbIvby6XozMmPIK+EIcFi8UyOzvr8/kMBgO6DxZQlUrF4XCo1er+/v50Oq3X67VaLUvClZUVXCfm5+eBKrLZrMfjOX/+PB4NqVSKvCT+1+FwIDer1WqhUOjSpUvgPqOjo/V6fW1tjQUdJnlYeO7t7cHjUCgUCwsLeCrrdDq/3z83NwcgLkmS0Wi8ePEiAwNFeHR0dHZ2liFheXkZniDuG/js7O7uRiKR2dlZIPjTp08ThyHnNO070LCxsXEANPwuHHqegYGB48ePe71eCE1CiEOHDiHGueqqq+666y76zL6+Pu5or9f7p3/6p3J8u9vtnpychP790Y9+lCqNdShD71ve8pb3vOc9PAhfvLm5GQgE7r33XqhhNNhYaN1xxx0oyIQQVqv1mmuuwZzrox/96H45QL/hKZVKhMuS7UIHCOWWUHBWRM1mc2tra2RkRKVSVatVWUcghEDoARcVNn6hUNBqtVtbW+j2aXLwQ9FqtRsbG16vt6enB6E+WC2exCx76Jyph2Tcjo2NIdnA/4tMNDnjPJPJAHSytCNKUwjB5Nza2orBVr1eBwClm93b21OpVCaTCeoEKz2wFcBcelEQFghZRLM1Go10Ok16PeiqJEkGg0G+YVnyCyGAY8rl8s7ODso+2Kz46VBkstmsWq3mEkHSi+qWHxv+u6uri+uJtZ/VakVJrVarU6kUMzw+/TgsarXa06dPCyH4oABuIO45HI75+XkyOzUaDXQ5oBNJkorFIkKM9vZ2yH1arVar1YbDYcAI8NlwOIz/PeMDlGdQCTKMsJMLhULs4QhxUygUcKVjsZgQAiEJCnEWnxaLBbbgvgMNy8vLVwpoSCaT/zOBhv/DfubgvP488sgjly5dmp2dhTZ2zTXXrK2txeNxfAGKxSI7HH7VSe4lTwvnGAyu6EFpc1FGQBAVQrD3Zjnmcrna29sJK2YBBZja2tra398fi8Wop5gaMEtsbW2RAIJlBus7yBSbm5sUaMo9LuXMzEIINFSos5RKJcAnvlwQ1Vi88zvPE1F0+LfULEiznZ2ddrsdjZnT6Ww2m06nMxaLaTSaaDRKP413pk6nY2nm9XrJ6cGmAZ4YbsBsElwu18zMjM1ms1gssVhMfj2okXO5nMvlGh8fh9eK7Q1ITb1eR1eMFo6rBcocQUFDQ0M//vGP8QODh8KfY4SZSCRMJtPMzAxZ6z09PYhNnnnmGQYYqJL4TYDfUy6FEFy0TGK0xQhhMLFvNptYitbr9Uwmw/KNxppOmtWoXq/HbAISyt7e3uTkJMSH8+fP33vvvfvu0SA7Wl2R86Mf/ei22277wAc+cKVewMH53Tyf+tSnotGoxWKBtkrryXYdOhXzeSgUkqsEPCYMveEIEN8DlpfP53U6HY7fNpuNLIkXXnhhZGREvIo54q1DKB0rF6xwofUqFArZVhabsXK5zComl8uRBzw3N0e1UalUkiRBbYDfm8/naS7dbjd9KqJfmQpHmgxKWlzHYBDQ5lIiisUisdA4hFerVeZh3CtRRtDsUtx6enrIm8BdaHNzE5UZnyelUqfTjY2NTU1N2Wy2ZrOJ4sZoNMbjcZvNplKpUqkUuy+n07m2tjY5OTk3N4f7F1GgvBf86js7OycmJp566imEezCzWIKhx+GWUSgUbrebT9hisUQikcOHD587d87lckGgINcZu5BoNMpEl0wmfT5fqVQaGRl56aWXMPqhqYWbgFCC5E6DwcBNLUlSb29vKpViTcrjwEuHJ4y/b0dHB2MeaSzydiESiXR2dv7Xf/3X/no0zMzMvPLKK/v4gG/q3HvvvVtbW5dV/XRw/p87sVjsn//5n3EKE0IMDAygU1Cr1YCh/Ebn83m4onJy4cbGRq1Wo5mEOMADItOD/wV3lRkS716bzba5udnd3b28vNza2sovaaPRAB2ArIrVIvAEIgWz2UwTCyCCr2SxWIxGowDQmPgSbUCfKYTQaDQOh4PCS5NJkhp7OHhtGJYh2aClp3/W6/XokbkdZEYAiPPJkycTiQQaEEmSKpWKQqEgoUyv13NDlctlzMt0Oh2fCTqLzs7OarVqsViIwLTZbJhWEKuEQvDixYvYRh4/fnxubg6ThUwmQ1YaHuHo5uQUDO5HrIIxIcJ0E2s2DNGh1JENF41Gyba02+3ZbNbpdMbjcWI+TSYT0b/coS6XixB6eVfHw9Jgi1fREAyYFQrF8PCwJEkbGxtAUaS/v9b8QqvVsqTkvshms9ddd100GlUoFLFY7LbbbiOrZR/PE088cZlEGb/2TE1NhcPhxx577Io8+xU8v5LRcHA4MzMzP/jBD0h52N7ehkTQ19eHTywtL5vqd7/73SsrK29/+9tRowFDAo2z8qJsATfu7u5CjqAlgu/UaDSGhoYw+wH+RKyBAQxBYpubm/QHjO5bW1vj4+MEJuFqy+6OfB20Z2x1gOFZhcn8fPZ1MtUftRuLI0mSXC5XOp3mdoGYyvXDCwBDbTQaLpfL7XZDsmWRqNVq6/U6ply0MgRDCCFqtVo2m5UkiawyGQqF5dXf3w9Wsra2BhUC4nG1Ws3n8z6fL51OM9srFIpoNIoXGs49uCVBqwYrgRTHwICSbWdnBwIzq1FYxDw1yLQkSdddd125XO7t7aWZbjQa29vbCElk/0hwGbx8W1tbQQQkSbJYLCjr6vW6Xq9HG7+2tsb3F84CsBSWwkwjUFGi0ShgBIQXxEfU7q2tLbYE+M/vO6NhYWFhHx/wTZ2VlZUDRsPBef159NFHBwYGiJihspnN5mw2S+4jeoqtra0bb7xxcXGR7R8mFI1GQ7YVqNfrJIph7ZZMJvEvhEXV3t4OMMoaU95XA02WSiUceWHzwZXApJCuC2Izv8Uw1Fh5UTCJE7ZarZgpBoNBePv0hRRzchaZdZVKJWkywWAwFApRlslXg3rKk+Kw293dja4hGAyePXuWyoYZxNraGuUIMUg2m2UvR6KEUqmcn58n0wHFImFsa2treL8RTU9/TG5Fo9EAKAdngRarUqk8Hs/p06dvv/12aHELCwuM8Zubm729vfAjgKqFEPPz85VKZWxsDI6AwWBQKBRGo3F7e5vtGWoXlUrldDrD4fDi4iIbM2ry+vp6Lpcj+ZJX3tXV1dXVhW6c9AqoH1tbW3A0stns4uIibuerq6ts1ZhJjEajy+UqFov8nJw+fXpiYiIUCpFpCm1kd3cXiF/m+l0ORgNWU1fkfP/73z9gNBycXzqlUunhhx/u7+/HwqZYLMJcYO0shKAUtLW1/cEf/MHS0tLtt9/OfC63grIQXZIk3K+2t7fz+fzhw4fREaDStVqthNeYTCZsI/V6PYR8OGVCCKvVqtPpEokEnTC4odVqnZycTCQSfX19iP8p0bKomVcImwnTQZPJJKcw0v3K/Tl1GMYxVwPbQSEETbIkSawY6X71ev3IyAj+Bc888ww8i9XVVXZU3FZsjAAseMsgzjjpQuyF9Yx3Jo4/gM4YeMGkA4xg8y+EaDablIu2trZMJjM5OQlUAWsYloTD4QDjBsrB3AcPI2gp5GLCljUajTT2x44da2lpsdlsiUQCP0ugAVwk0EfDg8aRB7s0tCrs2Nra2uQ5ZXNzk9gmfpz4MtR/+PXo9fqdnR2aaigtrC25brBBxQBIpVL19PTsO6NhaWnpCkonisXi/0BGwwHQ8GvOzMzM2bNnsVRFHWoymdCGBQIBzGZ3d3drtdra2ppSqRwdHcXIB8vGgYGBXC7XaDT49WYotVqtcDWDwSAUVqyqsKVta2tjh48jC1xQDAIOHTqEHIDihdMhnDSPx5NOp4eGhgBW9/b2IB3FYrHd3V3SIt1u9+bmJh6NOERQm9ikVatVj8cDVk3avCRJSHwx16UEI1iFUEf5LhaLdGZCCJ1OFwwG0+k0sCUwKqpjPCCMRiOsMHrrxcVFMILu7u5sNjs6Orq+vr63t4cmWU7NkOVtNpstlUpJkkTpjEQiNpvtyJEjq6urLLJApgcHB2OxGHq8tra2+fl5Olo8HVhLmkwmFCIw6PirnZ2dVCq1vb1N6pvf7+cDx/gXq3PuIUmStra2EokEW0oWZc1mky9DfsL/mkwmo9FYr9cJUUPPrNfru7q6QD0w6fD7/VBmoKIAUQN47+7udnd3q9Vqn8+370BDvV4/ABoOzu/aeeKJJ86dO9fa2rq5ubmxsQHGChWWpgfVFRPy0NDQhQsXINUTo9hoNCqVCpExIyMjiUSiu7ub9ogyQjVjj5RMJtva2tBZQA+mKJG2Y7FYZCMAFL/ghniDx2IxaiklOpVK3XTTTUjDkAXBreBlRCKRoaEh6idKLnhwLAntdvvGxgZBxXAr2FAR98hTQw/e3d3lrZ0/f767uxtbXHpZXCFI5QCkoFlsNptDQ0NUaZwyidVEDTExMVEoFAKBAJaTuVyOFw+0SgY7ZplHjx59+eWX4ZgcPnw4Ho8z3gNwu93ujo6OpaUlCLdnz57F7yCZTFL/GUUInG9tbeXpstlsOBzGmG11ddVkMuFogx8QJL7+/n6Yenz9mTNnrFZrW1tbOp1mqCgWi0II3DpgR4+MjBAgbbfbeUDUjh0dHfPz89hk6HQ6do/s6NCN+/1+FrOlUml4eBgu274DDbKn9RU5jz/++AHQcHB+6ZRKpeeff/7ChQs4L0CYImyC5MV8Pl+r1QqFAr+5LpdrdnbWZrOxhEeihbwXaBjTbmZjNvzVahUrMSEEMq5wOEwkPEpkOm2VSuX1emkvc7mcEAJSsEajSafTRE709fUB71JOaXeZV/lFliQJz0j8CwwGA04H9M9AnHDHsJ6R1dnETEB2YIfEol6pVK6trWWz2ampqc7OTrpZooiQ2tEYQ2VFTlupVAYGBnB/gGPLGl8OFkG4gS0CrBDZtxIXIXzcu7u7z58/7/f7sTxnZABPx1y8VCoVCgUsMBcWFrCWFEIwL0AZEEJg2ZjJZNC/1Ov1ZDK5vLwcDoeFEGNjY1yd2GSAmPPeaaFlLhi8OUB2nIwha6NhRP4MqkLzjJ0H/s00wG63u1Qqoc7b29tD1YjmiOfd29vzeDz7DjQsLi4eAA2/5XMANPyaMzMzMzU1xYpeo9HgNbW+vn706NFIJMLvPHavfX198Xh8cXGRhFtcyorFIoFqQggaIHbp2L1AcBVC9Pb2lkqlwcHBcrmMvQILLiZ8tkmBQMDv9y8vL9PUomfjF57iLoSAcMGz63S6aDRKMBtLqmKxCIl3Z2eHByeGDe4DG3ghhMvlEkL09PQkk0lw4p2dnb6+PsLb6/U6tCtIv8T/gsWSJ0RjDfPNbDZ7PJ56vZ7L5crlMtxdUjmR8HV2dm5vb+NwUavVotEono6sEynE3HCQFJCrYIoDZ9hkMjEnDA4Orq6ucutgw6NUKq+55hqM06iAQgjkghRN6h3jBL2pSqVTU1s6AAAgAElEQVQKBAJQhbkOvV4vQm6lUokpEe0mN5BGo8GxDERfxgXkQry9vU1/DIpB9rJGo0kkErxTpVKJtCSRSMBi4ALAC4Mx4NixY/zMWCyWywE0zM/P7+MDvqmzurp6ADQcnNefxx57zOl0CiE6OjoYd2dmZsbGxtrb25HLIlvo6+sj6UCn04HtCiHIaAQ1wDSLQ+o7jFP0pQqFAgeiSCRCcxOLxWBCESTe2dmJmRkmgi0tLTSjBEzAF8Wf3Gg0Qr7gr8gewk4C2lqtVmPnD8bBUyC4AFa2WCxOp5NoN2BH2F6JRAIvbmTA9H+9vb3wC+x2O2UEkFqtVhMhAd8tk8nIIdM4jTebTQwXoU01m810Ok0CaLPZpPTt7u7iNwy9FvIayUHb29uBQED2njx06BAyPZvNlkwmqf+NRuPo0aO8Ka4M3B/X19fBl2ERo42n+nV0dDidTi6aWCwGPME67rbbbgMuF0IQU9fe3g6JD9tzIB6MfgA+UJgrlUoiQrCI5/qbm5vj7WQyme7ubswpuZSVSmU2m8UPFcKIz+erVqu8qd8zRsMB0HBwXn9KpdKjjz5qMpnohVpaWqxWazKZ9Hq9dLMajQYiWCAQIHsCSIIuN5FIMPnD5aTBo+8lgoH99tjYGJZDALX8bqpUKgJoqYcGgyEYDE5PT/O8FEB4u+i/hBDRaBRxExbpmUwG2y8WYGzO2ZzRawkhuBdwUqdfVSgUfX19eGAlEglme1koh8iLbHtCnWk7UcwJIeAUmEwm9FawpeREtnq9TnLQwsICyRRQBpxOJ+tDijnGFmazmRQkm83G5QWNDvoD2mreF7Uum83KUCwpaVtbW729vcAi8B1UKhUfPn07OAj4EVpptlnFYtHtdjPj9Pf3F4vFVCoFvxj3Cv6KHxK0dYwY3Edg30C3sH1pg4FrWQzE43EMlev1utFo5CMizimXyzGACCG6urpUKtXw8DDss66urt8nRkMymTwAGg7OG5yZmZm5ubm9vb1AICCEgMM/NjZGWJrNZtPr9azaoDChOJB9FiRJYr+tVqvpsSB6YeVKUa7Vajab7bXzf61WY7t1yy23wL+iIkPHwvJQp9N1d3cDQ1osFuSpKpWqr68P1QBaD7vdDvMWkxiooXg3wONCJ0YAG7k4XAa7u7ukWqJcgKKG/1xbW5vRaMTLkOKCRzoTshCC5RvaByhYvDWv18u6DBMdrMLq9Xo2m8W9zGKxdHV1UbOgXdC2yoYRkiSBy9KssyUjTS2VSlGtCH5j57m4uMhkQqMMZU68SnjmdQJhmEwmPp94PI6qwmKxDA0NSZLEFQIw7PF4KNZCCIVC4XA4QqEQpRz+Hq71CFtw4gD9CQQC7EWZiBghhBBQIXh2WNmBQECSpKGhoYWFhd7e3pMnT54/f56btbu7+wBoODj/E86TTz5JLMKRI0fW19d3dnYmJyeR64+MjADFgnXq9fpcLodtDR43Ho/HZrPZbDZywlj7wJV1u90gFMiXAAojkUh/f382m8VKYHR0lBSG7e1trMj4YpPJNDw8zNN1dnbCyMV5h9k7Eon09vaylXK73eyUSqUSJFVqMl4MpMzodDr6KszMQVEx381ms+CSlCyyhOgphRDgntvb2zAmeHDoafSpeNDinuB2u/FsNhqNkUiE4Zz53GAwzM3NuVwupVKJMI0aZbPZ0uk0bmr02UIImtFIJGI0GjFFb2lpAQJQq9VcZ3zyRNwRvYwBOwYZQojW1laj0ZhIJCwWixxsBKG6UCiA419zzTV9fX3M4aOjo2D3PT09Ho+nVqvJKu7V1VWn04kVpexJTD6cVqsFX1hfXx8fH7fb7Wtra+jmZKmgEAJXo4mJCfAUSBbBYPCFF16w2+1Ir/HlKZVKv2eMhh/84AcHQMPB+aVTKpWefvppAuaZftmWZzKZYrHY29vL/olfBL1en0qlmMzx9pbzDmWvGVl45XQ6a7UaVE349o1GY2Njgw1Nf38/oVqbm5vUDQI1USvgdObz+eQAeIVCgTWv1Wotl8tbW1swkhA7GI1GRKkw14QQ7e3tQCREUSCnxQQXy15aMlAVwIjd3V1G62q1ii8MszGNscPhwLoF3+7u7m5uIjga8OZcLle5XCbGAhqFz+drNBro7Cibsm0QYDruQiS1yX4xvHIE0alUiqijcDiMIgN2sFarheqFto5xgJA+fDdRbWOU8FqOQ6PRyOfzDBSHDx/2+XyXLl3a29sDcwf/le05hBBWqzWTybDjJHGPDGMC9WBhw87u6enBgb6trY3IZzjUQCeoMDCw8Hq9ZGAlk8n+/v6+vr5wOLy+vs41+vvEaEgmk6VS6QBoODi/fGZmZmZmZigcbOkJX4BbJe/8qby4KoLgGgwGvV6P8RW+tQCiNEByQpgQgt9M9BdQJ1g0HT16FOLA/Pw8rpPk9GDAA0GAxT6LNYgMbrdbNkSgoPBbTeXFUIekDBpNGF9bW1uVSkUIQT2V8QLoZ7g5oMUFi2X4Jx4Mr5319XVYqUII9MnAInq9Xs4hZwfY3t7+1re+dWVlBVO0YDCI5SxfnMlkbDYbogb5SkPdgM+FEII4HCYN2RKfnh6uHdb0zWaTSmq32/V6vd1uz2QysCd4U6AqlDx4swwJmPrw3xsbG6DCOp3OaDRys6J24TXzHeSe4BaR1RlYNOMxxoc2MDDAnpD8PIiFuBYDrMBXrFQq8lOsr68Dr1Sr1f7+/ssBNBC0cUXO2traAdBwcF5/fvzjH2MHgI4M0ibt7Msvvwz+qFQqU6kUjSwZwChymVrRmhKK3traajabY7EY1gzxeNxkMpVKpcXFxa2tLVqc3t5eYmgBcxcWFp555hmfz8eaCMB0dnb25ptvnpqaSqVS8LaQFmNCZrfbsTlAaAa1jcURZFQ2bMPDw+vr6yzcWHxZLJaNjQ0Aaxp3MFwcc4rF4vDwMOgDHaTJZMKNMplMUpwJVPb7/UhzMYKh4E9NTREml0qlBgcH19bWtFot+iwGbDb/5XIZ10yEfrCCs9kstx5de71en5yclONyrFYrirBisYjTWzqdJuEMOpvJZMJPl3ZZkqTV1VVUvu3t7Q6HA3EytDJEvATOr6+vb21tkdA2NDRkMBiWl5fZjiISwVGIwAg4fViXxWIxr9fLpwpnhHQksodGRkZo0KvValdX18zMjBCCSMtCoQDszjeura1teXmZGycUCmm12ssBNMg342//HAANB+f1p1Qq/eQnP6lWq7S4HR0dhFZCXA2FQkgMDAbD+vo6on24USzSaKhoDiGR0SztvhrTi5hfrVZDrYIvgCMDC22CzFdWVqxWa7FYHBsby2QyHR0dm5ub9EsYhEEWAwIAS93a2iJMjVwzIQQ7sNbWVhxh2JDzSugMgUo3Nzd5KKBqTGHp63K53ODgIAxZIYTcyHGzQDcGNEGtjGwZ6wc+IlIeMJsUQuB8AV4M7wDSRz6fx+mctRn3nZwTBCWZ6qfRaDA+owGmgUSjgWCktbXVZDIplcpDhw7B/CLMDpIajFqr1UqJg53BG4GNQvPf2dkpSVIwGASGgBMH1sAYsr6+LvvvFAoFPny+19AQZDHI4cOHk8mkVqtFGQFLFyIMizqVSoUT3Pb2Ns505FMgxHA6nfsONGAntL+P+d88B0DDwXnjMzMzs7q6it4+EAjQAra3t9PNUDqbzSarLXn4J78zGo2CUMKSQoQG8CmEgLYEdRZZFE5jQoje3t5cLre8vByLxYaGhlAZYHhLlSf1lwAe7Ls2NjbGx8dh7y8vL3NJCCHIwgHrlTPMiOcFJpDzIOV8GiKRKWp4ekOIEkLAzqIv5yLhnuC92+12vBWy2SzAB3IsIQTCCuiynZ2d4XBYq9V6PB4gc14e8zmCN+Abtv38Kz7klpYWbotSqURkBvM819vVV1+tUql4wGAwqHo151mtVkPHbTQaLAMHBwcdDkehUIDyJycn48SJUzpGFXgXwXoAna3VasePH8eSgw9fDgrlW8MDMhLI4g7ki+FwGPwCLAl8BKYZ9yL5edDYAoHA+vo67mU+n69cLvv9/ssBNMzOzkpX6ITD4QOg4eC8/jz99NM4DoyNjYHAkkFL4wLtFjouNQE9lNlsXlpaolqC/Qkh2GvZ7XZJkggP0+l08EX5SpCF1tbW1dVVvKyOHz9erVaDwaDFYpEkSQjBnG8ymZaWljY2NnAZJFWnr68vk8nQCtO9sWHb3Nwkgoc6ybJdDrN0OBwsowCdAanpZRHryt6K7e3tMt0JnoXVaqV9VCqViUQCPi2uWsibQTw1Gs3KysrAwIDVaiVMDgO2VCql1WqbzWZfX1+hUFhZWVEqlclkEpoxS0tIs62trQ6HQ9YnQ5bGHA77oUgk4vV6x8fH5+fn+/v7sUMGk52dnaV0a7VabCNo3FF8QEzo6elBYSFJEuiDvNADR8aNwuFwMK4MDQ0Rv1culycnJzs6OmiC2bM1m024bNKrQLxsqwEAlEgkrFZrS0uLw+GAcgKIjFV7MpnEnUGr1UJpsVqtCIkvhxlkKpWKx+NXqvA+8cQTB0DDwfmlUyqVpqamMplMZ2en1+sVQvD7xe5HxhzpKol4397eRl+G+TdLNSZPg8HAXC1JEm2Yy+UikU2r1bKn2dvbczgcKElLpZLX6y0UCjabrVQq9fX1ra2tQQED0WCutlqtbMiJXY9EIsy0cvgung7sveCQ4qRArhkhuLwRKr/sekgDjOsZQz6pajwInFm1Wo0mgo0UbpeSJMlICpWzUqlwd6Dq4s2StgAyLoTY3t7e2dmBLULjjaGbQqGQbdohDjBr4NfGh4nrQU9PTywW8/v9q6urPp+Prh5aHPBuo9HgOkBqR76mJEmyhwLPQhoIGD1gK0Q2cPZ6vX7zzTeHw2HsJMg5JnkNYaPs8Ql8QFQnH+zMzAxDBK7DSIlZT+7u7kIAqdVqTCsulyscDpMlhIrwcgANOBNfkaqbTCa3trYOgIaD88tnZmYmGo3GYjHMwCVJInhyZWUFBpEctM6eZ3NzE0MEWlj227S873//+5eWliDes6KnPuJVS3MWDAaJWqXrEkLAv21pacExJRqN3n777aurq1tbW0T1lEol6mY6nc5kMhBQeXYW+CzVGWUhlQGj0tIBHCJzYMwmUI0lDzwrPMa3trYmJyfhShAgtLOzU6/Xx8fHCVM4fPjwwsICf4gUgg54cnISm1khBES4tbW1tra2xcVFelm0XiAdvb29GN4wt6M0QV6BxIN3RL4DjAyNRmOz2RBRS5KEhQ+Uir29PZ/PR89dKpUOHz6cyWScTmexWIS4a7FYSPoF58YhWavVDg0NFQoFWlWNRoNgj5QQrVa7urqK4RyILx8F3ylgXXIrActR0HHP4VQEWoQSGCXF+Pg4LDtkF81mM5/Pw2ex2+3RaDQUClksFo/Hs+9AQ61Wm52d3ccHfFPnAGg4OG94vve97zUaje7u7kgkolarNzY2fD5fKBSamZnxeDySJNG/ZrNZVF3lcnl4eBh9L7gt1ICJiYlXXnmFqEt+SZEJUDxR74+OjsbjcawK7XY7XjDz8/NOpxO4cHl5+cSJE6lUCtcG7BsgQ+3s7MzOzpKpvrGxgbYOCJJGEwSBxRcLMYfDgdYM+wNuB6vV6vf7TSaTyWTCypE8Nihs0Jivv/56TCii0Wi1WsVMx+l0Op1OUn5pRoG57XY7YyS2bXQ5kiQlEol8Pt/d3Z1OpxGvUU9GRkZoVRuNxsmTJ8vlck9Pz/z8vFqt9vv9lOIjR46gL3A6nYzrPT09KysrLLjK5bLP55ufn4dVMTAwkEql8CqCRAYSoVQqb775ZmgIkiThZ8GHZjQaR0ZGkskkLS+7vkKhsLS0xJ3CH7K0jMVi7e3tuO3Av9jb24tEImazGer17u5uIpHwer25XM7v92cymUwmMzAwsLKyMjIygk0SBvuwKugFCTyyWCwg0TD1ms3m5QAariCj4cknnzwAGg7OL51SqXT69Ont7W23200mItyr9fV1+luZ8U6KML+2NpuNuspgTFW8/fbbL1y4ABwMdRd7GjZt1WrVbDYPDw9jy4XFL2ABlgf00pIkvec974nH46VSCWMd4nUw8IrFYnC1EHkhXMWxWyaZOhwObBQQTEGJYtAlZh5KLy8bCABlFi6SOHY7nc6enh78brVaLRdNd3d3tVpNp9PM2JIkEUIXCATQ9FUqldbWVnkU51bq6OgguJe44ra2tkAggIZLqVTilcu2DDdfSAdut9vpdPJQOzs7LpcLaTZhZNVqtaWlBXgIS042ahix802BQ4FYI5fLMYYoFIpCoYAG/F3vehcicRaH+GIsLS1JksRqEGUH4AsyDXaWGDSQA00SMwI3JgiVSoWFHKAPV0mxWBwcHIR5h6QRbbUkSTs7O1jpZzIZo9FosVguB9BwBRkNB0DDwXmDMzMz8+yzz/K7RwAMxjPYAbC7hoDqcDja2tqGh4dh7dZqNaITcYiBL0SuhMvlwkcQmgB4RLPZxNgcYRJUK8y0mdJBQ0ul0sLCAr/tkiThYYPwYWBgoFKpmM1mMFfoXpgs1Go1hmFkDvgpNJtNKpfT6dzb22NCBn3AvwBq2e7uLnYPLLV6e3sXFhbgGsA74BrADodFGXUckhs7NwAarVaLaoPnFULcfPPNrw3R5SUtLy/j6MMyrbW1FW8z5Lh8zc7OjsfjwaYBTjUtMm46XEhWqxVCF/bI2WwWTq9GoyENmKi8zs5O/qqjo4N0zEqlgoun8tVQTCopswF3GHWcTn1jY4PdKZcNn/Pu7q7MjECfrNFojhw5Uq/XCY4ymUwkaHB3wlj2+/2hUIg3wpaVxWatVoO0cpkYDfv4gG/qRCKRA6Dh4Lz+PPHEE5Ikwfki3jWbzTocDjnPBUiXwFcAQUmS4vE4rH6TyaTX6/1+P6SD1dXVQCCAjyy1kWWOEGJzcxPlan9/f6lUYsmGRQKbNPrd+fn5eDxuNBrhLORyOXpck8kET83lcmGvQLuJxSwrMqPRiOcr7ThsWPotunMkrxaLhaByXCcLhQI2ukCxbrc7FApVq9WNjQ0unXK53NHRsbCw4PF4eCMjIyN8AZM2XjwjIyNQP/x+P5nwAwMD6XTa7/ejv6B9lA0d8QACmhkYGKDs41/DDsrlcpHQvLKy4vf7Ozs7ZVKeVqudnJxUKBTEZ6jV6p6entXV1aGhoa2tLZjMMDJwbcQeAvtM2MJ8DbQ1Xja4/N7eHt+mzc1NIiQsFgtiE1zTpFfXdF6vN5PJQBbr7u4Gs77qqqvm5+fhG3Z1deFSfPbs2Y2NDUmSWDnSfwsh2A3s7e0hctzY2Lgc0gkYDfv4gG/q/IZAQ61We+qpp0KvHkAi/mp9ff1HP/rR8vKy3W7nV0wI0Ww2n3vuuV/84hcYeXD7H5zftVMqlb773e9SeBHYExlgNBpxXtBoNGzaMCYcHh6mNWK0rtVqOp2OTRtMflZ0/OKwPOc/SqVSOp0GrgWQZSeHNQxqX4iiP//5z4EpsblFJrC9vT08PMwoLoSAL4C+Q5KkUqlEjVW8GjQGcKnVaiVJ0ul0dFZ8ca1WY9bFopvVerFYhEyq0WiwGNje3oZ3wAZeCBEKhbxeL3AGYuGdnZ3Ozk6MJ5CT0PFWKpXOzs729vbR0VEadWhoQoiuri48HRkZ9Ho9vbfX60Wb4HA4sFpHJ0KfibqBREyZ7ODxeCAjYwAHuc9isajVaoYXiMY0ljTYQghSjTKZTDwe5+YqFouymwaGbvK3GDG42WzGf52fDYajSqXidDqR8lG00XQPDw9j2IlbB8g7PDUoz6Dkcq9Lz8yOs1QqXY54SxgN+/uY/82Dxcb/QKBhPy/O39fDgmhraysUCikUCsIpsTOknEHZymazxWJxdXWVibRcLlN6WJKXy2XcsFGa1et17BUwmmKHBkYAFysYDPKriCNjX1+fSqXKZDLIVguFwsDAAAq6w4cPA+Xedddd73vf+8rl8uLiIrJ/TF+BkAFKceEmJc7pdLa3t4OVENjGQp7iWywWJUlCaoGNJayBpaUlwnXwjGXbRuIRKzUKIvXCbDYzcqPFgPFFB8k6y2q1bm1t0dC3t7ebTKZ4PE7lbWtrI6rH7/dzYSiVSuIqwVYYvwuFQjAYlCSpUCggdsBdvFqtrq6uVqvVixcvQnBobW0l2iOfz8uu6RCGuQKBUeBN4Jnc29trt9uZLliWDgwMwOkFzBZCQNju6+uDAKxUKoPBoNFo9Pv9J0+ezOVy1WqV118oFEKhEAmpQgj0JqVSye/3A5ljk4bxskajAZ/6zGc+YzKZxsfH5eylg3Nwfu9Ps9kMBAJ4NJB2jlksv7lUMFrVS5cuYcRLLX355Zf55/gdyoaRi4uLCAqwqmK893g8drtdq9W6XK54PH7NNdesr68j6zUYDDfffDOLep6R2PNyuZxKpex2O7zZnp6ej3/84x0dHY8//vjq6iobJJ/Px7YHlhaMYjDNq666CnKT9tXDQ2EnSYXE3NfhcOBE2N7eHo1GKYOoKoxGI/Zj6XR6eHg4FotRRpRKZTweHx0dRY9AeYHxm8lkIpHI0tIS9Vaj0eCbsLy83Gw2NzY2yuXyuXPnDh065Pf7Welj9EBj3dLSgiRNqVRubGzQrRIDHI1GAT6Wl5f39vbOnDkzNzdnNptxtYAn8u53v/vQoUPkYmg0mqeffnplZYX7Cy/hEydOWCwWq9VqMpk6OztxGmLPiaB6cnLSZDLR2i4vL09PT8fjcVaOoBVCiImJCYPBQN7w3NwcQXTcYrOzs9dcc43NZsOpPhQKnTt3rr+/3+PxcEmxoe3v78eWrFAovPOd73Q6nRMTE/hAH5zXnu3t7S996Usrrx68ioUQy8vLf/7nf95oNJLJ5Cc/+UlucCHE5z//+VOnTrW3t//Hf/zH1772tSv2ug/OrzsMe/l8HntyDAvIEhZCkCBeq9W2t7cbjcbc3NzOzg46Yn4GYLyyMKtUKiqVih8P7HVQ+JNegZkullUejyebzaKGaDabFEBS0svlcrFYhMRUqVRuuukmSrfP5/vMZz6Tz+fX1tbQsul0OkBV/HqYwKFgSJLkdDpBddVqtRwDh00AXTpoL3EJdF/4++p0OigSRAgBVmYyGbfbTTdrNBp1Op1KpXK73UIIXiefj1qtXl1dxepra2sLwsXq6ioWPJDgisViqVSCQqVQKMiGxFcSxxzuMkJD+YUC8GWO6OrqgtewtraGnxfJSqlUyuv1XnXVVTD74P3xToEGMESg48XqgmvIZrM5HA4YGQqFYmBggElnc3MzHA7Pz89jZox60WAw6HS666+/3mAwWK1Wdm+Yu7Pg5NY2m80IOqrVaiKRwPnY6XSysbNYLDDmenp62tvb77///mAwODw8zFr04PwenANGw685MzMzKysrDocDFwC0aru7u7fffjuNF6asVqt1dHQUlSypaUql8sSJE5CmWNTwz0lwAFBEXRyLxYxGY2trK4O6EKJUKrGvA1eWyyJkAQwjMSmsVqtYrZhMpp///OeLi4tOp5OUNZpjFL+Y3PLLLISgz4a2qtPpcIUkllJWC6OwYIuFfoHp+m1vexuO4larFQDYarXKei2oGQhD2A0iD4ZDQeFIJBKIk/f29kKhEM46Fotla2sLqBUQt1qtTk5OZrPZdDqNSHhjY0MIwTvSaDSpVIriVa/XgWyq1arT6cTqAggWivXAwAA0ASghQgi4ZOVyGdYf20XC4SH7wbDg2wfjGuEZRJVms0mSiNfr5RvX19eXTCZ5y2q1OpfLQVtQKpVwKIQQLOXQFQ8ODi4sLNTr9RMnTiwuLhJudMMNN7z44ot8MvV6Hf3F4uJiKpUC4r1MZpCYol2Rc8BoODhveJ566in2JCikSKJlhIY/L4Tw+XxjY2PxeDyTyYyOjr744ovd3d3XXnvtmTNnaNFisRjio0ajgY0raxObzYbTuE6nw7s3lUrJ7uVarbarqwudKtWs0WhAxYKo5Xa78Y/QarU/+9nPXnzxRZvNxr9CXUwKGss0Nr0IvrCihOKEZBdRG7a4vBh8ufCPBFOQJMlkMoFWw5Kl+4TwJSdutLS0BINBoubQKYBf4+zFKO71eldXV/nzlZUVHpyFnhCCXB5cddlPUsnJv2SdaDQa19fXabWDwWCxWITt3NPTw3YO6zJ4ByqVKhwO63S6WCwG5QQXnkKhMDo6Ojg4SPICRkWlUikSiej1+tXV1ZWVldfSsIUQhUIBlgR4bn9/P58JxOlYLEbZX19fv3jxok6nM5vNsN4ymQy4ttfrhVdMzz00NHT+/PlYLGYymbxe7/Ly8tDQEI6Y4XD4+uuvj0Qiy8vLm5ubXq83m83uO6MhmUxeQUbDD3/4w9+E0VCpVH74wx9+7nOfO3bs2LFjx1DxCCEeeuiho0ePfvCDHzx69OjCwgIGnKlU6ktf+tIXvvCF8fHxycnJL3zhC7fddpuclndwfndOqVQ6d+4cXN1cLqfX69m4DA0NsaKHVmC32x0ORzweB2ydnp4mDXd1ddVisZAsWywWbTYb3DEScOC9wh7F95pUBQZmwgtod2lBJUkSQsjuYKDJL774ImXh7NmzFy9epEqglsLD0mQyoXKVh3msEOnfVK+my1erVdgNUINhkOHmI/sK1+t1cj1zuRxG47THFotFqVTiHLS+vk4bj/CWlGK6PoPBwPPSoObz+fX1dRb1VCEabBZ1gUAgl8sxFKApYFLglqHMhsNhOnm/34/ZAXQMs9kMJXZ3d3dnZycQCIALoJ7G7gePRt4jiZs4/lLcUqmUXq+HQ0c4BT6XMOMQl9EG9/b2guCbzWZ0cBAWiFIm3QNgHd5KJpPx+/2SJE1MTKRSKaVSefz48dnZWWI1xsfHL1y44HQ6K5UKDXlLS8vs7Gw8Hkdq3d3dve+Mhrm5uSvIaNje3v4fyGg4ABp+zZmZmTl9+rRCofD7/eSQSZLU2tqK+5fL5WKgJUARaeweTLsAACAASURBVBMVDRIBgmG0uNdff30+nycxGILW3t5eIpFobW1lS0+tZMLP5/N/8id/wpwJc6mlpWV8fJz4RjgCQgiUaUIINGA7OzvpdJoks3Q6TVXlufR6PSwvk8mEaRlGOC0tLRaLBSkEhFisHBB9Qb6VuVt2u312dpZqeObMmaNHj6JcqNfrmUyGVg8xLW8Tcy/xqtMEjZpOp8P5EjoD4IJSqaTwEWVM+5hIJCYnJ4EY+GB7enog1yEboSIjezMYDNjUx+NxpVI5MDDA81arVWTeGo0GjJZIJOZ/cASZhCajKrxgHHq4JKCrEXvhdrv5TPL5PDkRqVRKCEGPjnsQoANXDq9WCJFOp48fP768vBwKhbq6ujo7O9fW1rif4vE4Fkd0YAwAJNtDFaY7/z0DGqLR6AHQcHBefx599FGqqM1mm5+fh9uVSCRoUJA+8ZveaDTOnz/f0tLS19cH59bn88lDZm9vL4t99k5kCWPTSBZXsVjE0ZClnM1mc7lcEL+pbIcOHRJC4KOOlHR7e7tSqfC7f/jw4dbW1tOnT4+NjdEZQzHFC0av11P8HQ6HWq2mRkE3ow3FfCGVSkHXTyQSoVAIHBlctV6v4/6Nw8LCwkKpVBobG0Mxm8lkWL6Fw2GCkIQQhOwgNsbRAA4wc/7I/8femQfHfd71/9Fe2vs+pT2k1WVZtmRbsR3HOImT9KCBQkiBNoGhkz+AzlCGYTiGAtNhCgMDw286Ay29GDpppoW0NLQNTdrmchLbcWxLPmTJ0urYe1d7X9pL2v3+/nhNdjotv1/SRq7ToucPj6JIq+8e38/zed6f93HggMPhCIVC6D5QBxBCQXNJqjlubWtra9VqFfIaqE21WoXRNjg4SBMJ8ru5uVmv1x0Oh06nM5lMFoslFAohUtjZ2VlfX+e4gvANel0oFBoaGnK5XIzp8vn8wMDA2NgYCZ1Op1Mul2PEMDExUSgUPB7P1NSUEKI356TBxZUNaANOst/vR09XqVQeeuihVCq1trYGWe/cuXMmk8nj8dy8ebPZbA4PD/MpYiuBE2c2m9Pp9OLiIrK7+fl5vV7/MyadePtAw7e+9S2r1YrLpk6n4/uf/vSnP/ShD0G+azQar7322gMPPHD+/PlSqfTggw8KIQwGw/PPP+/3+xn/7q131KpUKt/61rdQ73KeJOobOwCYX4VCgZE1wx4aSCyunU4no51Wq3Xy5Mle6Ds+CGhUHQ6HTCajeAJGwI0aGBjweDzgktFoVJKkiYkJxmPIsnDAwVHLaDRyz5ZKJbAAIm9AB5B6wTzFMnxkZITR3dbWltvthlJBNWOohhoOpVs2m8U0AVFzLpfDM6tSqUAfo24LIUB+e8I9XkMsXaBiwZKggXc4HD6fD+IG0RI0vcgDAT44UGBezvZEc8sThKHM9EuSJLLStra2eGucTifMXGIp8fyCaDwyMtJqtWq1Gtg919wbgpbLZbKWAcd7EWn1en1gYIDUUpvN1kuX73Q65HSgN0EjHIlEANA5yMCV4MHB1i9cuMDFJ5NJPgzIIWmPOWXwrvH6l8vlTCazf//+PaDh+9eNGzeefPLJb3/72xcvXpQkCcdWIcQXv/jFs2fPXrx48eLFi7lcbmxsjO8vLy//27/92/PPP0/g6C48hx9r7QENb7IWFhYuX75MOvra2hrwKhL6Vqs1MzNTqVTQFyQSCbfbbbFYyLbR6XSrq6vcPIDBDLvAApmHE42OtzaVC4oBWGkkErl582YP46zX62tra5jEoOaitIHmkn8DMlqpVCRJoumUJIk+zOFwwFxAuoZHV086AdJB/4cEC/SXeAtmWfI3UtOpQWq1OplMEjVPN5zNZre3tyHFEVMMeYy7mj9HhgVIM2dy8X0MC1S4DNNgH5CEBJTebDYRAUKmxWOcYDac3qmtPGY0GsWCwWKxIJbueWciHtbr9ZjoQtDFiB7qMooYbDLZaTCHb7fbzCd9Ph805mAwCD2bA082m1UoFITnAeLwqqrVaoYD7CjDw8N8jYpPq9UikGFXxsQBm33+3d7eHhwclCQpGAzeCqDh2rVrb8kz9xasWCy2BzTsrR9e3/zmNznBrq2t9Spk75bBfqXb7cZiMYfDMTY2BmPW5XJduHABIBXGmdPpzGQy+XzeYrGg0S2Xy2NjY5lMBoZqbwQnhFAoFO12++bNmxiv0oGFw+GNjQ2Xy0VQIvax2OUCGZfL5QceeKDRaDSbTfx3CN2EHSBJUqfTYWhDd0v3CdGA1pYJHhQG5m/oY3uuBJlMBq9fr9dbq9VCoVA0GgUk1Wq1q6urQ0ND1CsieDEnw9qAUgbMurOzwy9aLBa4uJhfNptNXgdq0fr6ut/vv3HjBsWQ1ORezQSqzmQyOEpinA6T1mAwkH+uUCjcbvf29nYmk0kkErxZDAzBJra3t8njaDabMH7ZJrLZLObzV65c0Wg0Xq93bm4O1Tc1UwiBmY7NZiMLORQKAfQzjTSZTENDQ9evXx8fHwd9wHKiUqnMzs5ms9mRkRECPuRyOcZp7XY7n8/X6/VYLGaxWFBkYFoEm7fRaNwKRkM8Hr9dhffZZ599O0BDo9FYXl7u6+tbW1v7whe+4Ha7A4HA9vb2E0888YEPfABPokKhcPbs2V/8xV+8dOlSo9E4deoUv3v27Fm32z06OrprL+Xe2qVVqVT++7//Gy/zSCRCu0UV0uv1AwMDhBp0u91oNIoNLbWF29BgMNDlcpKkFASDwVqt1t/f32q1wA4kSUKIiokvBKtKpdLzRoVGsbCwwL0JS5SurJc7xr9er7dSqVy7dm1wcJDIxp2dHQT/QojebY5YDISCEzv9rSRJ+EpybEZgq9FoOAzbbLZSqUThHRsbKxQKgCxo33BPCwQCuEVSLmBgUfOZVOE+Q4PtdDrp3nFqw8cHc00OAqurq3fcccfy8rIkSYwJOf/j5+XxeLxebygU4snSIWMrjneGUqmUJIkmE2O1XpOP7gwhocvlQruHL0az2TSbzVBooW/0bBR49QhgwjGnWq1icE7zHIvFhBB0yITxxeNxk8mERIXttVwuj4yM1Go1LC2wHOqRfKmuHHnYGTkL+Hw+dIW7DjQsLCzcrtQJiJNvB2gg5vmOO+4wmUxf+MIXLBYL8MEnP/nJqampwcFBq9Xqcrk8Ho8QYnNz80/+5E/e9a53HTp0iB/e3bPDW197Gpg3X3K5nDgDVAbk01A65+bmbDYbhmHMfHQ6XS6Xw/2lUCjQe21vb9vtdsRRg4ODGCginfJ4PPiHX716tYdKms1mv9+/srIihGBMBG2Ba4BcACk3mUyyGVA9wQspLvV6fWhoiAJKoYFyDANKpVIh36AT5fwPKCBJEnIAnU4HbVihUMAIoMIajUbO/AiP6VkTiQRs1VKpFIlEMHHU6XTxeLzHF6CHbrfb+HhRVthU8O+BQEu+Dok4eAivrq6Ojo5qNBp0v+VyeXh4GA4eybSSJFFPUREDlxw5cuSll14is0OSpF4UJX8CEjLbnhACnwhemWaz+Ud/9Ef/+I//mM1mIeaBywJdt9vtjY0NRIDsKC6Xq+cWAfOC78Risenp6Wg0qlQqefcx7Gg0GltbW9PT0wqF4vXXX4djTFXFywPrSmBmXopkMtntdm/RJ1x6A4z/qV44+Tmdzt53yuVyOBx2u90ul6v3TUmS1tbWWq3W2NgY7cjeegcuhUKBX4nZbE6lUi6Xix4F7xtYYHq93u12R6NRrHbp/DqdTj6fBz1E69tqtXw+X6vVAnwktXd8fJxmmmKLFyMGvcyjCBXidrZarfxLwOTCwgLHZoPBsL6+7vF4rl69CixL+DGRNPAI7HY7jlw0eSQ1Uj9JIMM5kqInhMDIllM36AZGvAx5Go0GGwrwMZ7hMzMzy8vLwJ2SJHm93kgkUqvVwF/y+TytZ88gDV0GprypVAqAJp1OWyyWWq2Wz+dJXJ+enk6n0wcOHJibm4NOcuDAAXBtCFyrq6vgszwdxoMOh2P//v3Xrl3DjRzhMSyGcDhcLpfj8bjdbt/a2pqdnV1ZWUmlUidOnIBfcNddd/X397/++utXrlwJBALoxaxWK/BuNBrN5/Mej4djA7ZwqCHoXLFzt1gsL7744tTUVKVSMRgMc3Nzo6OjVNFr165ls1myRVZWVrxeL4IXIGaZTAbZzWw2I1QRQmAPfCs+4bSet+KR38rqdDqPPPLIW4FObDbbv/zLv/zwN//2b/+Wr1966aXPfvazp06dYgzTe1J8IIUQPRr8D3x/b70zF44tUK5AM6lRsVhs3759dIl41vr9/mKxyOCNoyNQKa5Y3W7XZDLl83ni1QjwbrVaXq8XKxyVSkVxgH3GHcfhloEct3On01lfXz99+vS5c+foTiVJom9kKm632+Gs4W6LxoGSS8omBRMeAf1wL8OSUiZJEnwHiAw4UxSLRYZGBoMhFAoJIbBywK0Qf4dwOEzlVygUWGCipJbJZFyYJElUXUmSUMbJ5XKr1QrHSghB5BD7GkyN6enpV199dXJyEmx3dXX1Xe96F37tpD/2Zm9sc7C97Hb7yMjIhQsXwHQoYjs7O9C7isUioDYDTg4pEIdbrdaRI0e2trbm5uaANthzrVar3W5HT/HKK68gr+52uxqNBl98t9vN/BKvjWKxuLa25vP5GJjBjCuVSnq9njg8t9u9f//+5557DmobLTTqbJfLFYvFOAGxeSE5uUWf8NtVeN/+3z158mTv61gsduXKldOnT/f+1w/gCM8+++yxY8fe9773CSF+4zd+4xvf+MY999zzNi/gx1t7QMObL9jynGHIxzp8+PBTTz11+PDhra0tn8/33HPPUUCxCaCA1mo1KGe9URJgMFOXTqfj9XqvXbvWbrd9Ph/W6BjtHD9+HIdzAorRUBGUAJqVTCZxZ8AsEOAgkUgolUo0tzy+3W5Pp9P9/f0+nw8fF4wPrFYrkZyc/2GFgQvABeBIDASAkqInr221Wmq1GnIBMIRSqURhIZfLl5aWRkdHGT2BicIWVqvVmUxmZGQkGo3SedNGg/663W5iOMF9OU4zJ+x0OmtrayQnr66uIu2jssdisa2tLVyRPR5Pt9sNh8NTU1McJ9Rq9fj4+IULF3gEXHB9Pp9SqQSP518hRF9fHyUY8TYKFJVK9fnPfx40mlkizX2lUnG5XNAc2MBCoZDFYtnY2ODReK+npqYWFxd7xj/o4rLZ7NTUlE6nSyaTyL9hFENpS6fTEOF4U/DyzeVyhJ729/evrKz0bL13d93efne3Vq1W++hHP9rpdJ544gm+c+7cuX/+53+emJgIhUIPPfTQww8/LITY2dn5q7/6K45SmUzm7/7u75Cl7K132mq1WsPDw5VKhQOnw+FguD02Ngb79Ny5c3q9HgpYt9v1er2Dg4MbGxtarRamAx43kiShFNDpdH6/n8JIvWXoFIlENBrN5OTk8vJyu90OhUIjIyMDAwNra2t6vX5kZARrQ+j6SJfdbncqldrZ2YlEIniG4eBgMpmY8bpcLlRaWDbevHlz3759VqtVrVYzigfkxVUrl8sNDg7SwwEow30wm834LxQKhaGhoW63m8vlDhw4oFKpAoEAkjq+1mq1w8PDqVSqr6/v6tWrd911F81lvV6HVatQKJaXl6enp5eWlg4ePBiPxycnJ6EQJ5NJRMW9nKPNzc1ms3nu3Dm/37+1tfW5z33O7XbH43GXy3X+/HkyO2w2m9FoHBwcrNfrly5dOn36dDQatVgs+KuFw2Gi6aGnnTp1Cn2W1WqNRCL33XcfSoqLFy/ij7O2toaeLhKJtNttjM3IgxBCMGTjkSVJQjO4sbExPj6O4xrof6VSOXXq1OLiYjqdDgaDuNlNTExcuHDBbrcjEuH4dN999126dKlQKMhkskuXLgWDwddff31kZKRUKnFQeemllyYmJsBNEBjeog/5bSy8fX19Dz/88FuxW6Mr+P+s6enpSqXCnWg0GgHKhRDgfUIIm832+uuv936+UCjw/b31DlxIXKlm+Xze6/WOjIxcvXp1eHgYLRtJk5IkIeYnHpgoNGy2GVlnMhmaK/J90FOARwDm0iq73e58Ph+NRkulksFgGBoaIjIT2xqHw1GpVBDt9ly05HI5elKkYVASVCoVAWEQE+iQJUmyWCy4+cImkyQJuRydM12fJElwAYQQPXBErVbT3clkMtozWj4CiRhHgatSPCORCNESDKuwFoKAbDKZwuGwz+eDQQbiwNwLkR0DP9wNLl26NDg4GAgEOG/DwH3ttdeQAAshiLFTKBTRaPTEiRO9Lc9isbArIT3odDrBYFClUjF63N7e5ijR19e3vr4OeITHTaPReOWVV9h6SFyCZrKzs1MulzG5wPRdp9Phy0AHm06nEUBhz4Ghey6Xo5HOZrPHjx83m80rKyuAwidOnHj22WcBptfW1oCHGDeim+YgoFAorFYrtju34hP+097xAv/lcrm5ubkPfOADve9/9atf7e/vHx8ff+CBByjsq6urJ06c4P9OTk7+0z/90+0CefekE2+yFhYWjEZjLpdLJpMgBQ6HA0kwtAUizfV6vdls3r9/f7lcnpmZQbhIVfX7/ZlMhorGQZezei+frNlsHjp0aGNjg9m4z+dbWlqiqaKOz8zM5PP5paUlu90O2YzhP/JUeFNMq5BU7Ozs9KBZzH4hIwghmCxxA0uSxMcOEwdiF/CwEUKg+MXTEaEH2DMSsmazSfh8LBYjCYxYYAwpmARS65FgwVnQarUKhQJTLl6NbrcLc6FarTJM6/0tym5/fz/Fa3BwEDtfq9XqdDop5UykeXCMkYnMYc+jERdC4LK2s7OzublJfgSaUrfbzdQLDBgXT/jPH/7wh+fm5oCNOZe+973vxYzH7/er1WpQIc4JID7MxPDaxW4DVgh4P+UVmjTt7OLiok6nQ4lnMpnIASEUSqPRGI1GeMV4QGDMQ5jf7tKfms3mtWvXdvEBf6QVj8d3RTrx6U9/2ufzxePxX/mVXxFCdLvdj3/847/3e7/36KOPHj9+/B/+4R/e8573qNXqM2fOzM/Pf/KTn3z3u98dj8dv3Lhx7Nix3Xgee2uX19mzZ4UQy8vLVF2j0Xjx4kXuLO5WWJcGg8Hn80FATaVSRC1WKpUDBw7gHch9imWsyWTCFxCbGySvS0tLHo/n4MGDsVhsYmJCLpevrKz09/c7HA6Hw3H27FkaRH6RcoQjNwlBMpksFov5/X780oUQMpnszjvvJOx9eHgYRBh2Lhm6GJVR33oRayicQWyFEJQRLttoNOI6DvQpSdKlS5eQnhWLxWPHjq2vr29ubiKVJw+CGkLXizxYkiT4zxgutNttxoz0r/DaCCmkuMECE0IMDw9jW4OYORgMIlszGAxYXRBOIYTo7SNADDdv3qQdb7fbOCZw3uCkwbsDD2JsbKzRaBSLxYmJCRwZLRZLPB5Pp9OQDnCIpOyzaTIBg0eNUWg4HF5ZWenr6yOnzWq18gIODAzgNnfs2LGVlRVgBUyXisViMBhstVrBYJAMS6Rq+LrhtdaLKd116UQymYzH47v4gD/S+t73vvelL31penp66s1WT+77/YvNjq/PnTu3tLT0oQ99SAgRjUYzmcyRI0eEEF/60pdmZ2cnJyfNZvPjjz9+//33a7Xa9fX1b3/727/927+9Zyn/Dlykp7daLfinCDnX19cpFBqNBpcx+snp6elyuTw7OwvVH+/qYDAYi8VsNhuMURi1zGY4RkK8lcvlcMEOHDiAgAgDLKql0+lcXV1F7JDNZoUQ29vbW1tbkiQBT6A+BoCmcMFTw3XLZrNBWcXVkk8aBjQ0yUqlkkYR14Dh4WEcDRm8oSmjigJVVyqVsbExrHPkcjlZPAjBeto02mZwSYTVMpnM5XJhi4ZYA6901HNwMbAipjBS3tngut1ubxAIoRikBucdZp9CCPAC+mRo+ewg9L3IKxC7YWNJ684L0mq1oLBtbW3dcccdR48eXVtbw3estx/JZLIefxB3Rr/fj1EdyWgYnAP984tcz/b2tsvlwjddqVRub2+73e7l5WV4iGCR29vb4+PjNMO8Jo1Gg1kmzAu5XO71em+RdGJ3H/MtLpyM3qYZ5OXLlz/2sY9985vfnJqa+uAHP0gdLpVK+/bts1gszzzzzIULF+69996+vj7G4YFAgF/82te+9uCDD6rV6l14Jj/i2iOwvfl6/vnnt7a2/vAP/3B7e3tkZGRzczMYDHY6nWg0Go1GIcSSEBuJRFqtVj6fR3fEvzdu3KC20qFarVZkTgDDJN+k02n0F8ViMRQKBYNBtAD4I5w7d456BL8AcJEKTj+KJpbqQyeKUQIAJ5oxvLs59kOsoKKhB4b3RdcohKBDBePUarVYDfcsEpvNplarxUKWjEyoy8TCYSNMp05FBtGA/pDP56FIAUgDVMMc3tnZsdvtmJBBIdNoNO12u1qtnjhxogdY9PX1cWAAr8lmszACqMj1ej2RSDD1okoy0MPSAvZXLBbjL5Luyysml8tRYUDbm5+f93g8eBr7fD69Xv/000+TKry1tZVKpUZHRxUKxebm5j333OP1ek+fPo3z0F133SVJEuaakiTBKwMV6nQ6JK5hlrO9vR0MBg8dOkRbTzSJEAJUHmZgoVCoVqvpdFqtVvecvXd9/biKs11Yu3L9V69ezeVy9957b+87y8vLrVbr6NGjQojBwUFOF0KI8+fPnzp1iuHtfffdx2l2b70DFw6OjzzyCEUsHA7jrZhOpwuFAgpb+jnwO2jb6FrxrIU1gAUguRK9SDD0U5FIhFFSpVKZn593Op2xWKxQKBA8kUqlbty4QX5EIBAYHx+fmZkxm80UIovFggCq1Wp5PJ5isbiyskJrXq1Wl5aWwHCz2azJZNLr9XiSMSQ3mUzJZBIHRLBdvV4PQMwkkPIlSRKiAH4RqFEIQY4GXgO1Wu2ll17CBJ5qo9FoRkdHMZKEw8VgjREiolmaS8TDmDuiCgEy5sDgcrl6wexIo+nmuVpUJ5lM5vLly9VqFUXo/Px8MpnEP4xoD+pnIpEoFArlcnlhYUGtVgO8CiFQQff391+4cEGlUk1MTNTrdZzMCoXCyMgISlSAHpzGMB6TyWSpVGpiYiIQCEiSZDabTSbTPffc09fXZ7FYxsbGut1uoVDAxx5tSDabjcfj6+vrbHAKhcLpdGKL0zNOYwqHtDiXywkhcrnc8PCwz+e7RR/yn97C+9RTT/3Zn/3Zpz71qb/5m7/57Gc/+5GPfITvf+ADH3jxxRc/+clPfuITn8hkMu9+97uFEFar9cEHH/zzP//zz33uc5/4xCc++MEP3pZmd2+9lbW6ulqr1X7pl34JU6pQKISmLJ/PU3tpAvGyUavV+Xy+Wq3m83lMcGOxWC/CjFxh+LwI/iVJwly2WCxycl5dXfV4POgRFArF0NBQKpW6fv06QLBarcbwC9QPGxrgV9raWq1GbVQoFBsbG/39/fSilAtcuiHh45kFRwy8mAgbIQQYNLsJp2L81Bn28EeZqFH/h4aGCDlm4Ecbr1arecrgkngAE9DT6XRI2TSbzfhc9twcOcPTkLCp8SrJZLLNzU1Jkux2OzNC+HdIs3HtkSRJo9FQySl3jDYRCAMFwtJaXV2VJGl7exsAhZdiZ2cHM9qBgYFKpXLjxg23243Uwmg0arXantWFUqnc2dkZHx+XyWThcPjgwYN0v3gVUXh5ldhPURmDxePTAV1lcHBQq9V6PB7GipRfCLyM9DjX4H9hsVhuEdv09hVdKZ/Pf+973xt5a+vjH//4/3j9R48e/cpXvvLlL3+52Wx+/vOf55sf/vCH77///ve+971//dd/fePGjfX1dSEEwwx+gC9uV+HdA5XffJnN5r6+vmeeeQYzWK1WG4/HcTPCOLrHENNqtZgsWK3WfD7v9/s5QzocjoGBgVKpdOjQIYVC8dprr2HH1Ww2Jycnr1275vf7s9nso48+eunSJWp6vV7H5WV5eRl1AMguWEOpVOLGFkIQtYC+dHNzE1YYgKjNZnO73XS0Pate2KpbW1uk6XJ4fuihh/7rv/5LkqTeGAfzbfzPGLsFg8GVlRUUIoC729vbcrkcH2AYHNlsFhIEPTHQLB9uXAz6+voCgcDw8PA3vvGNQCCAUI0ctUAggBUt7C8hBLQ6IQRmOYlEAk9EmHs4eOG+5nA4wGXASnvtcrFYJFODWsx7xMyQ9l2pVA4ODgLhQ6zY2dlptVovvPAC8jPGpwqF4v3vf//8/LxOp1tZWbHZbJCx+/r6zpw543a7X3nllf7+/nA4TK9vtVo3Nzd5AaE54KyBHQbOOj6fD4IuYkiIhbzabAmSJN177704pbXbbRy2bsWSfpqJZPV6/TOf+czHP/5xzgasfD7PWIP/dDgcfKKy2exdd93V+2a1WqUl+slf9t76/y/GOBcuXABHGBkZGRwcDIVCNput0+mcPXv2xIkT1WoVUyvuGr/fH4lEaF/wlMEQQa/XT0xM4CxDJoJCoUilUrRTH/vYx77+9a+THr+5uclhGxmXEAIaP8OZcDiMjVYgEMhms7TRDoeDUBu8FbC/pbWy2+2EBFEkYeHiyDU+Ph6LxaxW68TExOXLl5kfosidnZ29du2aTCYrl8tMw7a3twcGBsrlstfrhc6Wz+dJOGJvIqiCLaC/v//8+fNkN1C4eto3nF+EEC6XKx6P9/f3V6tVv98P88tms21ubuI7CzFkfX0dmS5cXL1ePzQ09Nprr6lUqnK5vH///lKpND4+Hg6HvV4v+CxwRqPRyOVys7Oz2KeR69zX18dMjxdhdHR0YGDg5ZdfBsbN5XJer3dlZYVQOup2tVoNBoOwzHQ63VNPPXX06NF2uw1B49KlS06nE0oUyXAHDx7s7+/HPTSZTGJ4HAgEkLG8+uqrU1NTGxsb09PTRqORUKR2u726uspfEUIYjUa80B5++OFyuWy32zOZTCAQuBXUA1rPXX/Yn8x6pTgFcgAAIABJREFU3/veh02STqf7yEc+0pNCeL3eT33qU5ABjx492iutjz322LFjx+Lx+OnTp/9HisTeeocsPK1effVVtKLDw8OSJGHjUq/XQRI5tCgUik6nUygU9u3bt7q6Sugv8zCSfUZHR5VK5fXr1znJWywWm80Gx97r9drt9jNnzhBqQAEkVwKZA/QrRjKAzgyZeqUSplu1WmWe12MHMySTJIm5PdIJMtfq9TqgiVwuv+OOO5566inACxwEBgcHNzc3qWO1Wo2Nhm6TJ8WRHsNgdhP4wkhI6Ax9Ph9UMsQXGCvAk6pWq3j34geJVS1Ibi6Xk8lkmMUQiw47A1cLbFYpqtvb21NTU6VSaWhoCDibSR6oSrfb3dzc9Hg8kiTR9nN2yGQyxWKx55tutVpv3LhhMpl4y9rt9uLiYs+snf5TrVb7/f65uTmz2XzlyhXmggwdFxYWXC5XJBJh2wWa397ezufzkiSl02kOCFzz9vZ2JBLx+XzJZPLo0aPo9dxud61WC4fDR44cwc4DR2GtVjsyMiKEkCQJ67pb8Qm/jYXXYrHcddddn/nMZ97KD5Pd8/9aer3+gQce+PKXv/wD30e/Vi6XhRAcCfk+AvA9oOGduyRJmpqaQmyPNxXmBQcOHCgWi4ODg+l02u12nz59+oknntBqtRqNRgihVCrX1tbQNbXb7aWlJaPROD8/v2/fPjgIYJ+pVAq5gdVqJd6CyHH67K2trcnJSRo4SZKUSqXdbqcTGh0d7Xa7GxsbyLFisZjb7SYpF4NDKBV9fX00VUIIk8lUq9U4fUmSBNG32+2qVKqXXnoJOhmjdbivMK+ICAa15dfx6WEChvZh3759Op1uaWkJ0QSG6l6v1+VyXbx4kRrHiM/tdt+4cQNXCHy2IBeYzeaNjQ273Q5zdWBgAJoZfpD4NTCLI9ZBCEHsHGWR0SVncuwPfD5fJpNRKBRgJYgRqtUq+mosLSVJqlQq+PcAwyeTSYfDAbnu8OHDmUyGTSuRSFy/fp2WtNlshsPhe+65Z35+Hlcz3JJlMhmvRo8jjaOvJEl6vZ5xIsg3dpipVOob3/gGEpUjR44UCoVSqYQeJJPJsD/hasEbl06n9+/ff4s+4bfiYd/KKhQKL7zwAlSON10PPfTQD4PcX/ziF9/73ve63e7vBxoYDvT+k8RZIQTOpr1v8p09oOEduKDxM4Oi13zllVdsNtvExEQsFjty5EgikfD7/RMTE9/5zneYe8vlcp/Pl0gk0EbJZLK1tTWj0VgsFjGDRPRLq5fJZPx+/9DQ0FNPPUV5h//ZaDTY4AuFwuTk5M2bN51OJ7nr+/fvr1Qqx48fv3z58v79+7PZbL1exwZYkiS0FZIkgT8eOnTIbDYj7uAQy3keAjC+M8ViEZWcXC6H8MWNQKMJxMBgqlwuY0YA2C2TyWq1WqfTue+++1ZXV+kRM5kMcTx/+Zd/+cwzzyBF1uv12AyzNRDDjkVZtVodHR3F9ZCG2OFwQD0rl8smkwna2ujoaLvdLhaLN27cQHXi8/kYJG5tbWk0Gp/PNz8/32w2Z2ZmFhYWYJQkEglcG/Ah73a7Q0NDRB1jObS6ulqpVBAALy8vJxIJCAtGo3F4eBih8vXr10Hhr1+/PjU15XK50CefPXu2VqsdPXp0aWmJpD3KezKZxL1YCNFsNvFIw+8T8J2Txvnz55klplKpmZkZGNpA/6FQCGf49fV1s9kM0nHrBA4/vUCDVqudnZ39H/+X2Wy+7777fvj7Bw4cOHDgwC2+rr31dpdcLudoCuMJjphOp5udnaVBxejk7rvv/s///E+NRgO42YstZN6zsLDgcDhWVlaOHDmC2tdsNtdqNYpSu92+6667Xn755cnJyUgkwoyHyRa0X7fbTbDuPffcc+7cORipU1NTFy5cmJmZIWtcpVIxyctmswaDoSc6I4ys0WhAiABlAHWFEYCZyEsvvQSfC1N2Zr/cj2wlCFdJpmCWRm2nE3vkkUdefPFFRGQ05zs7O3/6p3/61a9+lWg5rCXb7bbf719cXFSr1W63G5h4c3Pz5MmTi4uLtMQYtMOJbrfbpLbn8/nBwUHEgNeuXXM4HGSORiIR9pF8Pj8yMsJ/+ny+VCrldrvZ2nDldLlchDHjnk6TA8G5Wq2yIW5sbDCZ45xy3333vfLKK0ajcXFxsa+v79q1a/Dd8NfEo0ehULhcrlAohOTBYDAwqHc6nSDsCK4HBga63S4bH3rhgYGBF154AYaLWq2emJiAhc3WCV6DCk+j0QQCgXK5vLi4ePz48V3/hN9ehFen0wWDwR/711OpFPzBnZ2d8+fPI6OGqIIe/Ny5c2xbQohTp049/vjjDz/8sFqt/s53vtPL/fnJrz2PhjdZCwsL58+fL5fLfr9/3759MpksmUwSh3v33Xdvbm4ePny4VCqVy2UoZIVCAQvunlKL0Tq+L0KIRCKBbMnlcpHy2Gg0AH0VCkU6nUZc2mq1ZmdnoSeQ+GUymQAp4djPzs4SVB6LxTiTM0pCWCGEQO9E40UDSiHA9xEfBJfLRYQPtQbOEsIH0BAhBDNAo9F48+ZN8F3OwwgTIBeEw2HoCWiDiaXc3t5G9IWoQQhhMplI0ODChBDIxvR6PVwsEFyz2Ux+BywshUKBP01PoQ2bl7gdoj0GBwdxuwwGg/l8HmoAfTN4CsyOTqdz9OjR9fV1LqlQKFAWsSDmHQGuRhGDFBwWH5LmXlIRO2K73R4eHqbaYuGLdK1cLvdcPIaHh3sQD1B9tVplxsisj1DMSCSCyoN9F2ucSqWi0WgWFxeJ9hgfH78VHg1XrlzZxQf8kda1a9eIR029hXX48GGbzfb9v57L5XB8XFpaunHjBk5FPp+v0Wi8+uqr73//+/mx7373u0NDQ/v27Tt//rzT6WSkls1mv/vd7/7mb/4m2+HeeketJ598slgsHjlyxOVyTUxMnDlzBjEwwGsul2MsL5PJ8vl8o9HY2dlBYWS1WrPZLJMuCJyNRgNKPEk9hw4dwm0hk8m89tpr0I44ihcKhSNHjlQqFbx4hBDExMClj8Vio6Oj0LIAK/ft21csFumkQVcx5cIXgLJPYi7kXqwN8JdJp9NQc5nh060ytmo2m/hcQiug+BcKBUmSKICdTkcIUa/XcV+TJMnpdOp0OipJOBxm9uVyubBzA2lFLMbVIj8GbKVHYaegxHE9bre7UCgkk0mbzYbhJQHG0OUkSdJoNKlUilcJrhnuvBgM8SKQJby5uTk7O7u4uAhrut1uJxIJOAWAvKlUqtVqjYyMZDIZUtYKhQJeGBA6QKuvX78eCARMJpNKpfL5fF6vNxgM8sICweOvqVAopqamoEBz5IC6TPCn1Wpl1Fav1/kT+Mlls1m73T4+Pp7P54vFolqtXlpa6nQ6NputWCzuukcDDke7+IA/0nruuefeTrzl3vqZXJVK5dvf/naxWLzzzjsR8Gaz2dHRUVxvotEojVCtVksmk6Cf29vbuDZA/8GcizxvSZKwTeGYPT09nUgkcCtbWVlRq9XRaJSGsFar3XXXXclk0mQycQik36N0458lhDCZTOvr6+CbW1tbyIdxkwEXgPUJlYnBD3aSMHkRJlDcKHeQkcnHAVYANBkZGbly5Qo8hVqtxkaDoJVx/cbGBrZfjOihOdy4cYPL6KkYVCoVzC9EAYODg2AfmPjiX8NoDZ81kB1Owvi794zMYAoTJwcGzUzL6XRCAXM6ndgu8ItYmxmNRp/PFw6HGbSAkgDfQzChnoOGp1KpRqNBP8Z+xJ6IBSZbGHYSYOviDdWJTCYLhUJGo5GMiYMHDyIPpKElIRU1BIw5RDeVSsXtdgN8QHih+NtsNhzrADV23aPh+vXrb3Gytetrc3Oz0Wi8HY+Gv//7v//Sl7505syZJ554QqlU/v7v/75Go1lfX/+DP/iDM2fOfPOb33z11Vc/+tGPjo+PCyF4qb/4xS8+//zzhULhox/9KFPwn/zaYzS8+ZqZmVlbW1tZWTl06NDa2lq9Xl9bW/N4PDCvSqXSe97znng8Dmt3eHhYr9eTVdNoNPr7+zkD43fi8XhWVlaACcxmcygU4n72+Xy91EMYiZC1iDzEgaZnSA6l4mtf+5pSqZycnETtRkAOWikCimmtIJv10nQ5NpMHQYGj2YpGozCXqM58jVmOXC4nhwKEEmQBrgEKEQ7k586ds9lsMDWoXzwyqAr2WlRMZGkymYzGcXp6ev/+/ZcuXaKn7Pm3wWGmFrtcLhpEfoCpI6oEBGz0lxih8a7V6/UjR44sLy/X6/Vjx45lMplSqWSxWFZXV9lXKGTDw8NbW1tM8HqACJtKOp2mSTWbzbDO+vr69Hp9IpEwmUy95+j3+5999tl9+/aRTwGU8Lu/+7uf//znuf5CoXDy5MlYLAZPjyAJIvcgv2FsQaQoSr+edTOOkjabLZPJ4Nx7K9ZtxHd9Pt/P//zPP/rooz/er6vV6l//9V//4e8Hg0F0jE6nc2dn5+bNm/zYxMTEwsICeT/Xr1+fmJjYQxnemYso2f/4j/84duzYpUuXZDLZs88+e+rUqdXV1Ww2q9frjx07ls1mV1dXOfRigqBWqxOJxNDQkNPpPHfuXCAQwEEGcubBgwc1Gs3Vq1dhuAQCAWb72WwWIA90WKPRDA0NRaPRnvEtFrAajabZbD777LOPPfYYGwF5k5yl8/n80NAQvSl1g3YNvy6YvSinCLsFBkVVQX0mCZhUYByz6CyZ1dNYa7VarVarUqnIls/n8z6fj54eiJkQeGQjBGoQgQwSweMvLy+73W663lqtxpy/r68PJjz83m63u7KyMjAw0NfX5/V68VoPh8NEJhOQhs1bp9OZmpoqFouFQgF+MmArL4hcLp+fn9/e3r5y5QpG62wov/ALv4C7J4QCi8VCB9+TYFB1Z2ZmgCf8fn8ikZienh4aGiqVSkhXzp49S1N7/vz5iYmJYDB48ODBZ5555vr168ikQcmj0Shuuw6HA+ypVqvBHG61WmRzMK4E7XW5XMFgELBJrVYvLy/fuoTLW/Gwe2tv/dhrYmJieXn5/PnzgUAAYG5ubs7lcj333HPwW3/1V391fX398uXLSP0xzBJCwGByOBzhcBi7WcIR2+325OSkQqGYm5ujh8TgBpmtXC43Go24g8vl8vHx8cuXL9P/YOlNhcnn85cvXz558iT2NJxdKdcwRjkVI3ZgCNRqtex2ey6XoxwJIYAX+UkYYUII5ANExcHhhQrHr9Tr9Uwmw/Cvl4+mVqspldhMMLHXarUErtvt9l6vDmcZQYRGo4lGo2azeWJior+/Px6PY9MIcNNzTFMqlXSzCLGbzabdbo/H406ns1wu7+zssO/AswgEAhgVU7RTqRSO8vjOgDWwrcjlciLe6JN7ZhZQOXDtBdmB9IcmgtzKQqFgt9tJG81mszab7fr166hR5ubmgM4fffTR1157DcgpkUgcOnQIiyKoebyJarWaoezg4CCDz2w2y2vOu4/hBeemZrOJ/eSur9vIaHj7f/cTn/hEPp8vlUq91GchxOTk5OOPPw412+Vy9Ui7Mpnsj//4jzOZTLPZ9Pl8t7HX3WM0vMlaWFg4e/Ysql2SaalHQ0ND3N71en11dbVYLKJ30Ov1GGtzuh4cHIzFYpxsNzc3OSsqlcpEIlEulymU3ORGozGTyRw7dmx+fh5HcbLHMpkMVgVarZbUXCEEHGBExSaTyW6341+wb9++dDoNlTQYDOLQSxcLVxa4oa+vjxkgaghuPHQWjMug+DKRQ662urqKwpZeVqPRkIKGHfrAwECz2aQco0kG6SBUzOVylUolk8kEDTgQCNRqtVQqFYvFMBJvNBqhUGhoaAhvgv7+fnDZXtKSRqMhlI4CTcAE6buZTEaj0Rw4cAB6WCqVUqvVbAZ8je1NJBJBg0ALW6vV3G432o18Pm8wGLxeLwzbcDgMWAAoLkkS5nOUe/Y/tHB9fX1Wq3VlZaVSqWDkabPZRkdHU6nUwsJCp9PZ3NzEPEKpVPr9fgLzQOVxM5bL5RxC8L/kI8REcWRkhNfBbDbDlBZCHDhwYNcZDY1GY35+fhcf8EdaqVTq7aROMDFgabXa11577S/+4i/6+/tpBZ599lmdTvfv//7vKpUKFHlgYOBf//VfJUnKZDKPP/74b/3Wb3m93l19Qntrd9Z3vvMd5uHYgEOIPXDgQLPZxMKm2WzSeDEUmpycxNQAqW0oFGLWhI8gaGy5XI5GoyRB0l11Op1SqTQ7O8utTU2rVquktYELzM7O9hgT/f39Y2NjUAw0Gk02m/V4PA8++ODGxgZugj1RMYMmZFzDw8Mcv1Gutlot4iGEEAip+EA6nU5+iyxxs9mM+5pGo2HcJ4QAwiY+mVZDJpMRdhWLxTBs7+vrY4ZWq9U8Hg8HeKhb5XLZarVCVLbZbJFIBLIemUpmszkQCBBOSTYzcye0D2Q0wHfr6+vLZrMDAwMGg4GKnUqlkskkeW84aMLmSyQSgOPDw8OkstHuW63WQqFgNBp1Oh1uNa+88srRo0dVKhXyw2q1Ojc3x9vB6FIIQagbfiuxWEyv16+vr6fTaY/HA1z+3e9+1+l0IrdxOp2lUmlqaur8+fN01URdEOeORw8EKBLgEO6Rx4w9M/wyWIe7zmiIx+PRaHQXH/BHWs8///weo2Fv/cCqVCpPP/00vKfBwcFSqaRSqXZ2diYnJ4mNaDabqVSq596Hkr9QKPRMWJCCw7oFDUTVlUwmOSr3gsAYBS0uLnJ/ZbNZstVAWsE3IQjQnZINLEkSki69Xn/gwAFgXPptaLZ6vR64k1kaoAOL3+12uwQ3CiFMJhNpmng3UqI9Hk8ymeTK8YmAy1Cr1ZDxYvTAbA+PCYzAbTYblk+kyNMqY4uAGi4QCPDniD1CtcHwD4mW2WxGXkHvvbq6iuSNfdBisWBs6fV6rVZrL6mdH+BsIkkSZBBgglarNT09vbOzA6KdSqVwsggGg8iNtVptMpmEk8thpL+/H8QEJTWs3k6nQzhIt9vNZDKYEFUqFavVarVaY7HY+vo6u6ROp2PLDgaDCNAKhQIP6Pf7m81m7zW3WCwciOB6ezwegpzogel4A4HArjMarl69ersYDZz532bqBCfBH+AmKBQKs9mMDd8P/DyI2O2dqO0BDW+yFhYWlpaWelYo2L2gQVpdXcWsm7sOWBcygtfrXV5eFm84CDgcDibw6AJ68xO0T3hoQ/fq+eIS3kPFZCqFQXcv7ZbgNCgGKKmMRmOr1crlcvAIWCqVKpfLgRyjU8BVm/8lhAC8/H7PdhpfTtocuQlN2NraglOg0WhKpRKIJuZn0NIo9xzO0RcolUqfz7e5ucl8D7AmHA4LIeRyucVi6e/v93g8iB2Gh4eTyWSPu4XQo7dwD+7v7+ecgEADIwlA2e3t7Y2NDbPZjKWwUqlMpVJcFc4OkESEEGDMlUqlUqnwLlP6E4kEMmCcgXGsYZNjwMUuUiqV0un0+Pg4gnBeASZmbHt6vZ6USpggw8PDbrebJFRwayCGdDrdbrfZyUwmExRByjqjgEKhQEs9OTkJ5L9v375bIZ24jUBDOp3elXhLIYQkSSqVqicDPnLkCKoQr9f7O7/zO71P+7Fjx65evZpIJH7t135tL9vyHbuefvpph8NBPcnlcna7naSuxcVFu91O8M3CwgLdCZYBVDwqyfb2Nvp/nAsgbQIyggUwnsK6FSyyWq3CMkAgYLVal5eX4Zptbm4CDcCU2dzchJ8FeMFfb7Va4+PjW1tbdrtdpVIRuGMwGCAv0AJCkWW4RNdLWYZR1el0yFSXJAkdMna/fX19KysrtLk2mw0IGLNJ5kLwUenM0F/cf//9yENu3rwJHk1bzIaFevnAgQOUKY/HA47QbrdJySmVSsSYIyrBVLjT6aTTaSaKvC840eBerlarg8Egnjs4wHPHQbjd3t7G+RxDXKgW+FlilKNQKOx2OwQ0/NugvI2Pj0PK45urq6uoaXg1ID8HAgG5XA7p4+d+7ue2trZw202lUgiVAcTRoxUKhZWVFTZr+CwEv2OsMzo6GolEkLbV6/U777wTFl6tVrsV0ok9oGFvvaNWpVJ58cUX8Ydqt9vxeHx4eLhYLLrdbmi5+CzgtMqpW6FQOBwOHFjJLBRCwIagoYXhRa2DTUDPXCwWmUi1Wi2O3EIIKKvZbNZsNjPc5iN6+vRp2kLaJJ/Ph90D7CcQTKgNhUIBVLevrw8ZF5pWeLLyNxY1kE0BHAHdMXgEmAXPhWkitQISBC0ccjkowPxMsVg0m81M13pmkHg0kjKGpszlcsnlcoIeyXSnq4TBgcoDq3VAYSxyqtUq2xA8MhDndDqt1WrtdjuXwRZpNpv5SWx3IfMyIavVauwaNK6EU9hsNkhwsAJdLlcul8PVErlxq9WqVqvj4+OwNiiD29vb09PTJHQiCuaUIUmSxWLR6XQTExOA42RVdrtdyj6EOKBkvDB2dnb0en0vvkSSpJmZGV5/j8ezBzT8DKw9oOFN1sLCAplY1Wo1mUwePHiQ3igYDMKTP3DgQC9zEWsTJlE9V8hWq0XjCDOqUqlQYra2tnK5HDaH+/fvVygUAwMD9KByuRyafafT6e/vB7C02WwMpvCw3dzcZGgP/ud0OjOZDJiCy+USQjgcDrPZTFOINQNsKyxD5HI5cTJOp5PgdMBXEIdutwuLiYuHBAXfAe8GpoVqtbpQKCDQEELwL7AFTgedToegQZpOlGyQLOhTETATMwFcTVgAIDE2mRj4weagceRVxVsVWN1gMJw4cSIcDvcQDWZTwDpwHFQqFUAJJmEo+uRyucFgYD8wGo28d5gv5PN5doLZ2VneKV4Wl8uFugELHN4I8YbFKztuPp/3eDyPPfbY8vJyOByenZ19/vnnhRAWiwUCRU9ox+nIaDQODQ1BLUYOB4mO546Pxs7ODlbtuw40XL58WbpNa3Nzc7eABkYcvf+UyWT79u07efLkwYMH+fixTCbT0aNH77zzzlsXF7q33v564YUX0O7mcrkTJ05UKhUIPg6HQyaTGY1GhPpMzjmBa7Vat9tdLBaFEEqlslwup1Iph8OBjy8UoXg83mw2GW4HAgEYqul0Gs0qBbZngabVagFM+/r6/H4/NTadTqfTaa/XS+gDmlv8biiGOp2uFyoul8uJdcBThsh0DFyYvEmStL29zZAHyitxvzTKtVqNM7BWq71+/frAwACwKSoMhLg8CM+UPm9nZ+fq1asMyoDFEXlxDRaLRZIkh8PByT8SiWSz2Vwut2/fvrW1NRruniEuwcYcJxiLAZ6icMZeHicIIQQ/AFiDikSSJCzQ0CS//PLLWAsjpc5ms8Rw9kad+Xw+EonQYb/++uuHDh3qvVN2u31wcLDb7abT6Wq1ypAQQ7ixsbGlpaX19XW73Z5MJvV6PehGPp9/4IEHMplMr+r2Rm2YyWUyGbJv2ZIYr0FCGRoawiGSzjuZTN4KRkMkErldhfeFF17YAxr21g+sSqVy/vx52kv0//CnXC4XZZBJuFKphPMPcVUIASEfzFen0yFGoFWmmYHrKkkSZXNgYIDHjMVinGwxF6duYyJG8LDFYlGr1ZcvX+aWp55wDRRe4ttsNhu26ETM0NzSJdJLUx53dnZQyREqKUkSNFsgD9p42AEAtZIkEW1GmBGzNK4NCXCr1bLZbHK5HCoWnA4m8yQ4AGfQZ0IVaTQahUIhkUhQXmCNCSFarZbT6eT21Gq1eFgCdCK+YIfC2mBiYoLuFPCai4dDXS6XyXsmoZPgJKvVGg6HAd/ZUzDxQeBcKpVgjshkssXFxTvuuCOfz8fjcavVCnRCPwyUAFgMV3dzczOfz0PLtVqtfr+fHeTw4cMXL16kV+dToVQqPR4P3TgmazabjRMBQDPbGcwU3l9AkF0HGq5cudLjcf+EVyaTabVae0DD3vrBtbCwMD8/j1Qpm81yuq5UKtPT09Vq1eVynT17loYYQQEgH+l6lUolk8ngv1oqlY4fP475KlFq3ISAjoVCAT4whAhgS9KDs9kswAHlAENgrPKVSuXIyEgymTxx4gSTq17sGXUN1y5+VwixtbVFZQQZaTabSCTq9XrP+5BSiMEPmgWNRmOz2aLRKKpgDA5hW8C/ZVjXi4qE5gAYTP0l6BgJFpWFsi7eoGb0IoLsdnun04lEIg6HA37v6OgoPSITsEKhgKpWCAH3Qa1WO53OXC539epVhHYgLxhegAjgCcQUrtvt+nw+m82GVAHLX/6EJEmNRkOSpJMnT1LpyuVyMBi8evWqJEn01oAXiUQCUAC3Dh4/GAxmMhkox2jnXnrpJZ7sxsaGEII0aXANRprIhovFosPhyOVyoVAIqBX/iHK5PDw8LJPJlpeXnU5nf3//wMDALQIadvEBf6S1i0DD3vpZWl//+td1Oh35lEw8yHfg1sY3AXEsI/fl5WVUteS9Ey2Jj6BerzcYDEtLSzBXkacODAxEo9FUKtXtdmOxmN/vp62BksBUnAKSTCYnJiauX78eCoWoq2NjY7gn9IokOg7EpbSJNNwM88mGxL6HAVdvKIT9LbYLnLSBdKH+bmxsSJJkt9tpuMnoxXYEYrNCoUCHRVIGUz6HwzE+Pk4RbjQa7XYbf0Q80hEnk2eEOUW73aYFHB4e7nQ6Vqt1cHCQ65mYmDAYDDg1sjEVCgWizkFp0+n0ysoKtDKO8fV6HcbBxsbGzMwMoRhCiFarFQgEsLM1GAyFQoHXhHEi+tKTJ0+iAZ6bmzt8+PCrr76KiKMHspRKpbGxsampqatXrx48eJBqyTnh1KlT7XZ7amoK4kOlUmk0GqlUymAwRKNR+L1EqZFPPD09TXTxysoKpsXwR+r1ejQaVavVKpWKMD9MeW8R0LCLD/gjrRdffHEPaNhbP7Aqlcpzzz0nl8uhc+LSVyqVfD4f9P5IJJJMJhmBKJVKBm8UQwKABwcHsb6emprqdDp6vR7PciEEZC5Wqz7EAAAgAElEQVQG79B7iS3X6XQUDTIgyZWAKjU6OrqxsRGPx5kVDQ0N0SzBtyI2AskAKCfB7e12W61Wgy8AMTBFYyhF403ry49hj8WRvq+vD/EdVQWHSBhqHo8H3hkNNs+abBowCyxmOIcjN0BnDZbRbrf7+voymcwDDzxAqKRcLke5CTGN7o7L4HiPGA1gl+9jadFsNtfW1kjqgZVAp02bmkqlhoeH6WkRsExPT9NActxoNBrkNHMwqdfrJ0+eBGRvNptms3l9fd1gMEAK1ul0WPlwSShHcMAB4GBT5lzTM3qoVqvMHVELmkwm8i8xfe90OiaTKRKJJBIJLokjCcaTKpUK1ImQuFsBNNxGRsP/TqBhNzfOn9U1NDTU7XYXFhYGBgb27dsH7+v111/fv39/IpFgqCVJEgX0+vXrlGAs0M1m88GDBzmIzs3NZbNZfBNwREcwRiEbHh5GGgA9rNPpFIvFtbU1tVoNd1Qmk01OTpLCBdmBlujo0aPNZpMkc/rg3iwukUhsbW0lEglJkmAHUK3IyKCDlySJitwzZQEl5VjO1S4uLpI9xq/DUhNvdHg9xx2lUomlJb/OWIwn2O12k8lkOp0GOoVA8dhjj+n1+pWVFbYfuVyezWYDgQBP0OfzMUY7dOhQKpWC5UuPTtHsdrv79++X3uCzEY0D9IB6GeikJ4cuFAqEyeVyOfZL9gywdlR2nU4nlUplMhmTyfTII4/09/cTulOr1SqVCtg8znBYbMBGQyWxuLiIpFCr1UajUXa+Hv3BZrPBSOQR2GaSyeTq6iqRCsVicWxsrNPpgBAh9yCfXCaTpdNpZBS3Yv3kkd3eukXPaG/9tC+K1cbGBjYE8Ntv3rzJSJwDPDJUKABOpxMp2cDAgNfr9Xg88XjcZrNdvnwZxtPp06cZpgkhMDkbGhoaGhrCUlcmk+Fq1u12o9EoEQZYWI2Pj6NaYg7PUF2pVPZyvyAOrK2tCSH6+/uLxWI8Hqf5Q8XabrcjkQgqVly7hBBAJCqVamRkBOAYniqdFoOvntAXoilxYvF4nIDhTqezuLjYg3q1Wq3JZBoZGemNa9rtdigUQq/bbDYrlUq73b777rsNBoPBYDh79qzRaKQu0RNfuXJFJpNhqTMyMgKsEAqFetAAEmgYyEz29Hq9TqejzrvdbvgmcGJJ561Wq9VqtVKp3HnnncVi8cyZM5ubm6lUqlQqEcDcbrdNJtORI0ei0SjsA6vVarfbR0dH2XnT6fTP/dzPYYjb7XZxC4pGo1jBy2SyjY2N7e3tixcvbm5uzs/PWywWjUYzOzsbCATq9brJZLr33nuBbEhuxpLj6tWrZ8+ehTh277334t+JKxv6OwCp9fX1WxRveRurrrRXePfW/2NZrValUkkehN/vJzR6ZWWFWDH6PfwLZDJZOByGgEBmrcvlmpycDIfDCoVicXGRON6BgQFKJfoFHLK8Xm/P/QSiaLPZpGeGjS9JEuiGxWLBwrZarYZCIdyykWOQ1Iu3AlKLlZUVJFdY1QL7YtnODS5JEpIBunS4/ZIk6fV6QpGFEFRyIYRKpWq1WjjvIKmLRCKBQIAoCvgLzPOBvF0ul9lshqq2tbVFN4jhukwmu+uuu5iKnTt3jsEbyDKiEva7QqFwxx13MIvK5/NGoxGUGRUGIrvecUOv16dSKZVKZTab8U7mL/K1JEnpdFqSpImJiUwmwxwul8v1THyBVnvAfX9///T0tEwmm52dJWYC9/ROpwOLjWNCPp8vl8tGo3FrayuTyYAp1Ov1cDjcarXy+bzb7eZ1w1+MPhlTc51Ot7y8nE6nw+Ewrknj4+McjmAio0GG+kHq0K34hN/Gqiv9by28e0DDmy9oSIisVCqV2+3GAfGFF16ATs+YndO1EEKSJGi6nGAxP0cJxo3dbDbj8TjVRyaTMXvBZwEyqt1ux1EGphaIIMTXeDzu9/vNZjOpYENDQ5cuXUqn0zC4MDDvZRpLkhQKhYAM8A9nkK5SqXDfhV7bbrfb7TaVBSZ/tVrtZUkWCgWuCvySGSMTPDS9S0tLEDQIjRdCMO2Hp4AiCy9ctVqNA7DVapXL5cQQ4mdDi4k3wYkTJ+r1eiKRgBcgk8n8fr/X64XFF4vFbDYbPALwZgLeEJ5gxMCkkVkZ2A2bGSK0nkcmPA7c2oQQw8PDkiRNTU2Vy+XLly+//PLLCoUCrw1JksCwZTIZT9/lcvUmruC4+XwerRoTznq9DlmaXRDzSJ7vxMTE4cOHeylBPp8P8nYikcBAHkKdRqOZm5tjhJjL5eBx7K299b9kqdVqj8cDkMeRe2dn58yZM6SsAXdubW1hLut0Ot/znvdwM2azWTIOWq0WQxhuRm72TqfjdDo7nQ4+WLAMuHOx+KYLlCQJDQW5ZfAmmFMNDAwUCgUoDHa7HeKAXq+/ceMGfjFMoigs2WyWcRBkfiEEBASj0cg8mcFUoVDAvBZuFykzPp9Pr9cDW8DpgM5mNpufe+65WCxGJoUkSfgp4Fhus9nINjIYDDDCyFkQQmCTztiNHE0ODJVK5fjx40DJoVBICJFOp3sDQwzApDdC5gOBAI4GOzs7KpXqyJEjOp2OZlGtVrNlsL+USiWHw+HxeHZ2dvBfCAaDCImRqgkhqtUq+ojR0dFEIpFIJDKZjNlsvnLlisFggFtXKpVWVlZIA3E4HPl8nmvAj7nnpIO95Y0bN7rdbjgc9ng8fr8/Go2eO3cOhsLY2NhDDz0khHjXu95VrVanp6cvXboUi8WuXLkCJ1mn001OTtrtdt41pnwwZfbW3vrfsGg8QAmRpKE1e/7558PhMENv2huLxVIulz0ez7vf/W4O5KVS6dVXX+05mnF+NhgMkUgEXIB5u8ViSaVS+/btAylAmOB2u6nq6B2EEM1mMxqN+v1+RjXEBjOHGxwcHBwcxMtMCBEKhdrtdqFQgFHVaDT2798PJI1/AYtrIECtVqsBkUiSFIvFONMybKvX66RmtNttMNmecYNWq52fn2cejv/X8PAw3sDVahUzBfpq3Ct7KTz4OPAnotEogDiVcHZ2lrFitVrd2dlZWVlRqVSUIJ1Ot7q6is1EIBDwer0c+7HxCgaDQgieFNoESZIA5eFfkOmeyWS2trZI29Hr9TzTYrGI9sRgMExOToZCoY2NjVAoZDAYLly4wGEH93QMcVUqlUwmYz4KMMGeQtol5EFYeK1WizFnJBJhP221WgMDAxDQRkZGSJEjsR5PinK5TO3FKB3/CGD323gj7K1dXHtAw5sv8q7r9brX643FYtVqdWRkhBaEgbPdbtdoNIlEgkaWc/7W1tbOzo7JZOq5IYBE5HI5jBJwL8clBaTw+vXrMpnMZrNtbm7evHkTlweDwUD5wyRWr9evra0NDw87HI5Op3P//ffjzdtqteLxuE6nMxqN+/fvl70RLy+E4E8ALvSEZGazWalUVqtVzMxop2iOqZKcq2EQYC0BFE1RQ6OFOSKOuA6HA40rNgoABEajEf8CpVJpsViQB4NKAD/jOk7TSV8bCoUuXLgAJrq1tYU/4oMPPkjbSgI8eekej4eTvBACy3Gy37hmo9F46tQpmlGj0chLjRXc4OCgEKKXgcQ16HS6mzdvejyeVCpVrVaHhoagjQHE9PJEgIStVms0GuUdsVqtLpcLywm9Xu/z+SRJOnr0KEFHGM4VCgXoEowfyXvD750L5u1A9YeLOwZCfIQ0Go3P5+PDdivWTxLQ/YF1i57R3vppX7DDotGox+NJJBJIbCRJIo0cjb1CocA0ATveCxcuwMi1WCwul8vn81UqFVDa/v5+4AZSGMimXV9f1+l0mUyGFiqRSKyvr3O7BQIBzu1If51OZywW8/l8ZCIePHgQe2eHw7G0tCSEsFqtx44d40HK5bLX683n82Ca3MuYzjgcDuAS+mnIcUajEYIGxhCrq6sajQYIEgkAUGyP2w/AajAYCLoHF56YmAAOwAGBLhw/sJGREWjJFJ+lpSXCdw4fPpzNZuGgKRSKr3zlK6Ojo7ipI16DRgthrVQqMbDipOH1env85HA4zMEAdTSRoo1G4+DBg4T+YEihVCpnZmaMRqNer2eqJpPJxsbGBgcHjUZjvV7PZrNOp1MIgUnwzs5OMpms1WrBYBDRHErvubk5eAo8a6goFotlcnKy2+3efffdLpcL68r5+fm5uTnUyByKnnzyyYWFBRAWPDVcLpfT6RwbGzt06BB8QHiFSEjAiHspYru+9grv3nqnLZrPdDqNhEEIMTY2hk9hIBAQb5hwEeUDqvj000/T9w4ODkI4tVqtKBooLzKZjFyYHjpcLBbn5uZUKpXH47l27VokEtnY2NBqtXi+0i4ypFleXp6cnDQYDB6P59577wXNbDQa4IkYdcO6ZzzTS+eBGsbATAiBhQEW4DjykAKIW5YQAjkwslYScwhW4GyPAgK1BaUYHe7ExIQkSfF4nJQiygUnbfJraGXlcvnFixclSTKbzePj4zh5oex48sknYTfIZDKsMXrWD/l8nuZ/fn4eXNtisbDxVSoVYs54keFToNsFzEXCoNFo+vv7ofvRxtfrdao6VheQlG02G+0rAuFsNouWgfe3dwRgdmi324FvjEajUqn0er1arfbAgQOYjhWLRfwdeqZ1jUaD7KHt7W2j0ehwOFqtFgGliCagfnPGYQwJpgPBZNfXXtX9ya89j4Y3WQsLCwg4A4HA0tISoCNnYLwMPvShD124cIECSm+XzWahj7ZaLb/f39fXd+3aNZhRnU7n6NGjCwsLnD8Znfl8vlwuR3dlt9tXV1eBaa1Wa6PRcLvdlUoFd1atVgusAGep2+2eO3duZmaGSIKeHgzaAlR/sMaJiYle44uFAV9ThQFW4fPDksKsgcEXWGmz2fT7/RQ+SZLwOcNGARpVf3+/2WxmdC+EoPZhu8AcD+IcWjUcH6PR6ObmJjEWoLa4B9FHmkwmuL6MpwhMcrvdPFno0xqNBkvwZrOJxsFmswFab21txWKxZrOJQhs4g6km9jzpdBoCCMY/yLmr1aokSd1uVwiBwxAwPAYTSAFBUgYGBrCsbzQaq6ur2GriuwMPsFarcTIJBAJ33nlno9EIBAJIhfv6+jABXVxc5MqJyvP7/XyuJEkiOoT364477jh8+DB2cbci3vLSpUu7+IA/0spms3seDXvrh9e3vvUtlUpls9nW19c1Gg06L9IWarXaiRMnaHoymQwps1A3ubs9Hs/29vbLL7+MpFalUo2Ojt64cQPsAJSTk6cQwu12+3y+jY0Ngmn8fj/mi7TOPbtZuVy+vr6OFCKRSPCYmEHQ1cETRvErSZLH41GpVAQfQHfqdDqhUAjjbmj/a2trCECQEmi12tXV1UajAV6AKJoKnM1mIWuAkjgcDtKIkEsgipYkicZueXn5+PHjvG6kF+HLiE8wXmW8kuxZZJsbjUbId7R32Lm12232hSNHjshksmazWSwWDQZDX1/f2toa2opSqUTYM7FHXCqCiB61DaIyGwHDT+x+IJVQ/3uSjVAoNDMzUygUgF9xcJiZmYGOQdLH1NRUt9u9cOECnXe73V5ZWQkGgxsbG9lsdnJykvhnv9+v0WgOHTokhACBkiTJZDK98sorNNlYXfKukSSdzWap//x1PCyq1equezTEYjECmG7Leumll/Y8GvbWDyyIumSBLS0twcbvdruSJEGVxXKbA7wkSRiWUXkI5el0Ojdv3qTXVavVU1NTV65cKRQKUErlcjnWMJ034s+JJ+90OqOjo61Wy+FwICITQmCbxaEavsDFixddLtfU1BQoBrcwuld804lII2IcuzGdTkc3S4dcKBTgFOPOA0EVFgAmODgpIMdggAdOwXkYS3JG/YyjSCiD41CpVCYmJkKhUH9/P17vhAHrdDqy22FboK41mUxQMDBNwPJGqVRS/CVJwozMbrfzRBAJMjODWAeYggSvr68POB4EHO4DAAegLSJi3jJ6aZ6jTqcrl8v4oxNCz/6oVquZHRJL5PV62ToZK8ZiMaBzvV6fTCY5bhBpodPpcNjFGBh6rxCC+dnGxgaAAkM4KDOrq6uMP7VaLU/28OHDaAAtFsuuezTMzc3dLo+GbDbbbrf/F3o07AENb7IWFhbOnTu3sbHBrEOlUplMJkmSYHkxak4kEiMjIyhyub0ZPUGCRd8LyZaMXFpkvBVJVdTr9TMzM/F4nGPz1NQUAUI2m21kZAQrQYVCkU6nNRoNke9gFrFYbHFxkXgLyMAglDjEcJ0U63A4jHYDWRQlFforLCmDwYAwFTcHWBi0sLAGwOSQBlCn6NehY8jlckp2KpWihNFictnkrpOvjg2MXq+nmGIPIYToYdXQPcLhMBa1iGYhQsOhACAAkWWr4M1CkpfL5aBGw3xm5CVJErtXs9nElQ203mQyNRoNtIIUZaozUCv+EV6vt1qtgqdA9CJ/yO12wxxjOkcyE0JfUPlUKmW32ycnJyORyNbWVjweT6VSKJxdLhcuG1Da+ITgzYOZMG8irLNisVir1YD2bwXQANZ+W1Yul/upBhr+z//5P8ePH7+9GcU/k+vZZ5+9evWq0+mUy+XkhyNcslgsHo/n+PHjly5dGhkZUSqV3H0k12I3y5AfSYXdbq/X64VCYW1t7dixY7lcDkbVxsaG1+t1u935fD4UCiUSicOHD6+vr3MIJ96MwzCZ7XiwcyTO5XLJZBKhGVAglpDsEfSjlUrF6XQmEgmqlt/vh9F28+ZNJmbNZhPHX/RxuVwO2BQ3HJozSZIKhQLhuKjS+vr6isUivhXMrNhr1tbWAEbhbZXL5YWFBZKSHQ5HNptF+EqkHJa3HPuZXGEbPjIywpUTcklkBmSQcrlMveU5Li8vj4yMSJIkl8tpiClWPp8P0BaTdq/Xy8CNowKE5Hg8zkajVqvT6TT+Pna7vcf4cDqdzzzzjEajOXr0KAw7LI0TiQTkFA4AarWaqgs6bDQaL1++zEkAYcipU6eSySQeddFo1Ov1coU7OzuhUGh8fLxer4+MjORyuYGBAawi19bW6OZx8Ekmk2q1GtnIrgMN0WgU54jbss6cOfPTCzScO3cOUv3tvpCftYUZ5PLyMpMV4ht2dnZ6xeeXf/mXL1261ONSceLlhC9JEiMfn88nhGBQRJ+GSBaUNhQKbW9v79+/v1Ao0NiQ4BaJRPr7+4PBYLPZ5NhfLpetVit5ip1OZ2hoqNVqLS8v/1/23j267fq+/3/bkixLlmTd7/JNvsbO3bmHBBLK0lLG2q4MApRSzihbWTfW0pW2u/TGoIyOsnbr0tM7bVfaw6VjAcK9CYQQ5+L7/SJLsqy7bEm2JNv6/P54fNEvX0o7Lk75suX9Bycoii4fSa/36/18PS9goCVfQ9pyhkD0kGq1Gncz4GC0HsCFnJPh4VZVVdF9MYWSy+VarRa9A6WYAzwGk9DNuCy4jJETSflCcazValOpVCwWA63gAmJAizeZEKIUi4aQwWQy4cjrdrtDoVAikeDwD64BZSObzSLEYI9DOgEYylbFLsChgFfodrsxicBkF5kGvo881MLCAtAGHhDEixgMhu7ubgzOwNYphjwIbx/nYCAb6BIVFRU+n295eRlMB5ZHOBwGpSplVaDdhgUjhHC73XxYtOtITgC1MXdfWloKBoNut/t8AA3vVOoEydkXgIYL67Wrr6+vq6uLQsPxG9Eak3aOnTjuoryqqqqi7xFClEzR/X4/RFMQUCb2sPHxHRCvBgjjLj46OmoymeAOTE9Pr127FkgYV14qCAFvdHgYejH0Q9fA77m8vBxz8nQ6vbKygnxXkiRcZHhH2WxWr9c7HA6CHpi8wblyOp2ldDccaDjkCyHopxk5SpJEU85lgXmBXUUpksdmsyG0ttvtMzMz2LZptdpSRBBWuvAFQKCxS4Qfi8EBngvIGZLJJBsDrsi4yCAto6QSbMH+Z7PZRkZGYFzzt5FIBJGCwWAoFovwPvCwINuJCg74Aq5BPhwTToVCodPpUMGUhMRmsxl9CjsBcz+lUjk9PR2NRknR49OBdYKuu6GhIZlMwtSdnZ0VQmzatCkcDhuNRhRuCwsLXJC5ubmOjo7zBDSs4gO+qfVuBxp27dr1zDPP7Nmz5/wJW/53rsOHD0McI7cSVpFGo4GENTs7i1FZLBbDT4FzO0foTCZTW1sbDofn5+dNJhPC1JItNl4tYJ2cPKm64+PjTqczHA6vrKz4/X7YoRSBZDIZiUTwX4A0S4vW1tZGw023urCwEIlE6PlSqVShUMCjQQghk8mCwSCvEGFFZWUl7rb5fD4SiUCRhX+h0+kw4oL2zzZBijAjO6PRCEAghIClhQe4EKJkq85kicR1l8sVCoXwstHpdLDPlpeXUcMxq8RvTKfTRSKRubk5r9cLRgwGTe4PhWjv3r1ms3lqagpAFi4eVwl4gr3AZrMNDQ0JIQwGw8TERDQaZY5EfpPb7c7lcuvXryf8Mh6PA2oj9OPiQCqJxWKNjY2Q2vR6vU6nGxsb83q9JZMjtVqt1WoxGI5EImxJCD2i0ajFYuHyQh6GSma322tqaoaHhyF1A7t7PB7QkFJ4KjLs5eXl5eXl88FoYITwjqxf//rX716g4eWXX37/+9+fTqf37NlDQ3Jhrcqan58/duwYX3iLxYLekxrCyZbgdiRXTONRGdA+CSHwIIciVF1dDcTJEBtfLSZJkHmhcY2OjmKFjvMX8xvgSH7CJB1S2ZaWlmpqavBNWFhYwHeW1wBxld847RMOO8RD8o6AJKqrq41GY3l5Oc8CecpmszF+r6ysJPaCXCHqOewwfHPZCCBHCCGo2KAhFCWLxeJyuShcdNRA3hUVFRqNBjdKNpdAIOD1ehk9MjCrqKjAtEuv12ezWbzbeJEejwdgHSLD4uKiw+EAQFlYWMChjO50ZmYml8tZLJbp6Wm6U7AJeLupVArqFrw2nMsY8uFVhAgCjTZgK6cJEAc6XrwbzWYzh3YhBBeKgHaSnqPRKNdTvIqPaDSalpYWXCrZX4xGIypyGIUMIMGGiF1bdaDh1KlTOBb9/tcFoOHCev3V19c3MDBQXl4OWACRiYXPTSAQQD0FUvie97xneHgYygAQ49LSkt1ul8lkoVCILEk8umi8GhoaGhoaELtu3rw5k8lEIhGZTEZZZMo9PT3ND4PDNudnvV4/NTU1MzOj0+lgJWk0mkgkUlVVRZgZAx8ca0mpBYmEJoAFA30z4/d0Oj0yMgIxldLA2+SRA4EA9ATpVdtecAHQDXpQVFtQ3ZAHl5WVhcPhmpqahoYGoi6gyYFY8+4Yf83Pz+MWieIaIKO0MQghlErlzMwMnpp1dXWADrBhFxcXCaLHNowNqaqqCiycNAooeTt27MDMFtDUaDTiElcoFCwWCx9Zc3MzQABzRYx8hRCSJGGHXiwWt27duri4CFEQE3iIeZIkjY2NaTSaurq6VCrFF0CSJOBePqmqqirau4aGhqqqKnZupp1lZWWSJAWDQY4KMMY5e8zPzzc2NjocjvMBNLzyyiur+IBvasXj8Xc10LBjx44HHnjg3nvvlcvlO3fuvEBtWK311FNPqdXqyclJNGhGo5EC5XQ66ckgfzGYgg5mNpsTiYTBYCDYBRonRFbOmQxVyJKw2WzFYrG+vh4BRTQa9Xg8NKwej4dY2ZMnTyKUbW1txUpdp9MVCoW+vj7CL8mwSCaTHIwXFhY8Hs/KygoaDYQbuBKAOONuBdGAlHKcfThjlyi7pOQiEgmHwzTr8DJkMtn09HTpzOx0OkkUpkWGTKdQKBYXF+kmKXHQtaampghO1+l0PT09dXV1uFTSETL+gq7s8XjQl+EERBfY0NCA9rivry8UCu3duzccDgNbq1SqeDwuSVJfXx9tIog8RjbknyHoJYazurpaCDEzM2MwGLRaLYnLTqdzcnISLQbCB8pvKpVyOp2gAHNzc3jlSJIEasNsEFhHqVRu2bIlHo+vXbuWt6NSqXD3nJycbG1tzWazANlGo5EvT+msYrFYpqamMGiYnZ3F6hjiSVNTUzQaPU+MhlV8wDe13tVAQ0tLi0qluuuuu37yk59s3LgR74AL6+0vGA1IxkKhkMlkKpUdpibwUlHO2u32AwcOjI+PY45einjAF5Y2plAoEKyDlMDpdOr1ekbouMDwY+RuhKktLS0NDw/T9UGwJ35raWmpr6/P6/VCTbVarYgasOMlAAjdEwY3mKCTLsS7EEKoVKpMJmO326enp3O5HI9GxDgDeWb72IFRD+VyObwJ4EguFNqHYrFoMpmSySRy6Xw+L0nSysqKwWAARE4mk2TGwZaVJGlyctJkMqGwxioI+qoQAuYI+xeKBiTJFRUVNTU12A/lcrnm5mZ8OuFh0UILIRYXFyEUINwGecETgT6fgZlCoSBFUryafOT1egcHBwEsoFHQdhYKhYaGBkLQlpaWtFot+0IqlQIoJxt+enpap9PhZM+1AhCHfoj4Ak2f0WjU6XR+vx8mMh83thqcpxjygU3AjFCr1f/DgIbl5eULQMOF9doFo4EWk5YUJA/iE5Oc8vJyEF88Y4UQ0KuAVPHu0ul0jY2NVqsVV0JJkkKhUKFQIHCLXvPs2bPgx2jAMKcxGAwQJTDgoaeEesAhHxC3uro6Eonw1CQ4CCHgr6Jh0+v18IELhQI+tGVlZfwVB2AG7EajESOf2tpapVLJswMPw9QVQsD44hxOdBzmMZhB0E9XVlZi5Qi9AvoxebwUHSo1T2q1WhncJRIJl8s1NzeHiQPMMQ4JULY4BqDxq66u3rBhw9TUFOILSnwpKRMHNbvdrtVqMbyMxWKTk5OVlZVzc3Pbtm3jNTBJm5ubY3IFUM0rlM7xbkGZzPWEI43vLjAEcWjgEYFAQKPRbN68mY8DUgkbMF0y24DBYADqZrSIyVA8HmcTEkJwJmHuB7SUz+e9Xu8FoOH/qeX1em+66aZwOPy1r33t6aefvkBtWK31yCOPOJ1O5PdCCHrZZEWN89MAACAASURBVDJ5xRVX0HoWCgWSaNVq9YkTJ7AbJLtXCKFWqxEdbNy4EWAUr8HR0VGigubm5iwWS7FYnJiYAK3Q6/UcpClK8IyQKKNWsNls09PT/Gax/iI8GI4Dgx3sb0tGsyWuFlYIVVVV8XhcLpcjT1Wr1XCXhBAWiyWVSuGM6PF4KH0E6y4vL5P7y8yKLs1oNBLcOzo6Cp2BmRsCvfLycp/Pl8lksMil7DN5o5HFsy2VSjU2NiaTSZfLVSgU7HY7BZ+40JWVlVAoBOuhrq5ueHiYWuR2u7VaLZHgPBdQDslzWIjbbDYoWplMhqtXLBYDgcD27dvxCStxd9kEma0BIqfT6dnZWS4shmdCCEi/MpkMSjakM6PRGA6HW1pacrlcd3e3xWKx2Ww849LSkslkAiOAHlJdXT07OwvUwlcCLL6qqiocDp+ro5YkSalUulwur9crhIjFYvl8/n8Y0HD06NF3L9BQXl6+e/fuP/qjP3riiSe+9rWvLSwsXHTRRReoDW9/zc/PP/XUU4ypSy6GCoViamoKDhHFDdnp0tJSV1cXsCbdIK1XoVAwGAwNDQ1Wq5Wj8vLyMg6soJYGgyEWi42MjNjtdvpPeK/0jZQ+IUQ+n0d8CmTJwwohoNaGQiEm5NRYBKf0yZlMBmEFVYWpGIrgeDyu1+slSQoEAnV1dThnzczMcKaltMKeS6fTQgiMsXiF6XSaEN9UKrW0tMQ4jbZWkiTcDSBtQZuFEgXXlWQKyL9tbW3Dw8N2ux39FwwFSLIgF0QaUfcaGhoId1coFBs3bszn80NDQxzjce1ZWFhwuVzZbHZmZgYVnslkIgsPekU4HM5ms2vXrkUjTCsrSRKRyel0OpFIEO0ESIFSAz+g0seK0xDotkqlYu8TQqTT6VAoRDRmMpnEpge7R3zKcMRMpVLET+TzebPZLEkSrJNCoVBSQxPMUVNTAyCCKsdkMq060NDV1fVOAQ1Et14AGi6s166+vr7+/n6G0li8QGfFnZHAM4Y5Op0OO4Py8nJotxAQcHbBELunpwdSA00kDCswBafTOT8/L4SgtQXRZCw2Pz9/+eWX+3w+5mPwo9ALADEwfSJagp0ADQJFnMlPKpVSKpUM8LHpRlZAmQuFQrxIGmghRHl5ud1u7+/vb2pqItICmwkwFHpcHA0YEpJnFgqF6uvroePC11IqlXa7HcyFa1jq1KmzkiSBX8BNgFLl9Xrj8ThILfAqu1Q2m1Wr1UAziBF0Ot3Kysrc3FxdXR24MtMzdoV8Pk/VBhKqqKjAgmhiYoL7lypaoVAgQRpOhBCCK4ZLAtq5mZkZXOshp+BtWSIgKJVKr9drNps9Hk9vby94hFwun5ycLGkdS625SqViUMB7n5ubw/wcW+CFhYWNGzcS0hkMBhmcVlVV1dbWng+g4cSJE6v4gG9qJRKJdzXQIIRQKpVXXHHF1q1bH3jggfvvv39sbOzw4cOPvbqOHz++f//+d/o1vvvWM888Qw+0Zs2aaDSKdgyMFUvCYDBotVrdbrcQora2Vi6X22w2JABUTgjAbW1tDJEoJmSkUXuRv2m1WqTF2WwW2lEwGHQ4HLQ7sH/tdjtes8ViMRqNEqkAqRV8EwYZRCohhMPhUKlUjG4wOxRCMLZCbgCbd3x8nFpdW1tLcD3IL308DN5kMklsxNDQUEn1QJtL8cSRAeAVejPujzabjdpLNQa4jMVisHyZT+Jig3VuNpttamrizF+CGBYXF7GnQawLYYQWH8Wp1WotKyvr7+9Xq9XpdPr2229/5ZVXwuEw1ga0vCU/c5PJROtJ648PEaRcMGgKXTqdhrdsNpvJSOMtqFSq/v7+hoYGotGmp6c5EZWXl2O7yxtk+urxePr6+lZWVtauXUuwCKEYCoUCNThgOiW9sbFxfn4+Go3OzMzs3Lkzn89PTU3BWcvlcpyLVh1owGl/FR/wTa13NdDAstlsN954oyRJ99xzz0MPPdTd3f3YOSufz69Zs+adfo3vsjU/P//888/D+qTzZEBtsViy2azD4aCvY3IO11KlUtXU1GD4VRKr5nK5AwcOnDp1CnIuR26TyQT+SBFgeoQFDKJXPrKhoSHsVMLhsNVqxZ+FYQytNS8MIi0D/0wmA0ZMD5xOp7GeBZggRgHkFBeGiYkJnGuQTcF9gHqA3yHzP5jIkiRhowg6CSyLhpcY+Pr6eqTKiBToHpFxkYOGNwSBGtgQgC+gKJmfn/d6vSh5OcnL5XJwGf4WHjGXiysJdGs2m/1+P4NGFLi0rCUD42KxWF1dTU4EwzNEf+x3YLjoIEC9ef3V1dV6vZ50SVAhs9mMdwMcW9wf8eVtbW0FmkFIAhQeCARkMlltbS1ZFVR7SZLi8TgfFuYaNptt7dq1bF7ZbLaurg6SdTKZRFkDee0C0PA/YL0+Bnzq1KlTp04FAoG9e/ee2yX39vb+6Ec/mpubW79+/U033cQv6sEHHzx+/HgmkzEajVdcccXu3bu5cy6X+9nPfsawdMuWLR/72MeEEPfccw/Hada6des+/OEPCyH8fv93vvOdUCjU0NBw8803A+YJIR555JEjR46UlZW9733vu/zyy7kxEokcOnTI5/O53e6bb77Z4XCs+nU5dyHgF0LI5XKHwzE0NERXRKmampoCGUUPDA5KSC8/SyEEcv0XXngBWNTr9arV6hdeeGHt2rWYQSqVyr6+PkikTMZWVlZolHnqn/70p/ReTqfz7NmzZrOZOTkujMzVwRGFEHQPc3NzDN5LP1rG9XgExGIxRvqMj4BXedLJyUmn07mysjI2Noaz+sDAAKpgIQQW4vAIwDihMJRscvr7+5HbYRXJCQHZLeGa4XC4oqJidnYWtpXFYqEYBYNB2nR8DfChNRgMwWCQrYvkSNQH8BSwTgBPoUQ6HA6cGkllM5lMsViMbyOgLLPEmpqaQCCArcamTZtIqi9NCzOZTCaTga4shAAJBuIlX50PSKvVqtVqLOJw63j++ecxVCPsHXMgrH14ZIVCMTc3h3EGvmskw7nd7lQqRWKFQqFg82ArMplMYMybNm06H1/v13A3Lqy3tvbt23fllVd+61vf+t73vnfu7bW1tXfeeecbeYTl5eXDhw+PjY0lk8lPfOITdrud2yVJ+uUvf/ncc8/JZLL3v//9f/AHfyCEyGaz3/zmN30+X7FYrK2tve6667DgEkL4/f4f//jHk5OTGo3m6quv3rZtm9/vP3To0LnPdfDgwba2NiHEc8899/DDDxcKhYsuuujgwYNIP9Lp9He+853BwUGz2fyxj32sqamJf3XixIn/+I//WFhY2Lp16w033HBeR4jl5eVer5d2befOnUePHi0vLyfXdmZmpqqqat26dVqttq+vr7a2dnR0dHl5mdGNWq1mzFVZWVlVVdXf3+92uycnJysqKqxW69GjRy0WC/TdQqFAQoHVag2FQvB4o9EoTlRnz56VyWTbt2/n10fDl8lkOjo6crlcIBBwOp3oMjAgxMWKcykEN7PZ7Ha7k8kkxAen0+nz+eiw5XK5z+djZCRJ0sDAgBAChJF61dnZ+fDDD1utVhgKKysr2LUAXmQyGZPJhIN3a2srnTEFh1AbvCfR2bFNO51Ot9sdCARmZmacTqdWq9VoNNlsFh9sIYRSqQwGg7TvXDpoI1R15oGgPGjEhBBI2yDxEvH785//XKVSNTc3V1RUBAIBNkqn00mg0tDQEC8V7wZAIrziAoEAOjs0wDTNer2eg4Fer8fq3OVyRSIRm822Zs2a48eP04hXV1c/8cQTHR0dnZ2dJ0+eJJxoZmZGr9c3NDRgVIZlQ0dHx9TU1MaNG8PhMFnuDF1Pnz7tdDpJFWWzdrvddXV13d3d+Xx+48aN5+lLfqHwvs1VUVFx4403/upXv+ru7u7r6zv3r3Q63R//8R+/kQcJhULPPvssht9/+Zd/Wbp9bm7u0KFDIyMjVqv1pptuamhoEEL09PT84he/CIfDSqVy8+bNBw8epC8SQrzwwgv/+Z//iaDpr/7qrwwGw+OPP/7SSy+VHlAm+z+DvUKh8IMf/KCrq0ur1V577bWlnX1wcPD73/9+KpXq6Oi46aabaIeKxeKPf/zj48ePK5XKD3/4w6UG+zwt/AsRLhFSU1ZWhvX19PQ0I30GPw6HI5FIAMmhloKrS6b7yZMnKbO0W8888wwuM9FotKqqampqCi8Vsm8wAojFYhSxSCRSXV1dX19PcwscjLci4VwE0HBLLpfDfwd57MLCgtPp1Gg0DPmg6CNDLsGsEHINBgNUpkwmA8whk8k6Ozsfe+wxs9mMT6TBYADUJopyfn7e5XL5/f58Pg8MQf6OSqWanZ2tqKiAkKXT6cBM5+bmPB4PhK+pqSmLxVJbW1vSiUBPxoqS4zdmw3Nzc+gIdDod+RrwHfCyKSsrs1qt7IYulwvJLSM3YtdmZmZANDo7O8fGxurr62OxGDO8qakpSZJcLhd7mdVqDQQCJbEeNud8QOSpGQwG6M+IfCsrKzs6OgAOysvL5XL5yy+/TA7I2NgYRRX3R+hszBe57AsLC2TGAzS7XK6FhQVqOOMBi8UyMzNTCqFXKBQNDQ0cf1Z9vVOF939twX99hH58fJwzKu50rHQ6/ZWvfOXyyy+/8847Y7HY97//fW53u9233nrrnXfeeeWVV37jG98YHh7m9q997WuBQOD222//u7/7u46ODm583/ve96FX18TEBKxRSZK+8pWvtLe333333Uaj8d577+XOL7300qOPPvqZz3zmr//6rx988MFTp06VHtnhcNx9991er/erX/3q+f7wYE4idip1YOSfMUiPx+NIvMrKyoicYcgPQonz6tzcnM/nI/TL5/MpFIodO3bQ1AKX4nHg8XjodSorK+12O47iLpcLBdri4qLX62UAhRstDOENGzYg9z3XMBK0tQQ/y2SyaDTqdDphcCGdqKiowO8Hd268r5aWlkZGRqanp/P5/MDAQCwWAziYnZ2NRCLz8/M08UqlUqfTrVmzBuUC3ryc/CVJqqioYFSIv0BHR0cpXohGGV0GhkD4OJK7SeO+ZcsWIhiKxWIoFEIhRhamJEmRSARCRzab5W8pzYj0wuFwJpNBNAi5DiKA0+ncvn07Y0CuDJsBqmCc6hcXF3kXBoOBD5pTBMA2d4O0gpw7Ho9TWLHYqa6uDofDPT09ZLz5/X4oajCxgUJcLlcwGERrjVycmk5+G7B6Pp8HQv6jP/ojs9nc0NBQLBb7+/vP0zf8vzXLPX/rPL2j3/Pq6enZvn37v//7v//N3/wN4H1pvfEEu+Xl5fHx8aampp6eHmQ4rOeff/7IkSN33HHHX/zFX/z4xz/u6ekRQpA09rnPfe5LX/qSxWL5h3/4By5mLBa74447Wltbv/SlL33iE59gpGM0GktVd+vWrZy9hRCjo6P//u//fvPNN//d3/3dSy+99Pjjj/OM//Zv/7aysnLXXXft3bv3i1/8IgfRUCh07733Hjx48Mtf/vLQ0NAvf/nL1byCv7EYWTPCkiTJbDbbbDaMVxYXF/fs2XPmzJnh4WG9Xk8ntHbtWiy+VCqVyWQKhULxeHx2dnZoaCgQCODtKoS4+OKLq6qqqqur1Wo1jieM7omPgavV3t4eDoc7OjrWrFlD64O+d3l5uaWlBUeebDaLOHxmZgbGLLQvKlUoFEJhu7KyEg6HNRpNY2OjSqWqr6/HK1ev19NpJRIJvABQFkxNTU1OTmaz2Z///Oc2m21gYCAcDs/Nzc3MzOBGif0tY73l5WWEZgsLC+iHEUQQUQ5FiyROnGtPnjwJvplMJmnNSzNJGFVut5tYh4WFhXA4PD097XQ6GSSWlZXF4/GhoSGI0PF4HMsxUuI4Wvh8PppRQAeVSmWz2VpaWpitochQKpWgJEBawWCw/NUUZAZidXV1ANCbNm3igIGjWC6Xg4wdjUbj8fjw8DAsiW3btuXz+ebm5kgkMjo6il0csDv0E5Dx2tpajUZz+vRpk8lEEhsFHM5La2trySLnySefVKlUO3bswOieCM/z8Q1/R+ptaZ2Pd/R7XpIkHTp0aP369eFw+JFHHnnNG7znnnve4OPMzs5itgr+VVr/8i//olAo7r777u3bt3/xi1/E81+lUn3oQx/66le/+pd/+Zfd3d0PPPAAd3722Wd/8IMfXH311V/96levuOIKhj3r1q0rFV5Oxdz5Zz/72eTk5Fe+8pUPf/jDd911F9jiwsLCl770pcsuu+zOO+/MZrPf+c53uPOjjz56+vTpv//7v//Yxz4GuLwaF++3LlwGObKaTCZMZ41GI2z5zZs3B4NBotPT6fTU1BQwIo6M2Gknk8l4PH727FkejZH1vn37UImSqsA/4WxcXl4ONOxyuRKJhNVqxXNxfn4eQ0TY+DBPqUW5XM7v9ycSCWywyGtLJBJ4ExATI14VWaBikyTJbDZDB4aRirAXJy8Yu5lM5siRI5ApgsEghTcej5d6fnCEXC7ncrlwZAcaRukA7wOmc29vL8gsir9cLtfe3k4HSCcvSdLS0hIMLLVaDaouk8kSiQS2ZZIkER1aKBQmJiYQSqBfRoMAsgM5i5wLKGOY43q9Xq4YhnHw3TD4TKfTOEFiyoAdLzHzQghcJ9Blo49gB5EkqVgs4pqkVCqdTie640gk0tPTwwloZGRE8epCoYZmDVuikpwEs4/6+nqlUolTW3l5+alTp5xO5/79+zUajdvtXlpa8vv95+Mb/nuts7+x3uaL5yM4efLkwMDAa1AYtvjXXLRisTg4OHjq1KlzW8rf/3p9oOGqq6665pprbDbbuTc+//zzjY2NF198sdlsvuGGG5599lnm5zt37vR6vRaLZefOnfX19bABBwYGhoaGbr/99oaGBofDsXXrVh6kvb19w4YNGzZsAOTbtWuXEKK7uzuXy1111VVGo/GGG24YHh4OBoNCiMcff/zKK6+sq6vzer2XX345ffDExITP57v++uuNRuPBgweTyeRrtodVXxxHGUpj1pDP50tGA0IIr9e7b98+for19fWYbykUira2trq6OsJmkVHwo9q+fTsBPADDTU1NlNFCoUBbCYMoHA4j2UKRSw89PDwMwz+fz2P3JZfLX3zxxUwm09TUxDCfo75KpZqZmcHloaRtS6VSqKeMRqNMJovH44VCQafT0c1nMhni6FFMZbNZq9WKOws+EegysDfHcYcShsUurukc0ZHMWa1WcI3R0dF0Og1+bLfbTSYTjTLNKM+I8MRisbS2toIZt7e3FwoFaM+ws+RyucfjcTgc3AKzTqvVYpCDYi2bzZYsfMAaFhYWotGo3+9//vnnCeDo6+srueZCumbz8/l8mGh0dnZyhJDL5Xa7HQ+zyspK6vXKygpR9lVVVdu2bQPa0Ol0Xq8XQ0pMMbA+IuYzHo8zADSbzXq9HnJHY2OjXC6HLtHX14ffDyRANsXu7u7l5eVAIGAymc5F/VZ3vXvL7ju+lpeX77777i1bthQKhZdeeumuu+7i1/EWVmVl5W233XbFFVe8hqH9xBNPfOADH/B4PM3NzQcOHHjyySeFEJgkud1uq9X6wQ9+kF+9EOKhhx7auHHjBz/4QQjhzc3NQoiqqqoNr65wOLx9+3biyp588sl9+/YRZXLVVVdRYOfm5o4fP/7Rj37UZDIdOHDAZDIxlHv66ae3bNmyZcsWq9V67bXXllCJ87TAakvKLMzM4f/L5XLIVm1tbVqttra21mazTUxMyGQy0F7GYlQeSZIYube0tESj0e7ubs4AdXV14XCYqgXGmsvlSuURR0AcVUh5pGHlXzU1NRmNxh/+8IfLy8t79uxhvoQDi0KhgJ6AWRplwe/3T0xMlGhuHNRVKpXX621qaoJENj4+LpPJXC6XxWKxWq0tLS2RSMTr9WLa0tnZ2dzcDO7J+9VoNF6vN5lMwuMokTjYelDhkqpQcmSA7YXzOYI7i8WSTqcrKioaGhrWrVs3OTkZCoVKwRYKhWJychLicXNzc2NjY11dnfQqcoq/g9FoRJgwPj6+vLwMOI5xTyaT6e3tpY+Px+PM1sLhMLK+lpaWioqKXbt2uVyusbExiBWIqHt7eyVJwquovr6ew8bKygqlm4ONXq8nAhnYvbq6OhgM9vf3GwwGKn8oFMJiGVhNoVBYLJampia73T42NsYkkPb62LFjk5OTIOzY/TqdzvHx8WQyCdSC79L5WBcK71teoVDoD//wDz/+8Y8fOHCgr6/vyiuvfMsPtXHjxj/90z99DW8lFoudOnXqxhtvhKirUqkg5zY1NW3YsMFisdAM0+5KkvSjH/3olltu6ezstFqtnZ2dEBVdLhdVd/369aOjo+95z3uEEMVi8ciRI9ddd53Vat2+ffv69eufffZZIcTRo0ddLtell15qNps/+tGPHj16lGPe448//id/8icOh2P9+vW7d+8+cuTI27hs//2CdymEwNsPlxw8U3FSdDqdmzZtQgm7bds2pMRILSi5iJggIywvL2/evFmpVJ46dQrWwLp167DfQhIrhKAxZvrNSAZoA9kFSAQTNaolJIvm5uampiZAIoDjeDyOOBcUFSJGKBSCOIDHmRCC7YCB0+joaDgczufzNJmwbtHokXCEQQMRaczk6N/OdZ+pqqqCMRGJRPR6fWVl5eDgYEVFBV5C8/PzpPb6fD6Ez5wj5ufnifL54z/+44WFhRdffJHQBzgFqINLGep1dXVIcd1uN28E4XA+n4fwC5gLYr6yspJMJpm6GQwGHCVGRkaALSRJYu8oFovBYDAej5OIodFoRkdHJUmiR3U6nfl8fmlpSa/XE6jhcrkw7KitrQ0GgzabDcOyfD7v8/mgN3JVYfLyVTGZTFxVYCbYkSqVSqVSDQwMEMeGhRAgyOjoKMb5pRS2VV/vVMmVVqPq/vCHP/znf/7nI0eOHDp06OMf//jMzAy3Hzt27JOf/OQzzzzzt3/7tz/72c+4cWlp6Qtf+MK3v/3txx577JZbbgmFQm//Bby19SY0h9PT03gjCSGQ32B3J4SIxWLDw8OHDx+Ox+NbtmwRQoyOjra0tDzyyCN33HHH17/+9dLlKK2nnnpq7969sDp9Pp/X6y2l40Ax5RkbGxu5v9frnZ6e5saamhroauXl5fX19ecb4hVCZDIZBKXMghobG5eWlqgLTLcIFobZi6CUtAhwPrIYSOtZu3bt8PAwmi78Ggiz7OjooLhUVlbCg8B5Qa/Xw0rCpGB8fJwDuV6vVygUEGWdTie58RTQYrFoMBhABNRqNZKt+fl5/AUkSQJOFkKQoaBWqyVJoriYzWar1cplB59uampCcoy8WaPRNDc363Q6rVZrt9up8nBlOWKFw+FUKgXzX61WE94LWYMcXZpRIirb29vJhIvH4wBbk5OTr7zyChFr3d3d8/PzKpXK5XJZrVadTldVVRWJRFZWVuCSQVSenJwspX7odLqLL74YUAarMOi1xENiY3aunkKtVg8ODkaj0d27d5MawEmgt7f3sssuw9kYcwdJkubn58lXx6WMMOe+vr7q6upYLMZZqKqqinSPtrY2zIdnZ2eLxSIelul0muQh+BTQ9vr7+2HHuVyuzZs3V1RU5HI5XjNMYNybwfXOx3pXV953dm3ZsuXzn//8Jz/5yVOnTlH6Vn35fL6SeKFUBllTU1P9/f0/+MEPdu/eDc92bGyspqbmvvvuu+OOOx544IGSSzZreXn5+eefp98V/3dJb2xsDAQCkiQhTLBYLK95Rp/Pd241Znx0Pt4vCyMDLAN9Pl9tbe2mTZtwutbr9X6/32QywVMYGxujgsFujUQiDFJsNhs0eAZ0MAv45/39/VNTUwaDYePGjXK5PBAIIHyora1FC2C323HDBoAAkiilrPX09EiStLCwQCXXaDTr16+nOsE+RQJKtLtKpaLsIE+lbmg0GpgRcLiosUtLSwMDA3a7fWRkpKamprm5uba2FnUVZ2yqHLB1Mpk0m81er3fPnj25XI5sDmhxgUAgkUhQQgnoCYVCgKf4O9TX1+fz+enpaZ/P19bWBjnu6aefNhgMw8PDPp+PIEmZTIauRKfTdXR0hEIhch8MBgPyE5/PZzKZ4PRu3LjRZrNxqWUymd/v93g8LpfL5XJlMhkUcBaLJZFIYFQphCgrK+vr69Pr9fSy8/PzuVxuaGiopaXFZrOFQiEUK4FAAGEInh0wPgqFArO7ycnJQqEQDAaRFmMyjy3cxMQEvjZPP/00GMrMzMzk5CQoQyaTiUajkiQ1Nzd7PB6VSiVJEk6WExMTPT09eHAA/p6Pb/g7WHWld3nh7erqamtrO3ny5EMPPfTggw+WlLaruAiF4cwshGhsbCwV3lwuNzY2duLEiaeeeopamkwm8TX44he/+A//8A8vvvjiax7t9OnTuVyODQILlXNL+m+2u3jEzM7OLi0tzc7O/rb6fz4W4yI0uYFAwOFwuN1uqqtSqUSuZTQay8rK0uk0QGR5eTm+CXR6QgiG82VlZbixwttFQjsyMrKwsNDZ2Uk7jXmkEILcR41GI5fLQ6EQLgzRaBQ3hJWVFaPROD4+rlarFxcXEeRy3sYITJIk5nY0wDCq4MHBIIC9VdKxIlujxmL7BR+ho6Nj06ZNlIjW1laYHWq1mnEdjX1LSwvCPblcDroBBwEuFdQDj8dTVVWVTCYR0qZSKY1Go9PpcBSOxWLoZ1Uq1RNPPJFOpzOZzOzsLIq86urq9evXc/jnp4opI/91Op04EMGqcDqdRqMREjR0EiFEKeUnl8tNTU0hxGD/KmEie/fuxXgIv4bh4eGNGzciJQPOoFBwOoVuiQ9oIpEgodlsNofDYT47SZKIF4XjwBBueHiYbUiSJNQZ7GJsrJWVlQ0NDQaDAWw6nU7HYrHjx4/HYjEc9M9Tg/GO1VxJkt524f3IRz5y//33f/7zn7/vvvtaW1sfffRRIcTKysp3v/vd22677bOf/ezdd9/9y1/+EhbeAhhBiQAAIABJREFUsWPHMpnMvffe+/d///c7d+78+c9/vgqX7y2tNwE0zM/PM8AXr46b8PcWQnR1dX33u9/98Y9/vGfPHub/UKeWl5f//M//3Gazfe5zn8P0jpXL5Y4dO1bqdzlMlv5Wo9Hg43DuM77ujUIIers3/8b/mzUwMHDNNddcc801v/jFL4LBIKx+SZL4ZWLQ4Ha7sQFLJBK/+tWvOjo6PvKRj6jV6pqaGofDIUmS3W4nKwFoUAixZcuWwcFBJjxerxdhmyRJk5OTExMTJCwg0cf+WqlUjo+PNzY2YiIIK9toNLa1tU1NTXG0rq6uZupFRE1ZWZnNZsOzBxmqJEnQbiVJSiaTTKUqKyvxg8QCgMgMyIGYJvBf3Guhb3AYhnGKPazH46mtrS0rKxsaGqIW19XVUU1QJvf29uK1I5PJkCTI5fKBgYFUKkV7OjAwwCXFCA3XRkmS4HGBJphMJkAKh8PBUWHjxo1kI0mSVCwWkThyQgBOxkI8k8ns2LHDZDI5HA5IeplMxuv1Wq3WAwcObNq0CZM5nU7X1NT0k5/8ZHBw8JJLLikZEw4PDyMwOX36NKKVtrY2pNHo01wuV3t7O/QTIDP2Gxi/zz333KlTp1ZWVhwOB+lxSDxg7pSXl+/atev48eM425e0jkNDQ3K53GAwdHZ2jo+PI/ADM8rlcsPDw9/61reuueaaj3zkIyWY7+2vd6rmSu/yflcIMT8//8wzz9xzzz18AVZ94ZNUKo+vKXe//OUvDx061N3dXXLSicfjjz766M6dO2+++eb+/v5vf/vb5z7ayy+/rFAo1q9fX3rxpVqKLQiao3MLLLPr37wzt6z6+/3e975H4fX7/WSAV76arV1dXW2xWBgVJpPJycnJQCBgsVh2796dSqV27dqVz+eVSuWll17K5B8dKQgp7uWLi4tut3tqaopjbaFQmJycrK+v12q1YBZTU1MMz0+fPk0eGCgtxCuTyXTkyBFEWKhVnU7n7Ows43qgGbwP4Nvz+qGnNjU1JRIJ+BdI6nBkQGGhUCisVivw8djY2Jo1a8bGxhiacd4AQUCoHA6HGxsb3W43nGTcHzo7O6GVxWIxzgCIOILBoEqlamlpCQaDIyMj8L/IO9Dr9UajcWBggDYXy15eP3Q56Ls4EB09enTNmjWdnZ1r1qxBKLdp06bGxkbsKrCtLS8v37hxI3qEffv24TsDRYsxYDwe7+zsTCQS0GiLxWJzc/OJEyeAZTnSeL3eUCiE3ePY2Fg+n1+/fr3dbiczr7q62mq1QkDr6elJJBIEv5XsLZeWlnp6evbs2eP1erdu3Xrs2DHmgTqd7o477kD1bbVaZ2dnU6kUTfPZs2fn5ubC4bDD4airq/N4PIuLi5s3b163bp1er3c4HF6vd3l5+frrr7/mmmtW1zz7QuF9a2tiYuKyyy7r7e39wAc+cJ6e4nf0mQiHDx06pNFo8JvkR/fYY49df/31l19++Te/+c3Tp0+f+2hPP/30/v37YQoQdlhydig98us+YzqdliTpt9X/1VqSJH384x+/5pprPvWpT9G54XdeYp4ajUbIcRCLurq6mpqaPvCBD1RUVPB7WVpaam5uTqfT7e3tQghqr9lsRjXA30IEBsg4e/Ys3rogCHRBQoiBgQEwYswIyWtzOp1DQ0N0QbR2jNYAIBhcZTKZ+vp6mAIMaRihkXeDEy2gBgpZ+F/UahTEUFm7u7v9fj+VORwOA4Xk83kgWpvN5nA4yN9B982zU6IRBZO2HgwGsXKvqKjAnWFpaSmZTJ4+fdpms1VXVycSCRxzHQ4HeDQ4iN/vr6mpIXVSr9dPTk52dHTU19ejTeYrxBtnWDU3N4dH78rKSiqVglPDvgAVWq1Wezye/fv3M10bHR0FnXnyySerqqo8Hk9dXR3RlXhVKJXKV155hdgdPCwxVoBxYLPZ5ufnSUlDGa3X68kqKtEcHA5HPB4H/U8kEocOHaLbJ22aESOw7+LiIrPAiooKdsbGxkZyqRGAdHV1XXPNNQcPHjx8+PAqftvfvYX3XPve0nB3bGwsl8t1dnYKIWw2W3NzM/Sr48eP7969G7LJxRdffPz48bf57G95vQk3L2JmS/+7uLgI/1YIceDAgQMHDiwuLn72s5+FaQayde2115aVlR08ePDpp5/u7+/nQgghjh49ajKZWlpa+F86m9IjkxzJM5aEJUSOveZG7lx6Gau42tra0Mg99NBDP/zhD8WroB2yCLRV8Xi8pqYG+E2lUp05c0YIIUkS0yoSfUo6Cyyvo9FoMpkkwbtQKGzevHlwcJDzPCwDFBYE6iJdQ7urVCobGhqmpqawdXW73UePHq2vr7dYLMPDw6FQiE8Hqj+mCXwj0dxCCYaXNTIyUlVVhfLW4XAgr8BiHa9dt9ut0WiWl5fpxigiSqVyamqKWb3RaISE3NbWhih3aWmpoaHh2muv/dd//VfsJ3Evx+grk8nQbVNr0JJQvrkyzc3NRBZjz4bxZEtLS6FQ8Pv9jY2NCAc0Go3f71+3bh2y5GQyKUkSpAlJkmBtrFu3rqenB4Yw15Bkh/b29tOnTzPymp2dhQIHiQZxREdHx9jYGOZhCOHYYvlEeJsul2t2dlahUGAvhG8CXhIcXaAFcn/8kEdGRjiCYr0mk8keffRRLM2eeOIJBJBLS0sOh4PID6VSyWwTX2LUhlxhXNY6Ojp2796NkmW1vu1vv/z9r129vb3ndoervjDb/80yyPr0pz8thBgdHf3sZz/77W9/22KxqNXqbdu2IVW74YYb/vZv//Yv/uIvStrgp59++j3veU9JmvGaAkvU32vq/MLCAmd7qKSlO3PLqr/f66+//qqrruKtYUA4NjaGF2B5eTnhL3K53Ol0EmHo8/leeOGF2tragYEBh8MRi8XOnDnjcDh8Ph8vErpmX19fsVh0u90zMzNQYRESw/yEHZZOp7ds2ZLJZOLxOBPFbDbrcrkGBwcRxLW1tU1MTORyObvdjoE2BgdDQ0N05ACjNGEUN4RpIyMjBoMBNSzQMxLZVCpF4DGq461bt3o8npdffnloaIiGUgjh9XonJyfBm1ZWVqqqqiD2WyyWQCBgNpsrKio2bNhw5swZGK3kQeDXxeMz6SorK0ulUnV1dexN4EpnzpzB8DwSifj9fovFUlVVVVNTw0tChYFqmmYFaCmVSgUCAShywWCwvb39xRdfpOUNBAJ4sBeLRZ/PZzAYjEZjV1cX1rnd3d06na61tdXn81Fz9Hq9xWI5e/bszp072YngTlut1oGBgdbW1tnZWZPJ1N7e3tvbG41GNRqNy+VKJpMTExM840svvaRUKj0eDzF4wWDQ5XI999xzfMmNRuPatWuPHj06Nzf38MMPt7e3d3V1IQ/kzmq1WqfTYXshhIhEIkajcXJyklNfsVisq6vLZrNyufzf/u3f5HJ56XN5+2tV+s7/nev9738/VeL8rdf0mYuLiyV3XrfbjTXYj370o3/6p3+666676Gquv/76hoaGhoaG/fv3//rXvy5ZPKbT6RMnTnz9618vPTI6WbCGUiP9up0tuzw9lfi/u+5VXGVlZd/4xjeWl5dnZmY++9nP4p+1sLCgVqunp6fJkqQYwhfTarX9/f2jo6O87JaWlrGxMbjGU1NTWIMzKvP7/eCSyWSSwT7UMNrIUChks9nwI+S3UF9fj+9gXV0dYeQ2m62mpoYQ38rKyhI7FYEtQ37xahA4x+CFhQWkqdPT07BdZDJZLpezWq0oxebn5ysqKsA6JUk6cOBAV1cXWY/QxyorK2tra/1+Px8BTj2AEfX19X6/H3/EG2+88Wc/+xn7UTQa5dQHlsGniWc5jmbEN+KzMzY2xqQKfRaRmc3NzcQt5/P5WCzGnRn4RyIRuVweDofZ/kipZMaJwDAQCOC7hFcF9ZDsMyHE2bNnTSZTfX19JBJB4t3c3ByPxwcHB/nIuA645GSzWUmSksnk4uJiXV0dn6AQgvzLUCjEzsi/crvd6PLwyIfEjYYRWDyXy913331r1qxBEc+eAmhOQInBYDCZTIuLi0ajsaenB/lhNBpFhrxr165PfepTQohzR9Fvf72rC+/ExMRjjz0WCoXUavVNN90khIjFYqXjjBDCYrEAKsVise3bt5duZLZxXvvV37beBNAApZM/h8NhSZLYm0tLpVK1t7fD7HI4HJyUhBDQ0c8l8T711FOXXXbZuY/8xBNP8GfOgdR0h8Ph9/vBjP1+f+lGXA/pJEDR3spb/52LjkcIAWJXXl7udDpxfPH7/QS6cDesU9ACYLFL+5JOp2FnxeNxItBpmm+77bZ77rkHUqtWqyWlnDE4RRChGhGYs7OzMpmso6MjnU6Pj49DJ15ZWXnmmWfsdjtjK0gHmHWXOPzwzaLRKMkXFRUVpOaUl5dDhJucnETYDDKiUCjookgARj7H5CcQCIAv1tTUpFIpXG0h173wwgswTjOZjN/vv//++xEjrFu37tixYzKZzGKxIEumuGOIMD09HQ6H8Rnib5PJ5OzsrMPhMBgMMIpx68VC7MyZM3NzcySN6XS6qakpWMqZTMZmsyHhwU3NarWePHkSgJyJHATIbDZLHSyFHoVCoampKSCAmpoaZn1lZWW9vb0ajcZms/l8PkCKyspKHH3z+fz4+DhfCeackBQcDsf09DTY0PDwMMkjNNbY8NAcICReXl5eXFxEqke6MoFMoDwkZVDBx8bGqNSluCNeITD8Kn7VJUkiFe/Cegvr91C1KYOwagOBQKnfLa2mpiaaIYvFgnk+tyMCwghWCBGLxc6ePXvLLbeU/qHdbg8EAvzZ7/fjNWC325mk0dGSPfSaO1MTACBWd+EjJYTAf4s0GfJihRBqtZr+m16EZMSamhqcCJaWlqanp8m7LRaLWKimUql4PH755Zf39fX19PSsXbt2YWHBbreTBIHlCsWcOR6BjgsLCx0dHWazORKJYCK4bt26Z5991m63+3y+hoaGkp0KCZeU2cpXg4e1Wq1MJkPKSywZPbpGo1lZWSG2pqysDDy0urra4/H4/X5UAKRLLC0tKRSKQCBQW1tbVVWF0SziiBdffBFFNF17MBjEQycYDJpMJmhQWCFYLBY8zJEoY+hQX1+fSqXm5uaIXkODsGHDBgQIpfC5SCQCHk0bjdTCYrGAAnA8QAmytLTU2NiYSCRMJhOpSZgf44+byWRaWlroLxsbG59//nmEhCDRTzzxREtLS21tbW9vL15lCwsL+XyevnN8fNxgMGCLS9mcmpoCEjKZTLW1tS+//DIG8oFAgGEaemPo02yOZ86cgWJWVVVFsOXZs2chCaKvnp2dpcDS9S4uLno8nlwul0gkmExyZoDUvYpf9QuF9y2v30PVtdvt+M5STv1+f4kIxiorK9uyZQuNK3hfidRGdnXpns8++2xDQ0MplNpgMCiVykAgQIxFqaQ7HI6uri7uk0gkOBhz1ARS5M7no90VQvDiMWehJ0QVi6CJn7ZCocCFDY9twgXAFsnrhSzA+M1ms0Wj0U9+8pPf//73p6ensffGQB3FcSgUwv2BARtbVTweZ5AWCARyuRxY8OzsrNvtxk8Hjr1KpeLcjitBKpWCNIqzQ01NzfDwsNfrxa0GQnFZWVmJr8eAR6VS6fX6dDp98uRJlC+YUKjV6lgsZrfbrVYrFuZarXZkZGRmZgYWME9H0COzvfb29omJCRzN5HI5/FyYv+i/yNGorKzEFo0Lvri42NraGgwGp6enYd5BAxdCzM7OejweusTu7m5Miy0WC7LfVCpFf6vX68PhcE1NDWhLPB6Xy+U1NTXBYBCNXrFYdDgci4uL7A4McXGuISutq6srm82uWbOGMx0UvIqKCnzNoHLzLDqdDkkgGhPeeCwWw983FArh5cnmW1ZWFggECEjGfAcpBPK68leXRqOJRCLU9oGBAY1GA5EZwKiyspLT0Op+1ZHwrO5jvsGFkuXuu+9+I3feuXPnRRdd9Ju3QyecmZk5fPjw0NDQli1bkC+V7kBclHjVZqV0oxDiPKV4/Lfr9aUTNB+EQkGnEUJcfPHF3d3dHE0feuihbdu2MRUp/TampqaOHz8OLrB9+/Z0Oo3xbHd3dzQabW1t5cGDweDo6OjFF19cerrOzs5sNovl2OOPP47RjhBi3759hw8fJuH8iSee2LdvnxCira1No9HgiPPrX/+6WCxu2LDhPF4hIUqowcjIyOjoKMIwmUymVCp7e3txSSDc4eqrryYSfGVlZefOnbW1tVDfiUiYmpqqrq5+9NFHbTabwWDo6OiAOS+Xy6kyoMj4h0mSRJlYWVkZGhpqbW1Fk8yDS5LE0CmdTpeVlbW1te3fvx8PCLfbXSwW5+fnCcLBs6dYLJJgTCwCcoampibCfoQQCwsLqVQqkUioVCpqaMnXx+l04iiJtXg0GoXnRj/HVlFXV+d2u+VyObPQrq4uhvN03lwxjUYTDAaj0ajZbOaSCiHKy8sxqvB4PPF4fHR0FF5GRUUF7mggJgDemUwmm81SYYnh9fl8oVCIek3qUm1tLYd8hnixWAx3VlKO4J5hp2y327VaLbNKuVze19dnMBgqKiqcTid2ZegMscnIZDIOh8Nms0EtI0MEmAACWz6fTyaTl1xyCVQR4P+Ghgb0JkKIubk5hqiJRALFJhyzWCxGiDQ4zsGDB+HCYHWJwxxxxzgnnY91frliv3Odp3f0Ll3ZbJa9nDrA9dm3b99//dd/5fP5dDp95MgRymAwGMQxV5KkI0eOkOYthLj00kuPHTuG7dPhw4fXrVtX4to9/fTTa9euPRen2Ldv37PPPptMJpeXlx999FEe2Ww2t7e3P/zww5IkDQwMjI+PE6h2ySWXvPjii6QMPPzww5dcckkJQT8fa2lpaXR0VKPR9Pb2vvDCC1jhWCyW6urqkydPMgTDLnfHjh0leHT//v1ut5tuEkUSRWxkZGRubm7btm1Ak1iaCyFILhgZGQkGg2azGYyA5LPJyUnsYND5lwJ92tvbh4aG+HRcLhe9r81ma2trS6fT09PT/E7ZPfF/9Xg8fX19kiT5fD6LxbK8vEwll8lko6OjwKwok/HEBfOlD2M0IZPJzGYzWEBzczPMuObm5pqaGuR4gUCAd0ErTMnN5XKRSCSZTHJkYuMYGRnBPj2fz2/ZsgWQ4tixY319feh4s9ns5OQkZRbrh2QyOTY25vP5qH5CCDpji8Vy5ZVXrl27FjEwnAvML7LZLKMtmnuXy8Xh5LLLLoPcZ7VaGxoa1q9fPzg4yD5CGF4qlYJJazAYIFrX1taCvKjV6tHR0cnJSeZvr7zyCmMc/MlGR0fJGXE4HCgs6urqampq8vn83NxcMBgcGBiYnZ0Fj7PZbKOjo3a7vaKiYv369Xq9fufOnWq1GgtJzO2sVitD1PPXlb5jZfdC4T1ngf3lcrnSYEAI4XK5GhsbkUB3d3fPzMzs2LFDCNHX14dnRyaT+c///E+UAkql8qKLLnr88cclSUqn00ePHj3XWvKZZ54pyYSFEHK5fM+ePQ8//DBufK+88gqF96KLLhoaGhoeHpYk6eGHH960aRMOEfv373/kkUfoCl544QXufP4WbZLJZOru7vb5fPF4XAghSZJWqz116tTw8DAczHw+/8EPfhCUdmRkZNeuXXgHyOVyrE8QbT344INgvjU1NXi+EvjS1taGcW80GmU+j4g4l8vNzMzA46upqVmzZg0wBFnmMEFUKtXGjRthFkMsLRQKqVQql8vRIgohICJJksTRF6kv0DDEUpo3cAQYwfgaYO/ldDppC1E3I6GlaJDL3tzcvGbNGqhhyWTyxIkTGLrr9XpJkubm5phCEdMrSRIANGPCubm5DRs2UJwHBweZJMlksq6uLkAoCqkkSaDPJGLw6QB22Gw2r9fLxoSmQ6FQMG/jKMvgiiq6sLBAMYzH41artbW1de3atSBEZrNZqVQCPZDNQWioJElYOVZVVdFLzM3NRaNRIQSWSZxNZDJZe3s7SR8KhcLj8aBu42sgk8lmZmYymUxXV9fJkyfZKLVaLaF43D+bzW7YsIEhK6o9sH6ApPOUn/0OVVxJkiS6guQbW/z0fnOZTKbdu3dfddVVV1999U9/+lMhBFyb0h3IlhJCMLjlRr5m52M49EbW63+QjzzyyFNPPSWEGBsbO378+MGDBy+55BKr1frxj3/8C1/4Asntn/nMZ4QQkiQ98MADOH6r1er3v//9l1xyiRCioqLiM5/5zP33309r8pnPfIZ3LoQ4efLkJZdcQg4CS6FQfPrTn/7GN77xzW9+s7q6+vbbb+f2yy67bHR09IYbbigrK9u7dy/YRFlZ2ac//el77733Rz/6kVqtvv32289VrZyPhREjeVrYWXHKzefzhDXAiV1aWnryySepZR6PB9ccBFcKhSIWiyFqIHeNqk2vrFQq4akytW5raysvLx8eHm5qakqn0yQJkekFlxjPSMo9rgexWAyHQrhq/GjNZjO4OGd1UAmDwQD112KxjIyM8OKrq6uj0SjWj1h8Q9zCRZz6AoNubm6uoqICdEOSJNyACWkrFoucheCw4WEGho2fMDZm4lVQDddPwtuBPwAmuJI6nQ4UFigaSNXr9WKsCKkEiCSdTns8nuHhYSzcYFskk8nKyspEIlFfXz8xMYH1Qy6XC4VCHo8nmUy63W7eBf8QIV9tbS3Ra2NjY0ajEeidL7nL5XI4HENDQ+C1W7du7erqCgQC1dXVMNwgnPf397MHs/85HI6BgQGTyUQEEUahu3btIrePsYbZbCZ7KRaLpdPp06dPV1dXz8zM2O322dlZhoqYX54PyyuWdKHv/H9jffGLX8Tk75//+Z+FEF//+te1Wu3ll18+Pj7+kY98pKys7NJLLyWpJx6P33///Rh0u93uL3zhC2whW7ZsGRkZueWWW2QyWW1t7V/91V+VHry/v/+9733vuU+3efPmffv23XLLLWVlZWRVcPutt976ta997fHHH5fL5bfddhvUhqampg9/+MO33XabEKK1tfXaa689r5cC8dfU1FR9fT2DeupDKpVas2aNz+fzeDywmV5++eVwOIz8obu722azMd6BwBUKhUAeaX/xNRgcHEQROjIy0tDQoNFo1Gq1SqVKp9PNzc14eq1du5bS5/f7KVlAwEyNDAYDjt8ulwsa2vj4OFWRhFqsv6CGId/1+/04ATP6A4AgSBLCFC0yZl3UTJrdVCpVWVnp9/shIMRisebm5uXl5Z6eHgwUsC6Dcgijqqqqqre3Fx4yxCiG85WVlXV1dewmdIeQpEBS8vk8FA+4VzA70AZTgpaXlylo69evf/755/FHGB0dbW5uxstDq9Vi7qvX63EVra2tPXr0KKY84XAYeAU6G0FckiTV19cTUXT06FHc4+x2+0svvdTS0oJrOi4SCoVi7969Q0NDiUQCICYWi5EwimkUSR+4SEI84QxDCvIHP/jB6enptWvXnjlzZnx8fPPmzX6/3+l0xmIxqDpkLRcKBWZuzCHxv3jmmWdW/RtO67nqD3thvdnl8/n+8R//kT/fdtttzc3NtKCf/OQn77nnnl/96lcKheJTn/oUNIozZ858+ctfFkIUi8XOzs5PfOIT/MMbb7zxn/7pn6677rqysrJ9+/Zdeuml3I7R7GsmkzfccMM999xz8ODB8vLy6667zuPxCCGMRuOtt9765S9/GYd/GmwhxFVXXXXvvfded911QogPfOADpaj487TIROzt7cUhVQiBagC+QDwe93g88FIfeughxuY2m+3Xv/61VqtFTVwoFGiT5ufnccatqKg4depURUUFjZlSqezu7kaQS5oDuVpIIRjnFAoFfuZCCLInILQyPMOlkkM1tRS+J7IODBoIkshkMisrKx6PZ2BggEmv0+nkDwBMNTU1vELYTKXNgpRf9iCYCLW1tbAkIpFIWVkZOEU+n4fkzzGEl83pAE4HTS/Fs7m5GdPHksCNvyJlI5FI4JoPNQDkC7EkumDEetFoFLv3EjMCBAENoMFgGBsbS6fTTqdzbGwM1gYGNAiBqbqA6TigZTKZM2fO2Gw2DMuQ/dIh84zLy8uQ+yAM5nI55mcrKysTExOAIEhR6uvrx8bGDAaDQqFIJpMw4zo7OzEUC4VC0WjU4/HQJCOUZoY6MTHhcDhQ2SAALCsrK/mYrO56BwsvrP+77rprVR6NiYUQor6+fn5+PhQK8SkPDQ39yZ/8iRCira2tr6/viiuuEEL09PS0trae1+HQ71hlb+GK47l17i2SJC0tLb3u16IkRXtrjyyEgC7xm+DW69551dd//Md//Mu//ItOp9Pr9bBD8YxBnQtqQOgjX1+dTrdt27be3l65XN7c3Pzcc8/J5XJSgpA/EU6rVqtbWlqAMGmIafKYYGNUAz+5qqqKvhOUt/jqqqqqgrwEZwFPXQ69sEYZK2FsTplzOp2FQgE/YfBOjHyYwO/Zs+fll18GGFMqlfSFhULB4/FgGzs/P19TUxMIBDAJQ8NWUVGxZcuWqakpRnk0kTgA5XI5ghupleXl5Zs2berq6oKvQQlGa8Opu8QWFkLYbDZQYZLtOerjMETUsMvlAnEAz+ZYpVKp+vv7s9ms0WiEW1FZWYmDOiArhzGFQmEwGAYHB6njsVgMd3EabqVS2dfXB9ZOmiZYBo3+/Pw8cA8MOgDaiy++eHBwkM2VdKhgMAglgc8F/lh5eXk4HK6rq4tEImQRsTUqlUpwEKoGFBjeBe7ojPjS6fSHPvShzZs3n8sGevsrFou98cjxVV/BYPC9733v+T61/g9YdAmvAVWBGl8ThymEkCQJqtQbeWRoU78pPn/dAvs7Sv3qrj/7sz+DxzsyMqJUKqurq/FFoy/Epx0DQrVaTQiZSqUKBALUKJK9eFPY6IDo2Wy2bDYbCARQE5TkZiScc7rG6CuTyZALg9dgLpfD2YuM3mQy2draGg6H0+k0yHImkxkYGCBgYmJiAhR1cHD+qCRzAAAgAElEQVRw3bp11Csc1CGdVVZWqtVqWm2ZTHb27FmDwcDQXqVS0TguLi5S2JlxRSIRg8FQglcoLydPnqyqqjIajXjohkKhzZs3j46OqlSqiYkJi8WCbR5JDW63m5D2pqYm1DH09xCMiTpng4tGo+AdlZWVZBVzPfFlSKfTCoXilVde6ejoaGtrO3r0KKLQRCKxadOmsbExgpPMZjNMaRBS6hgeb3Nzc21tbZzBpqamyH0gYCISibDTqdXqmZmZiy666KWXXnI6nRaLZXx8fG5ubuvWrYODg1hUXHnllcePH8c+aX5+fu/evT/5yU8sFgtpcJDI4LDMzMzU1dXx4YZCIQIvyZUofUkI+0wmkw0NDaT8QIsLhUI6ne4Xv/jF6k7Ynn32WaJq35F13333cZB4p17Au2W9bhn8bc1nCbx7I4/82+78ug/+20r96q5AIHD77bdjSEEmAh49NFGJRCIej6Mhwqpcq9U2Njbi/LVt27auri5AXkAZ5Gwc/r1e78jICEG8g4ODBPcGg0FE49XV1ZhqE8qOAkKSJNo/ZKeUnVwux3iPhs1kMpWVlaGxKuGzoMD0bG63e3R0lLkmzFyaLqPRuLy8jOgVejJWFHhGLi0tlbIk0MmiyEPE4XK5Tp06hdPw0tJSdXU1MATOC9FoFLCjo6MDV10Qh0QisXPnTtCE0kDO4XB0d3cTykbsAqbCwWBw3bp18/PziUSCjhHrnEwmw0aAYbxKpSI5vqmpCRc2ftGEwZvN5pqamomJCZ1Ox7mDoEoIIHTOa9askSQpGAzGYjHOBTzd5s2bEaYplUqaXmz+hRCJRGL//v2nT58mw56dER5KXV0ddkKcKxmw1dbWxmIxkqpxZyO1DZEOLTpzfqPRCDsYYGVubm7//v2f//znV/dLft99971TQY8EiD788MNv+RHuv/9+p9NpMBhmZmb+67/+69Zbb4VweujQoaGhoT/8wz986aWXMpnMnXfeKYRIJBK33nrr+973PovF8sMf/vC22247T8lo/+2SvQUX5d/cbn+zA/7/n+DN0A1edyMvza7fyJ1XffX19R0+fBjCVW1tbSgUkiQJXajVasUcGy905kiZTGZwcFCSpNnZWYwDKVgo8BGnUVUxCyA9EY9ZSFal5AKZTAaHAjYptRsgoFAokDCUzWYJTquurmb4T2MKn59wTTxpzGYzdFZ81JD/CSFqa2vRdIyMjHC6rqioIGuTSTtHXOq+JEk4onE8jkaj8A6cTudFF100Pj7OxUFhAeTB1AirCyx5QKbxB+YiMADEWAGlHCgskAoGH/DiUCZrtVqsOvCKZ4w2OzuLVpD3CLIAHgERA78MVMfZbJaqDfnCaDTu2rVrdnbW7/fTdre2ts7MzKRSKS4y8fI6nY4mGOQFMjNMBAggUOMAenQ6HdewqakpHo8vLCy4XC4IhLDLOEVghMEtSNQ4NlB/y8rK2HfB19esWeN0Oktqz1VZZDiv4gO+qcUeWUr6uLB+23rdMgit9DfvjP7/DT7yb6ver1tgf0epX9314IMPFgqF+fn5tra2RCKBCSLoIRmWjOsDgYBMJksmk1NTUydOnBBCgLdSMagqHo8nFAqhiQAnxalRqVQy2sI9IZ/P63Q6HhlNmc/nw4VhenqaPhhm7OLiIhAqhRe7WXizVJXt27fPzMxQMOmwLRYLIjLKr0qlCofDDNygqqGehXqWSqVwIkSnls/n6ckkSaLOZDIZUooaGhrom1FSyGSySCRCBiQmPm1tbTSCpKPp9Xq5XD48PEzahUajYTCYTqcxi2GnO1daXCwW4ZUwsJIkCdRjdna2sbFxYWHB7XZzZ3Cc2dlZZHqZTIYIdwaM4DjYs1P5hRBqtXrHjh2nTp1C0+52u0FVBgcHm5ubp6en4SlgY8bQDI0ek71YLBaNRpubmyORSCaTCQQC2JvDgCC8GR6pTqebmZmhrvJBs8UgIeH3gg9RLBbjMDM2NsZbE0KsrKxcddVVq3vMm5ycHBsbW8UHfFPrxIkTn/vc534/v+V39XrdMvjbms/fVpDf1J1f98Hf1CO/5TU/P//Tn/4UAVdra+vk5CQGWwqFwmKxoJszmUwajSYej+N+NTAwMDIyQt9FPBnp5tXV1ahlaYQYvSwsLAghtFot0gYO+czMCoWCyWRCDLWwsFAsFnU6XYkcoVKpqqqqYrGYw+GAvoSwn0gLXrkkSTt37uQZSTrHSlatVmP9w3QQdQwsY0I0tVqtVqulwgOqYlKOuYBWq0WCB1uNuXFjY6NGo2FIxixQkqRisYhnuU6nIxIeKQdHAL1ePzExsbKywswAsTB+E7B9JyYmSkpndqJAINDc3Ey+KWWZIAxCN9iPziULW61WrVabTCYXFhZKCkGlUglmCqMW3LyiomLfvn09PT14otntduzD+Jh4IswmuAiwS6jzqFRwwCkWiwzDNBoNorOlpSUMPoi9w9oJ90dEK5AjHA5HNpuFQN3Q0EDWHlgSydmYH7lcrj179qzul/z48ePnNZn7dyx2vauvvvotPwLcRiYlH/3oR0vGMWi1oGrefPPN1BCVSrVjx47h4eFoNHrw4MGSPe3vf70VoOF/1err6yNxEMsDvV5P+2uxWIDrstlsPB632WxErNfX14Mawg4FWEX1tLi4CNYwPz9fW1uLRyAkMaStAKtADIRZYuhYUhSbTCYsXmFegWtyYpckSaFQkE9LNIYQIp/PW/8/9t48NvL6vv//zH2P577tGY/Ht3e9ZndZFgQESEjSKIGSKiRV/miq9J8ef7RqWqlSVPWPVv0j6fVP1UNB/UZtEhVRCAkJEGDZXRbY+7B37fHYc9/3fXjGn98fDzFCSVXKj91CiN9/IFi845mx5/V+vZ6v5+FwYLSTyWQANYAnqd3Ehuv1euJwIQ9TMgaDgVarnZ2dLZVKiH5XV1drtVokEiHmhw2YIAi4S5DOyLYKuASRLVoPuMHEieEhD+mOtRKqjWKxCAcYCgDmasSa8gbK5XJEs+VymRCjbDZ71113ke5BYDv+C81ms1wur6yslEol6jLMjtFohBMkbAvoypOTk8ViEdhCo9EUCgUCOMeEEZAg+NsMJODo9P16vZ4b12KxID9rt9sgHQaDIZVKgT6SUZRIJMjd7Pf7Go0GkkWtVlMqlfg5G41GWnN41FhdoIS8c0DD2bNnb+MDvq/TarUOgIaD84vnpZdewj0X2M5gMCSTSYvFQtGTSqVvvfXWww8/zOcOKxyJREL2OLMlAzldqUQiKZfLmMODmd5zzz1KpTKTycB0lcvl5BCzkSPtxWw2E1FMOMLe3l69Xnc4HFAbIFjRVIFcFAoFYNZmswkSQYGFATEajaRSKYZYxWIR0eyhQ4fy+TyWLm63u1qtGo1GpFi8drpknhj6LPS0gUCAu6NcLtO8UsalUunCwgLkKZvNZrfbuVl4T3q9HmyLsTF4OBwm9BcSAZ4OoVCoWCxi54yzj0wmgwqH/STqiWw2OxwOK5VKtVqdnp7m+piYmOBmgX+L7EIQhF6vd+vWLZjSeH2B225vb09PT9fr9Wg0ipX6YDDw+Xwk74AL7+3tIYujv8f4zWq12u32++67DwIdCliHw2G1WvP5PI7xGxsbc3NzZrPZ5/MxeAiC8Oijj3L5srNlPJicnMTCDQ0d7XW1Wp2dnd3e3pbL5bcdaNjd3T0AGg7OR+o0Go0LFy6g84LWCtmWHHTsY0ql0sTEBPMtlUQmk7ndbjQXoHtKpRKaKrih1+sdq+6hx2Omi4MAvAC2YmMBf7fbxcmLdpfZ2OVyQfdotVowHQBeYTdgwQtoWC6X6dgp2vTkcEXHHjpj/imkfWzIRFGEtYHRO403rxEGEKwK/DVwI9ZoNFQ51AcajYZ/J6JoNBphJD9eBCqVSofDAToD7WvsUws+O+axchewwSoUCkQm3XfffYjgMLYIBoNgBDzhTCZTrVanpqbwsOBtjEaje3t7hPuCj/d6vWg0yqqMJGb4NTabDe/PbrfL+wzPmkuTGFHeKNATRgOaZIlEUqlUOp0OhOLJyclgMJjNZl0uF1khOEapVCriMwAjUOUUCoVOpwMhBf4gbnQej+e2Aw1vvfXWhwU0gKd/EKDB5XIdOXLkxIkThw8ffrf/gEQiCYVCJ06cWF5efjdSaTAY1tbWjh8/fodMZP+X5wBoeI+zvr5+/vx5tlXVapWsmm63S1QY1aHf7yuVSlEU2bCZzeZyucyITkIhjH3sZFi/oHHo9/tj1ze+jM8tHDm299B3YRYolUq84sa+OCzlfD5fLpcDkeUCkMlkqLCy2SypGfjH0rOyxaJ+9ft9j8cDpZam3Gg0wmLKZDKFQuHw4cP8If0WlGxc0IlLoez+4R/+4dmzZ+FsYzBDuQF94LccQAGS8+LiIumvHo+n3W7DsKDuJBIJm81G9w+qvbKyArGNDRXmMSqVqtvtsjcDr2VtyKu22Wzlcpl6DdGAWtzr9UKhEIMEoZU8oMfj4Q3kHYaiAnyjUCjwQ8Z/GNP7dru9sLDAcrLf7yeTSaKGMY0HIBgMBmOGcKVSyefzXAblchlSTCAQSKVSlFQUJVKplN8fBgyQJr5YpVLNzMzcCaDhzJkz78fR5naedrt9ADQcnF88zz33HJtnvBUA8nO53NLS0vb2ttVqxeWLD3U8Hne73TKZDCAVUq7L5Xr3phrgstVq4bOztbVFHQO5QCmGx3UikQiFQmgrcJ9BFqvVav1+f6VSGXsxsJzHTxECsCiKFouFvFuZTAbYWiqVEME5HI5MJgOQSkeO9ToKWxjC2L7AdJ2bm8Mxh8a93W7joA6VTK1Wr66u0vhyK1mtVrlc7nA40uk0jSCYNaGbq6urzO2Ik9mkIW/udDqlUqnT6ayurjocjsnJyUqlMhgMjhw5srW1hXqRtRhpFCqVituNoBybzca/wIkAa1YqlTx5Cheoyo0bNwwGA2F1tVpNEATSNHQ6HXkiBFi02+1isajValUqlVarBVlwuVxerzcSiczPz1MPyT/mx+dyufb29hgM0MmHw2GID1yOrCUDgQCoOvpqCHG8SxqNhtwNOt18Pm82m9PptFKpvEOMBmySPpRz/vz5A6Dh4PzcaTQazz77bKvVwgAln88TrkwwOUp7tKu0mnw6SP5mDk8kEuCStDdE+Q4GAwoCSedSqRSDVUy7sYwFfrXZbPCCcb8WRRESBOCyIAh0vHTOoigCAdjtdlEU9Xo9gy6reP4uFQmCGPYry8vLLM9QE2N5ptVqDQZDJpNxOBztdnt+fr7T6aA1wNaHTQ+jdbfbvffee9l4Qbhwu90Gg0EURa4kSpMgCEqlEpmG1+ul0+t2uxgl0p9Dre12u3Nzc8A3TBP33HNPqVTCy4DtHVRoKl61WoWC4Xa7dTrdzs6OXC5n+YcuG2sMZB0wwlBG0MMD0OBWJggC77Ner8fSnosS9KRUKiFgRF9Gsg9gAdE/EIcxd0D/e++99+Jw3O128/k8P6Berzc7OwtaQWycSqXSaDT4PqLQQQOo1WpzuZzZbMaZ2OFw3Hag4dy5c6xm/+8P4NcHARp+Sc8B0PAeZ319/caNGxjYGAyGY8eOjcEFiJ2U1/47YeyoEhjgKVXENy4tLWG1HQ6HiXkHT4W/OhqNoEjU63WgQXwQqBpY49br9bEFLhwwpmIKn8Ph6PV6rMJomygWALeCIFD49vf3ISzRBcpkMooLrIRWq4U3JGM8cGY+ny+Xy+l0Gq4EyTeYGgSDwWq1ysAvkUhisRg+Cy6Xi2ywsePDk08+WSwWEYDgvksGJK7vrL9woPT7/WgZ4vE4YW/BYDASiVSrValUygKQDF6tVgsPGSwGynQ2m0VuTU2HhEZNx9UWUQkYMGkOeJt7PJ54PI4NDzI/9l1cSN1uNxQKjY1219bWTp8+3Ww2sTjV6/UYRKPFgEIWiUQIJVIoFGQdi6JIwhx/IooiTkWkt0CmCAaDfF/oi3q9nv+Ff+zs7OxtBxra7faZM2du4wO+3+9+ADQcnF88r7zyisPh8Pl8Mpns8ccfP3/+PPTOSqXCSEmqmcVioX/FBonqxM5ta2srFAqxNyP0EY3SYDBAwrC7u+v1ehm8GcVZiSO7UCqV6+vr+PVCrdrf3ydcDbJ9r9fDuJdyyjJNFEWaUb6mUqlQ9KRSKWQu/Cmp2zTfExMTYBYwqsCdi8UitrjkUOK5sLy8DFUVgID7hVqqVqshoFLDI5EI3F1mfmKJLRbL1atXVSoVUXlqtXpnZwdwJB6Pr62t9Xq9YrGYSCRkMhnUALSs8/PzVqu1UCgQHkEXDokA7Hg0GmE85nK5WEk1m01CK5gcSHQHk6UOW61WjIr1en02mwWRYU3H4pTMpkqlQkxms9mcnp4ejUapVCqZTIqiOBZOA74kEgmLxWKz2V5//XWy7pVKJdZ0xEnwA0IkPDk5OX7n9Xr9zs6OwWBgACBKE+p1uVwejyJ3gtGwvb19Gx/wfZ0LFy7cLqBhd3eXrSz/Kb6TVmMwGMaJj4Ig1Ot1kqpJXf3g3/fg3PbTaDTQUdpstsnJyfvuuw+tGbY4DP/UNyZz8ingB5XLZbYymG3TSYbD4dnZ2UgkolAosADQ6XTsUfBcVKvVoiiq1Wr4VnjNEKjEAgaxKl4JcPUHg4Hdbkc/haCYkk5KFyMxhVEmk2ESRymu1Wqwn9j8sYJCHaDRaKLRKBgKIKPwTtYy7lr0aXjZ4ps7zl9DsUtzSDombjhQWUkGjcVipK21Wi2fzxeLxcAUyNHE6OfWrVsYmWk0mmQyyX3h9/t3d3dBkDUajVqt5sZhFkgmk8To4LyO9oEBBJOgQqEA5wIYF6IxbbzH4wEVYupWq9XFYhHxBftRv98PiuR0OiGJYB43OTkpiiJVkSXc8vJysVhMpVKBQGB7exvuCfoUYukgULPJI7QSqgXZefwhwwgXsUajQWExOTl5J4CGD4vRgHv3AdBwcH7+rK+v37p1a/yhEkWRsZNWibkdp8Zut4vwlSr81a9+9erVq263m9qqUqni8Xg4HB6bVIGzms1mqgaEromJCafTCbUeMzDYudB0CeuCgTamBGM9ms/nqacQn7AZgynQaDT4DNvtdqS2LMGobv1+nzQ19lG4ExkMBvQIxPMgwQB8nZiYoAEFZyWbd2JiAqLv3Nwc+li1Wg13t1KpOByOc+fOoSmAEkLcJjtJeL/wI5xOZyQSodaD7JRKJdgHCwsL3W63XC6Ttb6/vz8zM8MKy+l0wjIAdyD+DfkfscNms7lYLPr9/s3NzUAgIJfLsaghLu7w4cNTU1NnzpzBKxhYh5gfJNPEAnPNoHD+6U9/CsQOW4FI+dFotLCwAB8BgODhhx8+c+aM1WpdWFjgXkH9y7dgaQmdDw4LKwIyfpgomG2g0kgkkrm5uTvEaLiND/h+v/sB0HBwfvE8//zz6XS60WjgXGU2m/nw6vX6XC5XqVSILaTcMc+bTKbDhw9Xq1Wa0cnJSb1en8lk4vE4Oib8wyEWyuXyYDDY7XYbjQbBllAnWNSzknI4HNVqdWVlhfLo9/vD4fDYpoE+acxpEkWRSRUklzURphJ+vx/IGDYEwcCI/8c7f7q9arVKZwyHgq+hbng8no2NDUBMFlas0cjHVavVhUIBIxvydyAM93o9eAGlUikSiQQCgXq9nkgkxo45iCyOHTu2tbUVi8VCoZBcLp+ens5kMo1GI5fLzc/Px2Ixwh0EQQDDpSa7XC5AlpmZGUzCc7kcwDqhEgwJINGiKALIYspYr9ePHz8+Go2uXbs2OTmpUCiY6un1ZTLZ1tYWnOpAIEBGfaVS2djYsNlshw4d+tnPfsathHpRp9MRuhEKhUajUTAYfPXVV++///6FhQXa1r29vcOHD0ejUazvt7a2eBtZrIGSW61Wk8lULBZ50/gpQPQbDAZ3AmgIh8O38QHf17ldQMOZM2f+/M//fDAYYDMmiuJf/dVfvfrqq/V6/Tvf+c7S0hLmdtvb23/8x3/c7/dPnTp1/vz5Bx544ABr+AieRqNx5swZWjX0C+MVPZ4mxDSyuwJMJKZhbW1td3eXTsnpdOL2BfiIcQy0KUEQxswvlLB8NkGQlUrluNOWy+U2m43RfZx5Ad+e8oupDS6V9NJjNS68V8BKTBDALokWpucURbHX65nNZkoWFu9arXZ3dxfBHSRlQRB0Oh1EJ6xzcLptt9uVSsXv9wOsNJtNjISQy9ntdgYBQIpqtRoIBPB3EAShUqkgOq5UKkeOHMnlcrBlWbyRAT8xMeH1evGYwE4S/gJByAaDwev1CoLg8XgEQSCMA54snmKQ7PiR8TWCIBw6dAh33gcffBAvOXAEZGhSqXRs7UTbGQgENjY20LlgXqZWq+PxOEMBbji4vzHpkDYai8Wmpqbm5ub6/T7sYDBxlUoF2ss1x9ChVCoRm4xFE7AwOp0OQZ53gtHwxhtvfIjSCalU+isINNxZD9uPxyF5C2a7xWJBVEbJA6bFa6parWIbzpL/n//5n2u1Gl5ler0e/ur+/n6lUsnlcjA/9/f3e71eOp0mBhJ89Nq1a+SE44iuVqtxXmm32+l02mQyzczMIBhD/oCkAs9IJlgwC7brLNMoOt1ud3t7e5wWVq/XkZPRZEMSazQalGZBEFCRTU9PC4KQSqWoPjByRVFE2gC5q9VqUVJ3d3f5DA8GA7fbDciNd9pwOET4iqxAeCdewWg04mNsMBjy+fzExITFYtnf35+cnJTJZGCfGDp6PB7QX6VSSd0ncI6oM5vNRlOL8W+1Wm00GvhKNhoNs9mMGBtICJ8Ih8PBVI+TmVqtPnToECsyOunhcGg0GldXV2GFERpsMpncbjeQLd7skOsQyCFpSSaTTqfzhRdeWFxc7HQ6GxsbaKH39vZqtRogOgnzqVQKyzRC8vhz/BparRbXKtD+nctYucN8sf/p3KFXdHB+2Y8oigsLC6FQSKFQ0HLRmDJyu91ussQ3NzfD4bDNZmODff369fvvv5/hEDzUbDaPRqNCoVAoFJB9YY/CiqbRaCDK2N3dpfIIgoDmS6/XExsMxjc1NbW1tYX1Fx/hZrPp9XpZ61GoRVGEpNbtdkk1BqCEwiCKoslkwsZJr9ffvHkzk8nMz89DQyUQl3ia9fV1EojRskJhq9frWNiQEqJSqWKxGNS5/f39cDiMTTfw9/b29ljIQAExmUxkBsvl8pMnT16+fLnVah09etTtdlssFnyL4TlbrdZYLAYFA+8baFYulwuQNJfLYUU8BgXQ1slkskwmQ9a1w+Hg0rRare12Gw8jjCQSiQQ/mp2dHe4sRC5arfbSpUtGo3FiYkKlUq2trU1PT3s8HqPRGAwG4euazWa9Xn/16tVPfvKToii++OKLMzMzwCtgOhcvXvR4PHt7e5/97Ge3t7fD4XAul9vb26tUKul02ufz8bqw/Lh+/To84Xa7jYotHA4bjUYs3Nj7VSoVAmXvxG/4h3huy0toNBrf+9733v3+3LhxIxKJfPvb3/6TP/mTJ5988v/9v//Hn//7v//7448//qd/+qff+ta3MpnMpUuXbssTODi3/aDqMpvNoijC2IIiKpfLZ2ZmVCrV5OQkCyTaSMxWnn32WegGSMAQmu3t7TWbTaIlRFFkmsU9ATZBp9NJp9PjEHHoaWSN7+3t4QI2NTWFAwKYrNfrRV4KvCsIAu2xKIrszCCXYdmQy+VoaCnjgiCQKIFwTBRF5AkYQwyHw93dXb/fT/85lksIguB0OtVqtUKhwCESWzG73V4ul7PZLHAMLpVAJGyqyJik9tJ1W63Wer3OjD07O4sahb5aqVTCDaGk8wxxTLDZbNxT7Myot6IoEjw0Ozs7HA5v3LghkUhSqRTYBzmXNOEbGxuiKFLfaKf59HU6ncXFRd75zc1NPHGGw2EoFFpaWiIX6ciRIzCv1Wo10UJwALkZ8/k8drz9fj8cDmu12lKptLS0lMvlrl69ivEhy9epqSm4ddlsFj8IQF65XM6EgskRuSEs4TDuvUO/5B9a2f1V7XgPGA3vcdbX13d2diqVCo4GrI9OnjyZTqdXV1fj8Tgx4wSD4fhFvaDS8VGhPU0kEjiWwUALhUI4CCCaYEM+5jXBU2BPjnBDp9Oh72WsBSNotVrT09O4glWrVaZohAzk3BDkjqcDrbAgCPv7+51Oh6IPFQpTWWoKDoiUD548DAiKFME5brebPF5BEKho1HcuiUOHDkEwFkUR2LLZbGYyGZxvTCYTI7RKpeKb0srjlAMiDt+VULpSqcSDcEkYjUan05lIJAgWttls5L0rFArELEi8eKXBYHB6ehp9CrwsPJBFUdRqtXjqMNij6SDWHs9OijUuRMeOHbt58yaW6VDygN5ZqEL9UigU9Xq9XC7jvUzomkaj4TJTqVS8BF4yv04Q/0jxRJgN2M9ExM8aKx1wqPn5+TvBaDh9+vRtfMD3dbrd7gGj4eD84vnJT36yu7sriiJeg6IoBoPBRqNx/Pjxra0tl8sVi8Wwwtrd3YWwAP21VCqBJrAEw+CaXQ2/bJREk8lE5cTpih6RqTsSiQCnok29fv06toj0YRMTE1QYSgr1sNvtFgoF+AVcEwiyGKEhkbKv0+v1IKdmsxlRBpUEPZpSqbx06dLS0lIsFmPB1Ww2wbiTySS2tQjleDSVSoUnOU4TeJhptVqTyYRXcT6fp3qw62PBJZFI8vm8y+Wiy6dkgUSLokgTD+MXep0oirhXUKn29/dxOqABFUWxWCwCWwORm0wmAAJa9mq1ms1mcdyAgDAWcpdKpcXFRRrWeDw+NTUlCAJmFjSjLpcL9gFiQIYHURS/9rWvpVIpEHaQnUQisbq6imfnzZs30c7gi4b1D3iQKIrcUwwnRFdAeIa2DQYdi8WCwSAKnUwm0+12P2aMhosXL35wRsM//MM/fOYzn8HMCEbDc88953K57r33XkEQnE7nP/3TP33hC18QBOHv//7vf//3fx/dSsI8Bb4AACAASURBVKFQiMVid9999215IQfnNp5Go3Hu3DlW7rVaDY3SPffck8vllpeXcYhkYoQLQOGFSIvwnhJkNpvD4TCtEeVrdnY2lUq53W5yfCQSCX40VCeJRIJxoCAIWD9qNBqyJ5HEMoonk0kGXVi0dMJw0HD4FkWRv6LVammiqPzYK4ii2Gw2Z2Zmms0mLLlcLkcgGisfiGDYTJL1w9+F8sCgCPLrdDpjsdj8/DySimAwyPoQNlkymYRTQB8+GAzGBFUgA7AJnpUgCLj2GAyGYDAIxMBVwnMDwSGZaH5+HjqAIAhYg5EPKooiHu1OpxMWSTqdHvPseCapVArv80qlUiwWnU4nyUf5fN7tdmPuA0lELpcvLi4STgRDjS0p2DoXAY5yrE6JtCNxE2dH1p9gKIwPAM1Q+cYRm9BhwKG4gkulEn/Cb9qdkE688cYbaLr/7w+4/AGj4eD8N2d/f9/lcrVaLY/H43Q68TJgoEW8NDZxwQiAZk4URfIpYHbxmccLAE+BVCrV6/XgCJXLZXIlWaR0u12z2ez1epmWEVCIojgxMYHrlSAIEI3wU8lmswgi8LPlAw9aIQgCOxzwYJTD8OL0ej39FjVuXP4wbIchzI4dvIBQcYfDQSGbmJig0AyHQ1xhMGz3eDylUolIG6fTiXXZ2N+FER1ZB5jIaDRaWVlhmycIgt/vj0ajoVAINR0ESwZy3plarbaysoLnIraaAORwvfb29qampg4dOoS/Qy6Xu3LlCvtG9Br5fH5nZyefz5Po1ul03G43DatCoYDZi00DHhaf/vSnz5w588wzz5AY5HA4BEHAIg6OBoJwUqZx7sFdDGru4uKiw+GQvZOAjR0DeC11Fvt3FOD8LX4ozWZzamrK6XSyiaVq36Hf8DuK4P7P54M/+Xg8/sorrzz77LNvvfUWv/Ccvb2906dPP/fcc7FY7N1fn06nf/jDH7722mvgaAfno3lGo5HX600mk9PT03a73e/306zcunWL/BebzYZUYW5ujniXW7duYaO9t7fn8/m0Wi2yUkwiXS6X2Wze2tqiUwyHw9evX0+n08QlwHXq9XqTk5NkcSHgHw6HbrfbarVSJRYWFlCc7e/vFwqFRqNx8+ZNMsaCwSBmaQ6HA8Z4o9HAUE0QBIJjwBMXFxf5zV9aWhIEAQzaYrE4HA4WR7R6er0eu3J8bWdnZzHH1Wg0N2/elMvlKMUoHXB6E4kEdK1WqwUjF8UZQAnxGeFwOJFIIAOEzmoymXw+X7fb9fl8ENCq1Wo8HmfryOqpVqsh23a5XLlcLhKJeL1eSiL3I7fJysoK5kG5XA63ILvdbjKZAoGAzWbb2NjAjJMtHPOM1+tF8/Loo48Sfgw3bXV1lfU42j3GFWQparX66aefbjQaoVDo5s2b3B0opTc3N6PRKNTixx57jAxmku0hPAuCcOXKFVjW09PTVqsVQMRgMDgcDpw7Ycwh6iaI+k78hn+IVfe2FN4LFy602+2fGwPQNvLvfC5KpVK5XBZFEWcQQRBYHnzwJ3Bw7tDh806WLRNmp9PZ3t6m1ExMTBgMhm636/V6YZhmMhm9Xs8yXxAEgjDxkbFYLDSH6XRaq9VGIhF+H0qlEh9nZMV2u/3YsWPAr2AKMEwhwDJmw8wnaxwzArVabbVa4ZbiQWOz2SCN0ryNUxhpznHkLZfLJpPJZrPV63WiFpADg8x6vV7g4HK5THCDTqeDuQxMIJPJUGTY7Xas3xUKBZg4OuVoNJrL5YLBIAo+OliZTJbP5yuVis/nc7vdXq+32+3qdDqbzYblITK3RCIhCAJ8Cp5tNBr1+/2Li4swODY3N9VqNQz84XB4/Phx0ouXlpaQ8t26davb7VoslpMnT8LFlsvl8Xi8XC4fO3YM8wVRFAGDHA6H1+s9fPgwrXu5XB4MBidOnLh169bLL7+MdYXwTmI0IfexWCwajWJUj5vyOM0tk8ns7+/Pzs5iptPr9aB+U20sFgvGn+wyGSIkEonRaPR4PCTrjReBkEfuEIf3l7rq/pKeA0bDe5z19fWzZ8+yEhkv3qPR6P7+PoaOvV7PYDA4nc5x6M5oNMpms0APer2eVFtRFPlPiURCl9NqtfhnIBAoFApHjhy5efMmIyUqsmaz6XK5arUabpH8OdswtLWEq4+Dc+jF19fXnU4n63S0A7gnjqEHZHXAySRKtlotelMiHsAIML+dmppCLAAKsLS0lM/n0TVotdpvfOMbr7zyCgOzw+GA7gHGjIclfSq2WyAOuL+wHuQuUSqVxAvzHaFykKWUy+WoNQj5UKmwd7p69SpLMwhpID7hcNhgMPDmA83Y7XapVJpIJNBZtFotQtdIpkAIQ0pwo9GgXW632+DcyKQRhAuCwPOfmprCuVMQBKfTabVai8Ui3kKj0ejkyZOUV4JnCoXCOKMOOjHXlUKhAG44evQovT4xyNArxig+q1d2dAqFIhQKWa3WO8FoeP3112/jA76vgx3xB2E0fPvb34Za+dprr7344osPPfQQrcmf/dmfRaNRtVr9L//yLz6fz+fzCYJw/fr1b37zmy6X6/r16z/60Y8eeeSRA9/1j+b5yU9+gnkBFgCNRoPUgHA4LJfLEY4Gg8F2u20wGMxmMwQuZmOdTre7u8u+nc+az+eDIkSLxoKOTQ6OMORBwHqw2+2s8rDgkkgkm5ub6Huj0Sh9M+Vi7Br45ptvejwebA5TqZQgCOQ+IK/Fx0EQBEo6KEkmk6H5GA6HFoslFot1Oh3cy+x2u8FggOs7dufB/atarc7Pz2s0ms3NTaR2ExMTGxsbs7Oz0AQgtRqNRuQMWNVEo1FBEHg3CAASRRHncwJxaMSnpqaq1SoCiiNHjgyHQ5rLer2uVCrn5ubC4fB4n+b3+7k79vf38/l8p9PJ5XJgNHa7HafJVCrVaDTgzYHCq9Vq5AncC3NzcxcuXDCbzYVCAYBjMBhsbGyAILMkjEajer1+aWkJPZparYZRnEwm5+fnm81ms9l84IEHkMmQH9RsNsPhsEqlSqfTTqfT5/ORsjY2333kkUf0ev2FCxf8fj/ocD6f597EtJgcU/JEvV5vtVq97YyGnZ2dra2t2/iA7+tcuHBBpVKdO3fujfc6169fh63w7tNut//6r//6G9/4hl6vv3TpkvgOo+HUqVMAbXzZ008//fDDD8tkshdeeOErX/kKQ9fOzk4ikXj44Yf/j1/ywXnP02g0fvSjH5VKJUKCwW2JKgAb4mOLzguzMA4GunSt2WyWlBxQS7rQcrkMIHjXXXft7OzMz88T6wuY22q10uk0imD0qojOIAuzDCduExtd1MELCwvnzp2D0k82LQUc0hk0AUITOp2OzWaj0cKTkgdxu92lUgkw0WKxMAz3ej1C08A0+e46nc5kMgmCgOAOhGI0Gs3MzDAIKBSKSqUCFqPRaIgTwn4SFBhdHrMAYg1c2ORy+ezsLHWe5zk1NQVfDyR3ZWWF3RhCXbPZvLq6msvlDAbD+vq6TCajZNHM4xoej8dxeUeGZrFYSqVSNBp1uVz7+/utVuuee+65dOkSET/ERuC+QTfe6XQg4jWbzRMnTsTjcYLPgMKxB+p2u0ajkR2hRqMBZur1esANWDXPzMwUi0VBEECmJBIJQaeQ+Ni6wYxDSI53BtMKGITNZrvtjIazZ89+WIwGWOe/goyGA6DhPc76+nqlUsHjZDwJT05OjtnsONOKooigCx8dq9UKUwso9MEHH4RYy7RMoCMfM0yqkskkxM5erwczFjRhbNILLV+hUDSbzcnJSZPJBKuTx1Gr1QhNyYnY399nYMbMHOxQr9fD4GLWHQ6H9MqQh2u1GiRYnjPeOa1WC3cZ2lwSj8ZL43A4fPPmTbZSyDqcTif2MGRGCoLgcrngShHzQ3E3GAwgGvhiYr22v79vMpn6/b7P53O5XDiNMz+MRiO/359MJu+///7Lly8nEol8Pt/r9Y4ePRqJRDqdDtdSKpXS6/XYVeIThtlErVZrNBoI6kRRxK+o1WoFg8FoNDoajcrl8tgqglUejT44iMvlgvUgk8mw6oV4zE0D843rCkSD9xNYHfoxZRQ6BsJm3D25U1OplM/n29zcZJXK5QfEgN0O7DUqr9frvRNAw6lTp27jA76v88GBhocffvjEiRNra2uPPPLI9773vVAo5Ha7L168+MYbb3zrW986evSoxWL5z//8z89+9rOCIPzd3/3d5z73uS9/+csPPPDAT37yE4PBcHvfzINzu85rr702MTERi8WQ8QuCMDk5ychKHaPioftNJpP1ev3o0aN0q3q9vtVqPf744/F4HH6WRCKJRCJE+cDAZ3OC1XmhUMBDRy6Xl8vlQqHgdDox+o3FYl6vF3cA6gz5PgztgiBAPgKGwDiWVQ/3Aqo32F64ggmCwPavUqmUSiU6VEEQ2FBJJBIoZsABrBbx66Jm9vv9K1euEGY+OTnJo/l8PiZqUO9xMgWMM7PZjB4Ep97BYNBut8V3jBtY0GUyGb/fv7S0hHDvwQcfJCdCp9MRQZdMJl999VWLxVIsFu12O9k9iM6y2ezMzEw+n2ehB9BMtUcPgoecKIp6vV6r1VKK0Q/eunVLrVYjxMP5gkQhtnlGo3FycpJefzQa3X333efOnYOa4fP5isWiyWQCoeBX4ubNmy6Xy+Fw4DeZzWanp6fz+TwiuK2tLfBuuVyOVFiv1//sZz9bXV2FokIQBu9tKBTKZDI6nY517p2QTkQikQ8RaLh48eKRI0fwGf2fz/7+/i/2+j/+8Y+hbV+7du3GjRskRi0sLKyvr+/v76+trQmC0Ov1vve97/3mb/6mXq9/+umnP/e5z6EkvXDhwv7+/smTJz+El31w/sfTaDQuXrxoMpnY8RCF4/P5cF5gPz9WjAIitFqt1dVV8EcqwKc//elsNgtMALSESZbT6azX6z6fDw9dbLOgDIAmoALAO3Y8Cvp8PjpMPp6iKFLS6YggO8BHI1RYp9PhkiaTycZZDMViEWY+OzPiOWlKUcDZ7Xb6bYBjPH2HwyF8gUqlks1mY7EYK3rYvuy9EokE+RqCIKCZnZycZN2I8hceGct8wuyxPwBfzuVyhw4dolSCKXQ6HZ7toUOH2u12PB7f3NwkLNlut7PWQn3WaDSwyGXvxTVB791oNBYXF2Gu4YxGfny1WuUyQt1ACl6hUABSoXpD/uI2tFgsOp0OJ2YWhBMTE/Cd8/k8NnDNZhNYZ6w+o/gjJNfr9ZC+ucQHg0EikfB4PJubmzMzM4wn3ICsaTESIoSCjeNtBxrOnDnzIQINcrn8VxBokH/YT+CX4LDyglul1WoLhQKGLlKp1O/3SyQSjUYTDofNZvNYcj+OPIB8tb6+joxNEAT8eMFf8fG+efPm2tra5cuXzWYzYVostIkWxxMFkT/qta2tLbgMWHYJgmA2m/GJEQRBo9HE43EwZofDUSgUoJDhGSaVSumwaXzJfVAqlcvLy4lEgjqOqgJPILfbvb29nUgk+v3+5OTk3Nzc6dOnS6VSt9slhhdJAl1aqVRC1QY2aTabGbCp4IDczMyEpRmNRofDQUyDQqGYn5+Xy+XE6pjN5uvXrwuCwEhA0g8J6t1uNx6Pa7XaixcvGgwG8HKLxeJyueLxOG4aYAGCIEBFW1tbSyaTwWCw2WwC3NRqNcRvoAD9ft9qtYbD4ZmZGbVaPT09jWGyXC7P5/PcGUql0uv1bmxsSCSSUCi0s7MzHA7JFoLgxwLT5XLNzMxsbW2NTd3haFSrVTI4kSWDKahUKq4ogusEQQDi1ev1QAwqlQq3CIlEcofoph8bTlez2dzb24Oge/ny5aNHj7J6vfvuu//mb/4Gy+iNjY0/+qM/EgRBKpUeP3780qVLDz744If8vA/Of3d6vV673Z6enmZ9RCGFBjU1NdXpdKanp69evYqcdXp6ent7O5VKqVQqFtpyufynP/0pbTHbmGw2GwqF+v0+TiudTsfv93e7XUJkrVYrtZ0WB9NEZlQSyKnwdMZjTwe5XK5Wqx0OR6vVKhaLc3Nz0Wh0bm4umUyCg/h8PpTMDoeD8DD4t0AMEGJBNpVKJbCCRqNZWFhoNBqAlUajEb9DwnehA6jV6pWVlWvXrs3OzmYyGY/HQz/HTmltbY3Hhz/M+3b8+HGsImCogUSgoLbb7Q899BBFwOVyFQoFMpgLhYLP59vd3bVYLKurq6QYBoPBeDxuMpmopUePHo3FYu122+v1YqbDqzCbzfPz8+vr64VCYXFxkcS4MUMNMAhfTJPJdO7cuQceeODGjRtj22BsPkn2bTabUqk0nU6Tbw9D8O2331apVJC/SAIKBoPgHXK5fGFhQSqV1mq1Q4cOpVKp3d3dqakp5BudTgf/BdIrIWmz5SuXyxqNJhAIRCIRJhYuX/ggd+J8iIVXJpP95V/+JTyg/x9ndXUVko4gCMAxFN6lpaVnn31WFEWJRHLt2jWPx2M2myUSSSAQuHbtGsX22rVrB3SGj+xBvet2u5lRId4y/s3OzvJhSSaTMA7QfobD4TG8KwjC22+/DfeWkTUajd57771SqXRzc1Mul4N4JpPJZrOp1+tJRWW+ZdmGzhcpwWAwuHr1qtfrxVVhrM4gTn5/f99isWQyGe6FmZmZVCqFjgN3GxpOPBFZ+ZAxMT09PTExsbOzg/mLxWKB6xQMBjFEHwwGer1+fn5+MBjcuHFDFEVkDjBY4/E4jhWkJAC54gSPbASuB15jOPiiMpiYmBiLO/R6fSgUmpubk8lkx44d29nZuXjxYqfTwXXYYDBcvnzZZrM99thjp06dwkiIwOZ4PD47O3vPPfdEIhFifbDRwaLI7/fPz89LpdKdnZ3Dhw/zvjUajbEIGsP4brcrlUrPnj27urp68eJFURRhK2A2BB0YOtv58+ebzWYoFKrVasPhkCwhrHlhgiiVysXFxStXrnCHYuUA7w97C/aISqUynU5PTU2Bs4RCIUEQ2PmJomg2m61WK6IJUGk2nXfiN/xj0/H+Ep0DRsN7nPX19Rs3bkDKonUTRRETF3Yj8Xh8PLWy5QZkFd5hSaEZBkEcDAaDwQCVFJENJpOJbdK1a9e0Wm2z2eQrhXdIs2N4D9FyoVBAnTvGX1ErQPLH8RFSw1hFrNfrCfXFqYs9PIsy4sQZvKnsODgAH0DrqlQqxKdDXS6Xy8jbqCa1Wk2lUo3NgbHV6ff7hw4dymQyhUJh7OMIvQIoulgs8ucQH+BCFwqFXC53+PBhcIStrS0MKcklovWPRCIzMzORSGQwGEAAQSRis9lu3rzp9Xp58vyvfD5/8uTJWCzGSq1cLsPuIxsJ5TaoMPQBzMkBYnK5nCAISqUS/bYoilABQehv3brFOhFFDIC0QqHAHxg1Ne8zqexarRYpDZefRCKRy+XHjx+/du0a8unhcMiQg19OLpcDP56bm7vrrrvOnz8PQo8N++1dwrfb7Q+R0dDv9z+4GeR3v/vdp5566gc/+MHXv/51lmkvvfSS1+tdXl4WBEGpVD7zzDP33XffcDh8/vnnf+u3fgt4LplMbm9vH7S8H83z8ssvF4tF8mUDgQD2jaVSic0P4imDwWC1Wkn2QVmQSqWwoUVPgR0MAeyEwkA0gxgMrEmKBFIvLBIajQadGaG5gUAAf2yXy1UqlXK5HEbZfFNRFIvFos1mo5oNBgOkalR7OKs0mogU8CBwOByAyISiwVnV6XQwDhqNRqfTsVgsOA2z/8coq1arEWRDNyyKYq/XIzMMrFmlUuXzeYxmrVYrqzn+LygnnkHpdHpxcRFCXKfTIVoSVDqVSkkkEjQmo9Foc3NToVDkcjmYINBoBUGAj0bamcfjQXLCFanX641G4yuvvDK+DZPJpMFg0Gq1WAIPBoNMJoMn3HA4xKCeHwFScCjECLYJM5qenu52u5lMhhQkqVSazWadTufNmzcPHz6M+AJGhk6ni8fjEokEfi+bSRR/IB0Gg+HKlSuAGlKplPwmNoHr6+tgHxaLZXFx8caNG6g8Go3Gx4zRcOXKlQ9iBgnpgxOJRIxG4xNPPCEIgtfr/eEPfxiNRmu12r/92789+eSTMzMzgiDo9fp//dd/VavVL7/88s7Ozu/93u8xMR6cj9Qh3hJ3z1arhdcjFHqYsOl0GgtzehXkA+BK4LNI1YrFIsM/rt57e3tYrkJNItCHb0eCA0p+EtDGPer09DSSUuxgIIuhTYDYDzJoNptpsS5fvmwymVwuF8Q39A6wEnAxh2/bbDZxiuUiQEoMtYdGzuVyMTCTPgNNDB/3wWAwdlUnE43Foc1mo80m0YaWcpzyy+KNkDjsJCiSjUYjmUxinCmRSJLJJBRXtVrt8/lIRC4UCuiIsbCFFDYajdLpdK/Xm5mZgVhtMBjoXefm5s6fPw/XA5diRn0KoEajwfjc5XJR+WGikbNGM6/RaJgLMLjBKaNcLrtcrrE3BIA1PhRwWGiA+QFBvuAtBTGvVqsmk8lgMODXjtwGCJ7GmMxUnU43PT2Nipy0UYvFcsBo+BicA6DhPQ47GZJ1H3rooe3tbTotZBRADJjQMkLjVkCnCLlLr9fDnh3HCsChopg+9NBDqVSKdnOMCtMgqlQq2q/FxUV8axjU4bMREsmiG6dAtjRwHyhMWq2WC4DhFrU/ueLsGQA4WRzBhuUV0Y0RKYRmGFZVLpfrdDoejwcLRq1W6/F4eEr09NBiJyYmiKLAwrdarX7qU5+iy+dFsafiJXAVUW7IkwfkpiLjAVav17mlBoNBOBxmkfUbv/Ebu7u7KEqwl+dr8KDqdDoLCwvpdJqQJEEQ+v3+2trajRs3IBGcPHkSagab8G63u7a2hnAas0wcYqempnZ3d8ndrFarqVTK4/FYrVb+L7FJc3Nzo9EICQwgN4xTRpGJiYmxJTJ+YzqdbgyBQwVHm61Wq1km4K8pCAI/KdJD+/1+KBS6E0DDa6+9dhsf8H2dnZ2da9eunTt37kfvdV588cXZ2Vnelp87Lpfr0KFDdrv9+9///smTJw0Gw9mzZ7Gm4wt+8IMfPProo0ql8vnnn//yl7/MwBAOh9Pp9AHQ8NE8p0+fplNZWlqq1+svvfSSy+WiF2Qa12g0eGVD0eT/EsqQy+Xsdvv4szPWsuE10Ol0VlZWiGfz+XzD4dBgMNRqNb/fr9Fotre3VSoV6ZKgrvyVmzdv+v3+QCDA2Mnnms/s4uIi6MPYZtzpdGI5hqQO5+Bqter3++HlYjRIajoIJmu34XBI0g39Kz00MRb08Q6HI5vNOhwOvNA0Go1Go6GAy2QyrBZhf+RyOXAK1nF8cCAMC4IA7YtnotPpSA8VBIEcnzHjjMUXgGyxWBwOh4FAgPp/9epVmCC0yGAxer3e4XDU6/VOp0MqBJ41RqMR4jFkLi5HZpJOp4OumGpJoRuNRlNTU9lsFq8NMG5KH8LjwWAQjUa/9KUvtVqt5eXlYrGIL3Kn04FvCOjDFITZG4o2mIaBQABGnk6nA4wYDAagw8DK4PhYO2PJcSeAhs3Nzdv4gO/rfECg4d1HLpdjcScIgkwme+CBB3K5XD6ff+yxx+6//36+xu/3B4PBW7dumUym3/3d3zUYDB/8+x6c234ajcbVq1cpvGtra9FoNBaL8ZNFDwVbnvlWLpfX63Wn04ldK58vnHH4dHc6HWx0mFcrlcqjjz5KL2QwGKrVKklt+MhWKhXG4yNHjgAOCoLAgp2hlwkfsjB9NfgmTC6mX9aB6MIoifSZwBNwjZFZkeZDzJler7fZbOMNIvQczF/GScaw6tAX0NoFAgGWiLjhjJvtcrk8PT0N7Ntut9HcQVWDPEvRZoJoNBpkCblcLlEUg8FgKpWy2Wy1Wq1cLjudzt3d3UQigfMx2RYQlgOBQKvVgt3A+xYKhUDhibEEBzEajfV6fTgc3n333ThoUOXC4XCtVvN6vfTSvDlYmOl0ulgsRh9O+sbMzAwUgImJCci5rHNCoRDbzX6/Xy6XcXnjN6RardLi+v1+NrJMFna7fXwr8dOEyYtJEAxEUi2gb98JoOH06dMfItCgUCh+BYGGA1D5vU8kEhEEod1uv/322wqFgjEYSZLBYEDS2W63iZ8hynF2djYej/f7/WKxuLi4aDQar169ih4MOpDL5cpmsxKJJJ1Os/Wy2+3T09NvvfUWeQc2m02n02m12k6nAxgMLoD2oVwuo8tQKpV+v7/VauH+yoJ9bPoIgkslJWcRQ5p0Os3+yul0ogrGKpIVIkKyfr/v9/sBktfX1yEJj5eBlAN2RyqVKhQKpVKp0Whks9nS6XS3243FYr1ejz7eZDLBdKCCYN0HtAHPeW9vDwxYJpMtLy/fuHEjl8u12+0TJ050u92dnR3QEIAVJnOFQvHUU09ptdpgMLixsVGr1XAap4RVq9V+v09UOyRYln7gpqAbp06dQpLAc1MoFK+99hpwDEjN5OQkNy4EBL/fT0S8KIrpdDoYDPb7fZfL1e/3b926xcAD5Q9/HUEQJBIJ1kGBQICbAxci3nBiogKBQCwWa7VaKKiFd7iLiP1isZjBYDCZTKlUCiXbnTh3Ls/iPY9Op3O73UePHv3ffDEI0S8eUp3m5+dv3bp1+vTpJ5980mw2Q5YRBIHs67GyCY8rQRCQid6m13FwbvNpNpuNRgMKKEaqbL0gW+HOC+4Ao6rRaBAPNhqNIpEIAQpbW1u9Xs/r9ZLjJZFIIAKMRiOn09npdGq12tzc3BtvvEGM5czMzPHjx5FEIRBAc6HRaPx+/8bGBlm5JpNJo9Ho9frd3V232/3mm2/SN8MCMxgMhUKBNhe0dzAYLC8v7+zsYJ0zPz9PcptGoyFjcnFxsdls7u7uplIpohDK5bLP54tEImzyQYFZsq2srMAymJmZARkhTpiiSqlMpVLok8kwh1mWyWRUKlUymaRxbLVapVJpZWWFqwSuLFS1hx9+GLMuRHPkVubzeavVeuXKFZ/PJ5VK5+bmCoWCXq+nikIlI6ZhxroW4AAAIABJREFUMBhEIhGr1YpnGybwoVCI10jPivUDffzu7i67RyhyeD3C44Ch/elPf/rFF190uVwQWAitmJmZ+elPf6rVarVabTKZxISIsJ54PI6xwrFjx0A64ADqdLp6vY42zWazsRRdW1vDpzkcDvO2BAKBy5cvr66ukujEoHXbD4ZBd+KR/4/PkSNH3v2fExMTTz755H/7ZT/3lQfnI3hSqRRDNVE4GJZjKMCEz7QMs31iYoKkSUEQMHM9cuQInTDNcKFQoAOEZZDL5WgRDQZDKBS6cuWKy+XClGFtbY3wtc3NTbpr3GQICaI/hP3U7/e73W6v1wNMxHmH8k5DTtINZISFhQUMuVut1tLSUjqdphtE6js9PR2NRonJHPsUyOVy9Brof3lb9vf33W73OA5TpVJtbW0FAgEIxSznoaTBOAAXZn7e2dlRq9XlcjkUCuF8ybezWCx7e3vlchmd0d7e3srKCkBwNpuVSqWpVArcBEiaqd7r9VYqlY2NjWAwaLFYUqnUxMREq9WKxWLVajWdTms0GrZiOp0OtHo0Gp07d04QBN4ro9HodrtVKhWRScTY4YnAe4uq12azWSyWt99+G5tJLEJppXjT3G43HGHmDryH+TFhNMYviVQqhQNYKpUQJqPH8Xg8sVjM5XKRJEIUMUJCvV4fiUQ8Hs+d+A2H7n0nHvk9z6+sZOOA0fAeZ319HeYSy5BPfepToK1arRavMr1e/8gjj1y5cgXVrsPhACZAngRrKBKJVCoVq9XqcDgmJycxIMSzsFQqQY7a29sbDAZf/vKXI5FIr9fDdmF6enplZeXKlSv4O8JMY+DE9Iuxn38Bi2XhJpVK8QcmatFoNMbjcbPZzFYqGAzSWabTaaVS6fP5kskkkKogCLwQ6js8XqQZQKRgwLimjUajQCAgiuLOzg7WvtFolFwGTLyPHz9+4cIFnU536tQpqHc6nY67AXC0Xq8Tk4k9D40dPaJarcawl+QbaHWwJ1iy4dCmVCoDgcD8/LxarWZhghgB/jNAOM6O1WqVIiuXyyHNMqLgCQ9rC1N3oowBYqETHz58GKABtH4wGABDwEQYUzBcLpff75fL5UDgUC1Yi/ETYcOJLw44tCAIgOKxWAyEm52A2+3Gsv7JJ598/fXXAZXm5ubuBKPh1VdfvY0P+L6OXC5/9NFHv/a1rx39Xxze53cfSJv8+/7+/jPPPLO8vDw7OzsajV544YVf+7Vfk0qlb775ZiaTeeKJJ2ggFArF7OysKIpPPfXUJz7xCZjYB+ejdl5++WWMHjUaDVytwWAA1Li1tVUqldbW1jY2NvhoG41GShYkqdnZ2Z2dHXZBdrvdYrGwdnO5XFNTU5SacDjsdDr9fn+xWPz85z+PDbjRaLxx44bVatVoNJ1OZ3Nz0+FwwJLlwwuNotfrabXaaDTKVhyLQUK/2Qih/LdardlsNpPJmM3mVCrlcDhqtVqpVEomk3BHq9VqLBb7whe+kMvldnZ2PB7PxMTE9va2xWJpNpvAx5DLELv1ej2VSrWxsTEO2a1UKtRJh8MBOavRaDidzmAwmMlk0FbQTQKzTk5OYusAPxYL23K53Gw2weNYGFKRkAqTvo4OhavHaDTCEUMjXSgUMN/t9XpGoxHPRZvNRrdNfgRfiYlGu93GSwLyba1Wm5qaKpVKc3Nz+O+SEAFgodfrYTurVCq9Xs9rZ4SYmppCywbH2+v1suvD9HdhYeHYsWNQBkiSRvorCAK/KmzY1Gr11tZWq9WKRCKMTyTAja3dYREOh8PbzmjY3t7+EBkN165du12MhoPzsTmNRoO6MRqN5HL5iRMnSM9hcZLP57vd7he+8IXr168jeoJCy8BMSncqlcrn8wSQOZ1Ot9vNIG02myky+Xx+cnISxtZXv/rVVCoFrz4cDk9PTy8uLkaj0UKhQGsEQYzOkMU7+3MMHaDx431Grwu8y2IPZjEPPhgMwChFUZybm0Mb+9BDD+VyOTzRxz5otVqNPRBVAtdDrVZbKpUqlUogEKBwsZBjp4gwbW9vz2w20zEOBgO0XfCX6ecnJyfhbdG0Yw3OMhKfAkxhCMvE04dZnZqMLTokvkajsbCwEI/Hm80mMLogCISjsTtkQUgXbbFYiPWFhQcEA/kCa3NMGSEXYHyj1+tnZ2cJRBsMBgaDAeC73W43m01uAcSAMplscXFxa2tLoVDQKiO16Pf7PA1BEIAVIFmQtYGQBB9fmCzwvtvttsvlevTRR0+dOjVus287o+H111//sBgNaCR/BRkNB0DDe5z19fXnn39+zOPa2dmp1+swcvf396empvA4gLrJMIl9Lrx6URSx0oHMT5GCDNbpdAKBAAxbePjNZhN/F0wNRqPR8vKyRqO5cuUKBatYLMIjYPKXSqXAFngCkyLJnwMHoL8A10DYBqsCXiiuuaCeTPtYS+AQhr6DWZp2BLYt8TboL+Am8K1hnE5OTkajUSBbLhX0vZga4uiLExtd+8LCAlligiCMxR0kGw+Hw2q1WiwWGRJYmhG0i0BjamoKth65DLu7uwsLCxKJpFarBQKBnZ2dcfWEkExzXC6XoZPhOV8qlYrF4mg0mp+fV6lUqVQKFSIXG1w7zH7wewOVH2v/rFYr0muLxYJcLRqNIpBGVj1Gr7GxJACPCwaqmFarBVNgeGBsqFQqHo8nn8/XarV6vZ5MJhUKRTabveuuu+4E0PDKK6/cxgd8X2c4HH4Qj4ZsNvvNb34zmUyur69/97vf3d/f/53f+R2FQuHxeE6fPn3u3LlUKvWDH/zgt3/7t/HUsNls//iP/9hut3/0ox81m82vf/3rB632R/M8++yzQIGFQiGdTmNn3Wq1UB+Q451Op8eFC6YlHmBEQiwvLzN8wjxKJpO9Xg9qAFE1yFZ7vd5bb71VLBZ9Pp9arU4kEth5FAqFY8eONZvNSqWCBBcGBN1Yo9HweDypVAo1L1WX5hgkmk6UxosgSUinXq9XqVSazWZMDeExQWFl924wGNLp9KFDh4bDIXawoJZ6vX7cC9ITkz2EpzfW30AtzWYzn8/bbDbEaFAhvF4vS8VkMrmysjJGFkAB0DsEAgHEz4Aa3ALr6+sOhwMVG9+OBhHgm3cbjTSoBwBrLBZDzwJSw7SAuQ8AK98XIR4rQaKXML8AXCCuKJPJjEajlZWVcDjs9Xq5pMxmc6fTicfjfr8f/RpIularXVhY2NvbI72C/+Rt4U5BSafT6VCg1Ot1ZM/oim/evLm0tASFhDdBqVRub28bDIY7ATTcunXrNj7g+zoHQMPB+cXTaDS+//3vs2QaDoes0JnnRVGcnp5GVZTJZMh6xPKGzxcf5729PbfbbbFYKJXsVOhXJyYmAA6q1Sqr762tLQoy4qzDhw9LpdJoNKrT6RQKBUUMjAOFLPivy+UqFosQ3DQaDd5+eHixdWCVNc7uGUf5SqVSr9e7s7NDp0qsO8M8azmy4bRaLYOxRCIBGgDaYEnG3UHBZ3UHV5cZAeoHSltgcYVCAUe12+0uLy8D12KIJrwTFTE/P88Vhv7X5/OxcoN6wIhOEgd6Lsx9sFGHvLm0tJTJZKxWK/QN5HjcWXw7ir/FYsGKeDQaQWpuNBqFQqFSqbBdEwRhXNKz2awgCDh64iWHA45arR4jv8VicWdnh76d6CUYcDabDRQDo0eQBUEQZDKZTqcLhUKbm5sWiwUrB51Ot7m5SRhfvV5PpVK0/bFYbHFx8U4ADUwc//cH8eYB0HBwfv6sr6+TXHD8+PFkMkmXA3YIO8Bms0HFxxCbRCipVEqxw20V3Sn4H1aFoANAg/RMZrMZR18K097e3he/+MWf/exnly5dkkgkd911V7lcJsmWL6ZLbrVa1WoV8x6yNsfqLKoG0zKiBlQbiHVhr4Ea4seD3oyVIEXt6NGj5L46nU561larRWONly+YBak2iUQCqBLqGo319PQ0rF1cLfA/12q1qAawhCRol1I+tsAh6obJnL5WFEVcfAGtAYB3dnaq1WogEKhWqwCo6XQamzFw6Ha7DdsNt7ZSqUQUpUQiISADEdrhw4c9Ho/dbs/lcmSXAqMA99DfO53OSqXSaDSAFQCGd3d3cdmsVCpg6uI7B9t5mNJOpxMxCEMCqkJaXl5Lv9/H/Z5XzYjFAjYajTabTYvFIpFIFhcXP2aMhg8INOh0uqmpKeaukydPfu1rX4N5KJFIPvGJT3DPfeUrXxk/vtvtPn78eKVSCQaDX//618GeDs5H8Lz88ster9doNBKpi7WtRCLBqhAHFp1O9+CDD25ubmJMwDKq3+/n83niHqrVKhG2QJyCIBSLRWK92IpDmjCZTDqd7tatW3t7e5/97GcvXLiQSqWoPCxboAaAyUKG2tjYGAwGTqeTlC9GYhZfFN5kMkn50ul0oBJEvkEHg9sP+wyvH1y4SHp3OBzJZDIUCqEuhqeAt79SqeQGIWuTByH2vFarBYPBdDpNDw07gEsH3Rk3C0VsYmKiXC5T7QmP4FskEgmGeXpTTGTcbjcOapREtVqNFVkgEAD7ZvFVKBS+9KUvxePxjY0Nbr3Dhw+z0oQUgOkmWj/8gCYnJ5eXl7HkxNaXxM1Wq4WCjxLq9/sTicSFCxcOHz5ss9kKhUIymbTZbMViMZPJuN1upVKJiUMymTQajdvb22hYwG13dnb4LrwDZrMZbhQ7NMLwyuVyvV7v9XoWi0Wv15Mkh80HwuYDRsPB+difRqNx/vz5brf78MMPb21todtHckue13A4nJuba7VafK4VCgUqBiYoAD6mzXG3iQUM0ZU6nQ5ogDoGYQ3N6aOPPvrmm29ubGyw96b0QaE1Go3VanUwGExNTaXTafy80U1QbBE4EADHFE3GGTaNfMC5BUqlEvt8khfwbqR4Tk1N8VfwHaPdBblArwFFSyaT2Ww2whfgQBFvXKlUuFZAXYm6bzabgUCArh4CGs0tOzONRnP//fcnEgmNRpNOpwGOR6MR3GSChPBQGBtPtlqtRqPBrIHTfLVaTSaTXq9XIpGEw2FBEIB0JRIJGzWNRgNqjO6PqFHAIOGdyR+uHGEZY8aBWq0GU8Bndzgc0v3iAMpowOKQKxI7TKlUOj8/j3Ux351/glVhzsIeFC0bP7X9/X2TyaRUKkOhUCwWA9NRq9VTU1MfJ0bDBwcazp49+53vfOc//uM/Tp06JYoi4R2CIPzt3/7tCy+88Nprr7322muJRGIsUjt37ty3vvWt//qv/yqVSgSp3oaX8f7PAdDwHmd9ff2NN94gpjGXy5HIGAwG8f1utVok2cJi4qcI8oqBDQp/p9OJ8mLsE4Y5DcnAmH6bTKbRaERaGFXm7NmzwMk4tZRKJUzL2NVQgyhAgiDAVqDpFATBYDCw7R8/QqlUYqvDhTFeLjUaDSRVyEOwJZuamsKrjKygZrOJNyQxwliXo5EbkxQozSDB3W5XJpO53W44XRC39vf3IZ4BEsO2AP7Ei5jtPZgrf5erCCIWDhEejwfbIbwPSHqTSCTVarVWq62urkajUTzhAFAFQWCq1+v1gCC4oyPVhktCREWpVJqYmNDr9evr69TBcSAwzppo/nld7Xab25fYCzaZOp3O7/dD89NoNBhePPHEE1evXmUE4n+NvYhKpRJvHTtAbNXgyxB0ChKBolgQhLm5OavVetuBhlar9cvLaJBIJA6HY35+fmFhwev1vruMymSyYDC4uLj4c0YMJpNpcXFxZmbmwPb8o3yee+65XC7HDC+Xy2dmZohLqFQqRBhEIpFSqYQljSAImCZQ4vio4u/FOstgMOAljsMCXANRFOPxOMm4+XzebrfbbLadnR1oSsjfGK2z2SxZCThEQiJAjCCVSqGJmkwmPHHpz1im4W6FyHY4HBKHjHoWNQEfbTrL4XDYbDbHsohyuXz06NFIJBIIBKg/OKslEgm2/Uimcc8hqPjdFwR8NIoV9F2Px7O9vf3ggw/mcjlGCLVavbu7Cw8ZGwu9Xk/bOhqNtFotKDD6hXq9Ds2VVHZevsPhSKVS5NX1+30YYdyAMpmsWq3W6/V+vx8OhzGkyOVyXF68txMTE9hhgpjUarVqtTp2l0AUY7PZhsNhpVJB4RyNRvHIMBqNVqtVLpcTq8aC1Ol0plKpu+++++677wZJabVa5EowAtVqtWg0iuSKjajX6yUg02w2LywsAHAI71hLmM3mYDCYz+dvO9AQDoc/REbD9evXD4CGg/Nzp9FovPTSS4yvKCbcbvf8/DwLeZY9W1tb5GcxwZKeYLVasScbm9pi8iWXy8f2W9ifC4JAfsT+/v4999wD6dVisVy6dIlvwfA59nxhDKac5vN5/GVBSBuNBl/GPMy2DKYDKmM0awqFAiSaXkupVNKcg3fgvFuv11njE1GEEpknj13lWBpAEhll3+l0QlmFpiGXy5GYNZtNs9kMMYGIDYgbbNpAPHu9HpoCunRaQfKPEduq1Wqz2TxGXdlWzs3NoVkmwMjv929tbcnl8mQyieCCb4HeIZ/PU0WB3RH00YJOTEzgwUFfOrZO49YgyUipVFYqFcDWXC6HyS6J7LCbp6am2EqOO1WHw/HQQw9tbm5CiGbzqtFoYLHl83lQb1gMfHemA4gP4OMkjxDhrFAobjvQQFzo7X3M/+X54NKJ119//fjx40888cT09PQ//uM/Op3OqakpQRCeeuqpT37ykydOnFhaWpqdnQVFSqVSf/EXf/EHf/AHjz/++DPPPINx8m17Me/nHAAN73FgNLRarUwmg9K+VqsVCgWLxSKKIqseAiDZfSGLwo6RBY7BYJiYmIB1XywW+cBT77LZLAFgNpstFAq1Wq0rV65gEgPgBw2BuR1cFn+BQqGAh6JWq2URBEVqf3/f5/MRMIl9gNlshurm9XpZAeECsLe3B7ECcJr29+6774bqhkp2c3MTe0VBEERRtFgsICOQDuhrx0a+mNlCLYNfhxFuOp0eC+mROo8tM8GMe70eV5FCocAFHSpauVyGGYGlOfgusjHcjHlzkIQgwd3a2uKTPDbIwKKCEYJ6DZ5NVA8/i7m5OYp4NpslZJTozcnJSfSHgiCgD1er1aurq/xE/H4/NbRarc7MzGSzWXTUwO0LCwuf+MQnjhw58p3vfKfX67Fo9fl8crk8HA7jHkrKEc20x+PxeDzVapXfq263G4lEVlZWhsOh0+nMZrNcgXfIo+FDBBpGo9EHj7c8OB+/c+7cOQLSNjY2IOJmMhm73V6v1x944AEqDzso7MoQKLGgJhxRqVSyOEqn0/l8HpcsMjJBNgVBWF5eHo1GN27cyOfz8/PzuLdiUnD58mWkVXSZJpPJarVub2/TI66srEDLymazMpns0KFD3A5YW3U6HavVGg6HycscDodE9sJKpRG02+1YSE5PT6fTafxoUFFtbGz4/X4WVrg5YAkJDQ0b2larFQqFCABmX4cHwbiNI+EcVwK32+31eunLaf7QfQiCYLVaUT6n02mHw8FFo1ar8/k8HmAkJcXj8Xw+T4yx1Wq9ceMGTmn9fp/lP88fRMPr9cKDIBpdr9cnEgl0grOzszdv3oR+PD09nUwmBUFAbqbT6SqVyvz8fKPR8Pl8+BYJgkAve+zYMX6y+PIgxMNPsVwuUzmj0eihQ4dmZ2ej0eiPf/zjcrkMqu5yuUaj0YULF1BkHDlyBH91jCTJADp+/PjCwkKhUEgkEsvLy71eb3p6en9/f3d3F5/5j5l04gBoODi/eGA01Gq1VCpVq9WwIcBrACdynMU8Hg9bIqQT8/PzeBx2Op3Z2VmdTpdKpXQ6XSaTSaVSkUiENgxSA1IFwMT19XVaLGzFsY+lkKIaG+eF0QMDfDAw4y82OztLBpDBYMDVBbNJs9mMwgIdAb6VjJcOh0Ov16PFQJNbrVaDwWAikajX6zRpBEnSuLJF4+ULgoBJAYbfABygmWNxVjabBdegAuMfBOkMVXKz2QRfwKYHaRjjAFE77CzVajXEASKBZ2Zm0PbS32I3hqEGbbkgCDS6BoNhamoKk8hGo0EyHSw5KMlHjx6NRqMymQxPR15XMBhEazYzMwMpWyqVdrvd48ePV6vVvb09XgivHZ94fBYQaKyurh45ciSZTJ47dw55nUwmm5ubk8lkW1tb/NyZJngQu92OehHFokKhIKhYEISZmRmio0qlkt/v/5gBDSqV6oMADaurq5OTk3q93u12Z7PZUql07NgxQRCef/75z3/+88vLyy6Xi5lFEISnn37abrf/+q//OrDO97///ccee+z2vJL3eQ6Ahvc46+vrtKHUAnZTWq0W/BJjQnRTCNLYz1OAcGqFGI+Kye12Q0llP4YZFaSsQ4cO+Xy+bDZLCMK7szDL5bJUKrXZbMvLy3TbpNGy2Ecb5na76Y8hONFxyuVyj8cDssCfs4/SarUQUAkJVyqVNM3jOHGr1QpHzmAwUMtQx62srJDrzsxfqVSmp6czmQwO6niqs4Q0Go14STB4E7EzGAwgzTID8O1UKtWDDz64vb2t1WqhRUDcAj6oVquCIIAcy2SyeDwOSEzvDvSOja3P52Phhp8NyQLILpRKpd1uJ7ep0+k4HA4CI8lVUigU9M2FQgEHCiBtojS63S7eyz6fr16v44XbbrcLhcKRI0e++MUvnjlzptfrYXRM2jxteqvVikajMzMzYEAajeYzn/kMr9rhcGDQYDQas9ns4uKiVqsNBAK7u7sY3UOcYbpA30HPvbCwcCeAhpdffln8kM7+/v4B0HBwfvE899xzb731lsPhQNulVqspjEajEdLWzs7O5OQkrTDArt1uj8Vi5H7Ba7XZbBqNZnZ2Fk8EjUZTqVRUKhWcUqrTwsICHi6oM+bm5gRBgHMkiqLZbF5aWkKAIAhCu92mXQuFQvV6nUF6eXm5UqkkEgmQU5vNBsWAyiyKIo31OLSY7T0sM5PJhME40Zh4HDocDrlczs4K74Z77rnn8uXLLPDz+bzFYiHfcTgchkIhqhysVGIgTCYT5hRwr8BDBUGQyWQTExNwxPb29rxeL1prq9VqMBhIR5NKpZjDo6rY29vLZrN4TBJHH4/Ha7Uaimtut52dHXCfYrHIUm5nZwfkwmq13rp1C5kbhbRcLvMm7+zsZLNZblVEH71eb3Z2lgAILk1BEMhmQqiiVCqvXr168uRJPNhLpRLeNxgYud1ucGfCSvkBabXa++67Dx5EIBBALuFwODY2NqampsjYy+VyvPBerweiBIzOtWW321ut1p1gNNy8efPDKrw3btw4ABoOzs+dRqPx4x//GAL8aDRCXsqyCkATNFCr1RYKBUEQ0IqORqNiscjHn/ByPAL8fj+7MeIMyEEbS0cXFxeJJIByhXmNKIq01jabbWVlpVAoEKBgMpk2Nzdx28EpoNvtTk9P5/N5srpYywENC4JA/jqEL6vVisRD9c7JZDISiYR2EYZCv98/efIkSl7W7K1Wy2AwHDlyJBL5/9h70yjJz7Lu/66uqu6qrq1r37u6uqvX6ZnpzJLMJJlMiAQThABHweWFelwOKopyIEeUJXLE57igR0QUPSjEEBSCEMKWFWKSSWYyw8z0vte+70tX19LV9XtefE7qnyfwF3OcMQh9v+A0NZXq6l/96rqv+3t9ly0YyqixQATkcvnRo0fz+Xy1WiXNanBwkOkajS6GmihwyfEFoUaKdfr0aVQhNputv78fW3SNRrOxscFEzWAwqFSqcDjM+bxWqyFnTqfTQggS3DudDqaPSqUSz2BchEBdR0ZGrl69OjAwkMvlRkdHO50OGjTshLGfRAfHz4FAwOl0ktNEbYfLjA1kq9VCpMbEDqyBkwXuGMVikVtidnaWjlcul7/hDW9ArOf3+zkoYYQ5NTUFwS0ajfb39yNk0+v14+PjxMADAHU6Hb/ff82Bhm9/+9ucd/7nF/DZNfFo6Ha7Dz744MmTJ1FPfO1rX1tYWHjqqadCodDo6CiSoq9+9auzs7OTk5NCiMHBwc997nN4ov/3f/urXQdAww9YS0tL58+fDwQCxCgYDAa+4cz5hRAmkwmaFiWV3EfSffiwoSHBqh0cHJydnSV8kYMujpLZbDaZTDLeabfbQghJktrtNoaOTKJwMUDvgIwCx3WOyslkEpYBNH5cCZxOZyQSYfqH1wCMr1qtxlxLkiT4bFQrQA30VPV6nQN8KpWihvYi0HgdEFkmUXxveQT2GjaHW1tbSJf7+vp6vvG9IHcEtA6HY2VlBa9v0AokCYSr97KU8AnD+AAF16lTp2q1GsYWd911l81mi0ajuODiJEzSByDu8PAwerleuUdhuLe3R9AdAZ+Y9yiVSp1OB0WQjw9NFwyRSqVC63nnnXc+9dRTIEcMJ3mHQgiov1jaEJmh1Wq3t7e3t7ftdnuz2SRFidQ3SZJQ4oVCIZPJBJkZwDgWi6FRR81x/YCGa/iCr2odAA0H6/uub37zm9PT04RdHT16dHZ2NhqN4toFRMvBFX8vmrnt7e1Op+P1eguFQjabxQ8FwidH92w2ywGyV3tREBgMBjpCigkoJJ0io2/sFUiAHx4eLhQKsVhsaGjo0qVLBPrga8AJdmhoiBAfuLharRb1E5RXijlCXCEEwDS8YkLggEoh7cOEYmTH46C68NEwUUfjgDiLCLpms7m8vBwIBBD3IogYHBxkKoWpLceA/f39cDhMwWcIhsqvWCxKkgS7jfxmuFpCiGaziV0ir8YZnr2DhhjsGLd2g8GAzNBoNJ44cSKXy8HL6PH1YGFotVpUx0Az9NxQ55imAo43Go3Dhw8XCoUTJ04sLi5OT0+n02k2WfQ1fX19wEOhUAhKCBcqlUoxluSDaLVaTGXVanU0GmUDOn78+OOPP45DBCh2pVJpNBrg5s1m85oDDevr6ysrK9fwBV/VWlpaOgAaDtYrVrVaffrpp8fHxzGiUiqVDoeDZkYIQdcnSRLsTgZLZCsyNKKcElvAqGxmZoboBw7b/f39dJU43XLm4X+Ru9K+MuyM9gNzAAAgAElEQVQZHBxkpkW9oiZALkilUtDcHA4HUIVOpxsbG9vc3HQ6nQhywVLxX0cvQElnVo+AgvBIaG6g2JVKBUEu051IJIL1gCRJKpWqd1RmRI8VOgaQCoWCck3cLyWRRo4NiykgLXcymQSS8Hg8HO9xm6pWq/Tq7EF4Q/Q6f6aJUEJuv/32YDCIXcLc3BzNM80tYz9QoaGhIegVKpUKht3e3t7o6GihUBBCaLVavV7PZFSj0YRCob29vR7lWZIk5oUwPqrVqs/ni0Qivfw4Wmv4vzTJtVpNq9XyJvV6fTAYDIfD6LXBI9rtttvt7ulQUArH43GM6sB3SqUS4jWZTHY9GA0ADdf2Nf+LC4XONQEaHnjggUwm8xu/8RvsSiqV6nWve93Ro0fn5+e//OUvv+ENb5DL5Y888sihQ4dGR0eFEHK5/Itf/OJP/uRPotb8H14HKuUfvKrV6tLSEuIrrBb0ej2cKEmSmO13u12IBlQH/LeTySScMWYsxPBSbWFbxWKx3vm82+0mk0mlUnnDDTcsLCww9sfuC1WF1WpdX1+nj/T5fEh2UXDl8/mpqSkOtLxDg8HA2If+jF0BszFcFeBxWSyWaDQqSRJwNahBT9Rw/vx5hUKBLBnOD4k7QghkGnDPnE7ne9/73n/6p3+COwDyQlnpeRDg7KBQKMCbdTodNrYM/1FfU6dcLhf6DtQltNGc9hF6EQI0Nzd39epVPDJisdj9999/ww03IK9dWlrS6/XhcNjtdqfT6enpaeZUuAcx7VxfX4fxi9gM8F6hUNxyyy33338/mgt4Cri+y+Xy7e1tg8EwOTmJFGJ8fPzb3/52p9O5+eab4RkyQJMkCR0yScVMXMFKoKhYrdZQKIQx5Pj4uBAim81arVbmt8Fg8Oabb37xxRetVisIMaA1TJPrdIdLP67pvgfrh3bVarVoNDo2NjY/P99sNq9evarX66vV6sjICCZegUCAnmlhYQEqJgyy1dXVvr4+xmWU1r29Paxz5+bmtre3kTbY7fbBwUGPx3PlyhXMAtFAoVztdDqTk5NAoisrK2q1Op1OOxwOCAsE4mQymZ/92Z8l6nxrawsDWnIKQAYlSUJOPDw8LEkSp2UmSFAMCoUC5Rr9FIm8HGtlMlkqlcLQZ3h4eGFhYWpqKhQKkXkO3/Xs2bPz8/No95jLxeNxr9fbbDa9Xi9jSfKGkM75/X5sjPV6PT4F+XyeNDX8C/b29jY2Npinud3ujY0NHmeUxwl/aGjomWee8Xq9iURidXV1a2uLiQqxF8DrWGZOTU2pVKrnnnuu0WiATbOJTE9P5/N5At6KxeLRo0eHhoYajUaPGYct7uDgYDqdZhpJsFy5XI5EIiMjI9/4xjf0ev309DQWnhjcQIWjrb/tttvUavXzzz/vcrm63W46nR4ZGeFEhBgtHo+TLe31ere3t8fHxy9fvnzXXXctLi7iFQ9npFKp2Gw2ttHrcZMfFN6D9cO26vU6iQCka0WjUXiv9HXwZCEsIEwoFAoajcZisVDNLBYL8C5WOCsrK/v7+16vFwEs1GDEwuFwuFarnTx5cn5+vuc7RpHEpioej9dqNVToMHkRHSsUipmZGbfb/fzzzwNnoFkTL8msJEmibU4mk3hy0UkCy7ZaLTwgJUliBkYN5/2TFuRwOOj6stmsw+HAiLHvpUS548ePy2QyfNk0Gg0GOgjH6M8ZUEEHxlqS+GSaYcKG6YdffPFFo9GIcUO9XqfTg3WLqQHGkz/1Uz+Vz+cvXLgwMDDg8Xi2trYefvhh8KCdnR0geJ6v0WgcDgeea8SxAwH09/djmw1kLJfLwcSNRmMsFuMAjFERCA7TRyHEqVOnotHo7u4uUdBqtfqOO+4Ih8MrKytgski5maVRrldXV7H8rNfrY2Nj/f396XQaL3OQI9AcmvB4PH78+PFLly71YowA4nsx8NdjvVaFt1arfec73+klsv/n633ve99f/MVffN9/+spXvvL888//6Z/+aY+ecOedd/LD5OTkL/7iL66trR05cgTiD4/zw2uCMgghXhsLyv9dy2azoYmlnoLjIhNVKBTYbhsMhg984AN6vd5ut2s0GqvVOjY2plarsQzAeKZWqxHrRUqF2WzGDAxUVQjhcDhcLhcgBWURcRQyMBJ9zGZzqVTK5/PYz8ANoxlCJcv5v9lsPvvss2goULgVi8VwOHz27FmZTLa2toaT+fb2NgJd6Bj8mQaDQQhB69ZDCqSXIsrAKXiHtVoNZBe3W7VarVarY7EYMhNG+kz4+WpZrVYMLGgKuYYMVcxms8/na7VaWJ0pFIojR45g50vrOT09Xa/XMcjY2dm5dOlSOBxmCIbFJnQGg8HgdDq5dNPT06dPn8b3+Atf+AIOl3hz4nODEX0qlYIVks1mn3jiCRI0VSoVhIJkMlksFrHPgSHGt5d8OPzVQHA1Gg26Qb1eDzjdarWOHz8+OzsLSgWocfXq1RMnTgAAxWIxLin3Buh4OBzGDHJ2dlatVhP1pNFooEZf83UdiWL/hXU9/qKD9SOwerP3mZmZnsM2tFK1Wu10OpmlvP3tbzcYDCaTiVHVjTfeyCydJHN0WxgTQP6cm5uz2+1UyFKphOvBxMQE3q7pdNput+MrlkgkkDY4HI7R0dF2u729vQ2OCV9Mp9M988wzwWAQY1q++K1Wq1AoBAIBqu7Y2Bh+isy+stlsMBjMZDKEjWGpizUj/fHU1BQuvDabzeFwcK6WJAljsJGREegYGF5ubm4GAgGbzUYHmcvlADpJ1hgZGcEpc2xsDKNZPMOxtDCZTOvr61NTU0eOHPF4PJlMBpgDDFeSJI4TqI5PnTqF30EoFFpaWsKMXavV3njjjWitMevt7+93OBx7e3u333671+tF05HP591uN3AtrS1kLor8zMxMvV5fX19fW1sjC3N1dTWfz1+9ejWbzeZyOVp8EFtOBUIItVrt9/uvXLlSKpVwc9je3iZkOhAIQNNoNpvHjx8XQmBwI4SIRqOU7oWFBXAEoHwhBApqbNUQgXPzoCg5KLwH68dnYSgAOYuZP1nmuAAwExoYGLjvvvsGBgbcbrfVah0cHMTwD4ddTARQjwoh6LXogtDkwjwymUw+ny+TyTgcDgRf3W63VCrRwVJk3G53sVjkvM1/COoRCoUuXboEDVYmkxmNxkgkks1mcaIBDQmHw1qtFi/GSCRSrVYLhQKtbA/wbTabmPvo9Xo4trx/mm0y0Q8dOoSgFR6WwWAIh8N439K9dzodJGb4kZG4zA8warGVsVgs3W4XQNnj8Xi9XgoLh3+dTnfo0CFks/v7+1Qhp9OZzWbb7fZ3vvOd9fV1fNmwbDCbzfF4HOtNpL5arfauu+6anZ11Op1LS0ukYMAOg/rHqUGSJDx6Go1GNBq9cuWKEIKxVqfT2dzczOfz4MXkYgaDQYvFgrFRvV6fmJj47ne/2+l0Go0GBhZ8ZIjBUflNT08DuFBv8/m83+/X6XTkOpEGze1EHB4xE8PDw2SCcjsRk3Q97vDXsOpqtdq3vvWt/8Un//+hDF/72te+9a1vffSjH0X2+IpF4GCr1RJCOJ1OnJiEEFhoo1L5n18H0okfsJaWllZWVrA5lCSJUZJGo+FMiJE46a/PP//83t4eTScP7u7uwp6FBIFhDAMTZG/EwmM/ZjabrVYruZUYemE20+12jUYjMW+tVovKjssAIl56plarxbeUR4rFIu8QbS3MKLpn1Bb4+jqdTkhiCoUCCS4ukkCeFosFSXPPeII6S9QZ7r64P+BJRm+KYS8lm9gI6losFnO5XJRg6SWXHSQnbCqIMnphcggcSIWgmuM53NfXNzY2ht87qTySJE1NTeGPQO9O3mSxWJTL5YlEIpfLQVrG1iuTyYyNjXHUp9F0u92SJGUyGSIzqNHEZDIeVKlU8L4wFpIkCR9mmuaeyw7vn38tFou4NmSzWbTcoPWJRALhNEgTQ0gkLfv7+1arFT+2I0eOvPjii9Ct2eH8fr/dbr8eqROPP/74NXzBV7sOpBMH63vXE088YbPZoLyWy2WktqRDMe6mXJw/fx7/MDRokO3dbjdDIVigEETHxsYgcObzeWA7Mm5sNlsvcoxAHOhmuJohgqvX6x6PZ2xsjMqPw4LJZAqHww6HQ5IkqmWhUAgGg5xOIdDu7u7SObVaLcQLeDFYrVZO2iQprq6uwv/a2dnR6/VE4Xo8Hr/fT4WhXcYEF9rX+vo6HocAr4cPH+ZCwbZDb4XerdFoHD9+HCSCjhk0GWprT3DHxkF8crvdhgVQq9XwmtHpdDabjWBgKjxV1+/3r66uOhwOUj/39vbW19eFEJCly+UyYDfDT9LmAGU8Hg85diaTiRNCJBJJJpM+n6/b7cJf83g8Lper2WymUinyhkinK5VKVqt1f38fHzWbzUbIRSKRKBQKcO729vZCodDx48dBe6Fqr6+v1+v1W265xefzLS4ums1mm82G4RyFF+5bJBIpFosM8VKplNPprFar10M6sby8fA1f8FWt5eXlA+nEwXrFQjqB6IyxCu0fBH7qHt/r7373u0KIQqFQq9Wmp6f5vnBc5zQL+IhJCsRbUE4kCRqNhkAZvGzoqSRJ0uv1crncaDTSsxH4PTw8jDgXR23SLj0eDyAIueMwHdRqNYAmugy0zAaDIZ1O40ROhDl6XuAJQExa1p7JIsJbUE4O2CMjIyRBUKOIY6AuMU3E7wB9BDYNxWLR6XTiOAYayyiOMz/yZPTLKPuAIcrlslKpzGQy6C+q1ero6CjebeQEaTQav99vNpvhLwwNDeVyuXa7vba2plKp6HLReuDRgxbD4/EAAKG26Ovrg4nQ39+fyWQkSTKbzZgv8rNGo5Ekqd1uAxawPxL/kclkULQxqJMkCXEK2MH29nYmk2FqODo6yoV64YUXcLJzOByhUAgJM69vMBjYsMbHx+fn54EtOCUBPVxz6cRTTz31Gkon1Gr1f0c68a1vfeuLX/zihz70IYPBQIAd39N4PG4ymbrd7iOPPHLlypVf/uVfVqlUOp3ugQceOHPmjEql+vSnP3348OFjx45dwz/nv74OgIYfsJaWlnK53E033RQOhznT4iLOqXJwcPDNb35zPB6n3TEajTAR0IZh9MgRFK9ag8GAoQPhsXK53OVyYUje398/MzOzu7ubSCQUCgXol1wuJ9WWSgqZwufzraysuFwuDuc8rlarfT4fk3acb6xWK5gFqq1f//Vfv3r1KpGcjLACgcD6+rokSZRCDrpAqnh9YWbDXzQ4OEiTSr2AGyyEIJKXwE5UCZwE6Kdx4qXdt9vtt912G7GgGPNgXdNqtWBPoL7udDpYplUqFXYLn8+3t7dH2DLUX1pDcFybzQYLVwixt7d3/Pjx1dXVnZ0dl8slSRJSW44ocrmcHDvijqHqCSFg6sZiMQocVzgejzNJGxsbQ1cCNYM9kig70vLgCjInBITi8+V8QuAcvwiUitEckC3og0qlKhQKfr8fz3nA754+EL4JWuuRkZEDoOFg/Tisb37zm3Nzc+CAKpXK7/eT4EP2lc/nE0IQwWM2m1UqFaWJAXu5XEaiRSM7Ojq6vLwMwV6pVJLUw9m+r68PxwF4ZESgE0NL2tb6+jodrVqtnp+fxxCbJhL8wufzYZDGrm+z2WAkYehw7NgxusxQKERN8Pv9wWAQGRQ+iw6HA84t3or7+/ujo6MkooFQ5PN5WG/w4CqVys7Ojt/v39raGhgYIHSZXhmEhcjGbDYLvmA0Gv1+//z8vFwuT6fTbrcbm558Pj8xMYFfDAUZiRxAObO+bDaLLBncfHd3l9YZeOXKlSuVSgU+LfQ90FUMgDhdYGAOu5icHWZfQghIbaQC4d1gNpt5/VqtdvPNN5NPiRSFeAhYe5j7aLVa3nMkEqFIAhYAebOJaDQas9m8traWz+fxsODz3draYvqaTCZnZ2cNBsP29jayaoVCsbq6SrQHQD+axB8xoGFlZeUAaDhYr1jVanV+fp74AEy10YshoZfJZMeOHSMNcWBggHhChUJRKBQajQYgbKVSwRUFR3DCyBGjMZ3ieNzpdGZnZ6lIJFbS4UiSRAFvtVper7dWqzkcjqWlJb/fT88JZIkAgbGtQqFoNpu8T57QaDTuuOMOGPtEURCFw+QJdlW1WuVd4TgACkwcGE1vz8SHuRHeOtgT5vN5QFUMXyRJwieI0kQbCQ57ww03LC0t0RtTeQC7nU4n1mZcZBLZeVpfX9+RI0dI+SE6FNt1InKAcjY2NpCxcFXT6XSj0UCMzN/I+FAIQZsN/kLOt0wmo9qnUimilMvlslqtxka30WjMzs5iZsE5Aq9lLovFYiFTgw0LIIM3xhTW6/VinMxuGA6H+/v70QPi68wAAOMMu93u9Xrh3+Ftn8vlMAymDrPdHAANL1//+q//Wq/Xn3322ccee+yxxx7LZDInT57M5/P/5//8n8985jP//u//XiqVfu/3fo/MSxK+//Iv//LLX/6yxWJ55zvfeZ1IIj9wHQANP2AtLS3l8/lz586h9YWMALZH8wdLs9Fo5HI5GhHYB7jcBYNBjUbTi4qhI4SW2cuMZTTncDjm5+chuhiNRrhJnKglSep0Ok6nEwZ+oVCQJKlcLsPmIryAo77T6cReRaFQ4F84MDAAJfXKlSt07XSN1FD8fkDFaFXx10VfRy0LBAIcwimsuCTs7u5i+Q40azabU6kUBF180QFZEMJJklSv19vtdiKRSCQS/BZJksCqcVLgD0Q7B8INtiqEYGyVz+dVKhXWX3fffbckSUqlMpVKkRiMkQE5anq9/s477yyXy4FAYGtrC9CHsghxoIcH4U9Jpp3T6ZyYmCiXy3CnBwYGsEb/hV/4hfn5ecwayNGAWqJUKi0WC+IOnMbAL2Bq4PjIrsAEj/SKUqnEzBBDil6KMuSUcDgshJDJZLlcrlgs2u12YGmj0ajT6YiiuB5Aw2OPPXYNX/BVLZlMdgA0HKzvXV//+tefeOKJiYmJUqnUOz9TAHd3d5eXl6ljm5ubDNy0Wm0wGKQuIZ0lYkalUgHwQUe6dOkS5rg4v+zu7iK1xbdVCEHVZdoTDAZHRkYwSoBIf/nyZYfDgZUXMx/8z5ge7O3t4elI/C2DqXq97na75XI5I6lMJuN0OqGk6fX6ZrNZqVRwbAEHoYXFTYbRol6vHxwcJHsSjXG73a7X6zAnjxw5ggkZVFhATCEEZ3vyKa9evWoymYaGhvgnq9WKICWbzeIJD+6Zz+cZ6QN50Psy0EO1+yu/8iuQyAh9ZDh27NixnZ2deDwul8tvuummRqNx5MiRjY2NwcHBpaWl2dlZbB2xBELwQsa7XC4n4FkIkc/n0ZvU63Wv1+vxeO6+++5cLieTyd7whjfEYjHM5wEyzGYzkA1eG9CDGbu53W7ORVhF0NmTDMeJCAOddrsNxfrGG2/89re/vbOzk0gk4CEqlUqoNMSU8G5rtdo1BxrW1tYOgIaD9UO1qtXqpUuXrl69ijjL5XJxjCePBmlDz6qQVpbWsd1uE6wO3QlXV4y3OHZSQIBTm81ms9ksl8vBYJAhFv0qJt8wZ0dGRvr6+pjP9/f345BFz4xfVQ9ddTqd8Kd4Vx6Ph/MwUAJuWbTuFouFlB/6TwBljUaDcB0+gslkYtRHCjuQgRCCGAieo1KpZDLZqVOnsOMVQhDn+XI4A87awsICEIYkSTqdbn9/H/YHfyzUY9I6UYXAv+CyCCHw1pXL5XfddRc8CKjKwBNgPRjDv+51r0un0xMTE8lkstVqZbPZ8fHxer1OUiY022azCY0XFEClUgE6j46OYsc4NjbW6XR+7ud+jhsA1gljMMJHwHzBi4eHhyORSLfbRYA2MTHBfoEKeGhoCGiDQKVut8vZnoKDMWetVotEIul02uVyYU7JncDWxi8aGhq65kDDk08++VoBDWAu/x2g4ezZs/e8bJ08eVIIYTAY7rnnnp/5mZ95+9vffvfdd4MfsWZmZn76p3/6rW996x133PFaoQziAGj4gWtpaenpp58GzYXhj1UJprUMoBim8b/YnGQymR5JSalU9lgGoBVCCMwUfD4f5RvggBKWTCb1ej2OALTI1EGQBSEEVAieTM6NeCmPDVsE3LOIC0L6W6lUwETL5TJ1SqVSzc7Obm1tWa1WXM3hxZGOPjAwgKCj0Wjgc0OjBuRJwjlHaKQWMN9wuxFC9OxeiPzk7C1JksfjIeuh5xAOfkG8MBV2fHwcT8q3v/3ti4uLQggIEfi6Q4fT6/UXL150uVy9HDv0Fxi/j42NIfqKRCK08pjJS5IEVt3tdl0u1+nTp9G5wCzodrupVIqsYOASIoLj8fjGxgbXeXd3F02g2WyGBIFckNT6ZrNJjAUXk20DMl6pVOKaK5VKjJpB99mc5HJ571LccMMN4XAY9ITzQ7fbtdvtwFhwiQ+AhoP1I78ee+wxRmfw/PP5fDqdPn36NE0Y1q3M22FpmUwmDpZUD9o7yhFJlvl8nnB1sr4INsMCnU4LP8VAIEA1QKBB9iSDr1KpBIHfYrGMjo4qFIp0Oo1FbiqV0ul0Fy5cmJmZwVQcuplSqSwUCthoZzIZvH4TiQSW3SS96fV6XHI9Hg+QbrlcNhqN5NHQ22UyGRwlSakkIBnD2qtXrwoh+vr6XC4XiZJMBSVJgkC7s7NDBAbeh/V6XaVSra2t+f3+Uqk0Pj6+sbEBbIpu+ezZs1tbW4lE4oYbboDZ0e12PR4PKOrW1hYNN6xav98/PT29tLTkdrs9Hg/SPN42WjMmigAZKpXK5XIx8spmsyRQMo3sKXKBJwKBwO7u7sLCAkVbJpMFg0FeAdS+1Wqtr68rlcrLly/jWAyrAsMdumpwZJyPhRB4vPNnwiXEHAcXzJGRkStXriBKF0IQfQr9BFuy68FoWFpauoYv+KrW6urqAdBwsF6xiLfc2dkBRGi1WuACjKOZe0HypyUuFArIHBjVIvPEmgHfmf7+/mw2iycONlsc4HvsJPphs9k8MTGBAg4ZVyKR4DuI7wxfao1GQ5Wm2S6XywzJIpGI0+k0GAz4qTP4weKn76WwXjIp+FemO319fQTVT05OplIpenghBI0Z53+aduzJOBujrhVCnDt3zmAwUGpI6KS7I8GXaRYRPJDCQEww+Wq1WnNzc+vr6yTNoze55557Ll26JITAfBeeshACi67l5WXchWhQSaAkZOfQoUMXL15EgwbQwwfUbDY5O3Q6nde//vXAPaDw0JxhinGUoBKaTKZoNBoKhVBha7Vaemk8IPDyxEM9EokIIfAMQuxMOFGz2VSr1Rjn22w2Yix6gfdDQ0OwkrHIabfbN910UyqVAvIGRt/d3YWOrdfrjUbj9WA0XD9j9f98kTx4TVInvnf1ONqvWJinXI/f+F9fB0DDD1hLS0svvPACGRDESdBFcYbk4E1XKoToWRLgodWL0qnVam63myYY18DJyUlyCpRKJZx8/Ml5BfROAA2UAJlMBsuAhhI+JzEKZDpQxSivQMJ4/5rNZlBbfi/yYJvNlkqlcAZut9sTExPBYBCjNZozRmd02CApICbdbhcpF5UFRrEkSdDYeE4vJ7KnJsjlcgjkUNb1pHrIcYnPhDfV41zhlE6tYWyFRJkRZbFYrFQqwCIoAJkK4hKPxeba2hozt1Kp1G63TSYTHxDvamdn5/LlyzMzMxsbG+DNICww3JAiK5VKv9+Pw8Ls7Oza2hpjSYVCEY/Hk8kkW4hMJsMzmeBfp9PpcDjq9Xomk2HWymfK2YbyCnKP7KXnD9pzICO8HRbi7u7ukSNHIOAJIfx+//UAGh599NFr+IKvavX19R0ADQfre9cjjzyCPNhoNAaDwWKxODMzc+7cuVKphEsWp3HKGgwFg8EA8QGHKii7sDp3dnaGh4dpUldXV/H3Rd1Kk0fGQa1WQ+iEs9fe3t6hQ4fAcIEnKCb5fJ6U9XA47Pf79Xp9PB5nXIY5C1wntVqNWToKLzBf5uR6vd7pdEJnMJlMMpkM2wg6YLDXQqFQLpdNJhOONmgchBADAwP0c7S2YN9USI7lmIT39fUhsSZlDd9cdMKcpQni4Tm9vYP3GY/H4eVpNJqVlRWczBlC8v5pXAYGBmKx2NWrVxOJxOTk5N7ensvlCoVCzCGRB7tcLp6p0+ny+XypVIrH40NDQ4lEAsmhUqmElaBWq5eWljQaDdcHZPnEiRPz8/PBYPAtb3kLGe9sJeFwGPEgeWmNRuPMmTMwpdllstmsxWJBeMhhoFKp4NPOcQh0GG8jCi85bXhAxGIxv9/PfBJt8/VgNBwADQfrh2pVq9VHH31UqVQyi2bOZDQa0+l0b+jF7ARQksEPp03aNtoznB2ZM3m9Xp/Ph5EhsgIst/gO9hIicQFoNBq0PU6nE0DB6XTyLYZkxH8LhU2n021vb+NsBThiMpno+tBPkdFAteEJDofD4XAAPZvNZsRoyPFAFrgOdM7sEUII6L06nQ77GJp8lCNDQ0P7+/s04dlsFhYGc36uA515NBqdmpqq1WpCCCo8RN1eZjDdPpEQPWy93W47HA6UfeKlY2o+nyc3p91ul0qlqampaDTq8/k2Nzcp+0DYGJzTnbbb7Y2NjUwmc+LEibW1NbzV9vf3NRpNPp83GAyxWMxisWDNyE43NzeHAXBPkQ2KUSqVSPBBA95ut0dHR7svpbkbDAa5XA7khP6CSarL5cKRhw0a6yL2HXCldrvNRLbdbt96661OpzMWiwkhHA7H9WA0/EgCDT/M6wBo+AFraWmJIiVeSlUg2oe6CdUHggPjKdA4o9GIOQ0qNcz/cAWTy+WTk5PBYBAFAQhFt9slRRLnWywJKNPdbtfr9aJi4EjMyXx6ejqZTAoh8CErlUoajebUqVMcXBm+Wa3WVCp1+vTpVCoFiaCvr+/MmTPnz59XqVSJRGJ4eDiXy0UiEayGcTgjAwwOLY0dVougjysrK9R6SiogKLMmHNfhKjNPa0UAACAASURBVBuNxp5sj0FWuVweGhoiVwxXnmq1itcOUUAgFBgfjI+Pr6ysEISBv+709DRxdOC4DocDLIPkeSEEeE2j0bDZbJFIxOFwcOWFEOPj42i2OeQTMDE8PIyhLsoURnAw1nrGQvyZMAYxTEadiMpuenoahQvbA7svg0SHw8FvhEeH3SsvztUjqQRuHqxgk8mEZBGbIoTKOp0unU5vbW2xwY+Pjx8ADQfrx2E98cQTbrc7lUoRWwA7LJfLQWcIBoNkIqCJLZfLMzMzhETgxUjrNjAwgN1Xo9HgXIq3thDCYDDAPALUI1urUChAYXA6nWtra/fcc08ymST6h3hLWAZCCGy35HJ5Pp8HwsAFoN1ug2JAYurx/I8cObK9vT0wMDA/Py+E6Ha7i4uLVqsVr4GeSgKmGIMgOmk8cUh6B2al4qlUKjLY4BdQiI4dO1ar1Q4fPoxfL/ipz+dbWFiAN7G6ugohix4XPVo0Gu3r6zObzWq1GlKYWq0mEZljv0qlyuVyDodjfX3d7/dLklQoFEwm0/LyssfjgZ+VzWbX1tay2SyWVGQDd7vd+fl5vV4PCRZfZKfTiVMDPTQHCa1Wy65RKpUcDgdEs2g0igi5VquVSqVqtTo+Pq5SqRC5QB7utbyLi4tKpRIv91arFYvFhoaGmKEB2gJLGQwGh8NBRMjIyEipVCLoFKIvpGhkjxsbG7FYjP3iRw9oWFtbOwAaDtYrVrVafe6552jthoaGGKrjaCBJksPhQKSApXdfX182m2UU1N/fz3eH7wj3FVMrj8eztLSEBEOtVtNc9fX10V8R9EtGby8+kyLTIxHodDr4uQyTaAvpPFE2caKmDYZ7CybSaDROnjx56dIl4mwwHYOCms1mGRoRY0nWDw4OJD7k8/nBwUFaaMgU6XRaCDE4ODg2NpZKpWhcAUH8fn8qlfL7/UAPcBYYrREbDzMCMkUvvYJOvq+vT6fTMSxEEczwnz+BYR5UNaBq3pJGo0GhQL5Gq9UaHh5GyKxWq3U6Xa8AGo1GIGmtVptIJBgK8gifI4A+CLter6/X6/DvXC5XKpWCzWe32+v1+uzsrBAim82CGZFmCgwRCARqtRqe6zhW8uJM2tBuQBWRyWSEE7ENgcsw8gQoz2azi4uLJpMJgcY1BxqeeOKJ1wpoIKfvAGg4WK9cS0tLzzzzDHRcshXoI6mkyG7paElQl8lkdIRk5FCOIYWCECuVyvX19f39/XK57PP5mBEREklyDy/I4J3gH4oURZaf4ac1Gg3OvQaDgepTrVYZCpFzgcOZEIJeORAIFItFgh566gC32001BNOF5lSr1SwWSzabFUIgkaAPBuVF/NZqtVwuF/I8KqkQwmKx9LzccWfAa2dubg7HGqVSiU0j3unBYBBiDwMlXmd/fx9DSr/fD1iAqRtm7JIk+f3+8fHxeDyOKy9GkhMTE2jJgLTNZjM8Xmxv4dohget0OmNjY7CygRjBlXd3d4kXpu1m++FSoyLR6XQDAwOJREIIQdgE6LLBYIDQgcc7IK4QYmdnB8YH2zAlm8MD20/vU7Db7T0CiyRJFGsuIMITtrTZ2dlrDjTUarXXEGiQy+UHQMPB+t715JNPMmzJZDLItfBzxbLEbDbjBInbrk6n29raqlarBoNhc3NzdXWV0y+dGZ6syWSSYHZQv0gkQpdG5i7uYnRvFosF5wLG4ExdyL4JhULgHW63e3193ev1gimsra3hYmiz2WgmkDtRN4iWIH4SvpUQQqlUxuNxu93OOIgumShfhUJB4zs9PR2NRns7DhXD4/G0Wi2/37+9vT04OEgSm16vhx+nVqsjkQh+WpVKJRAIqNVqbM+sVqter0ePxhSRvQlABIMGWK8+nw/P4FAoBMG1Wq0SxgbJiw54aGjIYrFg5J7L5YaHh9H0cekobuAIUNUYMBaLxWg0WiqVSPegdabmIxMjuZnmvtFo9PX1WSwWfO/xlaCx9nq9FoslkUiYTCZUct1uF9VevV6no8UniM4e9zWsgmBcIw+87bbb2DrZqpiy9hjOFouFgNJrDjSsrq4eAA0H64dqVavVhx9+GPiS4AOdTocuDJoDGlXqCYAsglnsb4vFIjgdcxd+iMViNIdE63U6HZA7ZKogqjTSVquV6QuS1Z5IAVMYagW+Bg6Hg8FYqVRiFKTT6fgKU4HxX/D5fKi3/H7//v6+1+vtdDr8q91uV6vVm5ubDP+ocr0uEfMdq9VKM0YUGnLmbrebz+d7tQLDF6fTCewC57dQKNAwo1bGuCebzfK7gGMIuce3iydUKhVIEz2RArvPwMAAaccQKyRJMhgMNpuNjPlcLgdfrOdbyQWhpNvtdsB0MGjmhdiQqdVqONRowOH8tlqtXC4H5IFyoWcZplKpYrEYtwRVkTdP1QW55uDT6XSADOhje5sgwXC1Wq2n6UArgfiakS0BFgAu4Bc/SkAD3hw/hkDDtdw4f1RXX18fyTdCCEZbQgjg22KxaDQa9/b2mDsxvaeJgV9aq9XC4TD+KzAzZTIZobJqtTqdTrdarZmZGYoyyn+4ABgforNC3IsADJdBDuQUPq1W25Ol0enu7e15vV6n00n9gru1u7u7ubmp0Wg2NzcjkQiVDjmxRqNRKBTAjfgd8J0nyohexOv1arXaUChEH0lZ4fw8Pj6+v78PiY7mUi6XQ4vldex2OxyK/v5+q9UK7Nrf3x+JRFCdCSGArgF3YZqRhSmE6BkIwfUANw2FQjSvcPzm5ubwJTIajUwI3/jGN2I/xvbW7XYPHTqkVqvr9TpMbBwxNRoNojW0D3DJ6NdBjgj1IE0dEyMUH6j1pqamOOew1fGHgMXI5XKMGBg/QvpwOBwcaQB0NBoNm4QQAv9e5myw3fggeP7AwIDX671Od7j02q3r9BcdrP/ti7N9KBRCbVSr1fR6vdVqPXToEBWVaAm4P3a7HWh1f3/fZDLh10iCDGWNfz106BDh8LVabXh4GJwRjqvL5YrH42q1mpQcCLFXr14FX67X64lEAmNdmiSNRuNyuZif7+/vM5IaHR1lDEXDarFYULeFw+GVlZViscgRnYKm1Wpf97rX8UybzYYbVrlcVqlU8Xh8cHBQCBGNRgOBAM5VdMDFYjESiSAhxuXXaDS2Wq3l5WW32w25w+/3GwwGIUSn00kkEpj+SJKUTqc9Hs+ZM2coTaAeS0tLbG3YRuTzeWBZ2nEUajCKQ6GQ2+0WQhiNRoPBAFUERFWr1Y6OjmKrLpPJVldX8WODpXX27Fn4FOfOnUMA7HA4KKck+1YqFZlMViqVnE4nP+h0umKxmEgk+vr6kJDs7e1x8c1ms8ViEUKsr6/z9uBiKBSK48eP8wSyorlzYBp6vd6hoaFbb721WCxSq4GkVSoVyUQ6ne72229HWA4FT6VSTU1NxWIxh8NxnW7yg8J7sH7YFtGGOFXv7u6GQiEMUJrN5vb2NknDZO7CwKJQ5PN5rVaLnqKHMtCzmc1mWiZ4W263GwoqybK0dozHMUFrt9vBYBA3SkTKqP2JieHgTT+Mbg52AAdaGLKIIHZ2diKRSDQaLZfL0WgUa95MJoMtArjA6OgoobYMzPb29qgMOp2uN+XCC5ZkDd4/DDgoWkKIgYGBcDiMpgC8gPMzbxJBX19fHwRht9tNMGQqlZLL5diflUqldDoNB02SJC4+tr543JpMJq4SCC/ZkCRx0OezuSQSCXhbfGSnTp0qFAo7OzuLi4sXLlzgIjBHZH9hRMqkE2wawoXL5dLr9dlsNplM7uzs4CIhSRKgLccZentUD+yhuMjDLuEXYYrkdDrxrcPrQa/X4z3Rs6vz+XxQXfR6vdfr7e/vt9vtAD3X4w5/7YquJP24Ft4DRsMPWEtLSxcvXkRUD5ug2WzyzWeeRlAlSmB6FOivHF9R/nNkVSgU2G6XSiUE/BwsaeyUSiUqOEmSEAOjSWNQhmZMp9MBix45cqTn5kIB7Xa7fr8ffZRcLseeBzS3UqmMjY3lcjlOqogjEMsVi0VczTUaDWm6ECjIH8LFZ3JykphMyFe4visUCpPJdPbs2Wg0ilxCeom8ADMZY5hWq8XxAHMyxM9Aub3zP18/jAwYyhHPo9VqGdaRhQY7YHR0VJIkNjyPxwOcAWsjFosBgUNgfuGFF0wmEzW3VqtNTEwkEgliO7GZYBCHvzqsNrphvHaj0SifbM/1s9PpkP1WLpcB19mfwPLJ+5FeYoWYzWYE4R6Phwkbew+MDPQg5NJhmS6EaLVaBFjw6YDrc2+02+1UKlWv148cOXI9pBPf/OY3X4OKK0lc+QNGw8H63vWNb3wD21SYn8Vi0ev1UhnQoBHio1art7e39Xp9tVoNBALRaJQz8MmTJ8vlMl9JmjkhxPb2Nt8+SZJ8Ph8RbgyChBB0hLlcLhqNkoOLvkmv1xOFc+bMmXg83mg0hoeHs9msSqWC++rxeKanp3d2dtLp9P7+PkW4VCr1zrqjo6MglWCvWPDIZDK73Z5Kpfb29mZmZohXRNWFrazT6QyFQj11K1uATCY7cuQIiAB6ZnDtQ4cOXb58WZKk2dnZhYUFUjDQOfNkp9MJMwtGFYRbtVqN0/j6+jpkWuyECP1BsMAmhRgwHA6zZYTD4bm5OQojSUn87ZIk7e/vO51O0JNWq+VwOC5dusS4Egtkm82GK9vU1BQbAcA0RhJbW1sOhwOHeajR2WzW4/Ekk0lJklCICCGwy6lUKlgLUfZxZRsYGNDr9Vj8YiRcrVZLpdLu7i5iZiChcDiMEVoymQRljsfjTC+hmcC/i0QizNyuB6MBt8vXZG1sbBwwGg7WKxYeDdjc4ESA1zjUHhoSJuSoa2UyGRmNjUbDbrcXi8Xx8XHoSNQNJFEAeYy7iWMkpwzuPZUTo66e2NZms2m12nK5zJm/VqvhKcZ5G8LX0NAQ31wiMOia0LJR52dmZiizvTizXC43NTV17Nixra2tRqMRCARyuRxWAgzqhoaGJEnCE0Gj0XDSZvp16tSpTqcDKQC3Rc7n2LSPjY3F43HmRni6Icrj4L2zszM3NydJEj475K+DdHc6Hb1eL15S8wkhIJohZEZ5FwqFGCViACRJEiNP4nuI8iH3DeyA69wTPtCLms1m8oapezhKEle5u7ubSCRQFiPf5j1z3ikUCtif4aSDBIPNl5ovhOh0OuC/ZrMZUzlMOgDHW60WCSBkRYH/YkLJiBHTDbzkMInb3t4eGhryer3XnNHw+OOPc4v+z69arabVan8MGQ0HQMMPWEtLS+gO4Oczw0mn05IknTx5kogyANpsNqtWq2GTCiGq1eqhQ4cIFae/hHWGJoLjK9Sser2eTCZPnDhRLpcJ3wJugMqLiMvj8ZB8DrKIjAq/LjIgVCoVnRMndroujutGo3F7e5uzrkqlUigU+Jzhy9LTvN188830dpD/+WMbjQY2lliXIc2itcXmHZyyVqsRNYS2QqlU+nw+Lsv+/j7neQgLQgij0WgymdLpNB05qC0uO7TU5DtAryBNDekKiuKeVkUul+/u7rpcLlJ5m83mxMQE/wpUjPEBuAklFTItYg2UzLjdCiF6Ifa4GRPVTmdcLBZJhehJGEh9UyqV7E8Q6nouvnyCGE+Q6AFHTpIkoB8SQLovhQABVFcqlTe+8Y0ul2t9fR1eDNwK9iHUNNPT09cJaLiGL/iqllKpPAAaDtb3rieeeIKyQ32Qy+VPPfWUTCabnZ0lSt1isaDahd7pdDpJGp6cnBwdHV1fX6fSQmIaHBwsFAokfgshaJtWVlaGh4fxBSAKp1QqHTlyRJIkuVxOehkI7MzMTCQSaTably9fdjqd8Xjc5/ORMVapVJaXl+mubDZbuVxGezU0NFQoFLB44HEsJGu1mslkAnZE+3DLLbdcvHjx6NGjDPTgtQ4PDzNeA07NZDJerzeTyWBPgJyVppyCWa1WPR6PXC73eDxra2vQE0DGYVe5XC7kDxsbGxCpjEZjMpkEu4FEwF4AEc9isRCEQWHnolmtVrzoTSYTXI/+/n62AFB1yLTVapUa1WviAQIAWOfm5nQ6HeNNPjs8bsCLSU0DTsLc0Wg04sE8MDAwOjpKDmilUnG5XLlcbm5ujoGbTCbzer1IFwcHB2OxGAg4OwWIEm+Y3HjQYShjN910UzKZ5PlsAQzf8Js4fvx4IpG45kDDysoKMpbXZB0ADQfre1e1Wr169WqpVLJYLIzHhBCRSEStVh8+fBir7FwuR3HDTQDyF1hkIBBYXV1FTdDTMkiSxBwe/kK5XE6lUjiwMrPR6XTgFKB7R44cqVQqALK4PBSLRYha6XS65wjG6AVKLMo4vAbIp8QQEf0UiRLNZtNisVA5SUc+derU1atXjxw5Eo1GeVm6R9jHR48e3dzc5EDea2WRRcMg7h2k9Xo9aHIqlWJyhg+iEEKSpEAgAIVqbW2N4zdzLGQLvQz7breLgBrrGfKAAVVhxaLdg+ZAntHOzo7dbt/f308kEhw94vG4wWAAY6WU4RyE4drY2Bh+k6DemFMAmpAoCXTC+QJnx2azSQFnlAjBhDKuUqkgyvGfGAyGYrGIJ10Pwe/RUuLxOJgCoHAPkr7rrrtQanC/pdNp2LvgXORAX3Og4bHHHnsNPRoOgIb/Z3U6nWg0ihPJyx/f2trCmo62QAjRarU2NzdDoRBRWHwnWc1mc3FxMZlMarVavk6sWCy2trb2iufH4/G1tTWiXHrPbLfbi4uLOP+/fJtPp9MrKyvohf671+A/XUtLS9/5zncqlQpFFmtGcNB0Oj0zM5NMJnG0Qhfq9/sdDgfftEQiAXMBsJMUA8RvDPlxqGKMv7+/TwsINABxgO8kU3S+5EIIhvydTmdiYoKaGwwGC4XCbbfdtri4iG+5EIKzvUKhoKzTySEEoN/CRYw430wmk0qlDh8+zE7AxL7RaOCehVdlLpcDUKC2MgLCn4xZ3NmzZ7PZLFSrRCLBMwEFkI3xrjDgsdvt9JcymSwQCDAhFEIwR4LePDg4yGiRVrXnx261WrlPdnd3uTHkcjnMAjQdoKRQ2nA4KxQKvAFeqlqt5nI5CA6IzUBPmCVi6smdDxUQew7mhJRLSZKo+zKZDF9PBHiSJGEbIZPJADsgPpjN5oGXFr8OpQYjU64Jb5vLjpoDIje/VKPRjI2NHQANP9qrVqvFYjEI9r0H2+32wsICIv9eGSyVSuvr65Qazs+9lc1ml5aWekHWPLi/v7+2thYKhdBb9R5cWVmJxWIERvZeoVgsUkyw3WZJkrS+vh4KhZjYXKcrwHr44YeZhBCsGAgEfuInfqJarSYSibm5ObfbDVm3WCxCHIDU4HK55ufncWY5duwYnrsul4uDpcvlguSJGRW2KRsbGwjZiDlIJBKwVTudDimSALV4Ux06dCiXy91www0rKyvpdDoWixGaGIlEaLba7XY2m+VcTY1l4xBC0NVhdsuT0+m00+nEUA3jAJwLAD2NRuPQ0BAm4ZChiLXf3d3lFVDJOZ1Oi8XCRGtoaGh7e3t4eJipkUwm48lI/1BEKxSKK1euwOAFhdnf3x8bG4MrV6/X+/r6RkZGNBpNLBaTJIljA/eSJEkEVRYKhRMnTiDKYDa1v79P9G8mk7HZbOfOnWMHxAdeCHHHHXdUKhU6zq2tLbQJ+G7gT7mzs4NZPfdnsVhkmkeZxbgRmKBQKGg0GipqNBrd2Njw+XxKpXJra8toNEIn3tjYYILK1FQIMTQ0ND09zRkGxXUvkAJb0P39fWaJUH/z+Tw3TD6fr9Vq14PRcAA0/PCsVCpVKpXQHPVWPp9fWlrC2olHJEmKxWIbGxvFYhHtau/JkiTRHvPt7j1eq9UWFhby+TyuBC9/sF6vEzrTe3IwGETi2muwhRCNRmNhYaFcLsNpuh5/PqtarX7961+HA8XZ22az+f3+arVaLBanp6dvvPHG7e1tElv0ej3+uJB8o9EokWczMzPFYpGvYV9fXzqdZgzeaDSsViuoscvl2tzcRPKA+wCdD0YqkDp7DuWMuFF+0Zdubm5igs4bA8WgpJP1QIes0+n4srdaLZxfVCqV1WpNJpP4iLtcLgI18Ixgs8C2Bokuqq7e8V6SpN3dXbCVkZGRwcFB/natVovhOtoxrIKFEEzm+O38yQ6Hg+Q4jB447ADv1ut1r9dLNw65lX+lHyaVrNPpHDlyhCB2Jm0wkcFoNBpNPB632Wx4w2cymWq1Ch8EVhcXX7zklNGLL8WHnlaZQ3g6nWav4Z1g3Mv4EwoJ0Twul4v2mDuWeV6j0RgcHKSH6evrGxwcpGFgmjg4OIhqhl2SswbmBVzA/f19rVaLNMPtdl8PRsMB0PA/vL4/0PDJT37yz/7szx5//HGlUvnyM8Bf/dVfffWrXy0Wi5/97GenpqZsNpsQ4sMf/vDly5dTqdTXvva1F1544dZbb6X4Liws/P7v/34sFguFQt/+9rfvvPNOIUS32/34xz/++c9/vlwuP/PMMyqVyu/3CyEeeuihT33qU/V6/YEHHhgaGuLBSqXy3ve+NxgMLiwsPPLII7fddhvd7aOPPvqxj31sd3f385//PJkI1+8CLS0tXb16FS7Q3t7e3Nzc8vIyoYZ4WXU6HbvdDv3y0KFDa2trCoUiFArRDIGGUr+CwWCz2WTIc/PNN6fT6Wq12m63UZdBCWM4T00hIayvrw+GKnIvjvTkgaGYIFnNZDJxljYYDD0yMNP4nn+k1+ttt9uZTIamCqMaeLzU4lgsRiYZKZjwXdEUaLVaqpXD4TCbzdlsFvtDu92OYI+mFnsCp9PpdrttNls8Hu/Fs8F0wCgRo1qiPQlbRtMVjUbJ5iQIRy6X46/Lg0ajkf8KUQbRFfV6HSiUP4drBQ+C60A0XX9/f6VScTqdgAI43wK14D+EdIW/HeyWTQLXHBwT6LmRfmB+zg7HpkvtnpycJGaJPRINthBicHAQlF2SJNLpgLfxNN7Z2eklhlarVcKZ+vr6bDYb4mcSoQOBwPUAGr7xjW9cwxd8VesAaOitZrP5m7/5mw8++OCjjz5666239k74xWLxPe95TywWu3z58qOPPnr27FlOQb/7u7+bzWa3t7fvv/9+LEh4/gMPPPDJT36yXC6/+OKL5XK55xR97733XrlyJZ1OP/TQQ2984xs5937gAx+4dOlSJBJ58MEHT58+DQBx8eLFD3/4w7u7u1/5yldyudyxY8eEEN1u94//+I+ffvrpTCZz//33Hzt27OUYxDVf3/rWt9iVc7nc6OgoWCoZDdVqlW6eFtbtdm9tbRE8ee7cuampKYY5zWZzeHj44sWLZrOZmQkMfMhcPQbTwMAAlN1oNAriEI/Hcf+CU8DoSS6XY5cFLsxU/9SpU/Pz8263e3BwECMDRHbpdBrVMadlRlU9GzC+7734sVAoxG7icrkYptF3WiwWmMkUJYVCkcvlkACA80YiEdpBRlJKpTIQCDidzmAwiOcOJprYEPCyuALZ7XaqbrvdPnHihMViga9RLBYR1qVSqXQ6PTw8jDk8yZoIWCiAmP5ubm5yopDL5T6fr5d7B62vWCyePn260+mAkGJacfTo0WKxyBzS6XRyWhNCkFKJxLpneIYGEDcNPDtRO4OwDA8Pr66uarVajh9Wq9Xj8QSDwYGBARAQ9kS3251IJJRK5ebmJsM6PveNjY1Go0GmBqpjoKWxsTGE2TabTaPRsJ3FYrHrJJ24hi/4qtbm5uYB0MC6cOHCvffe+8gjj1y5cuVNb3pT7/Hnn3/+Ix/5SKPR+NKXvlStVo8ePSqE+OpXv/ov//IvmUzm4sWLDz744KFDh4CxarXahz70oaeffjqfz3/961+fm5vjxn7mmWf+6I/+KJfLra6uXrly5dZbbxVCbG5u3nvvvZVK5YknnlhcXLz11luBDz75yU8+9NBD5XL5s5/97NjYGOYgiUTiPe95Tz6ff/bZZ8+dO3f27Nlrex++fFWr1SeffLJYLGq1WhxnI5FIoVAAoKxWqwsLC6RFqlSqw4cPLy8vk/YthED0WqlUIFtls1ngg76+vptvvjmXyxUKhZ5xeC8fgVejsSeAAPWxTCZDGSFJ0vDwMLgD7SViOqBPjqNCCOhd9OF9fX3FYtHj8eh0umg0KoQgyhEdFhUJbwLmefjdEHUMAcpgMKytrZHIi9U3b4kmjdYXnQVjfL1ePzMzgyOPw+Eol8t0rQyNqtVqrVajqtDJA17QT+KMQHJkrVYjEZkvJnGYjUaj1WqVy2VkyHiis6OhrVYoFGRhdrtdfvvIyAiHC6vVChkWtq8kSXa7HaIf0A+fO0M1mnPy44AGEIPjeYFxMgA6qBlwAHFO4CkcRlCyoKRG4oGeGq/HXC4HdUIIgXMHTS8mETabDXt1lCwul+tHidEAJvVjCDQovu+jb3rTm37pl37pH/7hH17+4Pr6+uXLlz/1qU9ptdpvfOMbn/3sZ//iL/5CCPHRj36Uwre3t/dbv/Vb58+fv/322+v1+p/92Z+9613vuvnmm4UQ0kseGF//+tdDodDf//3fc5/xeKVS+bd/+7e/+Zu/cbvdCwsLf/7nf37bbbcpFIqvfe1rXq/3Ax/4gCRJH/nIR775zW++4x3vaLVa999//3333Tc1NRUOh++9997Xv/71LydBXPM1ODiI50K1Wl1cXOyhp61WiwMntRWCkMfjSSQSbrebAVGtVushEXg0GAyG5eXlixcvGo1GnU5HH0k7y+u0Wi1qHwKwQqHgdDp78rOeYSG8MsRXPfICzaUkScC6AAFM6RUKRSQSAWuEScU8B1dCMFc4w+VyeXBwMJFI4NA+OjpaqVS8Xi9dnd/vv3TpEidz8VIppDsEH2UYFY1GqaT05ZIk4bIDpMrIyO/3o2KoVqsQVh0OBxGSRBwhJMF2yGw2Y8NWq9X8fn+xWIRhwU4zPT2NaxfkZIzKs9ns7bffHo1G4eL6/X5ihzc3NxkXeDyera0twCM2daxxJyYmAHFImtjbq04RUQAAIABJREFU20MtzDkHj0aYGvTfnCWQZ5P9A4tYr9ez07DzwYmAzVutVt1uN1I0QN9OpxOPx2H/9vyW19fXTSaTSqUKBAKbm5vX6Q6Xflwtan6olkKheP/73+/z+d7+9re//PGHH354YmLi3nvvlSTpgx/84OOPP/6Wt7zFbDY/8MADtKdra2vvf//73/KWtwwMDFy4cOGpp576xCc+wam498l+7GMfO3369C/90i+9/MGnn356b2/vYx/7mFwu/7u/+7uHHnrot3/7tyVJ+ud//ud3vvOdZ8+eLZVK73znO++++263233x4sVkMvmJT3yiv7//wQcf/PznP/+Hf/iH1+9qUJ2SyWQ0GgWjlCQJvxJO2tRDrVabTCY9Hg9A7ejoKFwkVL6xWAyBvdFoDIfD2LgQbYh9r1wuRzcRiUSYv3GKXlhYOHHiBNwxRLmYbAFhUEXhK2FsLpfL6fD+4z/+w2AwTE1NQShlgLO5uTk8PCyTyZLJpMPhoMhDZ1hdXZ2bm0smk+wUzWaTmDG/318oFCARYPSAERdKByqkTqfzer1gJdCmYrFYPB7X6/XMmkh27O/vn5ycRMNlMBji8fjb3va2er0O++ypp56y2+1Op9Nut1+9ejWTyYyOjkLc5Z10u92NjQ2TyQRpC8ecUqmUz+ePHz+O3gS+KxQJvV6PEJoLC5UXAfbAwMAzzzxzyy23xGKxSCQCg2xvbw8YIp1OgyaA8uB87nQ6uZPD4bBer+8N6yBm48RMwFCn04lEIvjhI/3Afgg0QZKkkZERPrv+/v5AIEDgEUQMAn0guC0tLXFCALnu6+u7ePHi9bjDUe1ej1c+WK9qBQKBv/7rvw6FQvfff3/vwW63+0//9E/vfve7T506lc/nf+M3fuOuu+6y2Wz33HPPW9/6Vp7z6U9/+qGHHvrgBz8ohPjHf/xHm832p3/6pzTDfLLpdPoTn/jEn/zJn0xMTIiXFd7Pfe5z99xzzzve8Y5ms/mud71rfn5+bm4uFAo9++yz//AP/2AwGJ588snPfOYzH//4x4UQX/jCF86cOfNrv/ZrnU7nPe95D1jD9bsaUJY6nU4+n6/X60Qb0sZAViWkbGBgIJVKBQIB9LbBYJCWFborBrojIyO0nRcuXOB7igs4RAnsvRD/djods9lcKpUqlYrVarVYLDiqcOZPpVK0TOPj4zKZLJvNUgZJK4Brhg7O4/EAvFI5IWVDK6Pq0llRMSjRHGjhI8hkstHR0c3NTd5huVyenJwEl6zX69iuQS7oxSggerXb7c888wyWjbFYDG9a9A7ZbLavrw/L3vHxcYVCgeCOvAwAHeqtz+fD0QA8mrwespMwnsRjolKpjI6O4lPmcrmy2SxUF5vNtrW1dezYsaeffpoJqNPpxJm4Uqmsrq4ePny4Wq3GYjG73Q6NDnpFPp+3WCyFQmF/f5+zAPfq/v4+0LzBYCBmDg4CPBSgWCSBmUxmaGiInAsoafCLqf9IBUExuA7dbhfzY4QzPUKiXC7PZDLDw8MGgwFy3PW4w1/DwvtjW/C/PzLq8/l63NreOn/+/PHjx3n8tttuW1tbK5VKQogevAqDHYnEpUuXzGbzjTfeGAwGYR/xnKeeeuptb3tbs9kMh8PoKnmyz+fD0frw4cNyuXxlZUUI8cILL9x+++1CCJlMdvbs2fPnzwshFhcXBwcHYTGMjIw4HI4rV65c68vy/yyKFBIDTpgQlgjfUiqVJpMpEAjgnsK4DI+unv4qFosBhyeTSRITIeDh61upVODLMU+Df1sqlWBG8Q10Op033ngjZjxCCIxzMegeGhrCx8tsNiuVSvgLfr+fEQ3DHEZMMzMzHHqRzCkUCuBVKKm49aLpksvl1F8kFblc7vz58xywr1y50hu1IetCidBzl2GGDxMMcAFrMZgdRCoMDg7CuCNxB0sIMFFyIoBdII+xRXGwt1qtZ86cAYwghQ4Qmsg6eGso3CDlLi8vQ1igF+ft4WoLiE6OJrO+er0OyFKpVNxuNxo2LkWr1YIYDOuEx7kZ0CdzJ0CgAB3Hs/f48eMjIyNut5shJOFMzWZzdHSUKu/3+3HLh5hXr9f9fr/RaBRC3HDDDRikKRSK9fX1V4iYrtWCRvFarevxF/0vXQqFYmxs7OVcXNbLy+CZM2cogz3hqBAC1I86/NRTT919991KpZK8Bp6TTCY3Nzff8Y53xGIxbmMeP3/+PBkEQojbb7/9hRdeEELwHABio9F4+PBhfuMLL7xw+vRpvjVnz5598cUXGVNcp8V8A90ZjPpSqRQMBoUQoVAIWuydd97ZfSkTgWwCNKsACuvr64FAgP41nU6PjIzQYYyPj1MG6fYA8rxeL1/eVCqVTCYPHz68t7cXi8X8fj/jL6VSic0B7gn8XlIkIHMxrDt16hTkKSEEtgJjY2NEYwC88h74aBAL4DvLAR5Ekj+hVCph3yiEQFIHNUwIAe2/3W4zb8QYWKVSwWvY29t74xvfiLGl0+mkiqrV6m63a7fbbTZbMBhcXFzEaheziUwm09/f73Q6PR6Pz+cbGRkBypHL5Xh0vfnNb2aCB5RM2gWADi2pEGJvbw8FJSzomZkZWgJoxt1uV6fTjYyM9PYgOv5yucz7gYQik8n424mlUCqVKysrSMmImlcoFAz3AGJ6WjZyiNbW1sALxsbGzGbz0NAQ2C4p9NlsdmJiwmw2CyEOHTrk8XjQvygUCjTnSqXSarUeO3bMarUmEgn670AgcD3u8IPC+0OyzGYz1icvX9vb27Va7eTJk0IIi8UyPT194cIF8bJ2VwgBJVMI0W63n3vuuZ//+Z9Pp9NQFPmePvvss0ePHvX5fMFgsF6v82Cz2bxy5QolXaVS3XTTTRTe8+fP33DDDfAgbr311kgkwkHrhRdeAFlQKBS33HIL1fj6LWRESqVydHTU6XTihhAMBhEUMNkaHx9HXopZWDQaxbwM47B0Oj09PW00GokTpkKC3HW7XWwItre3rVar1WoleBJYkxIBqEHX1O12GcLTViUSiXA4zDkf7wMhBPmaDIfw4ul2u2q12mazAdHilkWvy0mPSRsuYPx2IQSx6Cjv4vE4lls41KDb7fWolCm6/W63u7e3t7W11QuAh9WFaw93l81mMxgMqAxCoVClUkHYi3wA7oDJZML/W6fTpdNpyL9KpfKWW27hPsEdjGlif38/8UlE6gwODmazWS51JBKxWCyYiJtMJo/Hg+MYIRrEQCDojsfjiUSCy0VaMDxihCdcWIyNID+qVCrM7HtScaaG2WwWg4ZYLKbT6WZnZ30+H1bEbB8ymQybSZjag4ODRqOx2+1mMhmmjJCL5XL58ePHcU+vVqvJZHJycvJ63OGvYeH9sQUavj+j4fsuQln5WafTqVQq0sWEEOfOnXvxxRe3t7dPnz596tQpIQROS+9+97vNZnMwGHzLW97yjne8g8efe+65L3/5y5jz33fffW63u1Ao9IJMZDIZu7sQAoksj1utVh7M5/NINnqP5/P5//6FeMWq1Wrz8/PiJSMcTrPJZLLH+XE4HIySBgcHDx8+/PTTT1sslu5L2Qp853d2dn76p3/6S1/6EudzCgTesPBU2VQYBK2srNjtdq/XSwgN5w2LxYLXVyKR4ODNFx77Wb1e32w2QRz5chKEATwM0ICH9ute97rPfe5zbrcb+zQkGI1Gw2azkS5BXLlCocDmBwN2ek0S1yGjtlott9udy+WYqmG7xZeHXUSr1XJXgF+SRm4ymTY2NuhKATXIFhJC0HRitHHo0KFoNAo0DurJhg3mCmycyWRI+vX5fLgtAOVsbW2x6xC3PjExAd6MSIzJHk6N1WoVdZzL5cLmM5VK8etwFerr6wMw9ng8UDDg2mGPDL0C0IT5ZzgcdjgczN84wuHLAJgCs2N1dRWIHcMFUlE7nQ6lNpvNOhwOi8UCzxmz91KptLi4ODc3FwwGY7EYhhS1Wm19fR2w/OTJk9dKJ/9jW/5++JckSS8vj68od/fff386nQ6FQu9///thGGE0/fTTTw8NDSWTyT/4gz+YmppC0nnfffeh5J+cnLz33nt7o4zeK0O25Ovf0xL3Cu/LT1xWq3V/f79cLvf+82u1wuEwRNydnR2bzWYymS5cuMBcS6lUzszM4NfQarV0Ot2zzz5rMplwbCkUChBcaVJ3dnYwSsTvNplMAuFdvHhxZGQEn8g77rjj4YcfVqvVDocjFAoBVna73de//vXpdBoQYXl5uQfiyGSyYrGIH3gmk/F4PIVCoWce1mq13vzmNz/33HMWi4UqeubMmSeffJKTdjabxZwFLNVqtcZiMQpUs9kcGxvDsgvXWLwYYNum02mXy4X7LJSKQqFAILwQYnh4uFQq0UpCXvB4PK1W6+LFi5OTk+l0GkNZmmO32w24D+/X6/UyUBoeHo7FYtjZ5HI5qmsikfD7/ZiWnTlz5sqVK3gZ2Gw2SGQ2my2ZTNpsNmQj2Wy2v7//5MmTAAEo3fDBYfvrdrvPP/88nyng7+Li4k033cQ078YbbyQBdHx83Ofz0UPjwjA0NBQOhxESAtlotdqtrS240zi90ftGIpHh4WG4FbCXAREQctvt9o2Njenp6eeee+7kyZPRaLRSqczOzpItAgDEX7G/v3/48GGDwfDiiy86nc5oNCpJ0rlz54i6QIt0TdZB4f2hXciIetISq9VKEoEQIpPJfPGLX4SE/773vU8IQTPz6U9/utlslkolo9F43333qVQqOsZ3v/vdNptte3v7V3/1V3/iJ36C1wHt4pWXl5eFECRh8SC8nnw+T3zjy+v/d7/73evx9166dIl8AUDVoaEhIGk6fAqjJEmVSuWmm266cOEC1RJwljMtztwYbzEOROUKS5/siVarRebL8vJyrVYzm83hcJjWCDUr0jCtVru+vo7DF2Wn3W4TxE7t7e/vDwaDRE50Oh2fz4dTeDgcZqiGfAztA1cPF95AILC8vEwZ3NnZGRsbA8ztdrvwpPggKEoKhYLpDkdldpNe+ju6ZtppDuHhcFiSJJfLhcs4rLdsNksiJsBEL/bS5XIFAoEXX3wRjhWhxcPDw5VKBViWnIjnn3++81JYMsgFxwFUKrgqSJJ04403ksGJyozfnk6ncU9IJBJ8WNBSFAqF2WxuNBqTk5Mmk+mZZ54B0xkZGQHgoD7To2LEOzQ0hNyPe4BjczKZpGfOZDJYjfQmdrlcDk5ZKpUCciL5jkNTOBy2WCwul8toNGYyGQCOZrO5tLR04sQJDPghlOXz+eeee04IMTY25nQ6r8mtfsBo+J9frwJoQIrZ+7/ckfzscrmOHTum1+v/4z/+484773S5XI1GIxwO/+3f/q3b7U4mk7/zO79z8803u1wuvmYf//jHZTLZpz71qc9+9rMf+MAHGKH/f+9JocDmGoIoDwKq8TZeDir3nnxtV6lU+r/svXlw43d9//+WZMmSbN23rNu3vV57N8ludpfNJs0BSZpQEqahUI5eQNNk2oEypbRMO9PC0CnwR1tooG2adICmpBCSkNBCkk2TLrvZ0+v1IZ+yZd2HdVuWZEu/Px4TzQ7QL0e8bOC377+8tlbHR9Lr/Xo/X8/jxIkTQgjOeOVy2W63RyKR/v5+AFS6wKGhoZWVlYWFBZ1ORy87Pj6O++vw8HC9Xv/Wt74Fe1OpVDocDkpGKBTq7u5GRsWR+/Dhw+FwGPtDajfCYNgNVGRsC8kjAMiAFYzdC4ArEYl4KDSbTaRfhULhv/7rv8rlMjlwGBaST44npRBicHCwXC7jUwAcACgbiUQ4gQshgKXprRUKRdsWgUBNtgGsttAFNJtNUGqwXqfTiVcNkDl1p16vq1QqWB6hUAiHM8ix0BYALNRq9b59++bn5+VyORcBsICkOovF0tfXl81mScQpl8v5fJ6udGtrCyULEpV6vV6v1wGYK5UKtbXZbBI4ypZZr9fT6TSMBqAT3M6AFex2++rqaqPRcLvdcN78fj9CPnYprrlOp1tYWJiZmcEOgzOGUqlMpVJMRNfX17mwnZ2dDNb6+vpwVwbsQEzBgI6Eiz179jDkzOfzHLquAQ2/9Itxcbs8cqxt/3VkZIQ8mueff37//v2M1ovF4t///d93dHQ89dRTX/ziF//u7/6uWq1ubGz83u/93lve8patra2HHnrolVdeufnmmwlM4a54CD7qP1CNoQz8yBvv+utdWFiAoQach2gTmwCNRrO4uJjP59/5zne+9tprMMJisVgymRwdHbXZbC+88MLRo0f3799/+vTp0dFRlAgHDx7ky5vL5dLp9B133BGLxbxe79mzZzlGomkaHR3FoYZMNSBdm81G8iIe6eVy2e/34/5ls9k49ILqCiEwYhRC4HnW3d09NTW183qgOpJgt9v92muvGY1GaMOBQEClUrXj3+gOaQc5/6+urlJOCeDo7e1FSHLu3Lne3l6VSgXLl/SigYGBCxcuWK1WHIWoZlAtECFTukdGRsrlssvlKpfLhUJha2uLywvvl+w0/Jvb2gfM3n0+H4O+tn7khhtuqNVqECIqlYoQYmZmpre3t7e3F0NN+kifz4e8JZlM9vb2Xrx4EWWv1+udnZ0lVFIqlQaDQb/f/+qrr4KquN1u0iuTyaTJZLJYLEtLSzjJZ7NZ4GlKKwJs8kQVCsX8/Dybi16vV6lUZrNZq9WiDcbyw+fz5fP5np4ek8l08uTJW2+9FcIL736z2SyXy8xOMQByu90zMzMnT56USCQul2u3gIZr0ok38/rhMtguvHQjmUzm2WefPX/+/O233840Ymxs7L777tvZ2fnTP/3TZ555BmXE6urqI488otVqp6en//Iv//LGG2+ksrWb2Ms72x9osKnG4vV6K36o/u/WarVaJ0+eBLBjFIRLIhJgg8Gwvr4uhKBIzs7OQqFCIQV/Hk9HgnWFEGQf0g3u7Oxks1mv10sY8MbGBowJIUSlUuH3jL4BDqB+tHMucSuDTYyelNM1332ZTObxeOjr8vm8x+Phm47vA80hmOPm5ubAwMD6+jpwIZQH4opR8kLKqFar/f398Xic4DBEAWq1enV1tR2s22w24WoxGxdCMO1rtVqcWcrlsslkogM3m8344/b39xMMB3c1kUgIIUwmE5HMKpUKdjNulLSUPEpfXx/uubTEXV1dLpcrl8v19vZeunQJtnU2mzUajQaDgZ8x11CpVJgsQhlgyuV2u4vFIr4bU1NTaBmSyWS5XCY5yO/3B4NBdrd6vT4+Pg6F0O/3w2KwWq0YK1itVqJJyGBeXFxUqVTEQjMbgCnWeD3SHut6RoZra2vj4+Og+XycCJuYm5sD7dXpdA6HI5vNchDjALVbn/ZrQMPPef0UQANRCPy8vb1NG8E//X6/3+8/duwYprUf/OAHjUYjjoBCCKfTiUOVy+XS6/XXX389FLIbbrjhC1/4Avc8NzfXfiCyGIQQbcNqIQS15geehhAin8/z+91dHo/nT/7kT4QQTzzxxFe+8hVYrz6fz2azzc7OfvzjH//IRz7CGG1ra2tpaQmz8a6ursnJSVysIpFIOwKHqDAs3NuJxHgEEmkeDAbF64kMKBrwkuH73Gw2V1dXqebQ+PHdEULAvQdcJ40GGFWlUjmdzpmZGQ4qBOGSOoHeGCBDKpWm02k8HejLPR5POp0mzhf1QZvwk0qlyNRh8wsEAuxJMLebzSYNKKf0eDxeLBZBgkmJMxgM586dIw+pVqtNT0/L5XKYXR0dHUwPGo1GMpnEi4FEdIp7vV6fm5vDbBJDGtSAQghMJRYXF2u1GhkNhw4dWlpawjmsnd9DdBzHeDImm80mMDlOyHjCxWIxo9HYaDSwkR8dHV1ZWQGbb5faZrPp9Xpx+yfaMxwO22w2npXJZHK5XGfOnKFdBt0g3AjiGanLeCCzWUqlUswp8FEjnVQIceONN+IPn8/nSTB517vedd1118G63MX1/9vy9+Zf7eQR/lkoFC4vdzB7b7rppve+971zc3MjIyMmk2l8fBxE4IYbbvjXf/1Xxk1CiOuvv14IgYnX8vLyzTfffHktJSqF7ymdEFUaC1UhhF6vv/zGQoh2/d/Fdccdd9xxxx1CiA9/+MNY1eIj22g0UNF3dXWtra3F43EhBHwur9d7+vRpv9/v9Xqz2WwymZTL5cViEU4TXjCFQsHj8WAuuLm5+d///d8chjEhByMAWchmszDmurq65ubm4CBw3AWHJSYdzkK1WqXnw/imUqm4XC7yPoQQWHYz+zIYDJgv2u322dlZs9lMtSyXy+0oL8oU8ygIDtDi4DIwNerv7ydtN5PJoHBMJBJ2u31tbQ2e1PT0NP06LsLsXOwdeFKurq7SVRP5hBxaCBEMBj0eD70ppwWj0bi0tMTrXVtbs9lsgUBACEFOcFdX18WLF/EnS6VSNpuNkDn0DkDA1PZKpYIUQgixtraG6SORFgqFor+//+WXX15cXJTL5RBJLBbLr/7qr546dcpms21sbLAPwrgGd6bmY+ug0WhgRNtstlwuF41Gh4aGgsEgAIRGo5mbm8PknI7WaDTC+uG1uN3udDoNlWP//v0Qam688cZz587t2bNnaWkJtaNMJvvjP/7jH5Y1vcF1rfC+adcP9JmFQqG/v5+fNRoNno49PT3/8A//cPvtt19eYGUy2f79+8EcDQbDwMCAVqsVQuzZs0cqlUYiEafTyTedb0S7pBNAxkNAfoT7w0m7feM2FWIXl0Qiefjhh4UQkUjkT//0T0Gr1Wo1Q5GDBw9CaiMlHaVSIpHQ6XTnz5/v7u5GsLCyssJzM5vNgLYwbYUQCJ34ghMMgRWuXC5nYE47R1fW2dmZTqfBWdxudyqVKhaLcGyFEBzIi8XixMQE8cB40HJVwRy3trbsdjuFol6vm0wmrVZbqVSWlpa0Wi1mN9AWuOzxeLxNu6jVahzRyYmjlsJSUalUmOM2m026ZXgflHeAA5Qm7KR4TCBkgHC3s7Njt9uxGfb5fIlEgjB1rVbb1kpzJoc9R8GRSqUej6ct1OUywixA+wYVa2NjA/Oyy3cNxMX4iyND3tjYIF4dkUsul6vVaplMBiT9LW95y/T0NO8OaWiFQgECyNramkKhwAEnkUhgA4/Wo1ar5XK5QCBAyCjQMJ5uKP66u7v1ev36+jqgQ6vV8vv9vByaYRQZAwMDi4uLw8PD4XA4lUqlUqnbb7+dg9gurmtAw89//RTutUNDQ+BnQojp6WmkRz9wG2RFQggsWKE8bG9vYyUghCAejBszcxBCDA8Pz8/PMzfLZDLpdBrvnOHh4bYt89TU1MjIiBBicHAQHYEQYnNzc3l5+YqmTgghQFLX1tYymUw0Gm00Gt/4xjegGxAkC13fYDCAYnIRAoFAWw9GCMLKygobBjM6rF/QieFtQxI7h3m+DF1dXRaLxWazQUOCnw9Tl0Mp2Gqr1aLNxRqtrTslgYLiiOMOrHtwZWhp6ITlcjnW4rR0Op0O0zL8DkqlEsbsBoMBx1q1Wk0eBOA00/5AIID9ZKvVYnMlkY4qHA6HoTEjDMFeMRaLNZtNSjmmayRu4uYFsgPRFxpbIBDQaDQ8RLPZ5H5g0IDISqXShYUFRv3JZNLv9zscDlh5QKSg4HK5vFKprK2tQYtA8u1wOPx+P6IyUjCw9j106BAf9Wg0qtVq264KGCtIJBLAZnLXotFoJpOBegA/AkkhGwMffpJ+OHjAp7BarSaTiXeNz0+9Xs9kMiC7MplsZGTkB5K3dnG1rt66Qq/ol2ldXgYvXbpEGbx80WC1C29bW5FOp+kV/H4/wSXt37cLb/ueL168ODw8LITweDxCCBrlZrM5PT3NI46MjKAmE0JMTU0FAoHLA9h2fYEGJpNJDLew49bpdJgEwTiQSCQ9PT2QeOFwAo60Wi3CYrVa7Xe/+91YLOZwOEBgmbzt2bMHHiy5cQyyaKApblar1eFwHD58GAub1dXVeDy+vLyMZrBQKKyvr2u1WnhSiLngf4JLMoq02WwESdChyuVyClRPT4/f73e73UKIjY0NvGZ5AlDMqAYymWxtbY2cMJVKtbGxkc1mT506BWqg0Wj6+/vr9frExEStVnM4HFjhQnDo6+vTaDSYk8tkMkQTOJyRvoa8C+IDjImJiQk4aE6nc2xsrNlsQnkDbt6/fz9Si/ZlDAQCQGDLy8udnZ2RSATtRjweL5fLIyMjYBAGg0Gr1cLClcvl0Wg0lUo9//zz7AJQqd/5znfiOlyv16nwFy9epLCzDfX09IyMjMCJy+Vy29vbTqeTrOilpaV8Po8hDr45NMEajcZut6+srMBxm56eVigU8NRsNptUKo3H45OTk1zbkydPLi4uErmN+Xyj0SiVSlqtdnBw8Ap9zq9i1b1WeH/sgrvEJH97e3tmZuaHC2+bcstcrV1gU6lUu91tV+NSqYSeiJyUdrJpu6QPDw9PT0/z1gSDQWZFUql0cHDw8jaYKn3lFsEKkUhkY2MjHo8XCoXp6WlmLXgcIom12+043WJu7fP5INtWq1XQkKWlJSEEli4MvQERoIDl8/mNjQ2Px0MnxvmT9DSj0YhjzsbGRiQSQXwKURT/F7gP8GGbzWahUFhYWCgWiwyleEokDTHrom2GsHD55AwPco7rQMyYcLVarWg0qtfrNRoNIjuVSpXJZIBCQJPxYgdvtVgsHMVhYMGk4MjDmV+pVEJopd5yRpiZmdna2gLHp27ToOKCTP03GAzY/dbrdRCE7e1tAs7g6kql0snJSSCMYrFYKBRcLpfb7Var1USnEyFBBcNfU6FQAH9bLBan06lWq5EFwVOOxWI9PT1HjhzBsgF42mQy4ZiDbI3dJxKJ5PN5+na635WVFfZEWHUQ5aLRKH7AsVjM7/d3dnZC4nC5XJlMZmZmpq1cjkajDDhbrZZer4fZcSU+4Vet5u5G1a3X62fOnHn66aePHz8OUtZec3NzTz311Pe///3mZRY81Wr1e9/73tNPPx2NRt+F8sYiAAAgAElEQVT4o//M60fHW545c+aFF164dOlSLpeLxWIIkHp6ep599tlQKFQulx977LG3v/3tQ0NDtVrt05/+NI3Xt7/97dOnTz/44INardZkMk1NTWHX/B//8R9SqfQ973mPRCKxWq3/9E//hMv3V7/61fe85z1er9dgMMzOzp44caLVaj3++OP79u07evSoEMJisTzyyCMKhWJubu6ZZ5556KGHdDodgQjf/e53Ozo6/u3f/s3r9d51111X7gJNT09fvHjxxhtvxNEaZQHRtSDN0AdwTCEJkjERYCEkIjhU8GzhNTSbTZvNBhBIbSL3IZ/Pk/VAZ7a+vu5yuWhVQWetVis/tCNkyEHQ6/WtVosAIeJt0uk0kiqGY/jftvMyyVNkeE7Dx+MCG4NuAtnSQANbqtVqTBnh8xM1DK+hWCyiamH7gbURiUTYDPR6PZMuTkQ8cyEEADk58CqVirBiAE7oMM1mU6PRwK9zuVybm5tWqxWAhkkXnDqtVguhgwMGgl70zIAj1Wo1EAiAdpON5HQ6MYpD1y2EQPRbLpfZ3WEaQzBDPgMVmd9XKhUYuZDThBBAJ+wxbQ92wHjkyhqNBi6iyWRqNBpIkaG0GQyGfD7PVYJaiXVzNpuFAAInpbe3d9fjLUul0jPPPLOLd/hTLZylrsVbsp588smzZ8/OzMw0Go1gMDg0NERUzSOPPKJUKqempv7rv/7r4Ycf1mg0J0+efO6557LZbDAYfPTRRy0Wy/33388h9tFHH8V45bHHHvvVX/3VkZERJsxPPfWUSqV6+eWXz58///DDDyuVSqfT+eijj9ZqtWg0+tWvfvV3f/d3ycqq1Wr/+Z//qVQqv/GNbzQajfe///0c6Z944gmOu48//vhv/uZver3eK3cpnnvuuZGREXJ8gCCBGJiWCCEQQDUajXQ67XK5wuHw8PBwJBLJZDJ8+3w+H9SAQqHQDqDFxYoxPv2c2+3GRoE0Yu4Q70A8a8jl4Ri8vb2dSCS6urqAmHt6evR6/cLCQqvVAjDF5pASDcOfZDLcW7DCwSkDDldHR4dMJmuTqubn5+kCmTLBX2sbgMGBQrGcTCY5MGcyGWqaEALKA17uWGkaDAawDMo+SgdAUqitFFj2BaQBlUoF9gRzufbpAksgGMWcw5H7ulwuNiBcLQFrIPSxP9rtdv4jZLFjx46hi97c3FxbWzOZTIVCASqcTqcjuhK0/cKFC20dODyO9jXs6OhYXFzEqFKr1eJJiWilp6enWCwmk8nOzk6tVhsOh7u7uwOBAHbumUwGVw65XE6WR7lcxnWMRGq8eFBok9Jns9ny+fyux1vOzMxMTk7u4h3+VCsUCl2Lt2Sl0+n//M//vHTpUjgcLpfLyBj5BH7rW9/q7Oz8+te/LpfL3/3udwsh/uVf/mVhYSGRSJw+ffqrX/3q/fffPzg4CHj3b//2b93d3WfPnv3ud7/7B3/wBzqdrqen5zvf+Q7ZsY899lhfX99b3/pW/Koff/zx7u7uF154YX5+/g/+4A86OjocDsd3v/vd+fn5arX6r//6r3fddRciHa1W++Uvf7mrq+vkyZOnTp2idF+hS1EsFr/zne8cPXq0bXaOhITelREUfRpsTWhEGJYzwAcqZWqIfYDVaiWBgmP/zs4O1g98i1FYaDQarVa7urqKuRi5M0IIHguUIZvNtlotjuJms5n+k4y2dhAm/2tzc9PhcFBVqEjMAoUQ9HuwR8kUAx6FRg0/AsCC7lculzOWU6lUSMmwsVCpVHBasU5UKBTj4+Nk8WDiwPCf/DiKPzYE+XzeYrHguYD/Os8Hqi+vHeyGAB26brPZzKwRfU2r1eru7u7r6yPQPRqNYpcLm0Cr1ZKz5na7QaWh91533XWNRoPGvl6vc3GIK2KWyZQL7AAPcvzRObZQEtmYNBoNZZ8Qd8o7Uw2SmPjA1Gq13t5ePDXUanUmkxkYGEAKurOzA29Co9HQ85MlDPMFeIjh367HWz7//PPkGPz8V7lc1ul0byTe8i/+4i+CwaBCoZidnX3ssccOHz5MX/Tcc8996UtfcrlcL7300sWLF6FcbW1tffSjH8VB+R//8R9HRkbabi8/5/WjgYZsNkuIIPaBPT09RqNRKpXedNNNkUgkEom89a1vvf3224UQRBViVG632x966KG2YeSRI0dyudzi4mIgEPjQhz4EOgWzd3p6ulgsPvDAA1B/hRCHDh0ifGH//v0PPPAAO7rRaJyYmJienq5Wq7/3e7/XPl8hDYVj8773ve+KbpbT09PHjx9nB4JSBRaARhdHRgi9HOlRDeBA3iaOMjMn/lcqlUajUaQTnC0pbbVa7eDBg+vr6x6Ph6QZhv8AzByG8b/FKQD8QiaTkccjkUgwrVQoFKCJRFrQy3In2PyQmrGzs+NwOCKRCLgmQQ9gn0zPAoEAMASdKFFhOzs7mEECKiuVSoPB4HA4otEo7jWM30ETSCHC2qdQKGBmg/cnFg8wC4QQ9J0gSpRC1GLICgiwAJ3t7e0NBoOozoQQFFmEuCDWaJtJxPB4POFw+Prrr2eOt7i4iCO0VqttNptYfHHdWq1WPB4HiO3o6KB9BxeAdDc0NEQ/2mw277777pWVFdh9RE6gu8NEHdP4toWkVCrd3t5GP+9wOICH1Gp1Z2cnZkubm5tHjhyZn59vp2AiTd/a2rLZbPF4/Prrr9/Y2ACS8Hg8uw40FIvFqwg0qNXqa0BDe62trUkkkvHxcWYpg4ODHR0dFotlbGxsenq6Xq9/6EMfYhLeDpGtVCoHDx78rd/6LWZrXV1dN954YzAYTKfTd911F1VaCDE2NtbZ2TkzM9Pd3f3www+jelCr1YcOHZqfn89ms7/5m79JMg43VqlUc3NzDofjwx/+MPwghULxlre8ZXl5OZFI3H///YcOHbqil+Jb3/oWGPfU1NTAwEA6ncb0u1QqLS8vc+rGpwAIb2trK51OE+LIKyVqy2g0Wq3WVqvFrCYcDhuNxlQqtbW1pdVqy+Wyz+ebnZ1NJBJms7lQKPT29tKM0kmXSqVSqUTh5cCPSzZiVJhWiN2IyMY6B5IFpAnOqzjDwblAonXdddcFg0ECz3K5HC1dIBCAe2KxWJLJJHxpaGi0oV1dXeQNDw4OYrXY09MDGgV/kPgbnU4XjUbhU7BbEZQzOTlJfW5DyWjKstks3jfZbNZkMkGyBTGxWq233HJLLpebn593u90qlcpoNMZisWKxyMaBEf3S0pJcLufkT2d54403ksF+6dIlDhVoT5577jlShNh0YFxbrVa4XaAbCoXC7/cLIRwOB6FLnZ2dg4ODbDoU2D179pAltL293dPTE41Gkb8xWAZ1UqlU7NSoaWCLmM1mNqDe3t54PM4HhuEqG4dSqZycnDx06BAbKCeEXQcapqenf6GBhmazCf8cDeblf0qlUkxHLv8l31AYhT/zg16JBdJqMpmGh4ehELLDTkxMdHR0zM3NeTyedgeLtV4kEuno6HjXu95FQy+E6O3txaRAKpV++MMfpkq3e+ZwODwxMfHe976XC4Wz3fT0dFdX10MPPcTXnBvH4/H19fVbb731bW97G/wsl8vV19d36dIlmUz24IMPXtGjQrFYfP755yORSCqVisfjer0+kUjgIwvlHkGoRqOBX8CsRbwe2dDZ2YnVJaglwQpra2tYYjG1atdMTFuWl5dxT7RYLCC5sAZwsIJIC4MAXbDFYiHiEYIAjDMQAZpeBMIoEWih26nkkKHGx8ej0ejAwADzJ1wVCSTmlE6vjl1Od3c3r6vValksFmBNaoLb7aa5Ralx5swZ3NPZCwD3hRDgDnh4409ZLBbRSqCP2NnZgUahVCrRIEM9ZutnnMmMGsubarVqNpttNluz2TSZTMlkkh0QNsHm5ua+ffvE68I3gAD89aemprBOB1AAfOezx6CRODZM5QYGBuLxuNfrtVqtBw8eLJfLmC+g0e7s7EwkEo1GA3dqulykRn6/v1QqcXwAK6GnhfIcj8c3NjZuvvnmxcVFfCU414A+4AYyNjZG6GkqlQoEArsONDz33HNXEWjQ6/VvBGi47rrr7rrrrv379x87dmx6ejqTyUxMTGxvb3/qU5/62Mc+dvvttx89evRLX/rSddddZzAYXnrppXA4/Fd/9Vf79++XyWQvvPDCLbfcsosv5ydfkl2hc/wSLzwaGNrT1dVqtUKhQKY37S8Oq/BOOXySDYmJo0qlgpGVz+dhjpH0Ds+K2TXKLr5aCoXicr9cRlgajaZQKLBLkbUDqQk0cXt7G4/xUqkEX6Crq4vvLV0y6g/ICDAL6FkxNPb5fJlMBjdKDhUajQYfF3BH+Glkm+F5Qy6Oz+drG/8CzdK0MRbD6KVQKExMTLBpLS8vY8QAjRbWRkdHBxJoLjg+OripS6VSnid0r2g0SnlttVrQa5vNJry1oaGh1157bXt7e2RkZGZmhhFcG2fl7YCoptPpYO5tbW3VajXkc7AZi8UiXGV8dEHiYZcwGu3v76eUAwowxxBCsKsZjcZms1ksFvmcUH95d44ePTo1NYVAY3l5GQYH7hsWiwVTSY1GAz5NWvXq6qrT6cR3B22I3W632+277tEQjUZ/53d+Zxfv8KdaZrP5zjvvfM973nO1nsC19eZcDz300NzcnM/ni0ajY2Nj2Wy2Uqm0Wi2/359MJrHXdrvdNGSYpNjt9lgshlW7Wq02Go0qlWp6eprJD8nnq6ur4Iler5c09Ww2y0iHLzXBabgDIC4gexx1G9kcMGZBJBn6wXiiNlJsISIhcMX9UaPRgGUgcLv11lvPnz8fCARefvllzLSwM1SpVPjsMoigAhCFGwqF1tbW+vr6aKYZ/tfrdeBpvMQJhE+n00aj8dChQy+++KLb7Y5Go+QElUolvV4PgGs2myORiEKh4Id8Pg+cSiDcnj17AMSBrenvQXyCwSBkECgACM45bWItSXX1+/2Y7EIjB8KWSCQ4SjKiZECKOT+2ZFzGfD5/5MgRqCgymay3tzeVSlmtVg5yuEsolUp4E3jUkV45Ojq6urrqcDhyuVwkEjl8+DCBR7TsYNbg/n19fWtra6AY8/PzvCKNRjM5Ocl10Gq1o6OjZPitra09+eSTu+vR8MQTTzz22GO7eIc/1Tp+/Hh7u/8Z1urq6sc//nF4PfV6/Q//8A/3798vhKhUKn/1V38FrX3v3r0f+chHgBVOnDjxhS98AQrhRz/6Uc5C19abbUUikU984hPr6+swuXw+Hxgogiw4AtFotK+vr9VqEetDqnomk8Htz263w+SvVCpMkur1Op5l1Ezyy2OxGN8mvV5PV9YeL3V0dGAHxqF9a2srkUgEAoHu7m7EDtVq1ev1cnxlMo/XI99xeKmpVCqfz+MfQYAIGGU+n7/lllvOnDnj9/uPHz/e19cXi8XIX4C9r1KpEOVhkdN2T5+dnSUMqE0nQU8Bo1YmkwGF1Go1k8lkNBphquMxxO2pkHSz9KIQKNoaGbKBsPtpx1LabLZ0Ou3xeCqVyqlTp5rN5tGjRy9dusQ1ZCjF4BAbi0QiMTIyUiqVaCDBnbEAm5+fV6vVIN1Iv4mB4HiSTqf7+/sx1MT80mw2Y5rA3BTCMs+Z/CODwYDFA9AMZva45xw4cGB1dXV7e5spKTQ6Rp4Oh4MZJBgNjht+v39+fr67u9vj8YAycK36+vr+7M/+bHc/5A8++CA52T//lUqlvF7vU089tSv39jd/8zcOh+N973vf4uLiJz/5yX//93/nw/bXf/3XIyMj991332c+8xmfzweuEY1GH3zwwW9+85tXBef90YyGa6u9pqenl5aWmPww5+EbgicNTjNEPLQ9e+AaYC7QarUYaiWTySNHjjidzmg0KpfLzWYz5XjPnj0ul4vZnUqlKpfLo6OjCoWCMgpNFBtCeGLcW3d3t8Vi4TsPwIxqALMAqFx87Rks0GVub2+zwW9vb4Nx0vkRqCmEQCesUqnwiaHC3nDDDeVyWQhRr9cJ6QHUvPnmm3HJUigUxE/SZJPaCMWjWq3itVOv1wGPKYs9PT3cJ8WaGg3LA3YcDG1O6VarFRtIcjEhC9jtdtgEcrl8YGAAbS0hzKlUClCZ8GTEdTKZzG63c9Hg9NpstgceeGB2dpbtk/giPMN4RbgZM97EFyOTyWCiy1uPWRHmzI1GA9eMer1OK0+qc7PZZLqI4TmcQ0wuqbNcKPZLiOvoq4UQfJxArEhXdrvdV0I68fTTT+/iHf5Uq6ur6xqj4dr64fXMM89AdGdaRVsjhKjX6729vV6vFyNApVIZDAbVajWJj16vl6aT5m9+fn5kZIQJ9tbWFuccpVI5MDCg1+tRNBiNRoyBiKvUarWNRgMJsc1m494CgQCOX/TKjN2QMzD2B24gKQaUE1WXVqsdGhrCYpZJFJaTXV1d58+f7+vrI/rB7XbDzsXIhoqN2AECGunFgUBAr9f7/X7sWpjIVatVHg4XnlQqVavVjh49WigUMIFnetNGt3mSQoi2SyXUBno7/DJ5VhBAbDYbwRMcOTBFo1jpdDpQdTgRSBsAUhkGEoqMxJI44UqlMjExMTg4mEwm2QoZSLZ5cFw3Nizy3kndQ4TM085ms3a7PR6Pk06fSCSsViuucmgl4HjL5fLl5WWdTgfIDrkaFB45TKPR8Pv9BIiiCqYRL5VKYOhskZlMplar7Tqj4dKlS1eR0bC6uvpGGA1KpfKee+65//777733Xrlc/vjjj7/97W8XQjz55JPFYvHzn//83Xff/fWvf72rq8vv99fr9U984hN/8id/8tu//ds2m+0f//Ef77333vYB7Np686xisUgiL7bZeM14PJ7W63kKRIwzyaekACVgtYvBtkqlisfjExMTZrOZsoaNF2p/gEhMBBOJRLVaZe6dz+fbuK3FYqFHwg/ebrfbbDZqBY1To9FwOBz0tMjWtFotkTEIr6DfU6z4Acteg8GwtLTk8/m2t7enp6dRBMvlclpQCPwIhOk2UVHpdDqXy8WUni4RQTE+vigL8O7xeDyEOCB5wAYIq8tWq4U6D+scJBKALF1dXSsrK0Qyo3cD8qBWE2BMfMbQ0BCAQts9h44XdAYLTIZ2Ho/HYrEYjcZAILCwsLC5uTkxMXHXXXfNzc3BBIH/y0XmzfV6vTi1wbbY3Nzk7MP7xUy6u7sb8q/T6VxfX/d6vTKZLJVKMRvjusH6QaHMycJgMFQqFYvFQmo1chWi6DBCZjIK9MlmjTK6p6dn1xkN3/72t68WowFezxthNLTX4uLi1772tQcffFCj0SwtLQWDwXvuuYc/wX7dv3//M888Mzo62tvbK4SQy+Vf//rX3/a2t6nV6jf+6D/t2mUX5V/KRUIvDrqYqfr9fphCjNmtVisDokajYbVaUYFiM6tQKEhQ397ePnHiBF9v1BMajQZ5Ujwex4o2nU4zZIMkDOdKr9dvbGxgW8ioRyqVwm7AnYVWEpFYoVBgJAVpDR815uSwyF544YXOzs7e3l72hlAohCANM4XOzk7ihdELwHLc3t4ml4gpUK1Ww6F9cXExk8kAbLMx0GG3/SOAPMBTJBIJElyTyYSDOvqFpaUlu91OUYtEIg6HA7SCEzhxDBaLhYLY29tLz3fbbbfNzc3J5XIcmEKhEHHBeHaazWYIFDTWSqXS6/WGw+GLFy/a7XbCh9kwTpw4Aaeu1WoRWsEWm0wmCQEiWhmv+D179pw7d453E7cIrVZrNpspxFtbWxMTE8FgECoyJDqYFAD/DDbRgDQaDSKjtVotTBZOFwQdhcNhi8VisVhwodPr9aOjo4lE4geYqLu4fnFpTa1W6+LFi5OTk8Vi0e12v/Wtb22X0Xw+/+yzz25sbIyPjx87dqzd1545c+bkyZPd3d133nnnbgUmXVu7vhBtORwO5ievvfbaLbfcYjabq9Xq5OQk4gWr1Yqyz+FwrK6uajSajY2NYrHY19e3sLAA3BmPx2ny6vX6ysoKFYwsXui7wWCQr9ja2prdbvf7/UtLS6SmEUZrtVpjsdi+ffuOHz9OsaKvjUQiYJFOpzMcDgP18nuj0bizsxMKhWQyGa5G7Y+fWq0+ceKE1Wrt6+sLhUII1lKpFHQGCLc0YeFw+IYbblhZWXE6nUNDQ+fPn6fDy2azkUiEWPhf+7Vfe/HFF202G+Wa6DiuRqFQQIQMd0wikczPz+MjQ13a3NyUSCQLCwu07EDPNMeY1AghMCdm2xocHDSZTHSKnZ2dtOBoHE6ePJlMJsfGxsLh8MjICAogvDAbjcbFixdtNtvFixeJYp2ensZHGWGC3W7X6/WxWMxkMi0vL/v9/lqtJpFIIOUqlUqZTKbValOplFQqZXu12+1At1xYp9PJnoU3B65G6FzC4TDCT4QevEACO0KhENaVRFO3Wi1oIC6XK5VKwaax2Wz1eh1M/EqsX9zCe7lNgM/ngyUuhPif//mf3/md34Epfeutt7766qu33HLLuXPndDrdxMSEEOLw4cOPPPLI7OzsbqWEXlu7u9Cx4iPAGWZgYABPLo1Gg7efXq/v7e1dWFiAO0AUbrsE0eJeunSJc36hUKjX69hJ0o6qVCqye30+X6vVItDH7XYj14I/y5kcpRvuDNjf4NFmNpvT6XRfX9/KygrKCNRbKpWKUy52V2gx+Ky63e7z58+7XK5arXb27FmlUun3+5nkYTxMGnpHR0exWMRB1mAw3Hbbbf/93/8dCoUCgUAqlYIaViqV7HZ7Pp9nJNbd3Y3lJ3o6OBGo7cBWtra2UOnyG+jJGxsbtJd6vR5GgBCCLhfjXqfTCcZKIQJdbTabMzMzSEsGBgbYFAKBwMrKCkZyUqm0v79/fX29Xq+/9tprAwMDU1NTDoejVCotLi6ij5ubmxsdHYUaBlrRrpYGg8HpdK6uriKjwO6HDnxjY0Ov1yeTSa/XWyqV5ufnjx07trCwsLGxQa4w5DtAJYzG2HldLhdHp42NDfIH0d2YTKbZ2dlAIJBOpznpwICzWq0HDhyYm5u7QrP33fJl/BlWrVabnJz80Ic+9JPc+JZbbvm/IIlYLPapT33qwQcf/JEd7OWvrv0zP1wtePca0PDjFw6uTNfbslswS06nOp1ucHAwHo83m008VIEJt7a2RkZGtra2EIuCaHLAxhp3Y2PDZDJBKkPiy0ifTgtRBnYMuHNB3yVgcn19na+rEIKJ98LCAhpItnlOsMiGASAgCyCawroSp1/METweDyZkIJTAxhqNZn5+nloM8xaklupz++23x2KxhYUFoIR4PO5wOORyuc1mK5VKbd+HQqEA/SEUCiWTSc7hlUqFwkS3inSNiGO1Wk1SPT096RJutxuPjLvvvrvVaqFeSSQSEAQwqFcqlUyusKJBnXv8+HE85xldwk/TaDS5XA4/TovFAn1OqVQi3mayh79xJBLhup06dQp2AzaQtMUIVaRSKdA4+02j0cCvTq/Xk3XEwQNeMdcK0TXMukqlwuSWLA9sO7e2thwOB0Gk8GLGxsau0Cf8F7ffLRaLX/7yl48dO+Z2u1999dWXXnrp85//PEepj3/84yMjI+Pj40888UQul3vHO94hhPjf//3fRx555AMf+EAsFvvYxz72xS9+kXiUa+vNtjjxlsvlbDZbKBSuv/56i8VCvhrlcXR0lHTJc+fO8d3Z3t4m+1apVH7wgx98/vnnm81mpVLh+26z2QgjWFhY8Hq9sVhsZ2dncXFRo9FAN7Db7Y1GIxaLwdJHG1UqlXK5HEoogmbblpA8jXw+z6OUSqWBgYGlpaVAIAD3YX19XSqVrq+vDw8Pp9PpXC5HXcUWR6vVXrhwYWRkBAWZ3+8/f/48TDeacrvdbjKZ2rUdTValUtm7dy89/c7Ozssvv4w3QW9vL6lDHPkIn7vcRbhYLHo8HiZ+hUIBxRnDRhxzYXOEw2E6/kwm093djVaiUql4PJ6JiYn5+XmyP1ZWVtCtTE1NofbCm8lkMlUqlbGxMTxu267AMzMz1WoVq07y2PDrwXENtQt8WqaaKpUqGAxKJBKNRnPp0qV2npxGo0EegtNnqVTa3NzEXLNQKIyPj4NxHzly5Omnn3a5XAcOHMBMB0+TjY0Nq9U6Pj6OQ2Sz2VxZWQHpIC6ED5sQ4ujRo0TEyWSym2+++aWXXroSH/Jf3MLL+uY3v1kqlSYnJ3//939fCAFYg32SEMLhcLzwwgtCiFQq1W6ISYBKJpPXgIY356KGqNXqSqVCgEssFoNgC2d2Z2cnEAhg0BuJRDBHh041PDxss9kSiQRpvtBdq9Vqf3//9vb26upqV1cXAChQAhgEJusQBIhdbNs6ut3uTCYDdbfZbDLmweSrXq9PT09DKNvZ2UkkEi6XixM7zhH4whDZAFcXILIdQg85AkMuvV5fKpWomVDMkAOfPXuWc3g+nx8cHMSLkVgxcsEYFuJrwFAKDgUsCWza4CDTDQohEJUIIfBlAIaA/4scDDuDdDqNhfnRo0eff/759fV1s9kci8Vg3tF4d3R07NmzBzJdq9UaGBggewIiA0NKyuPOzg7MEeTSoAOzs7NQ0jAz4jRx6dIliUTi9/tnZ2d5L+BfGAyG5eVlj8dDalW1Wg2FQisrKyiygVegXbTfdy4vOdDtDhzmCIxptgbmf1xAj8fD4YXwkSvxCb+KQINUKtXr9dddd91PcmNcin54JZPJT37yk+95z3vaXA+j0ZjP51uvR5Lncjmyafg9t0GKfuWi6/7f6xrQ8ONXuVze2NjARoV5OOpZEhPL5TLJ5AsLCwCuzWYTo1edTre8vPzOd77zhRdeWFtbI4UO2xXa1q2tLeA9OqpCoaBQKLLZLDIKCMArKysKhYI4d5vNRmnTarUAoijQdDodpY0vNskIJpNJrVaTRguQQWQOTNdSqYRnLA0Wjwu1qVKp0OmSB0GQG0BDO54X9dqJEycYH3V2dpI2D36McAPCKk9saWlJp9NR5sxmM0BD27GWNAqDwYDDPDJTNDMAACAASURBVB68ANiI8QA46vV6X1/f6dOnYcHVajXQFujKY2NjuVxufX0dWEcul6+vr+/Zs4e2Rq1Wh0Ih4tbwvFxdXZ2fn/d4PLBLMLHH3YqqLYQg5AKzdyI8gX5RrCC91ul06+vruPWgW6Y9xcX3zjvv/P73vw/EC9jEf2eT7uvrq1QqhUIBCzSfz4fZ2/LyMrumz+dbXl5G1dxqtdp2fbu7fnH7Xa1W+4UvfIHyetNNN7373e9eWloaHh4+deqUVCp9+OGHJRKJyWT67Gc/e++998pksm9+85sf+MAHbrvtNiFEKBR68cUXASCurTfbgiBgt9s5nAshgPyGh4cdDsfZs2fn5+dtNtvk5CQFB2eTRqMxNjaGbcH6+jr3YLFYuru7E4nEzMzMgQMHGo1GNBq1WCw0ecRxraysyOXytoYflRPgKWJ+LDmFEFTgs2fPwvZstVpEjuMlBvmIwDa6NHizeGvhkV4ul5eWlhwOx/j4+NmzZw8ePEg5AoUcGRkJBoMYbq2srOTz+WKxSL663++3Wq3hcBjRFmPGvr4+dMtMkChZ4NFerxePCTYLsoFgTHBywBvCZDKZzWa0tW63u1qtHj58OBQKcRlJr5DL5S+//HKtVvN4POvr61tbW+FwWKvVku5Gsi/PoVgsdnZ2IgZxu93BYDAajfr9fuLKsIULhUK9vb1tlla1WoWKgiUk2IfZbFYqldjucM+YGQOvgxTUajW32w16LpfLX3zxxZtuuslgMLzyyivveMc7wuEweopisRiPx/fu3cuRI5FI4A0Zi8WEEIRqEb8HG5ygO7R+Kysr/1fD9wbXVex3efSXXnrpJ3GdUKvVhw8f/r/+ymcvlUoJIaCyt30faDCEENVq9XIzCFjxb/QFXFtXZrVZqO3IBoxmHA4HxmFomlZWVnZ2dhAu4cJos9mKxSKGXO0IXly98JGlnjCVAR1Ak4VjCya4yLg4Mtntdki+tVqtq6srn8/jvK7T6fAUgHYqhEAJhcEhRC2GeTSuQgji24UQRNSjpKC84LBD6AP6aLj9TJU4MAsh7Hb77Ows8licvxKJBJovrCjaAROc8xF0FAoFm82GMITXC9uCAyddn1KpXF5eJpJzfHw8nU7zJLl0nZ2dX/7ylzc3N3EgQkZBcKbZbC4Wi/Pz88TrBINBo9E4Ojq6uLgok8mCwSCSh76+Ps7thGLAwtBqtRz7CbZEq4vrLfKxer2O22W7GeZVB4PBwcHBhYUFfB8wXF9aWrJYLAMDAxcuXLjnnnteeeWVnZ0dwvWEEHz3pVIpDGtOH7it9fX1OZ1Os9lMkkJXVxc4MmcuuVzudDqvxIf8ahVemUzm8/k++MEP/sz3kMlk/vzP//z+++9v+3wLIfx+f0dHx8zMzJ49e7a2tqanp3E927dv3/e+971f//Vfl0gkZ86c2bt379Uy4r0GNPz41Ww2DQZDOBz2+/1kCGOxWy6Xx8bG8B6Px+P0qZyBm82m3+9/4YUXLBbLqVOnQqEQNrPZbNbv9xeLRYVCgX+VTqer1Wr0HLSAtMukIUil0r1798ZisWQy6XK5CJIAPqTKY71L8Fgul+vq6mLghrA/k8lYrVboDEKIdDqNgEIikbjdbr7eGJ6Vy+VAIFAqldDWIuWl9ST7x2w2CyEwQrPZbOVyGYpEKpUyGAxKpZI7xxae/YkSj+Atl8s5HA7sJHFDsFqtyWQSUIbBIFm7lUoFo69MJqPVapPJJNISQjoikUiz2QyFQm9729uOHz8OXF2r1axWaz6fb3Nuq9Uqz+1///d/yeZA/TU+Pr6+vs7Bfnh4mE0UpKDVaq2uroINcx7QaDQMzdRqNUb3MOvg8XZ0dACKE+BkMplardb6+rpGo/H5fBKJBKHyhQsXXC4X0DI3gE5GXws3GBoIAFYul4N4TPAEJGpwnB9Izd2txY54Je7557AuZ4KRugdDIRgMjo2N8dfR0dFCoQAlb2lpqe0HMTY2Njs7ew1oeNMup9N5+vRpn8/n8XgWFxcdDseZM2fC4fDv/u7vdnV1QdHH0Wp5ebm/vx/D83Pnzsnlcob//f39S0tL8DaJXQyFQtjxIuyHVI+tN/Il+AtI9GdmZgKBQLFYHBkZ4QxPv6hQKIaGhrBQkUqla2trsIs7OzvBoIUQlGj6tlqtlkgk8Cns6uoiIoExPq0wiZt8SvkTKrmenp7u7m5wEADQ06dPo2hlCkeSOYbt5PJCVWBOuLKy4nK5dDodPS6UB51Ox04B2gsmwlRKCLG9vU1YNZcIo2LoHrw0iUSytLSEWS9IdyQSwQxSIpHUajXc3bq6ukqlUjQaJR7S5/Nx7Fer1aAbvMwDBw4gc9PpdPF4PJFI+P1+g8GQSCR4lDZyQYgPNnX0wbTLbY8MqVR6++2348ir0+kuXLgwPj6OzyWRezhTsJW73e5arTYyMtJoNIQQiURCqVQCNDSbTQyAjEbj8vKy3W6/Qs5hV7fw7uzs/O3f/u1P4jphNpv/L6DhvvvuE0LcfffdH/zgB2+++Waj0chIg79iyyeE4AjX/l84ku7Ca7i2rsCCUQ8lSiqVMqBGUDA6Osq0ie9+Lpdr10CwS0CHSqVCixiPxw8dOhQKhYhLAFwQQqALw1BQCAHWSUEeHR1Np9MrKytUrZ6enp2dHcoySl6PxwODAPFyX19fMpnEQisejxsMBohUELJardbOzg5Gv4FAAHsIyBptbhR9e6FQQImMHxDiEblcnkwmQSXaBgSc1fFBaDab1WoVWi7UAPxxM5kMFQZ7YHIfyKEj1RI6FdM+HCUrlQqVkE6VWRQbE4UXEQooDHnqKB34mUcpl8tnzpxBOk2aA2Q6JnyUa+x1EWsTWkfWm9FodDqd6XSaUDluD1mP4qxSqbq7uxF3c3EMBsP8/Lxer3c4HIjX+vr6zp496/f7XS7Xyy+/PDg4CLTUaDQwA4IVjnZbpVJBUVlYWGjHeZLBzFuQTqevBNAAS3rX7/YnWW8c4Pjc5z5XrVYvXbp06dIlIcTAwMA73vGOjo6OBx544LOf/eytt9568eLF8fFxwPFjx449/fTTn/70p4nO/eQnP7kLr+FnWteAhh+/SFUgroxWqauri1ialZUV6h3VEOQV71yFQtHf34+sq9lstvMvL1y44HA48Jht5zWAbvKdxEAlnU4TdTY1NUXGDCAug/GdnZ2xsbGtra25uTlkqxxfy+UyHEWYC3SiMCPgQQghgAZyuVwoFOIQLoRgAgaQzIQwHo9LpVKsX0ulUl9f37lz5yQSCYI0zFq4f0Z2BJJDGMODgNiFeDzudrs7OzsRGkgkEtRrhUKBrE2GWn19ffzS6/UiRrDb7QRekCq8urraarVmZmbMZjPG7Gh0d3Z28vk8ic0M7mq1GnWz1Wqh30MGYjQaZ2dni8UiEfHAH3iqt0Pptre3IWIUCgVob3ThRBCRSIc4HJof6g900ag5CoVCJpNBJQ7IApwxMzNDqFtPTw/hduwiTqcTshy6cewn0TqipuPd5KpeoU/4Ly6j4fL1yCOPHDp0qKenRwiRy+XaWxTUGCJCsYvj95y4rtrTvbb+nwtWlF6vb7Vap06dIs1RCCGXy+fn52dnZwcHB8ksIJqBMenQ0BCIrVqtlkqld9xxBzarkUjkzjvvxFyGfG+LxSKRSH7jN37j85//fKPRgFiIPYrL5YJR73K54vE4czzsCaGq4ZySzWaFEIibTCYToCfDPTpOIUSr1TKbzZRBiE7kCpHOg+OaQqFYXl4+dOiQyWQiUaidHNRumhlhZbNZh8NhtVojkQhR8zqdrlQqIRsmj5MQB9zacYAHFMZNBsAaCka9Xg8EAhsbG8vLyxAcpFLp6OgoJ/lWqyWTySBO12o1OnI0d3K5fGVlBdiFN4tdg/OG3W4PhULLy8vAB/xpcnLS6XTabLZqtcphXghx7NixUCgEqhuPx+li6eB5etR23CiDwSCnFDLhsecgITiVSmk0mlgsdv78+euuuw6qxfb2diwWQzUN8IFa0O12LywskOi+sLAwNDQ0MzODTgeemt1uZ7thIwgGg319fVfoQ34VC29HR8d3vvOdnzl14vJ1Odfd7/cvLCz09/cLIebn5wOBgBAiEAg89thjEA9R0PD7a+tNuIDkgPby+bzRaBRC8BVbWFiIxWIQiJhvcfYGpeVoHYlEwCWnpqacTufZs2e9Xi+OthAcQPTGx8cxGkQ9AWSs0+lOnDhhsVjgFJTLZQgL8Ji6u7vX1taEEJFIRKvVBgIB+LCtVgveAUkNW1tbDM+cTifVL5fLET+EqJbemJTcWq1mMBgQCJPciXqr2Wy6XK5oNOp2u2HIwuEFKe7s7MQGmNaOeQaCCK1Wi6kNmEuhUOB+2tZpWImRD0rEI97qPp+PlHoOFEQjcbcEwHV3d3O14cCijCbMCD4X4gVyMdAS+v3+c+fOYZkMXkzoGztavV7H343qt7i4yJ3AQcbU3GAwrKyscHv8O+FBoJTJ5XJkpW1tbe3du3d6etpgMPDqzpw5UygUFhYWCLnc2dm57rrrEIlbLJa1tTWtVhuNRnt6eorFYqvVovEGdCAvGfThSnzCryKV7I0/7gMPPHA5aMsAWAhxzz339PX1BYPB++6778Ybb+SXSqXyc5/73IkTJyqVyuc+9zl646uyrgENP36p1WocaHBq4MiK/QzGjYAI29vbY2NjTMVJ8x4cHOTo29HR4XA41tfXqc47OzvYYmGphbyfR6FT5KiJbAlVRTqdpkZotVpaWPDR0dFRgAzsGzBccTqdwWDQYDDs7Oxg/dBO6xFCQEBlAMWGQYtATK4QQqPRQCSG1gUjl0AdkAgsx7e2tqLRKGE8YNXFYpEEOAgCuOBotVq73Y4+lrkZWwuHZzxp9Xp928LAbDZHo1EUa9lslskVfTlRnbC51tfXMbaB0dB2aK9UKnydLBYLLxk0t139a7UatRh+LMbCo6Oj+DgaDIbu7u5QKEQEPRA4vug4sedyOVLfl5eXCaHgnk+fPg1VDDdg4vE2NzeZskIVE0J0dHRsbGzkcrlTp07xAWjnM7HtYRiBIMXv96vV6snJSfyToKf+kq3FxcWLFy/+hDFvn/nMZ/4vedujjz6KQQ7/xKah/VfgPD5sHBf5YVf67GvrSiyOfMgEWq3W2tqay+Wil81ms319fe2vzMTERCgUQuWr1WqHh4fr9XosFhsZGVlYWLjxxhunp6f9fj/Hm3A4TMgZlLTZ2VmTycTECXMvGAqtVgvHQcixPCiGAq1WKxAILC4uHjx4EBd0IUQsFtu/f/+5c+dkMhmQR9vPnFAbg8HA0V2v1+v1+kgkghFMrVabm5vDIhejX5lMNjg4mM1moQ9wm0ql4nA4SDiam5vr6+sD3UYG0oaYY7GYRqPBtqCjo8NoNK6vr3d2drIXwI0CwcHoB+CDFwWH4tKlSzDCYrEY1QlTG2hfxD1C02CDIMYYyS6zUEReILnUfNR84XA4n8/7fD4CQYBu6drxgKDWjY6OIknL5XIbGxu8C+wyEP3C4bDVamXoCmiLt5HP54vH42RSdnR0nD9/nmMMwuxWq6XX6ycnJ7EfZsdkN0E+XSgUVlZWxsfH9+7du7S0ZDQaFxYWNBoNQPDVkra+adfJkydx/djc3HzmmWeGhobY4O65554vfelLtDcvvvjipz/9aSHEwMCAy+X60pe+dMcddzz99NNjY2NXiBF9bb3xJZPJurq60uk0mWWZTMZsNhuNRkoBDRVkBK/XOzMzQ1sISTObzRJVqNFoAoFAPp/3er1ofrFKga/KV4/zPJIHq9WK9KzVamHXBb0IkpTFYsE8BaPWPXv2ZLNZvLQxEcSIhz5QLpdD/kekxkgPU0aJRIJsCkOf1dVVmUyGPk4ikdAWgmOiPibIDDIC1pLMEUOhkBCiVqshW0YK4XQ6SdLd3t52Op0zMzMoGpgO0mODiTCPhIlWKpXMZjOaX5vNRrfJRoNYGP6sx+PBdNxqtRaLxXq9Thw73TtSa4w2UfjCfUAJyCmD2GAsybVabSwW4z/q9XqPx7O2toaxMZsUxF5wAWAaSLUYriFtwxUYYjX+9xwKisUimMXExAT4NWriCxcuAHxjb4GCGI4wZxYS35CoQL5rZ95fW+2Fpe6PXMPDw1gzXL5UKhVK4au7rgENP34R5Iv/OUR3TAQpu2tra+jZ2plqxPwwjRkcHNyzZ8/s7GypVIIWgXnszMwMJn8ymYwWNhQK7du3D5uZZrNJqFuxWOzp6UFzYTAY2rQulAJdXV3Ly8s7OzsHDhyYmZkhZ8Fms2GNS3oN1INGo+H1eoUQkUgE1iJ0L3pZhUKBmos8ecoTlDOr1QoHgZEdggitVutyuWZnZzmlExJhtVoJm6Smc4omDJn4T14IBZddpNVqWSyWjo4OSBM6nW7//v0ymWxqaorc+La2jVGeEIIZJqWTGM5kMgnvYHt7mysslUo3NjYwlWDY2NXVlUgkwIMZga6vr1utVuxqUP/SxcJYgysBo8Ruty8sLPCcp6amMK2Qy+VkVdTrdY1GAzqQTCYBjyORyIkTJ/bu3YsrRCwWgxeNB4/JZOrv719eXt6zZ8+rr75Kch67II9C4HO5XD558uTOzs74+Dj1/QpZ44irOlhzuVwDAwO33nrrj72lTCYbHR39kX/6yle+Mjk5+alPfaodOdEejQohcAPBGQTqI4pE9J+79DqurV1eHR0dFy9e9Pl8xWLRZDJ5vV4UEHK5HJhPCJHL5UjAwswlGAwiWO3s7Ozv7w8Gg4lEYmNjA1GVz+cjWjyfz5MftrW19e1vfxv3XDRQIyMjyFmBIRKJRGdnJ960SqXSbrfThur1epPJRLspk8n6+/tzuVw6nYY7A4c2GAx6PB4mRRCJFQoFzt7oEba3tzFEBBSjsWOWJZPJRkZGwuEwRDkWIDXmPgwACZIcHh4mUz2TycA18Hq9arV6ZmbG6XSiZ4aGChDAx57IHjxrhBA2mw2GM6UejlW1Wm1bDrdaLa/XS6IQ7DOMb+lc0V3X6/VsNqvX6zFCFkJQJEkjxo18aWmpv7+/Xq8z+9Lr9cvLy4j1eGLwhJ1OJ5uRXC6/cOGCUqmELNbu1CcnJ3t7e5vNptfrpZUnKo88ztXVVbx4eHWcAc6fP3/gwAGUFFNTU0NDQ2wZjNnhnigUivPnzyNw27dv3+bmZqVSGRoawsVtd9fV9Wh4g8tsNp85c+b48eNqtXp0dPTuu+9m/zp8+HC1Wn3yyScVCsXHPvaxNnPhz/7sz7761a/+y7/8i9/v//CHP3xVn/u19f9aHR0da2trWAMyweYc22g0CB0QQshkMho/t9uNuIl88Wq1eu+9905NTa2uruJKyyHz0qVLeLKAbJIxCSMAU1uMAHABqFarxCvi6cijK5XKSqWSTCZxMSTjHDg4mUySdsmzooDTgvp8vkqlQgYwJohKpRJfM7VaTVQn7AnwUNJYl5eX8TL3+/2EaPT396+urqIyE0JsbW1lMpne3t69e/cCN5AZh3QImqTZbG42mxhMUAzhdIDIcJjv6enZt28fzGKNRhOPxxUKBUEe+LW1IWbicvr6+gA9MdOlgLSdMond4egO5sJMFBw5k8ngL4ZXvclkohWHusu4SyqVMiErlUp4XqJqIdONpFKI2B6PZ35+HvAIPwUSnWZnZzFfkMvlKAp5dUqlEmHI2tpaIBBQKpUIQDhGwaHOZrN8bA4cOLCwsCCRSK4QlewXmtHwC7pkf/mXf3m1n8Obek1PT7/66qsk30Ax6u7uVigUa2trarW6UCjcdNNNbWgTu3JG5R6PB6eZ06dPz8zMMHxjjNMWZwLpWa3W22+/PRQKATFUq1XO+Ry/fT4fLrtKpZIOG34XeDP61WazyZ2r1erV1dXR0VG/3x+NRhm/Y9+As2sgECDlAdykVCrt27dvaWkJrgEMc56ey+WKRCKUPKQHEKV4zltbW+Vy+e67745EIj09PfV6fWBgACtyOOqkGfMMCaXb2tqqVqtcKyEEbppyuZyKSf0qlUrhcJjtx263l8tlt9tdqVT6+vpAcHBzAClg78GXGEWfEAJRmVwubzQaLpcLuy+j0YjIEAJtsVhEtsfTYBaKl69KpTp48CAAkMVi0ev158+f12q1XPD220cXTtAx7mLUYt4F4uJCoRBXgOxcWHw9PT0khnR1dTF4TKVSaAXbUUNer5chIVh+PB5n9litVgcGBpxOp8/n28VPeLFY/MY3vrGLd/hTLZPJdOTIkV/7tV8L/LiF4c0P38MTTzzxyiuv/PVf//XlU8eurq6vfe1rd9xxR2dn54svvlgsFt/+9rdLJJK1tbV0Or1v3756vf7P//zPd99995WDb66tN7K++c1v0vqQ+CiRSKxW6+rq6ubmJhoru92+s7PDqdjr9S4vL29vb2s0GqQHkUjkwoUL/f39NFiMdBiSh8PhTCazb98+n8+H1Sv+6vF4fH19fWRkJJFI7N27l5Ad3LZxiIRcgMKCeVStVkNDi9WuEKLVagWDQbijHR0d6XS6t7c3HA6TxZNOpzc3N3F4SSaTg4ODKysrHo8HtpTRaCSwjbBMPpmUlFarVSgU4DQhnQWDgAELxk2nDvwNUY4JlUQioaoLIXC+BMoUQiCyqNfrZGdAFgMux4fIarUCCnANlUolmZ1CiI2NjVAoxAiFPpjyDrcOV0Uy4SqVitPpjMVipAKxYQEW4+JZq9VMJtOhQ4eAp+EgcJ+QHcLhMHkWQA/tcKJ0Ok2sKW86/hSoXejRkdEhlEgmkzDj2I/Onj1LajKQjVarNRgMhP5gtAafDmhSCPHrv/7rP4mjwU++pqamzp07t4t3+FOtSCTyiU984mf2BjOZTAcPHrztttuOHTs2Ojp6OTUsEAj8yq/8yrFjxy6nLahUqgMHDtx2223XX3/9NR7Zm3YVi8XnnnsO1zAo/eAL8XicDgQFLuaL6XQae3LIU9iKvfbaa7Ozs5yEoetDFsNdC1WFx+ORy+XIpph4QX1NpVLXX399NpulQNHiwgujuyuVSnhjIYCVSCQrKysGgwHCBX60KHPJ6+VQzayebpyhGo5pSClJmcEcoVQqkarTThPD1AAkZWBggE5bIpFAbaBho+i1e3IhBL9RKBS01kQ1o6pAsElqRqvVisfjcLWQ3yKeRYIBoxa3MjI74TvTbfLyUUNUKhXO6jwluVxO4iwSZhjBCoWCLDYmf2azmTosl8v37dsH8EHMMyo5qCLgRK1WC8RWCMFMDl8eDjtCCKTE8/PzAOJCCADcSCQyMDCwvLzc0dHBcK5er0ejUVKfWq+H1EASYZZpNpsBdxjfejyedrbCbq1nnnmGM8jPfwHx/F+hlb/E6xrQ8GPW9PT03NzcwYMHNzc3k8kkyWQrKyu0oTC70uk0rH5EWW0V08WLFzkb484FDx+3RZRsarVar9dHo1H0XQz5+SzidyCRSLhls9nkjN2m8lLy4HqhDqhWqyREejwessHMZnOlUqHIAgDn83n0txD7u7u7UXzt7OxwisMRh+cGJaHdixBaDqWiUqkMDg7Ozc3xnIUQICPpdBo6BnwBjUaD2K+npwc3hHq93qa3gdoIIZhugbAQdF8ul8F9t7a2JiYmVldX3/KWtyARZKoGV6JQKLAHgOwikMYavVQqVSoVCPNEfhgMhtXVVSEEqkKtVjs0NATxGN4EPe7q6irkwJ2dnVwuh9UlZhDoeLnmANWw/mjusbTo6OiAYkfqO9IPiiyqNqANDCAR13EMIGjD5XKhTiTdE8MO1NS5XG5wcPCXDGjQ6XT9/f1tg8afdiUSiU996lNSqfTll19+9tlnn332WYfD0dPTYzQa4/H4448/PjU1dfz48YceeshqtQohvF7vo48+OjU19dRTT1kslne/+927e3i4tnZrvfjii0eOHPF4PKdOnTp48KBOp1tbW2M8hd9YsVhcX19n2g9nPpVK9fT0nD17Vq/X9/f3Y566vb1NLbVYLJcuXarVavfee29fX99LL72k1+tnZmYg03q9XofDEQqFSHMAkKKTY4hHC4WjJKUSpgDFk24Y8STHV71e32g0aCLhPZXLZULXrFYrWAOKiT179oTDYbYS4GydTgeflmqMWg0oAYI6DWJ3d/fIyAhWtXK5vNVqkUDRJt9xsAfjwF6B+E+CPHHAwW13aGgI6YTP5wPIxpacuSJxnsDHQgiYdERXYioklUpbrdbExAQcNywhQ6HQ5uam0+nEbxxhWrVaHRwcxLM9k8nAIMMXHZuGaDTKOQddBlcVZ2KbzUYbLZVKYTJDWmZDBCIhCIPhZCgUwo6nvRcwDp2bm+PV4UOEL9qRI0disRi+EmyalG48mCuVyq4DDRcvXryKQEM0Gn0jQMO19Uu5isXi97///VtuuQWBJ9QwomdqtRqhD9vb28yfSIVA3MSMql6vk/jAEb1cLpObiC5sZGREr9fPzs6SX0inpNPpjEZjIpGgVyQ1E30rkIHVagVI5exKBSYII5VK6XQ6CtTGxgY26rRhaP5pvbg3dBBCCJrbQqFAOcKsgRBKmBE48ojX9w6DwZDP5z0eD3UJzHp4eFgmk+GA1tnZabVacV6MRqPAKMlkUqFQkONGBhmILSEXwMfAwbAMkE5jBg+K0d3dXSqVqHj4NWi12kgkwv20rdaJ5yDPgtx0bOD1ej01EIcauVze399vsVgymUyhUGjfYblcpg7jnpNOpz0ejxCCqo5hB5g1MzZ4ebVajclc26SjLaZTq9WwvNVqNVF63B6nZKCTXC6HtlqpVO7btw8TdAx9yNogUmRzc/NKAA1PP/301QIaNjc3rwEN19aPWNPT0/Pz87RBOCDgtetyuXD/UigUZAvjg9BqtcAXsVfFXZZK5/f7yTkrFotutxtzr66uLhj+FM2enh5UBkKIdgEijYIACA7qQgiQyHQ6TY+7tbVFdyWRSNbX1/FHRDFByeCsiyiODpiBoRACL9vQtgAAIABJREFUZJdpEjWa1tZgMOCphqSN+1epVBsbG2weZBEhCevq6mIKJISw2Wzd3d0QNCqVCm1oNpttmxJDtYWaxayM5AguWmdnJ1sCOHcymYxEIpFIhIGbRqNhnIjRI6C7xWI5cOBAOBwGVO7o6ACCRcjNK6WKbW5uYnIGJM9+g9EOZ5jDhw+jEMGREfgDM22YJvB7UaOpVKpms5nNZnkXQBPq9fr4+HgqlQI2am8J4CMEl6jVavTMaKfx1AHMzmQyFovF4XAkEgneL/E6Rt7b23slgIYnn3yydZUWZ8KfGWhQKpW33XbbHXfc8SuvL6ynhBAHDhwYGxtzuVzvf//727QFrVZ75513Go3Go0eP3nfffddQhjft+ta3vjU1NTU7O4t3FJVk79696XQaJurExATyYBpTjMTBBzG7oU2EjdXT05PJZN761rcqlUqSL8GFi8XizTffrFKpMKmSSCTEFgghuru74Ux5vV5ARiipR48eJZOY8Vqr1RJCaLVaCEqY6QwNDaGSQ2oHE9VisSDT0Gg0GLugXLt48SIGpTwucgOy2WKxGMYizAY1Go1KpTp79ixmwxAxpFIpNN2Ojg4SOnK5HGA3MyUEaIzC0DPjkpNMJnHbstvtZrN5cXExEAgEg0EQW7yBo9GoeN0PCJTBZrNhXgAo8La3vY345LZPjVartdlslEpkd0IICjtSNfayXC43MDBAJYS8MDg4KISQSqV+vz+RSNhsNvgFHD9KpdLIyEilUtne3l5aWvJ6vc1mMxaLZbNZtNDA4mazGXEKcIlKpSLonrFqKpVicgiEjV8yGXvMLa1Wq8/nQ3sIRtNsNtkurwTQcPbs2atVeGOx2DWg4dr6gVUsFl955RUUZ20rq2q12g7TVSqVAwMDaPilUinzIeQPHK1Rp2JrpVQq4Wm6XC7wvmKxyNCrUqkEAgE4L0j98dsCum03vUIIqFImk4nnoNVqw+Ew8jSsYYA5aGiR0WWz2Z6eHizVNBpNo9HgSNxWyXE8bvtQtFotoGFSJ10uF4n16I4ZrRmNxvn5eapK8/UFQ5ZcBoKH23sQNpaQbSFHcEt8MelReeHkECO17u7uxjY4HA4Xi0UsLSBiyOXy9fV1u93OPfzRH/3RhQsXoO4i0W00Gk6nk2trMBj4j0yqkJ7Z7fZEItFqtWB+cX1QXiPOBXrW6XShUIgtoFQqIeuQyWQQDXAd4k9CCCLbpVJpb28v29zm5ibzszaVo1gsplIpGIgajaado9FqtYhbTiQSGN5vbGxgt9H6/9h7kyfJzrPs+8nKrJzneaysrKypq1U9St0WspFsgyzCgRwY2ABhE0EAK/wHEKxYAWuWsCDsAHnAjjCWg7A8W6gttVo91VyVlfM8nxwq5/MtftEn/El+X1mvu9xGzmclVVdl5jmZeT/3c93XIMtAw+Fw+LEDDd/4xjfq9foTqbpoeOdAw3y9e+3s7Ny5cwflqhDiox/9aK1WA8TFRazT6VSr1dFo5PV6+eY4HI5arSbLMjG/iokjJ89IJKKIAsDVYOA/99xzer2+Uqmsrq4ySwHEZY7EcZqhN+hys9nM5/N4zwgh+AKjZ+t2u+FwGOUFGDP4Lpg0LbharaYCKuaI9JfT6ZT0BKDHhYUFzGBwxyG5hxM7J3CelAqlUqlQxlKVhBDY/yIfIJ2ITh3yGJglQ36HwwFZAyYF5pEcFSqVCuTeS5cuIZNTAjjZWhhAYS2Jw41Go6EzBv3p9/urq6ucAXCdpKdfWloiBo8rvXr1aiaTuXfvHsCH0vjSB3PnYfFhtGO32yuVitlsDgQCiFMwT0JZw3GXcZzP5wOWIt8IbIU4IpPJ9MlPfjIQCICGAPPz+K1WC78fl8uFHmdtbe2xAw3tdvtrX/vaY3zAD7QcDscvAzSgiv/Z9bPyCofDgcnQz/4JzqyKKcZ8/XquV199dTAYxOPx6XT6zDPPMPk/OjoiYMLj8QghOMQyiie/XQiBY0IwGEwmk/wTZdPn89XrdRywYSrh4MisHq4ZPejCwgJEJ45haGKhnjYajXK57HK5HA6HWq02m82Ap7FYjMaLsBuIXUCcR0dHNpuNEDigRsZrsixj1kiKDUUSggZq5HA4LMtyLpe7cuVKvV7neZPJJP7kWMNwEsYTAQS2WCyiVmNsFQwGOckPh8Nr167R1NpsNmgawK+QbBmXoQfB9AEDMIozjDybzYbTLcmgo9Ho9PSUqZ3Vah0Oh06ns16vVyoViMpGo5EjPd4Q9PEM+tA4RCKR8XgciUTwUaephUIsSRLTv8FgsLq6CpKeSCQYD56enmq12uXlZcKY6MI9Hs/x8TFKN7YYJRCBANF4PO7xeDKZzGg0CoVCzzzzjEqlwlWu3+9zdSgmyuVyPB7H6sVut0uSdE5Aw2N8wA+05kDDfL13SZL0gx/8gKnSwsLC9vY2O2yhUAgGg4yIaGNwbIECAPwXjUYZqyhpQTSETqeTURA1h/4HhxQsaRcWFujNAHN7vZ7f76eg8Y0zGAzpdBoFAT6CilgYiFPpCSeTCUy0brfL3IgijBFYNBpNpVIulwvRGZxfVGMmk4mEcrwJZVlWLhnDmkajgY0CZZCfuFwuCGuw6oQQyA0wTeBlABlDZEMxxzCPwDJcHsvlsuJZTrfJSTgUCpXLZTShiEFkWb5y5crR0dHe3h6yiNlsxvaBQYMsyzjgIstVnODhIxD/2el0nE5nt9vd2NjI5/OHh4e8U7jk0ntzb/lzrVZbLpcxhqeuMs7hsFOtVm0228nJCeNJ3Na8Xq/NZuOj4vF4OGtgb+/1ej/xiU9wcuE9YuvkjjWbTdi+DFZDodB5AA1PUDoxBxrm6+esnZ2dRCLx3HPPKTpeqjDHWlRPHPI5t6DpFUIwDH/++eclSWLYFQgEIpFIoVCoVCqku0M0kGXZbrczVOl0OoPB4C/+4i/efvttzuGUAPSxAKhWqxXkD/ObhYUFFAdCiNlsVqlU6L9xGRwOhzAUFBKsw+GAy3rx4sVCocDZ+/Lly61Wi6wdOsjFxUW/318sFqGwotDjejnOlUolauhoNMJJgT1pdXU1nU4rfgrQrhj4Eyz3iU984v79+2DD7Cu0qrA/oGzUajWHw8Esi5m/1+uFniceBQe4XC673U5/CaOYm+z3+8E1kJB1Oh32P5xsqLmQOJiUgpV0u91cLgflAQedTCbDeYOdjHq9urrqdDrZzBSnHxTCPAXaPIj6wCLsuGyN/K8Qgk8RUamtVuv09NTpdFYqFVAnwpmg8xF0B7Ht4sWL58RoeIwP+IHWLwk0zNeHdb366qvr6+v9fl+SpHa7jTI2lUrZbDaytahXmkf5uDSpe3t7Fotle3sbUABJPwqFyWTy9ttvo7fHeTsajdZqNcYvZrP5xRdfLBaLdLEoF2A9qNXqYrG4urqKqJgzsMlkOjw89Hg8pVLJ6XRiiIO/I+dz6li5XA4GgwTikLguyzJwMPGTQggCz7PZ7MrKCmYxarUaWq8QArwVkwIoaUTYwICNRqPQUAOBgNVqLRaLer0eYsV4PAYIZubPQ+GAQ+uPKSYXS7i6RqOhXEuSdHh4CB94OBzCyyWuAjwdeOLpp5/m8Tc2NiAMw9HAhJhuNRqN6vX6TCZDiLrH4wGzptGUZRldA+gtnmRvvfVWtVqFtMwbbbVa8XklH454ZrfbTQDe9evXO50OHAej0ajX66nbdrsdRyGVSgVwkEqlCoWCRqMxm80rKyu5XO7o6MhutzebzbW1NWKPFhcXn3/+eTBx8CAQqMcONNy7d+8JAg3FYnEONMzXu5YkSf/1X/918+ZNHP4A+3DR4jAPm0xRSCGtpQgMBoOXX34ZI9XFxUW73R4IBHK5nCzLh4eHTM7gi9F9ES1hMpk+97nPvfPOOzqdDoWXw+GAGEtXBtsfLIPCi1H3cDjECRL3bk7vsizTWWFqhhsi7avNZjs+PubEC2lfYb2xQaysrBSLRQZU7CbM3mlrISk4nU6EG/D8wYWdTmcymSS8E6WDgshQXRuNRr1eh3RG+PHa2lomk9nY2EgkEkgPCJVsNpvABLIsY3ZeKBSAgJVRXKVS+chHPiLLciqV8vl8aGxhXuCD3m63kTwQzSOEYGMaDodsELybg8GgUqmo1WrGmf1+H/cHKrNer6ce+nw+PCzhhRFvxGmFKQ4aOlgPqE5QZ/MU/X6fMg55jZTQer1+cnLCjBCz9oWFBY/HYzAY8NfgTk4mk5WVlQ8Z0ODxeOZAw3y9e+3s7KCP2N3dBRQQQsRiMeYe4Hbgl5jNoqci64sCQeQMg7K9vT3sxHQ6HTp/4NUXXnjhwYMHShrN0dFRs9lkpg3lDPNCSPjMZ2A6bG9vNxqNpaUlSZJomEArEcXZbDYYSujldDodrLbpdAqjWJblhYUF4APsu4UQ0Pg55MuyjKAX5Bg3l42NjXa7TUGBBsyFRyIRHhyLL1xk6vU6LsE0bXa7vdVq8eLX1tYUDhUONEajsdlscjZg0ATOAvOCS0Myx47FhTCXI78DmS65yhTQ6XRK1CWGkYuLi8yvGOLRSaPR5e0ABoa0AhMMBjVHF0gNdP9sbPBNmBkCHvEmwhIES4IPRpRGu93G/lcIQfNNFDOG+aDCQggs1vHvzGazRMRdunTpQwY0OJ3OOdAwX+9dP/jBD4LBYLlcHg6HlUoFBT6qXWixoIdAotBrHzx4EA6HA4FAPp8/OTkBpLDb7Ts7O8FgEAsAq9Xq8XhkWY5Go5/+9Kfv37/f6/Wy2azRaLx9+zaH24ODg/X19cPDw62tLbIP0ZqCPzYaDRxnNBpNvV6Px+MK6x741efz0X6ZzWan00mPiGsPB3WAV8o4RuUM/ykpGN+AVthsNkW5hkMEdo9Wq5VU80ql8rGPfaxcLsONwkuc7plf48jNbIpUyMlkYrVaFYMuFBZwphCacTKH2oCTIhUY/1qTybS1tQUKAy/sypUrDx8+RCrMOAsDHc75xWIRRd5TTz1FGCfALiAIDGq73Q6Ty+fzcbEOhwNLBbSKrVZLCMGOiTKCvMxIJFIul2FT06wj52Z/IW4GihMSPLSHfGZarRby6QcPHqyurs5mMzw7sd64ffv2jRs39vf3sbHQarUfMkbDHGiYr/cuSZJSqVS3293f34cSazKZ0Fup1WqkW0rClxACvhK4ocViqdfrMAXwTzk+PmZejeSWVi0QCHz+85///ve/T/ChTqd7/fXXOe5WKhU6N6ouHtiyLMPnV6vV2DEyxHI6nVA+aWvz+TwjNAUjwGCl2+0yxiMynF6XcQ4n89lsBoBSqVToAOnxQHVxkVDSFjweT7Va5fefeeaZbDbLNAj7BuoPhbpUKun1euKEkXQ1Go14PJ5Op/kJlhYo4DBiJ8jD4/Eg12LuBbkVnhenD5Qg+EpS5CF8Ib7AaAwqhyzL3W7X7/cjNGavIZyo2+3euHGD32y1WjzC2dkZeAdmQ7yV7XYbuTQEBFItwIlgYfCxgeCAiyfxyf1+H7kEMZlkiPDZYIPb3993OBzwRIQQWB1LkuT3+7HLgdJ4TtKJx/uYv+CaAw3z9fPXzs7Ot771LVidOKDwNWCC7ff7aac4jgL6np2dEQ8uhMD+GrQVUwOtVgt6h9MVdZO2krKLipVzMnMwamK5XEYiBYRM2iW/8KlPfer4+Hg4HK6uroLpMuUDCxBCgLOGQiHKIvxeNgPFxZcDNpox6AbYHGIJBkMMPkU+n4c7ADeMvaff7xcKBQhv7XabAzzPgnYDkNtoNNKjR6NRRMKkP0AEoEEXQgyHw0Ag0Gg0Ll++TCQn16Wo7OinXS4XexJ0CfYPgGFS8fCJwDsTWw3o04C+xM4JIWKx2OHhIYILJHkIZLa3t8vlMlJwOGCUVyU33m6304VbLBbgFQhjCvyhMCmAPHiLXS4Xbxy3azQagamD/iwsLESjUTbO4XDIXBeznPOQTkiS9JWvfOUxPuAHWnOgYb5+7nrllVfw3EXii2X3aDRqt9vBYBAbbVpSOFm4ggshGo0GTSESKiwehBCwNNfW1qbTKfZmLpfr9u3b0A2Wl5dpo1Fy8T3laz6bzWq1GkYzPp9Po9Hk8/lwOMzYhyqNoBf1GRm3lESkB4FAgJwFg8FwcnKCz/bi4qLT6UwkElQn2lm/3+9wOOLxeLvdzuVyQC0Oh8Pn82EwDk0DXLVarUIQYFiUz+cpFNhJAq9g2eXz+WCTeTweqtPZ2ZnVarXZbLVabXNzE3UDhscbGxulUml5eRk1wXA4xGSX+wPPAjIdMIpKpaIsV6tViL7dbtftdgO4Q9pqt9sPHjwIBoNsYUzGmMIB0HPDZVnGfwehIkNClDLkE9vt9tlsBlTEuI8serVavbKyoqC06LS54ePxGE4cXkVETnB+YPPyeDyEq9lsNo/HQxPPXs9IkMnbh4zRUCqV5kDDfL1rSZL0yiuvlEolIgDC4TDfIDpAfLhQReGhiCmD2+3GxQaM0mw20/PQSSJbgA9FDTeZTATr0H8qQAbgo1IHCN6iiuKMrtVqzWazTqfDhREmGognPju0VRRk+moabH6OWyEQRiqVQqMKgZeQSL7pkiStr69nMhmHw0FVZDjEtaPYnUwmtVoNvjBqWXpso9FYqVTw3yV3A8ZELBYDHuWkgEQiFAqxT8F9i8fjMMI4zAPIQhkGMlhYWOB92draAu9wuVxGo/GHP/wh+j7OEQgo8A4vFArcnLOzs06ns7KyAkEMsQMSM25Iu91eW1vb2tpC7kEjGgwGO50Otxq7dL1ebzabeTugOfj9fq1WC2MaopzNZkNrzM3kMCIeMZGZbmKurFarcdwIBoNEaajV6meeeWY4HBKAGovFHjvQ8PWvf/1JAQ1krM6Bhvl699rZ2dnd3SVbgdFTIpGAFsWBX6fT4dqKD02r1UJroNVqoV8CSU6nU2xgkR5wuu50OuB8e3t7IJSUZr7ShOj87Miu0+nw+Hyf+c4bDIZEIkEZSqfTeCsMh0MhBDsB5/N6va4E//CTWCwGhtrpdOLxOKVKrVZjRkAjazAYyuWywWBQ5Lt4QEBjY8aIzy0zvfF4zCVQqugmEW6gZ0PywH7D8AquMhJf6ileZa1WazgcMpHj19DcwvVYXFzEqxJeA/Q2os4wPMeQDB4yzIter0dAWjKZ5Nlx6wSQHo1Gbrc7GAyOHoWGwsLQarWlUml7exsQnc0P5TDSNb/fTxoIAj/YK/jPsUfGYjFMOieTyerqquI6IYQgCtTpdBYKBeh8iuwNXR/jVjppnU63urr6IQMaXC7XHGiYr/eu1157jTE+1huJRAIyVDAYrNfrd+/e5TsLcooBCnyrtbU1UF2kVfV6PRwOI+j1er3lcrnVaoXDYbvdfvv2bWII1Gr10dGR0+kUQsBEA2JAq59KpVDzCiHwXkHMTwMKm4mhExQqDu2Li4sUW77ss9mMWK+nn34ahwjUARsbG7iUESHZ7/e9Xm8+nydo5uDgADi4UChgwUCNnUwmbD2gwxyP0UQoxXl9ff3s7CwQCMBZY7RIn0oeB4+MQVej0TCbzbVajfKO4bxyCpUkCTyUWBzScwCgt7e3cQsirkIIQWONX7rZbCaRB0MySZKwpSRVB1Yg/kerq6t4j2PMDncsnU7j8mg0GsPhMBw3DhL5fB4loNPpRG/IDRdChEKho6OjyWSyublpMBi4exsbGzCHkUIoPnCkC7N/BQIBXhiWHK+//noul+PQMhwOzwNouH379mN8wA+05kDDfL13SZL01ltvKSOQ4XAIm5JvwWQyyeVyQggksVarlZ/LsgyIyYGZuRreLtAZqKW0bd1u9+DgQAiBBQN0IfQUOAuenZ1h9cKA3e/3E2QL10ClUmUyGSGEVqulTyNCgqoCrCmEGAwGOC+i8qDCMOLCE4HisLCwYLPZTCYTSmcehwaSv202m8y0aMU1Gg0/od2lOZcfpT9KksQ2hIHXwsICtFkEwv1+H2UB5t+BQAArROgYQLeMMKfTKXa2IKeQ2gBJGYDhwkYYkBAiHo9ns1kk1eS4oRzh3MGxAtQYv0lAn+FwuLa2RpsKA67T6aTTaYwSNjY22HwR8Xk8nkajga8ECUrEZMC0BSvX6/XoPvx+P6iHgolIksSJAAcKIQSAMqlMVGDxKDvz3r177HF6vX55efnDBDRgUfEbCDTMTdfffxHWRbcBRApYq5gyBoNBcNb9/X3ImRaL5eLFi1CnyEcE4gUmbDabpVKJOsicjR6a5glCKdWh3W5jEn58fCyEgPVK+sPCwkKlUpEkCbIrmKUSV0kTSbIug3EMzyCPAU5PJhPCgZxO5+npqRAiGAxev3796aefJpmcAT7mPfCmer1evV7HTIG6DCBiMBgUXxxoY0gVQBbwF4BwQbGmG4YWG4/HcWhX3BC9Xi+MCfgO6BEGg8HTTz8NKRc/HuTKECWwNCdD6M6dOxcuXGD+BjGYWxSJRHK5HAQ5v9+v1+sZ9LEL4r6TSqVoymHYrqyskA8CqY80EEBum80GERrlCLmhQgjMw7B1wNuSWRnsXLyIw+EwKZ43b97kLIQND34QXG+73eY/OOQMh0Mlyvixrw/im/uY1zld0Xz9b1+yLDudTkbusMCKxSJq4UajceHChVgsZjabI5HIO++88+lPf1rhW9Xrda/Xe/HiRSFEuVxWvvs2m+3g4IAOplgsnpycGAyGQCDAGRWPG7zTe73egwcP6P9I7WGEjl6sXq8zv1KpVHa7HUgU/vBoNAqHw9Q9eA34xeB9iMmC0s7iU5jL5UAPY7EYgYsPHjwAqqjVaqFQiJ+rVCqAUXx86ZOcTidIazqdZlJ3586dWCyWy+VCoRBt3507d3AuYHKFKI8XHwwGVSrVlStXiC4iPILHD4fDg8Hg8PAQV4XPfe5zeN+ACwwGg1gs5vV6JUkql8vNZjMSidRqNTLJlpeXDw8PFXMyyHcgp81m8zOf+cxgMHC73ZIkybIM/svxhr4W+6FoNEriEqISKC2QLBYXF3d2diwWC8AQddjj8bzxxhvsrd1uNx6Ps6nVajUsb8ibWFpaikaj0Wj0+vXrmNiRbUFTLklSt9tNp9N80m7cuBEKhQaDAfSK8/iEP8F1Hlc0Xx+C1el0HA4Hrn5wBGRZRniL3j4QCDidTr/fn0qlMEHkuKh8VQn2QlfFaZwAcho8+mE81NGQdjods9kMrAw5CztJEs3AHzn9DofDQqHAhJx5OPbb+PKSJsNQBysZRGrQhCeTSb1etzxazWbT5/NdvHhxe3ubUgnFbDweM7cHxaDvYjCGiwFjP7vdzmwPwtTe3l4kEgFtMRqNYBl4dVEDc7kc1uzj8RiJx9nZGQh1tVrFbRcjCUx8a7WaTqf7whe+ACGO0SPdOJBEpVIpFAp6vb7RaCSTyUuXLlmtVsUfATMguL3T6bTf78MgwJSn0Wiw+9Rqtdu3b0PEk2XZZrN99KMf5Y0ol8vkHPGmc2m1Wg3cH1nfcDjU6/WJRIKdmpC4wWDQbDZdLhc+Gvl8HhtOv98fj8c3NjZ4zGAwWKlUyDSFWTabzWDnMTvU6/WxWOw8PuFPsOrKv6mFd85oeJ+1s7PTbrevXbuWzWZjsRhCAOrvdDpFxMWwWpZlJlec6l0u1+bmpt/vTyQSoVCo0WiAp5JYE41GcayZTqfFYhESLAbaYBm4lyl5kxRu5vZgqxhuybK8tLSEc4/dbmemZzQay+UypDJGcwReaDQav99P4g5XUSwW0WhQWCm42WzWbreT/SbL8vr6OoRYWK9sPCgdZFlWyHIKuozHj/zIDAYQGhSTK+JiY7EYbuGz2SyZTAohSI6k0Oj1+pOTEyEENONarWaxWHK5HPgxyo7pdAqjeDqdBgIBCA7cfKTFhCdNp1O0HrxgfObRs5Dp8OKLLyaTSa/Xiz0Yw09MMXgi5odqtTqXyyEtwZwMrw0sJ9lChBAmk+njH/94oVDo9XqyLAeDwWAwqNfri8WixWLB+pFgNsx7IW4A3ADt40apRCUrTnJCiHNiNHz5y19+jA/4gZbb7Z4zGubrvev73//+pUuXkE3RoYZCISiagJWoQyl6mUyGb9xwONze3tbpdHt7e9FoVKVSSZJkNpv39/cnk0ksFlOktm+++SbgZiAQeOONN3Db2dvbQyNgt9vL5XI0GsW1gdaQHtRkMjF412q1qVSK/4CU+/DhQ0S/Op0uHo/v7u6CLMiyLEmSEiqGlYMQYn19HbEVwyg6VLzQisUi6AaFXZIktFTYcTM0g25GSw2Lyuv1QknD7ArIQMmKJx9XpVJRT7RabSaTGQ6HZ2dnHA8o5oeHhwqsgHFDvV5HDccGx81nC/D5fDDj2KqEEJ1OJxaLMRElcYmJokql6vV6rVYLNcpkMtna2iLmMxQKZTIZ1BxIr3u9HvFDLpdrMBiQ4tlut5FOQJMmonh3d3djY6PZbC4vL7/88svHx8eQ/igsygcAZ/vJZIIZMxCzEIK9ld2h2WyS9MHP2Zui0Wiv1+t2ux8yRkO5XJ4zGubrXUuSpPv37z/99NPJZJLjJTE9dH10X5RZCh11gFLw8Y9/HArY9evXaXcB/mazGYVXCIFsbTKZkA5WKBQ4uBaLRSXVC9ExId9MWbCzCYVCkKSUUkzvikKWxs9qtYZCoePjY51OxwiwXq8T1oBLAjw4QEZIrLu7u0gJyGWjsYThT1ElVR2zLRQNqCcUezKUFHS8pVIJjwaSfUCirVarQmEQQnS7Xcx6AUowX7PZbJlMBgYBYzmTyfSTn/wEyRu8MGB0xBSBQCAUCkFSMJlM8OacTicJ60AzVqs1FotB1gDRwB/txo0bpVJJp9O53e5er9dsNhcWFuLxOG7HHByYjDKYRIeCFaUC5RwcHNBgezyez3/+89/5zndMJlMkEtHr9URdVqtV8oOq1Wqv1ysWi91ud3l5GacG/B0UqzKAY2R9+Nbxws7DDPI///M/n6B04jeT0TAHGt5n7ezsvP7667vemhUoAAAgAElEQVS7u5S5brdLhVI0YzC1+LYrnroqlapUKu3v7zebTX7fYrFcvXq1UChwGMbW6yMf+QjNkxDCaDTevHlTCAH/liE2TwEYCQGByi6EYPhPceT7iYc5aW147TJCDwaDlCpYDz6fbzweIxKjbjJ6qtVqVL1Op1MoFGj7sHjp9/tLS0uIRBiOjcdj/N7hksmyjOB2aWmJ0kzbCo0KngWSXei7g8Egl8thXYYjGhLodrsNMaxWqxH8Q5YyKfdOp7PZbOINZrfbcZQgrA4GFwA5urhwOIzZL3AMkLZWqyUZDmtGlIHqR/nGh4eHbDOj0YhXi3c6Ox8jQYzTsFlutVoAN8vLy8RPCiGgfhmNxmKxqNVqa7UaxR1ZGqwQpONCCBjCSCqAnyBWAG+T7YwyBS060dOPPd5yDjTM16/b+ta3vvXmm28uLy8bDIaLFy+Wy2XSfElDzOVyNpuNyYnf78ekcDAYBIPBZrOZSCSEELClPB5PoVBwOp1UbJPJFAqFEEPRPX/qU5+azWbLy8tHR0e0g3y76YEqlUo4HC4WiwhQcWdMpVI0wTilu93uw8PDhYWFK1euFAoFn88nSRIJNTg+jEYjejI0vXBifT5ftVotFAqUiH6/T2AQPS7CV3AEg8FAeaFQw366f/8+EQl4H66srABtUDOZzlWr1cFgAARcKpVsNluxWKT3VSZyPp+v1WqVSiUMw2w2m9/vbzab/CETMAwR8Y90uVyo9lDzybKcy+XQm3DVXq8X+gB2NtiMEX6GlhvchC2Dk8bDhw+BJ7LZrCzL3DSXywXfWAjBlQohQJBxBUaFwfwTdtvu7i4MMpB3MkToYsEp9Ho9JAUmipPJ5MKFC5BB0MJg68Ada7fbkBahDT52oOHu3btPEGioVCpzoGG+3rUkSfrv//7vBw8eBAIBIhUqlQpAA20tbCxYWlQS6O5Op3NnZwcsD4796upquVxmIMcvXLx4EREW5frZZ5+VH8UGGwwGEhkBIKhgaGmBAvHVwlidf9rc3MSsgXw0YhdlWUZwgRMBcWzYxPJiSApD7CzLMnS5bDZbLBbRTBHDSVeM65YkSfCUiUjnjMrTkbCLmgMgxu12U0woShDoMFwUQuBMCZCBCG48Hq+srAAi+/1+XDYxRAQdgKLFfFGSJJBZIYTRaDw+PjaZTLFYbG9vz+l0whOhx1ar1dvb26VSKZPJcIiQZZlcHoWIbbFYMpkM4ZRsQBiQCyF4XnZM3nooezCIMVNAn8jb8fWvf93j8ZBeidSXvdXr9RaLRczy4UcT0iSEsFgsRqPR4/HkcjkmalAkGF7ykev3+2trax8yoMHn8/0GAg1z6cT7L8LG6vX6xYsXsYRh5B6PxwERsMuGEYApQLfbxZ4Abe1gMEBGwckcmlCj0WCafXZ29tJLL3U6naOjI0VlgH0AKC9dHaGPgKyyLNN6IhiORCKouZaWlrDnBfVkekY6BvsEDRaVl7YJvRmWB7AtlpaWaODsdrter6cG3blzp1KpYBSM/YQSDLm4uBgOh3koSLM0oBR9Jki9Xg8NMxEM8NmIJmaO1+l0gE6z2Sy7EYM4WZYxGep2u/l8noO6x+OJRCKbm5uj0ajRaDASLBaLIBHKfgMoCyE5l8tVq1Ww1el0GgqF6vU6Yc4nJydYlHe7XUQosiwDwEPNQHKCUTDDPXR60Wi03+9fvXp1f39fo9GA689mM6IrwuEwERij0ejevXuXL1/G0wivo729PSEEzW61Wj08POSkgRLPZDLxy4puGUjlnD7hj58f9guvc7qi+frfvqbT6ebmZr1e1+v1/X7/t37rt8i7XVlZIbxdr9evra0hLgN2lCSpUCggTEMMjIfCysoKEiSdTkceOxylCxcuBAKBnZ0dlUq1t7fncDjIZVCpVEgPgsEgPAWHw4GPN5Y9HP4/9rGPwSCFKRaPx2u1WiwW02q1YLsOh6PRaFAh2+12MplElQqp+Pj4uN/vRyKR6XSKeXgwGGRmCGyayWSwhCDGTK/XK8M0IcQLL7xgMBjcbrfH42m1Wtls9v79+zT6yWSy2WzmcjlKdKfTQVwApRlMoVqtIi5jG/L5fKVSSa1W0yxyxwwGQ6FQgMWAdybh6vgplEolk8k0m82QlWGj43A4sF5DA5zNZrPZbLfbhYcCFcVutz/33HNsWK1Wq91uK7AvjTLywMPDw3a7LYRAYVetVrHBX11dXVpawk746OgIHa/VagWHrVQqfr/f7/eHQqHFxcVbt26trq7Cg+C+ffe738U0HiT3zp075XK5VquReEpBDgQCKJmJ4QAUPo81L7zz9eu2AAShFDGwGY/HkAVwTOAXADQZEZ2dnaGWxd+RQT0qCZrMfr+fy+UajQacqVgsBrDb7/cVA0g8AvR6PWI0WZYZrUGJ5c/dbrfZbN7c3IR0hjck/SHkfCy0otGoRqNBD9XtdkGN4e0ipsPGmyM0hotut5u8BkmSfD7fwcEBJdHpdGLWoNVqSR9Hcebz+ex2ezqdzmazuVyO6Vqj0ajVaplMBnhFCMFADgMdKiTwjdlsPj4+Jj304cOHkMtwgsSggZ5ccWqTZdnn821tbXFeIHmNioodIy23oumu1+sHBwdkasLMRYpy8eJFEtBcLle32yXhmOROnm44HFKTyWzCNqLb7fIZIO/pxRdfLBQKqkdLkiR2sXg8vrCwsLy8fHZ2lsvlnn322XK5rNhGnp6eIgwfDofpdLpSqZCR53A4PB4PYAdwMLwS7HLO4xP+BKvub2zhnTMa3mft7OzcuXMHPurx8bHL5UKnpFKpOIVSVTFuZT6jHMWXl5eRD0yn009/+tO3b9/G94ueqdlsEk7R7XYPDw+FEIACnFcxRwR3LJVKGInjX4U2AXdA0m4tFovX6y2VSs1ms9/vgyXzT5ubm0IIrVabTCZ52bwGyBGK2SQDc5zDXC4X33aICRQ7UjwhjFFGl5eXSWfgPI9AS5IkEBDqGioGWZbdbjcl2+FwELTGbSEQnpwOwiABI9rtttfrbTQasLYoOpDfIpEIsIhGo6lUKmQXaTSaeDzearUQJtTr9clkcnR05Ha7Ie91Oh02FTZCrBmGwyEvjFGbxWKBZ2s2m1HEEPZDFiadOlCRLMv4MA8GAwQgys8BdOANfvazn4XFJ8vy8fEx005ofg6Hg5engDIOhwN8in6Xe8gDsnMsLi6eR+pEu91+5ZVXHuMDfqDl8XjmjIb5eu969dVXe72e1Wo9OTnR6/W3b98mZR0dlt1u5/AMxcloNKI7ZXwUjUYRml64cIHcXHxter0eKegbGxtarTadTk8mEzzPvF6vEAKd7cOHD0lo7/f7aLJ0Ot3BwYFer49EIgjE7t+/z1FcCIEBOMQok8mUz+cjkQiqqHQ6fenSpUQiYTabyVyAM8WIHhNcUsd4kQglaNOtVitH7kQisb6+jn8Eul/O+UIITstCCIonyDJhcgReApF4vd5CoeB2u3Eau3z5shACbAVKF1MvMiDD4XCtVhNCIHXGURLwenFx0ePxwBGgfup0uosXL9ZqtXw+j48GcgyA13w+j6Bsc3MTzAVKAo7I7AugyYqikEJNpjqObrxlpLURL0ITjGMl2hPYf4VCQQjBGYBDglqt3tvbw/yIjeDKlSvMzchpR7/NaJGoOeQtRMePRiPK9XkwGt5555233nrrMT7gB1rVanXOaJivdy1Jkr773e+2222tVnt6ehqLxUqlEhUJlFA5tSKJMplMGIqr1epgMMgYbHFx8bnnngME5DC/uLiIYyuUtGw2S2iXRqOhkqDVbzQa8ImQMnm9Xg7zCwsLfB9R0er1ehxYIKv6/f5Go+FyueirV1ZWZFkulUqIT00mEyRipFhQdOWfSW0nJqzVamk0GswU6YoVOx7McbAzb7fbSgIReodisUhTTUmn3dVoNLSp+PWAelQqlWeeeaZSqaTTae4MpQaXYlo+2B94sXHyJ/FXwVPMZnOn02HLg0iLKTsJTUpOEI7po9EIIjb4i1arzeVyS0tL0+nU6XRivsDGoViYAxMjT+O5GJECHNM2Z7NZIYTFYiGTQpZl4Awsk0iRUKlUp6ensHolSeI+K5lx1G3Cj0j3xLceJ0tZloH1GZ0+dkbD1772tSfFaBgOh796RgNv66/yGd+75kDD+yykEyqVqlqtKnwqhvMQjSqVCowDmPP9ft/tdi8tLSEAxoeWiVkkElFCuTGSJRaRYFs4SIijsHJQIhW0Wi0ETjifPDgpOMPhcHl5ud1uV6tVDAtw9vb7/UDRyWRyMpmg7ODPGfhDrKX3gr8E5w0w22KxmM1mm81GDhkEB6S5NItkQHA5FotlNpttbW0lk0myGDGYYHgVDoe5LpQUHJhBTNl7uI104diqCSGANiBTqNXqjY0N6uZoNMK2B3Mg7CHApJPJZKFQUKvV4MpQJBDiejwepGsoNQCJzGYzmgu73c5hZjwer66uZrNZap/JZFLiLdrtNnFE8I1ha4PZkx4shJBlmVAJIQTA/FtvvYXEjlfl9Xqr1Wqn08G+weFwyLKMqsXtdgPTEM+p0+msVmutVkO9ks1mkYLHYrHzABr+/d///VcC5v6c5fV650DDfL13ffOb3yTjCkpXPB6H9Yri9N69e1tbW9lsFk4BFWlzcxNqQC6Xk2XZZrPdu3cPnyqMrzFOp4stlUrYiY9GI+bbLpcL0RM2Nwhfi8Uip2VQTuDFbrd77do1jsG8AIzQAWqdTudgMDg9Pc1ms4x3KpWKzWYjFgHrWZ1OR354rVbDsEAJfuP0jmYK0FOWZX5hZWUFfqxCMMYA3OFwrK+vv/nmm2wNBJhfvXo1lUox4EKEJcsy9uOY1OCY4HK5uF0EZLCR2Wy2RqMRDAb9fr8kSTAdaB+p5EIIWZan06nb7a5UKslkklEVDbEkSfB+wXBrtRqCvvX1ddBYeMXM5YQQIEpgBzTTkB0uXLjQ6XQA2WezmcViIeQCKaIQgr21Uqmsra1hYx4Oh/f29vCoByKhbkuSZLfbc7kcugxmdJFIxGAw0ISRKERANXCVSqVKp9NLS0tgzecBNLz55ptPqvDWarU50DBf71oADYj8CZfl6wBdn5+73W46WPpPh8Nx7do1vKtRexmNxv39ffBQIYTS+8myjAsspFHQYcLCgQyofnz1ms0m/4pvF+pgMGKNRoM4zufz4U1w/fp1SOm4JOK9RftNdwqHFytZsnIZE4JHM9vz+/10Ygz2ptMpfOTJZKIYoo9GI3hktKCkFSYSCZ/PR4WE1EyNkmWZ2g7DC/qtEIJmfnV1tdVq0QPDn1XgG4/Hc/PmzdPTUww4wQiGwyGtMl4/RqOxVCqhdwa3hcEHsIsMRAiBOhhBcafTIXVep9P1ej1FGYGXBDnuEMqI9WXoOBqNsHXg7cAqjtxiuAxQRWRZbrVaJycnoFG4kjmdTqQxiNHAaOiuHQ6HEixKwceBAh53NpsFxI9Go48daPjKV75Sq9WeSNWFu/fLAA1f//rXv/jFL77yyitkf/LDBw8e/N3f/d1/PVrLy8uQQRqNxt///d//67/+6ze+8Q2onY/nDn7wNQca3mchPKtUKjjKDAYDnGz5oipBEhyDcRrHoBVPR2YmQgjQO0oGNQjZMJr82Wz29NNPt9ttzvzgowsLCxcuXEin0/BpTSYTh1tMuTgGg63yZbbb7fl83ul0np2d1Wq1brfr9XozmYzRaETJxvHVaDQyIWeQBSuBaCKGcgx5ZFmG2QVjirEP8OTi4iJW7dFolEEWLDsgScV3gBdGiM7R0RHWifwtrR7XyBwJdhk5C8Auer1eCIEZuNfrTaVSlHVyfVEI0+KjYQZwJViUqReEXn6uxMvjbLyyskJMGqIMzgB4dsqPSAStVostFvI2hmq8j9RoxUVCo9HAst7b29Pr9ThK4GpJKSdV3uVygUpAtyZPVKvVbm1tFQqF7e1tsp1pfzOZDGwO8jsgXIRCoXMCGh7jA36g5fP55kDDfL13/ehHPwK0VfJlFhYWaHpmsxmHXiGEcuQGu5RlmT6V3oUSB4ETJpokSX/1V3/1zjvvaB/Fv+PURfbh8vJytVq9fPnynTt3hBAwXUnJJTV9fX2dn0BA1Wg0zz33HCYFuVyO8mW1WiuVymAw6Pf7Pp+PSc7y8jK8XKBqrBlcLhemD8jN4P8LIWRZBt9k7wgGg4VCgbAMRRoNkMorb7VaPDKAOPOi4aPIXtRkQggablmWfT6fSqWCmEDoGggyr4RDPsw76A/AN4ytuMOdToe7p6QRwUFLpVK9Xo8dSpZlXgPaOgVSwcaSPDOuxWQyXb16VXEFIpNoMplA7lXci2l86/V6JBLBSAwOMFY4fGw4/0AM5CqwvRRCcC2NRmNzc7NWq3m9XqfTeXBwsLq6yh3A23Jvb8/lcrE1RKNRIQTCunMCGh7jA36gNQca5uu9S5KkH//4xygmxKOQSI6UBoMBrT4VDI4A8CiwnUajIfYSadji4mKr1VKr1Z1Ox2azmc3mlZWVTCbDfEgIgUp0NpvRgC0sLESj0dPTU5j2ENDILIPNpFarZVmG9Op0OuPxOGGQvV4Pmxt4TP1+v16vx+NxrVbrcDhcLhcMBU56WB5gPUOV6PV6LpeLaRyDPbIzdDodebcAtbPZLBKJoF+mP7RYLJVKxel0gmtw+IcZQc/G5XM4VzjIPK8QApYWs0aIWgpfYzabHR0daTQazupGozGfz9NDEiePLRr3lnPH0dERqAoFENCW7HYACPa7wWDA7E2SJLBXkFZ4cLIs855S55vNJpbAo9HI7/efnp5ubm4i3ICjwbbFnI92HbKz2WxGU8O2S8TmbDbjDCXLciQSaTQasVgskUiYTCaMlhKJBO4VZDxDGPT7/Y8daPjqV7+q7Be/4kXg3S8DNKRSqcuXL5MwsLGxwQ8zmczR0dE//uM/vvTSSy+99BIDDyHEP//zP9vt9n/6p3+6du3aP/zDP7zwwgtYCv7q19yj4f0XmbF8Xc1mMyxWvA9hZ3G+RW82Go2Wl5cxO1SpVLh8z2azS5cura2tCSFsNhsQQ61Wa7fbaPiHw+Hh4WGn00kkEl6vlwyC6XQKDQkV63A4tFgsKysr1F9ITcAKQgi6OrvdfvXqVU6kDPmXlpbgJtCTraysMFzi0pCu8WIofyRf9Pv9UCjkcDjYIcAs4/E4szjGVkKI4+NjJGfk6BAzSXQw5uT87YMHD4iEAEkFCHC73UDdaCg4GLjdbsX3iyOEx+MBQTcYDCCgWF1gYJZIJFZXV5lGtlotTuBUcM4bsixvbGwgAPF6vSaTCWlDoVDAOTIYDOKfzHCSh9VoND6fz2KxQEKBWQCsI4QgUshoND711FP9fp+gILr5QCBgtVoBzoPBIDgCfSr6N6vVisOQTqf75Cc/SUg10Zg7OzuwqZvN5sHBAU6fyPaEEGazmenffM3Xb8KCajSdTk9OTvjvXC6H8Qrnfxo7vl/wSIUQe3t7REsCL7rd7lAotLKysra29ud//udkOnzve98DvsSUAcmbw+HAFlGW5aOjo3g83mw2IfmHw2EeMBwOEw+5vr4uhEilUmq1mviYpaWl5eVlh8NhMplSqdRkMllaWrp582a1Wr17926r1Xrw4IGSHcM53Gw2p1IpSZJwjTGZTBj6RiIRq9WqoL0Wi4X2HVVXs9k8OTlpNBpPPfWUxWKhtlAeA4HA3bt3r169qtFohsMhATq1Wg1VGqmfTqfT6XR2u138ukBsn3rqKSQMVDCz2Wy3241GYygUMhqNWEXg4NjpdHQ63c7OjhCC3rpQKLDLBINBsB6TyRQIBCB6WCwW0ovhAMPyPTg4oBKORiPQH8wggIyJ6YGSDVJgNBoLhQIgCz5kPp+PTVOv15dKpWeffdblctGITyYTNlAhBCnFYPFOp3M4HCaTSb1ez41FYBKJRJQ4j0ajcXJyEggE4AkbjUa2DBgc8zVfvwmLfIF6vY4dIJ0Vjo8MojFtGY/HnU6n2+1Go1GQCNpdWGOXLl3yer0ej0ev19+4caPb7QIB6PV6rGH4PpIjRiai1WrNZrMgCxgiRiIR7GCw1yFzrdFolEolJAx6vX5ra8vtdkMI3d/ft1gsFy5c2NramkwmeOs2Go1wOAxvdDQajcdj/rbRaEAcHo/H5XLZ5/NFo1HOt1AteIU0ulx+JpOp1Wq0wUIIUniz2azL5cLLlgFhNpvVaDRUNoBdbqzD4SgUCnTypBSBStPQErXg8XgQa4AvwKfodrvT6ZTZIUwNm82Wz+fv378PZHx2dubxeEB2kO8hmsOaDRTAbDaT4waYy4QPjBhVNUgBrFtYGEtLS+l0GorE4eGhx+Nhg0P/kkqlPvaxjzERZIeC9AeeTn3udrvYNwDBY+rMI5hMpnfeeYd46WQyeevWrYWFBVgbmOMQhPfEvga/ruv3fu/3nn32WZyqf3ap1Wrzo6XRaIQQg8HgjTfe+MM//MOFhYWVlZWrV69+//vffxIvWYg50PCLLCRkJpPp6aefZqwNcLixsYGGH/UaxRcrh+Pj4+l0mkgkqAs+n48QnU6ngzQUBJf4Hwx+J5MJaCWOgEajEXEaEikgZMBFjM0gkZKIfnJyQviCTqdLJpM2mw3Hb3BEcFPKmRCCLg3fASgGnH7JuVCC0JxOZ6FQQACCA82tW7e4TK6U8zakKfrL+/fv49dYqVSgyEJs6/V6gUCArHU4cpIkpVIp8F3KaKvVQiiL/zDOQFB2R6NRJpNBLQIpl+N3OBw2mUyJRKJcLmezWXQi+GUAQjOuhAoxGAz4zUajAZ6t1+uPjo5gc+FRxM1Uq9WXLl1ic202m5jrjsdjdBybm5uKvOX4+Fir1SYSCejczOigMORyuVarRSyzEIJBaLfbBX/BgPe73/0uXsqZTAbKHJi9SqUi2Q5YBAd1CCDn9Ak/L6LYL7DO6Yrm63/7kmWZQ+Pv//7vI2dAPXThwgU0t0Tz8sVEA0w2xP/8z//k8/nRaPTUU08Rpojp1E9+8hOPx0POVqfTUQzVCWbf3d0lZeD4+Fg8CobkdI2LisPhQOAai8VOT0+ZusiyzBwGlj40B5K66vV6MplcW1tzuVxWq9Vut5+enrpcLrptunO32+31erH1EkLgfHlwcIBTN+Yv+CCS/Y7gmZjhvb09SBZ2u/3BgwcYjPv9/k6n02g0MDxzuVyM64UQIDX5fD6TyQDZDIfD559/HjUB4yyqMa+HuoSdGLwqmhtZli9dutTv9ym5Qoh+vw9u63A4CKjHaAY7hmQymclkAIXPzs4ajcb29jb6MkmScrlcKpViisVT8E9MO4UQICN6vf769ev5fB5rt3Q6zURuNBq5XC5SRfGngGPIOPTs7AwnSAjPCI+BcRcWFjKZTCaTKZfL8Xi8Xq8TBQ2+o9VqYWvv7+9zM8/vQz4vvPP1a7VonJxO56c+9SmwNlzPmefzPYVZxqimWCxSAykXk8lkeXmZBrjRaPR6vVQqpdFooOgzfqfjIqEGacDi4uK9e/cAlJXs3nw+D89fo9HEYrGlpSUSuyhW6XR6NBqdnp5ihdjv92OxmF6vRxFMvBqo9J07d4gSMxgMVqs1EAjIsry2tkYfLssy3K5KpZLP5xFE4BFOLhvuCeCPNNsc6kaj0TvvvHN2dobglxh1MAucfUnMYWAmSVK1WiV3jFN9o9HAGUEIwZmc9hgJG38LMY2ajzyZkz/sMCEEhjitViufz+NJjOClWq12u91EIoHvD7clGo02Gg3CO3gKAB0KJnW+WCzy3yA+arUa+08sh3d2dpiGyrLs8/kODw9BMXq9njIGIKTD5/PxNsH7I4kDB/Rms5lKparVKjeBER0QBnsc+wLqhvP4hD/BqntOVySESCaTf/Inf/KXf/mX//Zv/8a+XK1WZVkm7koIEYlE8HV6ImsunXiftbOzUyqVmJJB46zX6/ga3r9/32q1vvzyy8yOoIMOh0OsHC5fvry0tHR8fIztTb1ep7IQvaMk+mg0Gsj5vV4PfIEAm2q1yogGfzK4EgaDoVQquVwudMtCCKhTYIR4z6DRFUKMx2Ofz9fpdJaXl+GbjUajZDJZr9fX19cp5WAK3W43Ho/v7OwANrMT4KwrhCiXy5St0WgE9kyyerlcVsxgOJ/TkSPxsNvtS0tLBINZLJZyuVwul+FuAXCQ5UFfaLFYbDYbwjleAAQHDhharbZer6M7EELAIADfNRgMvDa2rs3NzXa7TXwG6mjynCn08ETAkqHSIWMBXqGZFkKgM0S5zR7Dy4COAR40m82cTufx8bEsy1iay7IMcQ76CfwIhDPECPE4uA0hRatWq0DgjByFELDsRqOR1+ut1+sOh2M8HhNBr1arCft57NKJVqv1BKUTfr9/Lp2Yr/euV199FeUq3lflctnhcAgh7t+/PxgMlpaW7HY7ZjSVSgUXWLvdvrW1tb29PRqNaFLRFwBWTqdTfATw38IPEscvu92+sLDg9XrR+Xe73WAwWCwWxaNQWyishD4gM8bvhhaNWb3dbof76vV6saV0u93FYtFgMOCVaDab0RKbzWYcIomnEUIYDAaKoU6nW1pawsqLK+33++vr64VCIRQKsenIsgzfFccEVG9kG9NJk39JWYO+63Q6QTPJmQcN6Xa7jBDBr7EngDfH7sDO5XQ6Ucx6PJ7xeFytVkFVJEkiMHJ1dVWn03Fov3z5MmJmwuSEEBAuVCqVwWCIxWJKJSR/Dvf4arXabrd1Ol0ulyOkqVarKR0/xhY07twQwGsQc6S/ZrOZSCaye+x2u9Pp7HQ6+XyezpseC671z0YaxWKxfD4vhMCO3mKxNBoN3I7C4TAQM9fy2KUTd+7ceYLSiXq9PpdOzNe7liRJfCYBDgiCmU6nDofj9PRUo9GEw2FFXwCjgVgEQh8A7GD48q2UZZnPGF0uBtsImhTTHIxgUOOSSg6iwZQIHRMs12q1KoSAkOvxeDjKMi2fzWbBYBAuLSMYmP8AACAASURBVCMiIUS/3+fkvL6+jncjlpPhcJjQHEwEhBCQNRjyEW/Z7XYvXryYTCZBPJEwW61WvM+x2oFLOx6PIf9CPiV+bjweA1DSSXq9XjpM4o3pb4vFIpeGKS/2BDwItjUc9a1Wa7vdxl4H6S5DLCS6+XwevxuNRoNZGy5s1ENwCpvNJoRAHwfPd319HSYdGpByuQwkQZ9MRwr1A/UEkhnkwD6fDxGckis8nU47nQ7+a/hcYhgJu2FhYQHfUCW+RH5kpi4e6QTtdnulUiHSmPJLe39+Hg2P9zF/wQVR7qmnnir+Akuv1/+fhos/+MEPflY6odPpnn/++T/7sz+7fPnyV7/61WazeeXKlWKx+JOf/OSP//iP+Z3j4+N8Pv/888//ii71/780T+RZ/3etZ5555rXXXqtUKpQDt9tNMCz9CgCq1+vFtRFdfafTeeutt+x2O2R4IQTnSfwL+A9qytWrVw8ODtAvKXG1wLEE6hSLRVzQeFiA1Ww2i4EZNq3MYUqlUqVSIUICewLqJkZlUB5kWaY/ptJZLBbmZgzTqALUF65RrVZDWPX5fPTuzN7JOspmsx6PB90BUHE2m6XJHo1GxWIRJogsy4S6QQajU4SYV6/XY7EYrSS0MQi6WLgBWDgcDuZvwIF2u10Ja+B6IYaNx+OjoyNulCRJ0WgUXx+wWNBEqBDYJcRisQcPHgghaHNhyvH2wbklKxizTwQyKPR0Oh1bI1KaZrNJqPt0OmUjwULS5/NlMhm73X7p0qVsNgsqwUNZrdatra39/X3gA7YTeCsgzbwpMCyw22RHP6dP+PnhrPM1X/9viy22XC4zUXn22Wdv3bq1tbXlcDisVuvdu3cjkYjdbrdYLEQ/qlSqXq9369atcDgMnohtNeZVQgiPx7O/vw9esLy8fP/+feBIIQR2A+l0Gk8cbMyn02kgEEB0xncf3awQAmNF1AGUyuFwGAqFLBYLTGMqmxACv+5Op8PkJ51O+3w+tVqdSCSo55CTe72e1+tNJpNY3jSbzUuXLuFZ0Gq1Hj58qNPpUGrga8j9oR0PBAJINLe3tx8+fEg3TI4GOo7l5eVms7m6utrr9ciwFEJMJpP19XW0FYpBIzY9OMs4nU5qZqvVWllZoYDD5Eqn09jl2Gw22t/9/X0gj/39fXYBi8UCxXoymbAZAVIQOw88nclk6KVIvOcRbDabosVzu93VahWNxttvv42vJBxdRMh6vZ5pJNHFarV6aWkJZyKDwXD9+vVyuVyv14FvQIUuXrxIqgi0Pq4lFosNh0PusMlkImru5OQEpsy88M7Xb85aXl6GOgRUBx8epbBSzTCNEkIojP27d+/6/X4OkEgSQqEQZZOuxmg0ttvtixcv7u7uIj0OBoN2ux0Pb5BWvV6fSqWoKna7HSox0CHqXZvNBvsJsRVjHrvdjowumUxyOKeVhRuFzo75E/iIz+eDgIBH49LS0u7uLgwm7MAJfZRl+fj4GJNaSGSoq4goFkKsrKyQKLyysnJ4eOh2ux0OB56UsixjCqZSqTCtKJfL9OpAEkyh2MsAXGRZhjwbj8eJZy6VSqFQiNhItLqVSoVQDCq53+/PZrMM7RqNRjweLxaLarV6OBzigIvrhBCi0+mEw2FCeVDbHR8fg4bIjwgds9mMUwzkC1zY3W737u4ufAQ6+cXFxXw+z0/IfsIwCKVwuVy22WwYwxcKBQALQknW1tZOT0/NZjOPDAJCngjCbaQlJpOJgCR67/P4hJ8rs+D/vkaj0d27d//6r//6F/nlz372s3/7t3/7i/wm6iEhRDwe/9M//dMvfvGLn//85/kuKP0PKeC/zIv/ZdYcaHj/9bWvfQ3KQKlUkmW5Wq2SaoNZ7ttvv03dJLUFGq3H4zEajdVqNRgMMsHGvJB5GsQkWKbJZDIcDh8cHAghwDKw3mWahCKOqGECuhKJhMfjCQaDZ2dnW1tbZIDr9Xpcgjm40o9WKhWyFer1+vXr13/605/iiWAymTASJ0gMSDgYDMbj8Xw+DwnW6/WSdDAYDOBQMG2jbM1ms3a7TQVn5sN0iDM2LobALiQs4NxWrVaNRiPH/mg0inWZz+djjI/xLyg48y7UHzCfZ7OZJEmXL19+8OABcjX8geRHBuZYhfF+FYvF2Wy2u7sL0Q7oBEdfDvl4T6bTaZi6jLzIgMEPGbsNwCBZlhWeBQoLeGKEscNHYkPtdru0s4C7x8fH2PZ85zvfwW2Igw1QBebn5XI5EomgpiGcyWazRaPRXC4nhGi1WktLS7y5s9lMcdZ47Iu3db7m69dnwcDERPDs7Ozw8HBtbW1nZ8fr9SJh2Nvbu3nz5tHRERBhqVQKBALIJThj93q9YDCIUpeT/2w2C4fD6XS62+1+5CMfIaJSkiQor3q9fm9vD1kTNQ36VaFQgMrkcDgSiYTb7c5kMnxl+v3+hQsXptPp3bt3Dw8PNzY2kslkLBajLQsGg7du3UKGQMWWJKlWqxE5icMWIKNareYrTzULBoP7+/sgj3TSu7u79NmIYGlD0eXV63Va83feeQdDGWaDFEmDwXBwcMCzNxqNS5cucR+sVisu4iaTiWQHTG3IDA6Hw7u7uyi5MAMeDoeEaBwdHYVCoVwut7e3hwYYLgkDw1Qqhf/50tIS8opwOFypVBS9XqVSQfSHU6YQgtccCASm0+nh4SFWyt1u1+VyUd49Hg9U4Vwut729jSf5xsZGOp0GFsnn816v1+/3F4vFwWBwcnJiNBqRSGxsbGAMEQqFKPjIwtPpNLYO/X6/3W7Dl2EkC49Gr9cHAgE6XXCNx/4JZ2d57A87X/P1y6y33noLA8V6vQ4blGJiMpkgQBEoS4VEW+p2uy0WS6fTMZvNVFoYT5PJhHIKcFmr1QqFgtFohIAAvQi9MBwrDLxR16JZIDGBACDMERhTgX04nU70xdvb2/v7+0II8rxAPFUqFadZfMoZvAPd2mw29MILCwvpdNpkMhWLxXa7HY/Hb9++bbfbYUhtbGycnJzQqANTqlSqer2Ow04+n/d4POVy+fDwcDKZ5HI5sipo49G7UVeBM5DmgQ7TTIJ3CCEQX+fzeZvNtr+/T2dLnmW73X799dedTifuBmxnwDcodqnh4/FYUTTU63VCPenwseNptVqIr4UQ/JMC8gKLMBMdDAbwjulFccosFArw5mRZRgCOQrlUKm1vb5+dnSUSCTw4wcFfffXVYDA4GAwKhUIsFuPEBPGEbbpcLut0OnKgPR4PVhckgCAPxI9MSVV4vAsdynk88vsujUbzwgsvfOMb3zi/p0A1KYTAdymVShE2kUgkrl27dn7P+39fc+nE+6ydnZ29vb1eryeEWF9fR1AEO4jDNuR2eiz0Y3ylMfHudrt+vx/tExlpoHdQeXENhJSlxFtC3BJCkOuLTxj1gqP+M888gyoMxhT/iika4ZQ6nY6kYiFEr9dbXV2FcoaLDJ5nWNTyOEz54PnDIPB6vTjuKMoFbHiYDgkhgCoorIjQuHY6TqZYIM3YEYO3wRkbDAZQDIQQoCd8McLhMF4V7ExnZ2fLy8uSJBEODBGDVE6YDuw6RF2A72A5iQG7ECISiTCso8G9fv06ZjM06Ew7hRDM8UgVJq4JHwd8yy0WCzbyWJptbW2lUilAJW4g/BQmnNACGVpKkrS8vEwkHi27LMvT6RSkGaWM1+vl1sHLwFmzVqtxTwCbiBqx2WwOh+OcUie+9KUvPcYH/EArGAzOpRPz9d71rW99C6IBPFuTyYQbdqlUCgaDGB8oKCQF1uVy0aRms9kbN25gl4O+VJKk09NTWZYBGc1mc7FYZGxuMplWV1cPDg7IqjCZTOl0mlwYnHHX1tbAdkEzi8Xi5cuXJUkCPaRrhF1fLBYJXGSGj0k4RC23253NZolgiEaj+/v7brf72rVrZ2dnhUJhfX3dbDbTGSOj43iMkKrZbFLZEokElAracai/1Wo1EAig+yCCATuoRqOxurp6dnbWbrdBirVa7cOHD7EiRh8LAgJsYbVaM5kMkhC4XRDQLl++THYdp25g6EQigQs9nS4SsEajAftDoROXSqWdnZ2bN2+ic+Hy3377bYpeNBotFArYJxcKBSzQuaWwcJmg4hZ54cIF0pHIZof1lslk4BvD47hx48Z0OoWmC3GDHZPyq4Adi4uLfr8fArDZbMZ0nQBUZpUcCWBf+3w+aGuPXTrx9ttv//SnP32MD/iBVrPZnEsn5utdS5KkH/3oR9SfeDyOUxUjd1hRjOWxEjObzQTioJZiNr6xsUHZhD7QbrehShEWBvkLEQGeO9AZLBYLcyYqD/gmworV1VVq6WAwCAQC/JAGD5wRvgDTe4oGGYoajYbmPJvNomx1u90nJydOp5M6mUqltre3UTpUq1UQUqQNmFMeHx8DUmO/ZbPZKOw0bGwBOIshOl5cXMSKKxQKEaaGOgzGLqQMVG/4i8fjccRiMBHUajXttNFo5EgPFxiYG38fXh58MXKa0bsBIjDocrlc+Faurq5C+4J0kM1mGQGCKcDC4wUgKANGsVqtQAx4eS4tLTEVBx6iZsLyoFfXarXBYJChHda5Sl8N8yUYDFarVQyMotEob7cQgstst9vpdFoI0e12ad25FQ6Ho9PpnId04stf/vITlE6EQqFfJnUinU6nUqm33noL3T1Uo9dff73X66lUqqOjo3/5l3954YUXtre3yRZ84403Ll26dOfOnW9/+9tf+MIXUNz/6tccaHiftbOzU6lUGo0Gha/dbjPb93q9MIIwEez3+xj73bx5k6YN0SmKL9RQSP3xSP/t3/5tpQTQX6KARQoFaQ0XRsUknBndH/3RH92+fZtubzAYgChTRukdednY1fICYLL1ej1FyIozliRJPp/P4XCQXh4IBK5fvx4MBjHu0uv17XY7Eokwa0LcAWWD8ocpI2iCEILzAPaNpPt4vV4oXgzNuEyGbxgIG43GcrmsYLdMkxAJu93ubreLPZhGo8GVB8scZH7YZPr9/nw+D95BxB2uwkrk+3A4zOfzDOsADtgM2C95wd1ulxEcbGfEC3SfvDAYE9wxKhQ8OtjdpKz5/X5gY3wu2QbG4zFSQ3ZW4Az8kIBvZ7PZ6ekpTmb1er1areJCjJAbvIMCrdfra7XahQsXzgNo+OIXv/gYH/ADrTnQMF8/d33ve987ODjAzQs+qlarxdGWTiufzw8Gg3A4zEAbGidVVKfTHR0dCSGMRiMaN3pl/M+xeERp3O12zWZzuVxG+HB8fMwkDby41Wp5PB7UB4lEot1uh8Nhs9mczWYBTGk9IaBNJpNAIECWOyKp6XS6trZWLpc7nY7P52O8r8TT4LZNwA3kOFwhEMQ+++yzFosFvhupNLIsw8miOhHHCCELp25otKAPp6enhK7jzoOmQHHzITASqEWSJKoi/otA52Sbq9XqfD4fDofZwhYXF0EiGO7hE+x2u3l2EtHw2QV54f5Q9oEqgsHgeDzG/9JqtWIV6fP58M5EfSaEUKvVdNsk53m9XrTHoE6EPQFzc4EGgyGVStXrdSx4bTZbMpns9Xrr6+vIgLkhkNrYc2VZPjo64r3DAZRQYSwhj4+PQ6EQLrwejyeTyciyfB4eDbdu3XqMD/iBVqvVmgMN8/WuJUnSw4cPyWGBr0qzxLeYLEkm6j6fDyiTQqp8E/v9viRJ8HYV067r16/jaMAxlbAbqKl+v99gMJTLZU7jnFdJvkgmkxsbG1CxlpeXx+MxxCKa7clkAgmi1+thtUBPCNbs8XgIMudUHAqFSqUSp6zZbEbkhNKj4msAIrm9vU08MBUA9LPdbqOzAOcFSsZ5zePxALWMx+NgMFiv1ym8QK4Qo4gBVoKZZVnGxhgf3NFoRGGkqqNZ63a78K24UUiDseOlyyUAmJYYxYoQYnFxEf91DvNk2KPwxbeerQ1wxO/353I5MFbEhpjpACgAeeBxxryNlhXhDLUdWJZfA2pnNwkEAoAmRKpxRZyb8InjMNVqtaA2kEAEz8JsNnc6HW6pEGJ5efmxAw2vvPLKkwIaRqPRLwk0vPbaaz/84Q+B4Pf395EK7u7ufuUrX3n11VePj49/93d/9w/+4A/Yqp566qnDw8MvfelLqVTqb/7mb0hrfiJrDjS8z9rZ2fnxj3/MWZrxNbkPuHORWIsUQqVS9ft93Fn8fj+VBc8YnGwIVlCScqh68GCVrG+bzUbsDTaEMME4ZGq12kgkkslkMMvlTI6xGVUGa0P6UYRqHLCtVivtJkbBHG41Gg0fVlrY2WzWarWMRuPDhw8zmQwwJE0YFFwqHSdnwhRgYY1Go83NTRy/AEpGo5HH4xk9Wh6PBzQa0AQvdM7bIDUULNBfIQQqWS6KM4ZOp7PZbJzPIXSBsrtcLmI+rVYrBwaIx3zHlMh3fDrZ5KArA0tDkcCdhRZTpVKB+yhkjd/5nd9B1czj8IA8ODAtkpDFxUVwBDZCjB7Ybkej0eXLl8mfgwvNU7RaLejTvBHVapULJLKO2EtELtwN4KStra0PGdAQCoXmQMN8vXd9+9vfFkLQugUCAYxs6FE4TCJYo1iRms6BGVEAjq0Mu+Af4YzAqRXHxFwup9VqXS4XFQOTXdBkIQR1YzQaRSIRDJzhf3Jg5iDNyI6xEkhro9GgeSVrvVar0alHo1FZltPptNfrxUucCl8sFoFf9/b2GH8Nh0O0D5PJpFQqIUsul8vNZhP7G4PBwLGfGRR4aK1Ww7GCiA2swsrlMtM2ZMNCiEqlgrMPzDVMcAOBgEqlcrlcQggygIBZgTiHwyFodTweJxfN6XQS4cz4DjNztNMqlQoqH4Te6XSKDBj3ctgHnPk7nc7a2hqb5nA4ZFhHTJLRaFxfXwd24SzBCBH3h1AohJgFz6BKpYIanNhRnU53cnJCylcoFIJHNhgMgsHgZDJptVpEk8AHEUJ0Oh3MI3kXMHVH0kL4HM8+Ho/Pg9EwBxrm69dqSZL0zW9+E8kVjF28BviWYVAN+kDfJYQolUoMV6EtUHjx+RJC0M88ePCAaZPJZOKMzbSJHkwIwUkY1TCMhsFg4HK52u22JEl+v79cLlNSOEXLskyvS/vEYRsnSEoQ6gbIqoPBgAizVqvFlxq7WQQOpVIJ+20oV+VyORwOJ5NJRUrAvAe+Kg8LI4yTM0N4DCCYsVkslkKhYLVarVYrrSAuZugdGNR3u10oXXhhCiFkWVaG+b1eD4EJBDcQ1UajAUwMG5qyT7leWFiYTqcAqQqPgJ/PZjO73c5Per2e3++HBexwOEjtEULQk+NofvXq1WKxyK2GVgbfgUD6QqHAqwKswT4T1bPikm4ymaxWK8ka5JIgS8Qyg7kdLOPJZEKhttvtQNhsjgwXOVWdB6PhP/7jP/73Ag0XL178xM8sr9crhFhbW3vppZc+85nPvPjii5ubm8o+pdFobty48fLLL7/44osIFZ/Umsdbvv/iuA6ex5mTfhQvcTzJ2u22wWDAbQHtPWdy7L4kSVpdXaVk6HS6UCgETwE5KKa+RqMReS2EtEAgcOXKFcwRHQ4HIttSqVStVumtIS8Q1avRaChzIIUKG5/Oj3RJQFC6SXYLAiNxoEV6cPfuXQixxPOigkOPN5lMmIPxIYZAgZc4ZZpjPKYP2E8ysedUQPVsNBoc7M1mMxJcdAeKf49Op4PejAABc0reAmpWt9vF493hcCSTyWKxiHKMlDtIX+wikMQYvlHE2duIwQN2sdlsHo/HbrdrNBpgEavVil0Z++Jrr71WKpVIG6YuQ2khuxQWhhACoIRaDPwBbMEGwMZD1w4sJYRgx+33+0oanGLGrgSRgmsoQUdsyY99yU90nccVzdeHYDElazQa0OmtVitAgBBCkiRY/RaLJRaLra+vl0ol+KWVSqXdbp+dnREM5HQ619bWhBBut9vn88ViMSBjHhNiGqAeblsWi2VjY4P/tdvt0Wh0NBrlcjlZllOpVKVSyeVyABmAg4QgnJ6eDofDarV6dHQky3KxWCSFEe8lsEVJksxms9frRQx8dna2ubkpy7LX6/X5fOTyCiHMZjNsYXBGOAskATMkZPgfDAZ9Pl88HhdCtFqtTqeDLTxe3/jyOByOlZUV8mtarVaz2QwGg+g2x+Px3t5esViE8gYdFzcKs9m8srJit9v1ej3kXkyk1Go1Rl+AI+l0GqUumx30OkprtVotFos2m+3o6AhGtEql6na77IPRaNRut6+uruKayVssy/LS0hKcC3Qc+/v7YNZnZ2f1ev3k5OTs7Gx3d9ftdu/v70uSlE6nJ5MJ8O7+/r7L5fL5fJVK5eHDh+PxuNFoJBIJ3ChRz7Elmc3mSCTicrlGo9HJyUmz2QyFQmzTTqcTPBe1xWQycTqdYDq8Neex5oV3vn4NF2xQ5lJ0INCmFI6tQiIoFApIaxky8TvIdSk11LGtrS3GYwyuOY1TxoUQPp9vOBx+5P9j7z2jGy/P/O9btmRbbuq9WLblOp5eCQwMnSHAsIEQUjY5KQfSNmWXZPMnhEnCHhJ2E7KQPCFkU3Y3DUiAEPpAhhCGMp4Zj3u3ZVvVqla1Lcn6PS8+DzpzgOwmD+P/pHC/4BiNLEs/Sdd93d/rW/bsgfXQ2Nio1+sZaxF7MTs7m81mYbfhIMABGx4Z6jBGPuh2MYiBCMYJv1Qq5XI5nhsUA6boZXosnfnmzZt37txZfmIQkNVqNUk0DPZhc9DY43RAwwn7lSfZ2tqKTgScor6+HrxYqVT6fD7KOD1eOp1GtEVyh0qlqq2ttdlsXCWwYwitkDgg4cKZD4VCSqWypqaGSkgwnE6ng7uB2JDLDkUFigRzx3g8HolEDAbD2tqayWQCIsnlcn19fQQeMzNjq2JcOj09jSQtmUwmEgl4aohQyq0+FXvr1q2ZTCabzWYymcXFxfIg0G63EwzEeZuOl//FiQMKDLJBOur1+Hifwar7N1t432I0/C9reHj46NGjCGAY9dD8UUFoTcAaU6kUfC36NsBavLU4QJa5A+CRoAMgAktLS9zCqXJiYmJlZWVxcZE/xwAcsi42rbh5wZ6C3UCyZk9PD+k+kUhkdXWV+1RVVdGiLS8vI9xiXAM6i91jQ0NDd3d3bW0t+ZowKcA1kACg6cpms/g+CiGw9fb7/dFolFJelnioVKq2tjaPx8Pj19fXm83muro6JG1Y4JSjIl0uF64QHBg6OjrI0cGmq7W11Ww2Q+ui2mLcFQwGLRYL8DbMDt4XDu11dXV6vb7Mcysn8ahUqvb29lgs1tLSguAZwjDPP51Ou93uiYkJnDLxUyBlh3ZTp9MxVyQj0+12Y/YL6AsZGOchIosQvJH6brVaoSMCAIGV4KkBz6W6uhoysxCC14VHBrBRZWVlTU1NZ2fnesRbvsVoeGv9ua3f/OY3KysrLS0tmB3W1dXBJgiFQolEggaoWCwGAgG8Ffin1tZWME2/34+HH8hmIpGYmpravn17Op1uaGhgy8f9RKfTzc7OWq3Wubk52lOO36lUSqlUcoRG+JrNZi+44IL5+Xm9Xo/DLg4smMvgvcLsa9u2bTKZbHBwkFmf1+t1u91QFTAAT6fTJBDl83mLxbK0tLRx40YiJ7LZ7OTkJBox1FjEVQLCZjIZt9stSRKZCCCktbW1fr9fp9Mh6EM4RmYYg3oKCEHuBKQZjUaNRlNdXW232wnNsVqtWq3W7/ejJgPLWFpacrvdi4uLQgj4vZFIhNxHjMH1ej1aD1pYPIDYnjiBoMTu7OyEWkJ98/l8TU1NNOLV1dUGg8Hj8TAa5WCD9pshTD6fpyzv3LkTGYhOp3M4HDKZTKVSLS8vNzU1zc7O4rCgUql0Oh1CRT4eWq32wgsvVCgURLgx0FMoFHBbamtrtVptKBTS6/Vwp4UQ2Dafuk1L6yCdOLOMhmQy+Raj4a31mpVKpQ4fPgy9FJ4sR3fSYROJBMYuZJwRqUjEOJxTpmtCCL/fz2SIEyxMfooYDTBsLLRpU1NT4LlCiGw2C65BiUbrpNVqW1paECNjyxKNRrVabWNjI/7iEGxlMhleYBMTE2AWiUQCUwC4DFgDEBxYXV1tsVjgNeCnIJfL+/v7M5kMI/dIJGKz2dLptFqthq0GpQu1L65tuDMCLgBowkqwWq0M9qEtZzIZjUaD5zeZFxaLxWw2IxJpbW3FWlKSpHg83tzcTMeLXTrSA+aCyFXq6+vLno5sgjCO4cxWVlbyfqGPttvtQAbwHfAMgrxsMBgg3pabfPQauClT9AwGQzgctlgsICzt7e3pdNpsNvP2kRMBVQFyHFpygpPZUMDHJUkKBoO1tbUoATEMqqmpwT4DDgvbNKNBOnNodH9ljAa73f5mGA1/oeuNUydmZ2dHRkZ8Pt+2bdt2795dvt3n8z3wwAPJZHLTpk1XX301u9Thw4dPnDgBlf2yyy7r7OzkzqVS6dChQ729vUKILVu2XHXVVUKI559/fnh4uPyAH//4xylnS0tLv/jFLwKBgNvtvu6668rxoa+88sqzzz4rhLjssst27NjBjdls9v777/d4PA6H493vfjflY/0Wp0qmHIzNNRoNVtswsqBdcV7l20IHCRE0k8m0tbVFo1HYrYuLi6lUCt0+wyWIUni6QEwCM0Z3kM1moSpQ0ZCcUQ1JWUO8MDU1lUwme3t79Xo9PfS5557LHF4mk7W1tUEnZiKEPwKBEShBMCYQQrS3t6OVwLqWug8CqlKpiN7k1+vr6+HcAkzGYjHUCvSOHo8Hxxqj0bi8vExAESLbQqHAeZuNhwBzo9GIi3gikSBNDf8w+LdELtXX17MzlePuKfc1NTXd3d1Hjx4FB6XsgolwBZBqc62EEMQLmc1m3j5cITgGjI2N4Z9MOAXGyBqNpqGhgSxMzFewAh0fH+cNLQsuEK3xMssmjlw0Jpw84PLyMqF98IobGxvJZsOdAaoIHGlkeHz8CENej/WW+fmfwyqVSidOnJiamkokEtdffz3kI9aRI0cOHz4sVbMtgwAAIABJREFUl8svv/zyLVu2CCFWVlYeeOCB+fl5vh1XX311ObsomUw++OCDfAHf/va3b9iwQQjxox/9qDwfaG1tveyyy/h5eHj40UcfLRQKe/fuPf/887kxn88/+OCDRDBcf/310POEENPT0w899FAul9u1a9f+/fvXL/ZPvOp3OD8/n0wms9ksBtR1dXXNzc3l7nBubo6pvkqlguKbTqfb29unpqYMBkNra2s4HJ6fn3e5XHiA+/3+VCplsViIJefUytCbo2YymfT7/e3t7UIISZKWlpZmZ2d1Op3FYkkkEijOpqen5XK52Wwuu6C98MILN9100/PPP89YzGKxPPzww263m/gYpmcnTpzo6elxOp3PP/889RnzyMbGxv7+fo1GA7+UUHRsz8u6j4aGBtgBSDCoiuT1VFVVtbW1HTt2rKGhwWg0NjQ0rK2tRSIRvAwmJiYYHNEs8kdBTIQQhUIBEzIIGplMxmKxoIDL5/PI3Ox2O6XYarWOjIyYTCar1cphA2nx0tIS1ok8T7lcjsovk8mQJRGLxbjUPCUGaFzbMouNR9NoNNFolPx2FHCQk1dXVxOJxLnnnosDMQM6jgoYADFHVSqVer2e1ry7u3ttbS0QCKAi/P3vfz84OIgarqWlhXIdCATQYpRKJZfLxfmHDz+OwhyoSqWSwWDgoHV6l/RW6sSfxyKdEX/T9773veXbV1dXf/nLX05MTJjN5ne9610cYmdmZp566qlwOFxdXb1t27ZLLrmkDD+NjY098cQTYHbve9/7KDi//vWvyw946aWXut1uIYQkSY8++mhfX199ff21115bnhwEg8H7778/Ho/39PS84x3vYFIihHjmmWdefPFFpVJ54MCBcoO9ToszHoRZSZLQJXE7JtygDGXTHLIYU6mUw+GAneRyuWB6cuxk2M5XVZIkILxcLkdS2+TkJEdf2jBaHTxZ6uvry0pSTMElSTKZTLRPhUJhfHy8p6eHUQ0j8cnJyba2NpxxofHPzMzgxUDqAU8Ai0c2ROwn4vE4OCP2W+FwmEoSi8Xo4mjvKR1MoZjnkSXPo2HmXV9f7/F46urq6urqMpmMwWBA90rbiRmtz+eD0oV7YkdHB3YwINoEyeFJuWHDhjKjDTUZwRDkMZtMJgJ0MpkM3SPEYaPRiGC5trYWUTYOuBwT8GUDuSY/gvcIFwmFQsHEdHR0FJeKpaUl9M4jIyO5XI45qxACiYpSqdTpdMTAA3Pz7QiHw2azGY/8qqqq1tZWLh1KQ6yLQEbwgKNRx7eSMx0fvNO+zmDh/ZtlNLwxQn/o0KHp6enR0dHp6enyjSsrKzfffLPVar322muPHDly3333cXs2mz3rrLPe+c53OhyOW265BY6iEOKee+55+umnL7zwwre//e1l4Hx0dDSRSLS+usqt6m233VYoFK6//nqv13vXXXdx49DQ0F133XXBBRfs27fvG9/4xsTEBLd/85vfjEQi119/fSaTuf3220/zJXndKhaLzc3NdrtdkqRkMkmGFt6tQgjABXpHOjAKFr7fTqdTrVYD1MHAR0DBV5rjqBAin8+bTCYEUddcc82OHTsYSSGvQO8E6AC9ymQy4XnOyAUxRUtLC5KzxsZGPGx8Pl82mw2Hw1j+0gXigwiIyEQOZhRWN0eOHIlEIhAf0IPAZQC/UKlUnZ2dpFRkMpnnn3+e8IWyUoAWHCkddafsM8y/knjMaIvfIm2YLCWkzv39/Rz1e3p64Aik02n4WtFo1Ov1BoPBcDiMjwNo9ODgICZkVVVVEE9qa2vh9fHRhbmwe/duv9+/tLTk8/nQ5jE/xEKyvr5eq9XSrBsMBrlcnkgkEonE/Pz8/Px8fX09sOvy8nK5XLJzwPgKBoMulwvnm6uuugq2GAYTsO9wvgGp4eInEol8Pk8/TY4U7MRyZAlbNW03yPF6rNNOD/vj1zq9or/ERV+bzWYPHTqEzTXrxIkT99xzz6WXXnr22Wd/7Wtfm52dFULAgtm/f//VV18dDAYPHjzInbPZ7Oc+97nl5eWrr776rLPOQpwlhDh8+LBOp6PqIgoVQvj9/q9+9as7duy4/PLL//M///PIkSPc/qMf/WhwcPBd73pXfX39LbfcwgEskUjccsstnZ2dV1999W9+85snn3xyXa9GoVBoampyuVzZbPbYsWNPPvkkBFQE89ivojyC2ymXy5ubm5lKGQwGlUo1MjKCswOOidg0ymSyRx99FL8VTHPkcrnD4ejo6IC2CglLCNHV1VUqlcBwKyoqEonE/v37d+3a5XQ6EQMT2Ab/PxQKQXkdGBhIpVJwLiDZMpuyWCyBQADwcWhoCPUvUCPC4N7e3unpacQdPGdEcGjHTCbTrl27lpeXFxYW4vG4TqdTq9UkBy8vL7e1taH7SKfTFJnBwUG80Obn52tqaphTQV3u7+8nXIOxPzITvV6fTqdPnDghk8lMJpPT6cQrcWFhgfO/3+8nUG1sbKy5udnpdJrNZkaajY2NTBeTySQNNxwQ7HVxoGxra8PN0ev1Mm8knpOtDVaCUql0Op3sMgsLCyqVKpVKjY+PI3ALBoMzMzM8IFAscAkEMbvdzitqa2vT6XScBNbW1sxmM3S/tra2+vr6rq4uaH2A6blcDqcGKL74a5JsX/a3hw23Hp/wM1h13yq8p66RkZEXXnghEomUCyDr3nvvnZiYeNe73qVQKG699VYuWjqdbmlpecc73nHuuec+9NBDv/rVr7hzX1/fbbfd1t7efu2119rtdnSO8Xj82LFj5XaX1ksI8etf//rpp5/+u7/7u9bW1ptvvpkPWKFQuPnmm3U63Tvf+c7jx4//93//N3f+7W9/e99991111VWbN28+ePAg4S/rtwgvcDgcMG0nJiZotBQKBdMUmAsAgmTlIjTAtgwPAo/H4/f7MbvV6/VWq7WiosLn82GsoFAoaI10Ot2+ffuamppgidKn6XQ6pVLJ5B9LWo1Go1arkXIwK2JsRvGsra1tampKJpMwi30+H/kFQgjQDTx6KMuSJFVUVDAekyQpk8lMTU3hy0AaJQ9rNBrpLaH6hsPhWCx27Ngxp9NZWVnZ0NBgtVr5V4TGhUKB7QnqBIxmrHboD9FuwGmFqgZ9AGpAf39/bW2tSqWyWCwej6e2tnZhYUEmk6VSKa/Xm0gkwuEwhu7sC9FolHYd8AUOCBAAPg7URq1W29nZiWB5fn6eES8ia61WGw6Hx8fHW1tb19bWtm/frtVq8TkuFovBYHB4eBgzSzTFZcIarhOYQfh8PrfbzUhg79692APzzrIRhMNhg8EA8QQ5BlRrSZLIUEOHyJtIuA9TTFzqKM6nfZ3Jsvu3WnjfWDqxY8eOs846i9F3mdX83HPPBYPBf/qnfzKZTC6X64c//OGBAwcqKio6OjqcTqfJZOru7j5+/Hh9fb3b7fZ4PP/xH/9x5513trW1Wa1WZkRCiOPHj9vt9quvvtrtdgPuCiHGxsYee+yxr33ta2azeevWrd/5zncuvPDCurq6H/zgB2edddb+/fudTufy8nJfX9/b3vY2v9//4x//+I477rDZbDt27PjBD36wfft2jUazThdoeHg4lUr19/efc845EDXpL6lKJOIARnK+hYHvcDiYEZG7s3HjRprdMjQAdApsybgMfDQWi8ViscnJSUZPMDzxJ6M+EpMpSZJKpQKzpL/EIpHrgPaBGMi2tjaorRaLRQiBJvmDH/zgyZMnq6qqzGYzwAd4Z11dHe4sKysrPp8PX0byxmDhog2DvYZZ2nnnnYc5PMwxgEny1dLptCRJtGtgMTTcZeuvcupyGXwhCkir1eK1gy0tejyVSjU8PMx4n56S64mXG0Kvch4ks03oskAhWK+Fw2HcaGAFk4sJPxkmMLsCxGma4BtuuOHEiROUPyZdRIoqlcpwOLxp0yaSjQmNw6S3paUllUoBRvj9/mQyabPZAF9WV1edTqcQAoxp586dXCWs1IAwoA1fdtll2WwWHjJvhMlkslgs6yGd+K//+q/T+IB/0nI4HG9JJ1gKheLiiy/evn37Aw88cNlll5UZCvfee+8FF1xw0UUXuVyuZDI5MjKye/fu6urqnp4eq9VqNpu7u7t//OMfHzhwoKqq6v777y+VSp/73OesVmtTUxPfeiHEQw899OEPf3jbtm1ut7sMNDzwwAMWi+U973kP8VRPPvnkJZdcks1m77zzzltvvdXtdm/duvWxxx4zGo12u/3RRx+tqKi44YYbzGazXq+/7777rrzyyvW7Gi+//HJ/f39XVxcYK1lrtbW1iHWrqqpefvnlnp4el8s1PT2t1+vn5uZgv2OsOz4+brPZzj77bEmSkskkod8NDQ0qlQrFU2dnJ9WYHF+r1QqNk60KHpnBYED9xLmUNE0mbGi46IlhLuAXUywWPR7PddddR2KCy+Wqra3VaDQjIyNdXV0Gg2FlZcXhcNjtdpixLS0tJpMpl8t1dnbm8/nh4WHGmGtra6i0yuowcAqDwYCOjNpIVFs5oR2jnEwm09PTs7CwYLfbwUALhUI51QwSLPM6jHgkSaKJB8dRKBTj4+OETahUqomJCdx/kRlD/iIaCfAXP0W2JER2CoVieHjY6XRi2AkZEDAIHgcyulwut7i4aDabvV4vrT/cPYvFwscbcR8RnrBa2A3ZTIEJlEolOZTYapDEVFVVFQwGAa9Bk4UQLpcLU95sNrt58+b5+XliR4vFIjtva2vryMjIhRdeGA6HrVarXC7nWpnN5ng8ftqlE8eOHXvppZdO4wP+SSudTr8lnWA5nc7zzjtPoVAMDAxcccUV3JhMJu+6667bbrutubl527ZtDz74oNPphPHe1tZmNpuJ/evv77/ggguEEF/5ylfe9773XXbZZWazuaOjA05uOBweHh7+1Kc+RbsL0CBJ0r/+67/eeOONW7du7erq6u/vX11d7ezsPHLkyPT09Be+8AWTyeR2u7///e9feeWVcrn8rrvuuu666972tre53e75+flQKLR58+Z1uhRAe7Ozs5s3bwYGxfCPIx8mqQAKIH04zmo0Gpofksv5XcBBUD/uQ0Or1WoDgUBdXV0gEIAF4Pf7+evcJ5vNNjQ0UOcxPlxZWaHzJI04n8/r9Xosb9DQWa1Wn8+XTqddLhfYutVqJShtbm5u06ZNMPbz+fymTZuwAIPYH41GHQ4HUC/VFWsYDoSQOxDk1tfXNzY20rqT1wbrQS6Xwz8tFotgoBg3SJLU2NhIYyyEwL6XoyZ4N+hMWa3M4M3n81VUVIRCIbPZDBwAPgvsYjabIWQB/Ze9b5BLoBr2eDzIXoAhgsEgiWzgODxVi8UCAQ3nr1QqFQ6HIW5LkrRv375IJCKXy5EBosgQQtDxIlhGHEfYM7TlcDi8tLRkt9tjsRhjORDkXC63ZcsWGIWpVKq5uZl3FlgESMJsNs/MzFx11VXJZJJNnGuCs9Jpl0787Gc/i0Qip/cx/8hVKBQcDsffoHTiT9g4p6enu7q6+Lm9vT2TyZSxVcyuTpw4EQqFNm7cKIQYHR3t7u7u7++/6667fvazn506Ezh+/Pi//du//eQnP4FeJYSYmZlpb2/nC9nQ0GCxWJjazczMlP9iZ2fnzMyMEGJ2dtbpdPItVSgUra2t3L5+a2Fhobq6+sUXX5yYmIDaBEUfbBUOGEMw+hXASyZd3L+vry+dTtPRIlioq6tzuVxgE16vt1AoMNzGIRaUNBgMMkHy+XyAC4ytamtrKysrZ2dnYYtxrt63bx/VUKVSwZIAI+DJS5KEU86GDRuqq6t5kvSa6XRaqVSGQqFwOOzxeCYmJnAVxsgXLx+TybRt2zabzWa1WuGpQiGTJOm5556D9oZaDP5FOV6ewsrUi5eATSbMN3R0TqfT5XJJkhSPxxk8QjEgFAObCTwsmpuboVSBiLPZZzIZvHAJxQSzgL5LJxoKhebn5+12O5dLCMEoDzQaKQSsttbWVsQskiSB4+r1+oGBAWxsMPvBDjeXy7lcLgjbbBuAshAQUqnU1NQUtd5gMND1MoDN5/NgSWDtExMTWCjX1dVVV1fz/JeWlorF4hNPPFEsFmdmZpiC8qzW6RO+/jDuH1zr9Ir+mtbMzEyZLtvV1XVquYMn+cQTT3R1dVESR0dHN2/efN999911112//e1vT73CP/3pT//93/+dz1X5kcsFtru7e3Z2VpIkshjsdnv5L8JrO/XOXV1dnHvX71WTDXH48GGY81g/lic5aFmZR/n9/uPHj09MTCQSCY7TkiR1d3dnMpnx8fGpqalSqQQYQZIW8Ov09DTtIKx+jHgrKioQaxDTRVtQV1dXzkUjLMZisYBjNjc3E21AggNNEuEFGo0mk8kMDg5OTExgfo7Rz9LS0vLyMn5X8MgWFxcpCGg38LCsrq52Op0tLS1ms5mnDTogl8sDgYBarc7lciqVCuUFXmjYqlMwE4kETTbzeTaspqYmtioSi7q7u3E1QzrHuAmspFgszs/PQxzbvn27JElMsSYnJwnCFEIQgydJUn19vclkAuBIpVKwJ9xu9+9+9ztwXkmS4M2BQQBnSJLE5ycQCDidzurq6vHxcSGE7NUVDAZTqZTdbtdoNIT+AiW3tbVt2LAhEAgsLS1xJpEkqVAo4Hjv8/kAtU0mExoNrCUaGhoikcjg4KDf74/FYsePH9doNEjKC4XCBRdcAF1cJpM9++yzlZWVQ0NDoVAIj+FyaPTpXWem4L661uMV/TWthYWFxsZGVGMymayzs7NM7yUWd2Fh4cUXX0TPi+TKbDbfe++93/ve96ampsqPk0gk7rzzznvvvRfppRCCkOxTaykl/dQ639zcvLa2xinR4/H8ofq/Hgv88fjx46S6oHItx8fIZDJmTviRezwedE/oF3BJOHnyZDqdhtiPJYrZbDYYDNh+Yy4D0RUJA2Tb1dXVVCo1NjbGkRXrMUQHNTU1kUgErJPtYNeuXVgnUBinpqY4sjIS4wpj0IhPOZRe2mYhBMRYj8eTTqcBL3w+H5QNmUxms9k2b94MC4OBGWWT0g2QQScPewuSHWo+HoExFUY86XSarRkeFm8ie1nZdi0cDsNyRceBhxdALTj1/Pw8ug9EJdhP6vX6xsZGkuM4SqAp8/v9YEBqtZo5nxACWQduR3BpGYgC/kIZzufzTU1NCwsLq6urRqMR47NUKoVyBE1KKpUKhULk05MZh9QlnU7jOCaXyy0Wy/z8vFqtBuZm2JZIJHK5HMHDi4uLBL3p9fpQKDQ7O1tdXf3www9LkuTxeKLRKBjKOpWpM1h11+kV/fmvN/ZoeMO1tLSEUFYIwfkTI2shxK9//evHH388kUj8/d//vc1mE0KEw+GJiQmVSrV3794XX3zxn//5n++++265XN7e3t7U1FRXV3fy5MlPfvKTd999NwKtMqlMCNHY2MiMIplMlv0XCO7iabzhnU/vmpqa+u53vyuEILgL629yEDlMSpIEO4s5Ty6XA+4tlUpKpRJPV0xN0GjhKdjQ0IDRIGRUSZKwwiITHrj05Zdfbm5u9vv9TqeTyFz8eBDC4Ubm8Xiqq6uJxsnlcrAnFAoFuyN2AOFwWKPR0HQijqJZr6+vHxoawi9ArVbTW+t0OoomszImXQyIYE8dP368VCoZjUbc0XAQwAS4UCjYbLa5uTkQU2b1SBiouQ6HAzPhpqYmv9+/vLyMiSY5DlardXp6mlqcyWQw6Mpms0Qfm81mHCvQpECOyGQy6PR4WJ/PR7AF9Lmqqio8KRFQ2O32eDweCoWomDS7GAJBTwDqFkIkEomurq6KiorHH38cKDoajcIlWVxcxHAOYMLlcg0NDUG7YHdBbg21jIZVCLG8vKzT6Xgmi4uLF1100e9//3s0aQiGSRXK5/P8eiQS6erq8vl8RqOxWCxi3iFJ0tramlar5WWOjY098sgjCoXi85//PKrRN7n+lsvfn/9aW1tLpVKnlsGlpaXyv371q1+dm5tTKBRf+tKX+MhFIpEHH3zwmmuu2blz509/+lO/3//+979fCHHxxRc7nc5isfjYY4/19vYePHhQJpPRY/FQWExls9nXFNg3LLz8gC3C6X29v/zlLxnzxmIxuVzu8/k2bNhQU1Oj0+mI+25ra8OHjMN8Z2cnwCjL5/Mh+2xpaeG5aTSaHTt2JJPJ0dFRRuiBQKC5uZmBPPMrvV6/sLDQ3d3NfzGL0Wg0oVAIgxXMvUKhEOLS7u5uwM1kMjk7O2swGHKvLjzA+Ss2my0YDKJDhpXQ29sbj8dtNtvi4mLZj4qcGpixSLeYqEejUQTGCoWCiRx6aYvFsrCwAP8LdF6SpEwmY7fbJycn8Xo0mUyRSGTjxo04PjC3n56eViqVxMWl02mv10vJqqys5LVjE6PRaLD74urh0Tg+Pq7X66uqqmZnZ3Hc3L59u8/ni8ViePfCdE0mk3SoxEmmUikcf9EVMhyjsKPaADPibTWbzaDqUJ2RjczNzUFChgNYKBROnDjx9re/PRAIYK8wNTVVWVnZ1NRkNpuDwSA6Puq8EGLjxo2FQuH888/v7e2FoaBQKBwOB1Ea2WyW0civf/1rh8ORSqVozSsrK9m1Y7EYw9W1tbWbbrpJJpO5XK5Pf/rTp+vT/lbh/bNdr+8zy4V3YWHhX/7lX+LxeFdX1yWXXCJeTY394Q9/eO2118ZisZtvvvn2229va2trbGy84oorqAO33377hz/84YsvvhgPr3LlbGhoGBsb4y+e6ssDk7yxsVGSpNe3wad3SZL0pS99ieEZ2oFwOFy2R+WrjaULogYMejlVIu0MBAK0NFBTaVqoXbFYLBKJAGXS7sIwIli3r68Pc1mn0wl1orwTFYtF8m7I+slkMhj0aLVaYFBMaigOxWKRzRHEgfwa/LPy+fzMzEypVNJoNPX19ewRkiRxAme2D8EhmUyaTKZsNnv8+HFgXIfDcfz4caQQzc3NkiRBHEPeRQ/MWE6v10ejUZgUra2tEBycTqfX611cXGxoaIByJUlSKBRaW1sj12zTpk29vb1ESDidTuJvAJGBnr1eLxcZTze1Wr22tkaKRDmfEsshu92ez+ehX6HAnZ+f7+7u9nq9UIyhbsHFg51dLBa7urqqqqpOnjxZXV3t9XqXl5ctFguUXjp56CpLS0uhUMhisbDB5fN5KjOnHnYBLinck+bm5ng8fvnll/f19XGhZDIZVAtmpfPz8xaLZXR01Gq1QoXjWMTr4twE1eWzn/2sEOLAgQP79u07XZ/2M1V4/2YL/p8ANEBkKv8vYCc/X3fdddddd93i4uItt9yi1+vPP/989Pmf+tSn5HL5tm3bPvCBDwwPD2/ZsuXCCy/kV84777yDBw8eOnTove99L0fZUx+ZKowR1Gv+3OvvXH4ap3E1NTV94hOfEEIcOnToF7/4BWAkz+f48eNoqxiYw9QFjqXCCiEQplZWVqIiFkLo9frV1dWOjo6xsTEMIMnTwiAdmdnAwMDWrVvn5uY8Hg+yC7DVoaEhSZKuueaakydPDg0NUfcZf9EF1tXV7dix4/nnnxdClJVgkiS5XK65ubn9+/czGJTL5U8++WQsFstmsw6Hg5eARy4UAK45SW+4J9KPQvQyGo2Tk5NAp0IIBvtkvw0PD6+srGi1Wq5GqVTq6OgIBAKgG6urqxhhAvSiiaD0lEqlhYUFBoa08lhCyOVyRGKlUgmak9vt7uvr27ZtWzabHRsbq62txQqOgSRBO/hlaDQazNuZAfJGkPcjk8mQveTz+Xg83tTUFIvFqJu48kxNTTFhy+fzmDXgOo41JjRCvV4/ODjocDhIU2tsbNy2bRtNPAiuUqmEM2Kz2fCwBLPgSAM9GKNNtMqE0icSCXjFbW1tcGeII15eXlar1aOjo1jBNTc3b9++XfZq7v1pWW95kv3ZLnJnyhXvNeXujjvuEEIcOXLk1ltv/f73v49+avPmzQcOHBBC1NXVff3rXwdo+MAHPsCv7N69+wMf+MDCwgKq+FMfGXjx9XWeavyaO3PLaX+9F1544datW4UQQCE0NBgumkwmrVa7sLBgNptNJhOmU2NjY5Rft9tNWjsS2WAwCAxH3/Pyyy/r9fr+/v7u7m4KHYM1jUaDm69MJnvssccYiXd3d7e3ty8sLMzPz1911VXFYpEZUXV19b59+06ePMmpO5lMdnd3T05Ogs92dnbabDbIaDRh5Eps2LBhdXUVutni4qJCoYDutGfPnqNHj8LLBa4luUaSJBwuIXbhFzM4OChJElM1xlC42I6Pj+MBtmPHDqKF6OOVSmVFRYXH41Gr1ZgsQJStqKhwOByIC4QQkFfT6fT09DQ249FodGhoiHBQxnfYsHV0dKATtlgsTqdzcHAwEAhEIhGj0YgrEDVcpVIRUYHEr6Ojg08LeJbT6ZydneVQsbi4iAkOc7B4PB4OhwlLg3OHLGJxcfHss8+emJgg1BPDi+eee25gYMBgMHBLOBxGtwKrORqN8vkENAfQ12q15G5wdrJarUNDQxaLRafTBYNBPgAWi8Xv96Nh1Gg01FjA5crKyo997GNI2E7XR136SzaDnJqa+tnPfjY5OSmE2LRp0w033KDVaoUQkiT98Ic/PHz4cEVFxdvf/vZ3v/vd3N/j8dx9991+v99ms336058+veq/9Viv7zPLG25zc/MPf/jDfD7/3e9+9xvf+MaXvvQlNLDvf//7cepdWFg4dOhQW1tbU1NTU1MTv6XRaB5++OGLL75YqVQyaAElLBdY2JSn/kXAUyHEH6r/p2vJZLIbb7xxdXU1HA5/61vfInYnnU6TyGM0GjnPk+PO8CkWi/EBZuKIlQxFr1QqMSQzGo2kG+J9KIQg9xcoMJ/Pw94aGBhIp9M4NTgcjqWlpUgkct5550UikZmZGbqg5uZmKFcM5Ldv3+71eqmBMFXJfWBIRt4QrSB5NIxzcHgB9+EtgJQqXk1wKJVK2DHAjMtmsz6fD/cx+LYc4Eul0sS8GNcRAAAgAElEQVTERDnTJxaLNTU1VVRUGAwGLGzj8Tgpm9gxor+ADCtJUnmrzeVy5fAgBGtgqQAN+NG2t7cvLS2hlVhZWSFBWQhRVVU1OTnZ3d2N3TtKaihybCVVVVX4pldXVwMQF4tFh8MRjUZRFjPijcVisDyAp+HECSGAPPKvBjMz0guHw7Ozs+3t7QaDgRhjv98P+MWckorNHHp1dfXll19mMgdDmcHb9PQ09ny8L4xgESeCeiuVysbGxpmZGRjrH/rQh4QQJBCdlnUGC+/fLNDwJ0gnTvVeRqpqMBhOvQOGVSMjI0IIo9GIokkIUVlZSUDDax7QbDZDCjj1kSVJwkGE2+lahBCLi4un3lh+w0Kh0GuexmlZVVVVyOoIvF1eXsbohcMqKbIVFRV+v39tbc3n88FHoOUFiDWZTIij+HaFw2GTydTb21sqlcxmM4YIVBwic30+n16vf+655yjrtHo+n89iseCv89hjj4XDYcxyGBahJqAGvfzyy2632+l08gwbGxudTqfNZksmk0899RRaA0ZtDADRffHX6cWFEHgQYpFQX18/ODhIZYeagUk4zuobNmzQarVqtZpijbPLysoKCjq8FQkYI/chlUqBULBdsamAJbNJYJ+5tram0Wiw5CgUCtu3b89ms2azmZjJ7u7ukydPhsPhqqoq0OjBwUFaUsTMi4uLarUaZW9FRQXqCb/fTwYPhkDkAFFocGvT6/V1dXXXXHMNcDhewdFoFJ8L5hharbbs9EnLOzU1VVVVRRvh9XrhnjU3NwPN2mw2h8OBkzn4lNFohLkAgQ3BOYlHExMTHDawLGZcgMINpgmJ9+wfCDhPNVJ982v9eGL/63qTz3x1dfWZZ56555577rjjDuYk5Vf00EMP3XTTTbfccktfX1/59mAw+PWvf/2zn/3sPffcc+r9/5zXqeXxDcvdOeecU1NT4/F4hBBGo5GOXwgB8Pca62acmZLJpHhdgcXbjyM0WjD+Iif219y5qqqq7CJxGpdWq6XwNjQ0OJ3Oc845Z3p6Gi9Vv9+P99Xc3Fx/f//U1BQ6UsZZpILr9Xp6Nd7cYDCo1WpfeOGFtrY2EFiYt0tLS5WVlRgoKBSKoaGhlZUVk8lks9mUSuV9992HFe7GjRtfeuklEnOMRmM2mz169Gh9fb3D4RBCFAqFkZERs9m8Z88eXHuBjxlAQTzmlF5dXT02NjYyMlJTU9PV1cXMPBKJuFwuGMLxeBzCWktLy/z8/LPPPjs2NuZyuRoaGgitpL45HA6Hw0HnjXcXraRSqfR6vWXnBRpuwGKVShUIBKBE2Wy2tbU1nH0kSSJ/jvQKuC3ljxaSYJfLlclk2tvbu7u7CVcDm2aDzuVymzdv5jOztraG9Qy2OxTJtbW1vr4+3qbV1VWr1YpbEDiyy+XCsfiCCy5AbVFVVUVOBE5jUBgMBsPMzEwymayrq5udna2oqFhYWFAoFJ2dnegaTp48mc1mqeF8qrdv385JI5VK4cdcKpWi0ajdbkd8h5EbtkrshrAUhRDscdCnY7EYRkV0Ka2trW63u2x68ubXGay6b77wptPpffv2fe9737v33ntLpdK3v/1tbj906NDJkyfvueeeb33rW88+++wrr7zCK73jjjvOPffcn//85/v27fv617/+5p/Aei+o/uWT/+sLb1VV1SWXXEK7y5Cj7BSGMcFrHrDc7vKVObWWlgtsuc6TqGUwGJRKJQOYP/Q0TtdyOBw0kPX19TjCSpJUKBQIqYXXGQwGE4kE5l+IPYUQWDZiT0t9RrFvNBr7+/txojGbzeC/CoUikUgQQGswGIaHhyVJ0mq1zc3NpVJpcnKyqakpGAyqVKqBgYHl5WVm4DjU0DpCp+3t7VUoFFgL0Q3W1ta63W6ID7FYjGkZ3jEw4DZt2kQYGcplpvSI4+C1+Xy+paUlQFgQAQov3pCACJWVlXq93mg0mkym1dVV6KtgshUVFWw92IERoEA48Z49ezgNSZIEwltXV0fri/AZHhajLIVC0dbWViwWbTaby+WanZ0F4ofXjM8X1LNyi1j+7CHqATJeXl6mqUZ0hqKQ9F9sy6644gr4HTB36JZh3rF3EF2PiYMQYn5+Xgixe/fu+fn5wcHBhYUFZmnUf3zi6eQxzidEIxqNctjh4EO2CPAHnsR4MCNkjsfjeEBMT08TXUSKPP3A6fqon6GK+/+t0/Uq/rLWnwA07N27t6+vD8Ln008/vWXLFhA+MleEEOl0+uTJk2DVe/bswfJaCEFMQFtbmxCi7PsSDodfeeUVhGo7d+5cXFwkVOKll16qqalhErJ3795nnnkGwvyzzz67d+9eIURPT48kScePHxdCDA8PJ5PJbdu2na7L8YZLqVSm02loV5yrcVJFBGUwGLDMhP3e1NREahogpUqlgsZZLBaj0SgMiEwmk8vlgB7LZ2xMcaurqzGqsdlsmDVMT0+TkVNXV4cbAr8F3sHJc2VlBYov0oPKykqkGceOHbPZbNgH0AHDjE2lUj6fj/hciBg0qRyJIbtqNJoNGzYQZsbQDKYr/V80GiVuHQf4su0Wmjq5XB6LxRhfoBbh2B+Px6PRKC7x/DkIctyBXxRCQKwlxgyqWHV1dSKRiMVisAN4DjhKUuXJ+wSBZk9CQYeCg/LN/4ZCIWKfVSoVwmw2zqeeeqpYLLK1KxQKnU6n1WoNBkOpVAKf1ul0p/amHR0dyFUkScLzjPgP6G3sZ8QIcyQAF19ZWWGn5PiHPTsgDlJwGgsY1w0NDSRoooIuC5feWuWVTqcxoD1y5Mip46Ann3zy0KFDN9xww/79+++44w7KTqlUOnjwoM1m+8xnPpNKpb7zne+cuSf+J6y9e/ceOnRIkqRCoXD48GHKIIRz7jA4OIjeUgixb9++48ePcykAH+VyOdRK7vzcc8/l83k+S3v37v3d734HpvDUU0/xyLiNPvPMM0IIv98/NjZ29tlnc+cXX3yRBvqpp546++yzT6833muWQqE4duwYFVWpVGq1Wo1Gg88CDVZ7ezuOfRaL5Zvf/CYcXUmSOCVqtVrkUVCW5ufnMR6DKNTQ0KDRaLxe7+rqKkNsipvJZFKpVO3t7SMjI5Ik9ff3u91uTs4wpAiq5FyN5xmKKnJh+vv78/n85ORkR0dHRUUFVp01NTUbNmxob2+XJCkYDCIGzuVy2BZAFuAHjND27t1LtoVarXa5XJy9JUnCqAyx8eLiIp0uFoa0euAFDOjKhg5KpdJut0ej0enpac7hCB8AyiORyMDAAH0n6l/85NGqcLzhRmAU/I/n5uYmJyetVqvf75+fn19dXe3r64tEIjToyLnZHHG9UalUBNSl02mLxdLc3EzM++LiYrFYhLlmMBiQuZWFG6FQaGZmRiaTGY1GBncNDQ0rKytNTU2QKXQ6nUajMRgMKAexhyC7lIGe0+ksK/iWl5dDoRBDxWAwOD8/Hw6Hebarq6t4Yej1es6WLpeLsAC2y3U62v1Fr23btu3bt4+v0uWXX172L3jmmWeuuuoqeqTLLruMMjI6OppOpw8cOCCXy6+88spMJjM6OnpGn/7/vlwul9Fo/N3vfieEmJ+fn56ePuuss4QQEGSEEKVS6ciRIxTS2traXbt2vfzyy0KIQqFw7NgxOthgMMhIo1AoPPHEE1gtVFVV7d69+6mnnhJCJJPJV155Bbu7c845Z2BggC/dM88809XVBQvg3HPP5c7Ly8svvPACVXr9FidMnU6H3oqJtFqtZk/RarVarbapqSmRSGi12q6uLoAAaPyNjY06nQ63wmg0iuEr9tvMw8jQpWDSeZZDuDQaDQa02FSRqgh9oKamxm63h8NhlUqFMxcBbVjPINygE4DBajQaiQZnFL+6urqwsOD1ehEslNPQmpubcXPnNWLjVVFRwbwNxDabzQJkYOiTzWZBHhmq0bKCnNLa8WipVArbsmg0Ojo66vf7Kysr6cDT6TSkXShy/EBtJBge+kPZ/4hnyxSKvQxEgHCKgYGBsrBRCMHbpFQqy56U5NyVSqWqqioCoWmYQ6HQE088AaOEmYFSqbTZbDU1NcRAIPS22+28uVqtds+ePaVSCZ01VmjQKPgZhAX7TLp95p10KcViEfk2EXLoOKCM6XQ6ThBg/ceOHZMkSa1W19TUtLS0rOtH/a31f229sXTiJz/5yRNPPIFPyWOPPfbBD37wkksucTqdV1xxxac+9SmDwZDJZG699VYhxNra2uc//3m0l4uLi+ecc87+/fuFEHV1dTfccMMXv/hF2pGPfOQjWJ1/8YtfRJ8WCoUuvfTS8847TwhRW1t74403fvnLX7ZYLOFw+LOf/Swt7BVXXHHixImPfvSjpVLJarVeeumlQgi5XP6JT3ziW9/6ltlsDoVCH//4x8EI13XpdDq4Q9lsFiAzk8nodLpYLIZ1n06n27VrF8Fd9IsgdhyGcUAsf/1WVlZI4oHhj2sjngtqtRofV4r4yMhIOBymmVapVOFwGGvAeDxuNpvX1tYGBgYodvF4XK/Xy+Vys9m8uLhIxYxEIo2NjdCcTjVQqK2tbWxsRFCXSCSAiorFYlNTUygU6ujooGVkaA8NAa0BLAytVltbW8sLByAAqqDm4npAw0pjR6XDG4YHARcg2mdtbQ1VBQAELMTV1VWTyYRNpsvlwoyX8Z1cLvf7/TR/8Xg8l8vhS4ydAewPENayA5ler/f7/SQwk5PE6QJ8B7wMW2BYZHV1dfPz89AKAInYtBoaGoLBYPkJwGmHT+twOBYWFnBEg6smSVKZRsHVg0JSHjaCp6hUKiAqDCN1Ot3MzAyfKOLZiIOdmprq6elZp4/3Xy7Oqtfr/8//+T+ZTOaBBx449fbHH3/8Pe95T3t7e3t7+/Hjx59++ukPfehDfX19xWLxfe97H0zRD37wg/F4vDz//3NYn/jEJ0C1/vmf/7miouLee+9tbGw8cODAl7/85Y9+9KN8F84//3whxNTU1Le+9S16wUwm8w//8A90peecc05vb+8NN9wA2nXzzTcLIbxe71e+8hVk56urqzfddBPzgbe97W0vv/zyjTfeiO3TRz/6UZ7GRz/60dtvv/3w4cOLi4vvfe97Gbht3Lhx165dH/vYx3DR++pXv7qul0KhUGzZskUul7e0tED8wUSqtbXV5/O1tLTQjGKN/u1vf7uqqqpsFktLCguURJ58Pl9VVbW4uNjU1ISRrUKhIPWQVF2/3z81NdXe3m42mynCdrudsR4B43NzcyCetbW1s7Ozk5OTxMWnUqktW7a4XK7R0VGAAAIRkVgvLy/PzMxQ0+CF0rnmcjmv18sAkCGVEKKpqamysjIQCNTU1GCLQFZuJBLBKginRpgI2Ww2GAyyoRDigMQMYjMYNKg0GQ1GoxH2bywWg6yLoFeSJI/HYzKZampqAoGAwWDo6OgYHh42GAw2m43HGR0ddTqdFFtsw9l9Kioq6AjRIWs0GkpcPp+H84i/Wj6ft9vt7e3tfr8/GAzW1taq1eqBgQG73c5OmkqlIDLMzs7iNE6Vpvmm2bVYLEyEaJ0xQtLpdEDhbFIw73Ad0mg0jBkRKsPOlSTJ7/djooalkVKpLNNb+vr6gIzT6fSWLVsYwfn9/q1bt66HMF78JRfeU9fJkyfLsWJ+v78si3C5XL/97W+50el00tQh3gkEAhs2bDhDz/e1a2pq6tZbb2Vc/O53v7urq4vm9uMf//gdd9zx5JNPBoPBD33oQyqVSgjx4IMP9vb20vsZDIabbrqJB/nQhz508ODBo0ePJpNJt9tNesVjjz323HPP0YA5HI7Pfe5z3PkDH/jAwYMHBwYG4vH4vn37QCUsFss73/nOf/zHf4TBfsstt3Dn66+//tZbb/3EJz6RTqe3bdu2c+fOdb0aSMmi0Sh1BsMp8nqy2WwulzMajYVCobOzM5FIeL1ePHE4dedyOey08CAsT1YgmfI4nKIxfKmpqcHbS6/XY6o9MzNjMBgMBgNGkoC8DI1kMtnk5CS5wtQ6tVpttVonJycxCICuVVFRgTpjbm7OaDRCKy6DF4R8LS8vJ5PJpqamxcXF1dXVHTt2zM/PM+cTQqTTadgZICb4I8CzKGd5cp6XJIl9hP4TBFmr1dJLe71eSvrKygoYx9raGjHAcOtSqRSMiXQ6jXuF1+vFBwGpjs/n27RpExgxB3ISMTCGgPCFcSawC0mWqM+YL9LW8tJg0lE2IewIIWQyWVVVlcfjWV1d3bNnD/xi4A/O+RhMUKWhMB8/fnz79u1oN9i/0OthY8lwrlQqeTweunS/38/2DTHQ6XQSPM9JxOVyHT16FEee+vp68ixqamqCweA6AQ1/y8yCM7Vkb3jFIeqU/5fPKD9jH2q32xk+i1fFDisrKwwlTn0cklTxzS7fme82nc2pd4aTSbTVqbcHg0HIV6feuLKyEgqFTCbTeijWTl333Xff/fffDzzpcDiYftfX13OwJ0edkHCXy1UsFjmI0mBxRgVKLM/enU7n8PAwzgVY1BJngLXvxo0bT5w4Qd3EzIbYXqxlaVWRe4Ec485qMpnKWixIdw6HY+vWrY888khlZaUkSa2trYSKYTeAi2wkEuGLDRjJ+0V0HPI5wNTJycna2lqG+eFwGPwyl8uBFMABwzSR5g8HSqfTGY1GkcBRhfP5PBQvTvu0oQSC8mHD5QEoF3eDmpoarVaLo5jT6ZyYmDCZTDjcFotFJpwTExOg4NitAy5IkgQvA28hCOSQCNgqzGbz7OwsGyTTSCTfzDyz2WxbW9vy8rLX64USvLi4aLVawem3bt3q8/kWFhacTufq6urMzIzdbscjh2aFEKyhoSHyKSORCJsNL2dpaYkdFJIFzwrMBeEG55NyWDExP/Bfrrzyyu3bt58uUxyWx+M555xzTuMD/knr/PPP379//3vf+9438yCZTObd7373T37yE8j8xWLxHe94x/e//32KxpNPPvnSSy/ddtttv/rVr8gP47c+8pGPfPKTn0RV+2eystnsqQUZGRQ/+/1+wm7L/4pWCNukcjVmYQgCYZVbYO7I5XKj0fiaTDuirUksK99YKBQ4kp3qiCaEiMfj2WzWbrefRuXOG66Pf/zjuIIBKIPTeTye8veCl3b22WeTzLJt27YXX3yRwiuEgGpUxqArKysnJiZo+8D1aIbAGVtaWgYGBphlDQwMwCYoB5jJZDK8YIFyLBZLNptNJBI4s7S0tIyMjBAbVF1dvWvXrqGhIbhXO3fuDAaDVOOxsTGtVouoChO1dDoNpqDVamdnZzs7OzUazcLCgsvlWlpaAojs6OioqamZnJycmJjYtm1bOR/eYDAgZ1hYWKAjZ7LH4GthYQFUGjoVqgSUfW63G7ZUqVTq6emZmJjAbwyeCHFxsVhs+/btkUjE6/Vu3boV2gJ9rRBiaWmJwJ3h4WHgm3IxP3r0aEtLy+HDhy+44AJ6X9gQMpls06ZNfX19ZS3xysoKb8HKygoyNAaGq6urZrNZqVSOjY1dcMEFhUKBJDwhRDgcttvtBKfBa3jhhReam5urq6t9Ph8TOXhhgUAgHA67XC70dw0NDT6fDx4vk1Ue0OfzyeVyh8MRi8UQJHI+YULAntLU1LSyskKA8S9/+cvXfMve5Lr77rvxWDkjKxqNDg4Olvu6/2E1NDT8D5yOvr6+b3zjG9/85jdBgg4cOPCd73yHTXN4ePj222//+c9//tBDDw0NDR08eJBfue2227q7u6+55prT9Vre5CK5tvy/qMT5OZ/Pg76d6s1BD9zY2PgakBouQENDw6maMgyqNRrNa4RmpVIJN9bXRLOn0+lYLHZqgy2EkCTJ5/MplcrTYv/8Pyyfz/elL30JlYTVakUj3NjYiPweIT3oW1dXF8ET5MXSx0JSoPbSyNG2McEGqIVkFI/HjUYjoZ5EquPtqlarnU4ntHyr1UoODgN2nLM4fWAPCb2ONq+1tbW/vx99HEQwnLkCgQCelLCSM5mMWq32eDzMxiRJguMQCAQQtxK+UFVVhVUWAhYhBK0dOeXwVUEHML6hDSYEx+PxkPIIPcFisUSjUZvNFggEAIW1Wq3H48F7EkME6vPi4uLGjRtDodDS0hL2YdlstrGxEZoVp/SVlZWZmRkYzUIILixGYLFYzGazLS8vazQacivq6upaWlqmp6fZCjOZzKmAbG1tbSAQKKdaEt8zPT3tcDgAa4ChU6kUJu6kKff09AwNDaGwJjewsrLSZDLpdLq5ubmZmRnSoDgfIfGYnJwkOQhiIMZwmG5if4PxMxb7fPtMJhN77u7du7/4xS+e3g/5xRdffKYYVSsrK+eee+7DDz98Rv76GVxvvHFyNn7Df4JzfuotCLre8M5kjL/mzq+BDMoLcOv1t7+hKhLn/zd8nNO+SN9B+4D4Sq/XQ4CXy+WMZUql0sjISEdHRz6fb29vDwQCJHuhMcP3hYG/1+uFbgBble859GYkZIgFhBCxWIxYHSSsnEAuvPDCRx55BBstfLz0er3dbnc6nS+99BLfZ/EqZ4+5OhM2rBOEEF1dXRDJAJgjkQj2wqVSqb6+3uVyTU1NcebHpMDtduMHUVVVhfcyAIoQgq7O6XQyR0LYFo/HW1tbOZAIIWjgOEUjH+js7ERny+EZWweKO8aN6XR6bGyMMzb/ROWCNgxYTmMNf5jMXqhukDVoxwuFAsPA6upqumHqNfmXeAiR9Ab9D36HVqslygQOBTmUqMTpQeGJ4NajVqvtdjs7VmdnZywWy+VyfE5aWlqi0ShgSkVFRUdHBzE/DMogy4H6M0CgESHfrrKyEvCF2WNlZSWuaev0Cf8rw3dTqRQNBP9bX18PsRCPlfLd1snB+82s/8FqjjSfU1dVVRVyidev139Uampq/tCd3/AUoVAo3rDAQp39Q0/yNC4qElNoRlKNjY0dHR1EOVJJpqenf/WrX+3duzcYDC4uLup0Oq/Xi8EN+eTpdDocDlMQOjs7kWKtrq6iX+js7HQ4HJlMRqvVnn322aOjo3huMySfm5uj08I3q1gs4tEFBUyj0QQCAbvdnslkisUiWRgIAEn2WVpaOn78OBLiVCq1e/fuaDRKD7q8vAzNuL6+noBei8WytrY2Pj7e2Njo9/txwyqX5dbWVovFwt5BySJ8wWq1ajQaLH5mZmZ0Op3dbk8kEnDcyJkv080Qgo2OjpYpXUgtUqmU0WhkZtjX12ez2ZiAoc7o6+urqanp7OwcHh622+3JZJILAlbFCS0UCuGsgYhv48aNyWSyHIzHpfb7/SiQKysrHQ4Hk0x0dpzZMpmM1WqlB62oqNi1axdHfXhqdN5wcWFiz8zMbN26NRgMVlZWIh5ZWVnh0sGAyGazPE+1Wo3TG+lR5bvJ5XKr1Qrsnkql6LltNpvH40E5DK1vdHS0paWlHMV9etcZLLyFQmH//v1/DFyoVqtPnDjxhv80PDx855133nLLLTRpKInKrG++L0KIhoaGU0/yHJ9Ow2s4TauysvI1cGp5VVVVvb4Mvr4HZkHW+OPv/JremEU02GtulMlkf6h6n/aVzWbr6+uZNtGzQQ7FrwGxjFarHR8fd7vd8HA1Go3H44HdSagWLjB4EBK4TihYmV9gNpsxfdyzZ8/w8DACChppfChyuRyAC4pjIQTOhRSZnp6ekZERvsXpdJrvL7kSUPSLxSKFor29XS6X9/f3G41GZG4EujscDq/XCxc7FovpdDqKBl0f7t1CCJvNxlANlQGQLlYRvAT8IIEDoA9oNBpJkpxOJ47gy8vLTU1NmFOeynKlINPa4adL1SX2ksRHWMmSJJXZQLzGdDpdVVXFYAwTH2x6SeSFYuD3+4miBDXDmwkfdCBXkGgaTtzuJUlyOBywxjB4YqKJYIQOZGRkBMpDuSGRJGlubi6fz6vVanKIvV4v8opisQjhor6+Hm04NZwxJ3b4S0tLaNYoF4jHcdgpRwGc3nUGGQ1/ZZ32H7/WUWT7V7NQECH6CofDNGeYI5CdC09BrVYzWhkfH4cGxpykbNCCugnVAPIktmRAPrPZTFuD3WupVLruuuu0Wi1MB6PRWFNTg4FNY2Oj2+2GBU2Yhc/nO3r06HnnnQcQLpPJstlsIBDAA4YsN77A6BF4zgzPlUolbTS9Gi+NELLy/I20YWLMoQFj94BTA6Qp6pfJZKJrxLknl8stLS1hlg50lUgkxsfHyU+yWq06nQ59V6lUgsWK4RC4RiAQ0Gq1ZrMZ8BUaCF7oYA0Ak5BshRDcgbEtII7NZkO7gRO7EOLiiy8GWLVareFwOB6PgxRkMhm69rm5uUQiQc5fOByura2l+cbbMpPJBINBcB9eBVcVH1AouLDj0un0wsICKpJyvFB3d/e+fftgu3Cd0Qw3NjZiGmcwGPiwSZLENXE6nTKZbOPGjcBPp33xh87UGhwcvPHGG7V/3HrxxRf/mFdEX1LepXCrEkKwQZbvRnOzDlf0rXUaFtxX7LWGhoYgE2UyGcbp+Id3d3eTeqBSqU6cOAFxjABzztIymQwVEpx5Qg3gzW3evHliYgJnh0OHDo2NjVGLLr/8chxYL7/8cqRekDvwzYGWZTabodT19vbOz89v376dfLtSqRSJRPAs1Gq1ra2tKpWKcN+hoaHV1dXm5mZwZIrSysoK1RVfbtCHXC7X0tICkCqEoPdFQNHS0qLT6VpbW4Eva2pq8NnJZrNdXV0IQDB54VeCwSBqDpVKlclkSOgA3iUAIhaLwZJQKBQM2cbHx1E74rYIpoPaYn5+nlQgsjnYmMiWA3bBkILfampqwt8L0+iOjo5NmzYBefDrjLwQgMCMwzYSkCIajdLow7nDcZmJJWn2crkcSQh/pZyE19TUxOiSAwNggV6vZ6/BRJMqXSqVPB4Pk0meCeAvbhd8bIQQHR0dpz3DlXVmCy8u9zN/xPpDKMP4+PjXv/71z3/+893d3eUb7Xb73NwcP8/NzXEasdlsCwsL7F+lUsnr9drt9vW4pG+tN0sqql0AACAASURBVL9kMtno6ChzNfx3cZBB00QaGidkVKvZbBY1BLWCPgdGAxJRukSDwQD0wAQbCGNqaqqcarFnzx5gC4T9ZLRHIpGampr29nZOyEDGmUzm5MmTdXV1FouFkVKpVGIyhN8Zlq5qtbqhoYFRPBOsubk53BypacyEiEuAOYuvsCRJ0Wg0nU47nU5eI6wH8ozxoKXDx66LMRjQNgWWblmSpJqammQyCUEjl8thyMVMKxwOCyHw2QHqtVgskDFhZsGAFkKk02negkgkAv0KNzS4M4iRGbkplUqr1SpJElyJ5uZmu93e1taGEyevl3/Ci5TNAuB7cXGRqKCKigpi9VZXV9PpNBO+soAacMdgMHg8nqamJq1WSxwmrEMAF51OJ5PJSOvcunVrd3e3XC6Xy+VoPysqKuDQkS4vk8ngxdAVk0iCN9NpDFY7dZ3Bwvs3CzScTirgX+sChOO7jW1MbW0t7laQu9RqdUVFxakoqd1uhwnGqT6fz5dKJfhIQghq4vT0NE62VOdIJMLdKisrx8bGSPGheSIUraKiIpFIHDt2TCaTjY+PM4vYvXv3kSNHAoGA2+1+5ZVXsLFl6EfQjlKpzOVyO3fuJBeTXMmzzjrr6NGjTMYkSUKRCzSLia7RaISclkgkNm7cODExAa5ht9shvnLwRr2GIBl6BZI8+hjUH0IInU5HB+lyuRjKcYd4PI4PkCRJBGSg3dDpdDjfyOXykydPKhSKSy+99JFHHkEZgQYBLwyeQFmFgfSOw4PZbGaP1Gg0pVJpdXUVYcKRI0eQnPT19Vmt1nQ6DUU5Ho8TYNHR0cFWajabFxYWqqur8fJRKBRI1OjUYQyura3hJwQHe35+PhAI4KuM608ul7v88suffvrpUCikVqu9Xu/CwoIQAp0hKhK0hUIIroBGowkGg06nEwc7Tgtsaev0CT+D5a+np+eTn/zkO9/5zv/1nuDif8xjVldXY7bPYB9WpBDCZDJhIiuEyOfz0Wj0VCXCW+vPajFB6u7uHhsbMxqNtbW1Vqv1qaeeWlpa6ujooCBT36DytrS00M5qNJpYLDY3N2exWBiClUolpVLZ39/f2trq8Xja29szmczs7KzJZJqcnKQyLC8vYwCp1+srKio2b978/PPPQ0Orrq42Go0VFRXRaHR+ft5gMOzYsSMajY6NjbW2ts7Ozh47dmzjxo2HDh0inFKj0UCuvuaaa55//vlUKrW4uNjS0tLY2Gi1WnFkLJVKk5OTFH+khbFYbOfOnaTNDw4OxuPxTCazYcMGmmCSgPCIwesHUpXdbh8fHzebzb29vW63G3C2bMrocDjQVOMlDgpQUVHhdDoRDrS1tdlsNoLlt2/fXmYRo5vo7u4GofZ6vZFIxGw24+wQi8WQFpdKJeDpUCgE+dbv96OLBkDRaDRnnXUW8WyRSKRYLI6Pj6OSSCQSTqdz69atDK+cTicMIxRqyN/KUt7m5mbeC5VKBYyIDhlkHIQlFott2LAhm82WzYy2b99++PBhzg8qlQrwulAoXHrppU899RQ8CPyqI5FIT0+P1+sdHh4+77zzjh496na78S1jBrtOH/K/3L5zenr64MGD1157bW1tLU6QbrdbCHHxxRc//PDDu3btyufzTz75JLYvXV1darX64YcfPnDgwKOPPopB/Rl+AW+tP7BwRQGQJa9XoVCQOkE+C5TShoaGUqnExEWlUpHkksvlMEwhcZzai0EYjlTcp6qqimES59twOAzz32KxcB9Ut/Sx+XweqEuSpEsvvbSvrw+1ss/nm5ubowoRximTySCudnZ2/va3vyVGnfSiYrHo8XjAnYnMXF1ddTgcWNhgcIPZRGNjo8fjKRv0EsQL1FhVVYVxMqFss7OzlHocf6LRKA0zNSqdTptMJkwlkY3U19fzojAklsvlgUCAeDh8f4eGhuLx+P3332+32202G38XHRxDPsitsHqBIYAAkskkNkagHrjXA6+vrq5ipoOkt1QqQeYlI5looaWlpXQ63dXVhckChxEgALPZLJPJoGOUSiWqK3BMoVAg3hItOaFyXMaLLrropZdeeumll7Ra7czMTDQabW1tZaIJT7C2thZecCaTcbvdPp/P5/N1dXXNzc3pdDpI05xN1uMT/hfNaIhGo5OTk8FgcPPmzZRcViQSeeKJJzjr7dixo3z7kSNHBgYGVCrVFVdcsR4xYX/keovR8L8vl8sFWOtwOMgnF0LgwpVIJHAujEajGEPCOpufnyc6UZIkLNN1Ol1jY6PRaIQ7UF1drdfrNRoNYzQSZdFlwO2vqalhCIZvfF1dXU9PD0gnwEQmk+GYCq8J9JTUYuQYzNLx6O7r68OFGwDixIkTGGRkMhliLxKJBKwwXAOwcpAkCSEiLAw6++XlZYPBANWKnYamtrzHACfDgoP7QIG2Wq1sDJiN43OWzWaBV+bm5jDST6fTHo8HrXVFRUVzc7NGo+nv78ehB3yhUChgeAZPGPEFyDrMW3S8yFtUKpVSqcRNk5eMZ49er29ublYqla2trXNzc7hsSJJUX1/PH+IQEo1GNRrN2toaDhQ1NTVWq7WlpYU3kTYU/TxZSrlczm63r6ysRKPRqqqqZDL53HPPYYeez+fxa4jH41gToVjmamg0Gp4wVuczMzM4JIGCA6+s0ydcOnMLfaPmj1h/Evtg3759jz/+uCRJ6XT6+eefx3R2z549Xq93bGxMCPHss89ardY3JK++tf4cFhEDw8PD2IbF43FJklpaWnCKIZYM/W02mw2FQnNzc0NDQ5x4y1MptVrd0tJSXV0dCASEEIScqdXqK6+8koEJuDB11Wq1GgyGEydOgB3ncrlcLkfDt2XLFjLDurq68Eck2Li1tZU5m1arbW9vZ641NTXV1tbW2dn5wgsvrKystLa2btmyJZVKnThxIpVKgTWDSpetdhG14Qvb2dm5trZms9m6urpmZmYY7iF+LsdGQKmNRCLJZJLmdevWraVSCcqVQqFgF6isrLRarUAkbAeMyHw+H+y8VCrV398PiQDPCDJ69u7dS3ViR0PglslkkBql02kCO+jym5qalpeXqYQQvHFrxzceUlixWOzt7V1YWEAPsnv37re97W2BQAAjN5PJVF9fT9AyLkjMf+Di8o5jTZ3P5zFp4w7RaBTphyRJZVXLyMgI/OTe3t6VlRViIzjzLC4uptPpubm5tra2mZkZ/MasVisXuampadu2bb29vdu2bQuFQmazmQZ6nfqzM1h1pTfd787NzVmt1pdeeun/eXXxmBdddNHu3bs/85nPfOELX7j88st3794thJDJZF/4whd6e3vf//73v/LKK1/4whfW2+HlrfX/e8GKLZVKkOcpd4CAYIXQAXBJxEUY1QBxM7QrfJ2NRiP9oSRJkHn5pkOkJxMHzwKlUjk7O5vL5Xp6evDkwuqLoEd4+JznyzllnGn1ej3CZHjBbBbj4+OSJCmVSubnJ0+eXFxcZChFvGI+n8dSIZlM8lsUUtS7JpOJ87NcLqd8MTQqG8GUXc8pDjCq8F8EmcXQZ2lpKRQKlTkXNTU1s7OzdXV1sMwY7KXT6UgkEgwGvV5vfX39xo0bOS9MT0+TwUmiUC6XQ4mAgKVQKORyuYaGBgy/8ClXKpXQrlHeSZKEMndgYGBtbQ1KdUtLCxsrr6i+vh7yAmbkqC0o3YlEolQqYfSAjLq6upooTRx8gYN5E+m64aYJIR555JFcLodLDrRucu5KpRLaQCGEy+ViRLe8vKzVahnNMu8E2CV2bT0+4X/RhffOO+98/PHHH330UfpYVjabvemmmwqFQmtr69133/373/+e2x977LEf//jH+LZ+/vOfPzWX7f/yqvzyl798pv72X8QaHh7GbAxCAXNsork4z/v9flzEMHcBeuCgjl2NJEmFQgFiLXpajuh2ux2YwGKxkCiDwg2bQLVanUwmmchxbg8Gg/Cj9uzZ43a7iT1bWFhAvLC0tHTRRRchjSN/mAaUdDFG5QqFwmw2GwwGiK+JRAI3RLlcjilR2WgXxrIQAgXyJZdcQtoznT1Xo6bm/2XvveObLtf//ztp2nSlI927TTdtabGlbNki6kcRQUBwMFQUDno+QoGWXSjIEmULgrKOgMpShhWQTXcL3XsnbZO2SZNmNu/fH6/HyaMf9Ps7w77Tc+R+/uHDpiW5kvZ9v+/7ul7X67JGPDCkxDARmEfAFBeRYH1EYhVJSvTKGo1G/Fcmk9na2kIHq9PpYNiDxgqZTIbtrJubG0ZjQCKBbCj6xwghUBmg7RP+C4GBgVqtFn0NSDlD8BYXFwe7ChcXF3Txtba24hYF/TBMHFCL4/F4EolEJBJFRkaiTzs8PLysrAwWZUajEUpgZ2dnHDA6OztDQkKwF2cYBm8nISEB5yIoLzDnAkae+EPC/UYulysUCowUxuhTaD0wpw2JJKVSGRMTg+mDffgX3tHRcejQoT58wn+JkJCQ0NDQgQMH/tvP8Oqrr549e5YQcu7cub/97W9vvPEGISQ0NDQ9Pf3kyZPnz58fPXr0Cy+8AHdlT0/PnTt3Xrt2raio6JNPPmFJm0f541y/fp1hGPgICAQCDBqoqanhcrlqtbqxsZEQ4ujoyDAMHLyhV2ptbcXuxMvLCwd4WMZyOJzXXnsNpyOBQNDQ0IDZPXZ2dvD/wx4ObbEQRNja2rq4uGDFI4Rg6jAymxwOB+1UEonExcVl7NixlZWVOMnHxsZiok1gYCDsJ5Ei4fP5VVVVKLabnBcJIdhEEkJ0Oh3q81gnsQRZW1sjq2tyBQsNDUVLMyx+XFxc0DtQWVkJ4RiMgT08PLDQoSyGoWvolMZ6gp0i7DYJIZj7gL04PnMkPTGRHtq9zs7OiRMn4hRhslJDowpaD9B9VlZWhrZq7K0xbgOOmIQQuVyOT7uurg6XZGNjo7e3d3FxsUnz3NPTI5FI/P394TeG5Q7DSuFGDvV1YGAg1BBqtRqDTtGJBkEcpjgbjUZCCG5JeGZsrNEPbG9vX1JSolarY2Nj8QmgvwbFALSlIKev1+tff/31vp3n+vDhQ9OO0Pxotdrk5OQnfGH/eUQi0fP/F+QOOBxOXFzcq6++OmXKlN5zJRwdHSdOnDht2rSJEyf+rmcB5T8BhUJx79497ILkcjl6bB0cHOrr66GiggIIw3cg+cEWDgdgbB1hrYVWAqVSGRkZqVAoMOUX3vCYCgSdpqmrERdyeXk57HiwuKnVaiQ+NBoNpn3hj6e1tTU4ODgiIgIz2rq7uyMiItAyjIYL5Dh6enoEAgHs0rAUQMNPCEEyGu08WBhh8ajRaMLDw1HMx24WfmqDBg1qaGiAeSH80XCKxnuH3xnDMDBiMKl6kR6FERhSsa2trSiuwNMdrWQMw2D2DWJ2dHSsqKhgGEYikfj4+LS1tQUHB8MWAW5TDMPAWxG7d0gkmpubUXTE1Ey8WRjAm7o8xGIxfmUODg4oepWXl8vlciTWUap0d3cfOHAgZCNwynByclIqldBKYC6GVCrFTcrd3R2fBtxAcXvFqQE3SugvqqurAwMD8dI9PT1CobC5uRkfLORvMpnM1dVVrVZ7eHhIpVJ0Uuj1epFIhOGvfcjXX3+NvhXz09PTExQUNHPmzH/7GcaPHz9+/PicnBwfHx9MqyGEXLt2TaFQLFu2LDg42NnZ+Ycffpg8ebLRaNy6deuHH344YsSIxMTEX375RSAQmM3Z8Alo68Q/BuaIaPtUq9Xu7u6oOTMM4+bmhsEQaDfCnhgjGxwcHKqqqjAwAtMHsNjh3AvlfHt7O/p+kYOAzsrJyQlKWtSvcCqWSqVYCKysrLKysoRCoUnXgD1rW1vbo0ePoGTDnhIbZVzneFqRSOTu7n779m10zaG7QavVYtKPUqm0t7cPDg7Oy8vD2geLh/b29mvXrsGtF9JfiC+USqWDg4ONjQ0aEwwGAxLDqLzJZDIsOjjPo0kMn6der0ezAPKv2LOiFxfqCdy06urq4DehUCiysrJgq4ntOCYD4anQRkEIwYKLvbJEIkGyBt5UMFDA8BRLS0sbGxsYkuO3aWtriz4RrD5YvmE7FBMTg7Iq2s+gNzZJBOGAVVlZiUH06GnEbwSVQ51Ohz7wnp4ehUKBPwAogXE3QoIcGgccJ7B9h/gffwDIWAmFQvbykX88z9qP/K6Fr0Ag2LJlS2dnJ5/P791y8uyzzw4fPryzs1MoFPbtsYHSt4jFYnQ3IH2AaZEYkRsdHY1mJblc7u/vD2UgwzBoT83JyXF2dsYZ29/fv7a2dsKECb/++itcu0tLSxUKxcKFCzMyMsRisZOTEwyxkLBAM5dEIkGLKSEEboKoHmDsIhy26urqQkNDa2pqjEbjnTt30B48ePDgpqamuLi4zs5OLF/BwcFVVVWYUsTn8zE0F9mEyspK7NgIIZjLA4UUFh+ortDWiy17dXU1evFw3sYpvaury9fX193d/f79+1hI/fz8goODMV1Sr9d7e3trtVq01Nnb29fX1yNBjMS3t7e3RqNxdHSE8BX+i1j2uVwuZgzxeDykwlUq1b1796Cq5fP5AwYMgGkCDglIoOMzl0gkXl5eLS0tkZGROMk7Ojpi72tnZ4ePFykPa2trFxcXJBHEYrGPj49CoRCJRPAJKy4utrOzs7GxKSsrg0cv0gEQGuTn59vY2ERHRzc3N2NQXEdHB/QXarVaqVSiPgYreHd397y8vNGjR0skEph0KJVK2HlaWVnhA8ctFW2DBoMB80FRdWTjL7xPClwUSt/S1NSEvRkcWFxdXXH0xSxbgUAArT5aO3FvRW0fwig+n4+SGIpG2KP6+/u3tbVlZmaOHz9eLBYjAwiFJq671tZW1LHgd4hJ5xhjgSKWUqmEP05nZ6enp6dSqZRKpSiw2djYBAUFtba2Ojs7q1QqCEtR9/Ly8qqtrYVKl2EYbO26u7vR+YWfQTakra0NWgMej4c9G7Rm2CSr1eqcnBxsrVUqFUZX2tjYoFEXQ3zwhPhhk4E3cg2YK4dSHxLEEBHgQ0YdTqVSmepzmZmZ9vb2BoMhMDAQgz+qq6uxVyeEBAYGYs4RbIbRi2E0GuFYgUXSxcWlvb0dxTC8ZTQj+/n5wa4CuR40OzMMgwkXHh4e8fHxUqk0OzsbnzlSrsgToWro4OCAfnD4pmFyBMZ2KpXK/Px8e3t7pO+RDddqtUVFRZMnT66urkY7JLbByHdDNgJ5OLwh0GLMMAxSUWz8hffjwsvS65aUlJhqdQMHDtyxYwdEK62trTExMYQQDH4qLi6Gttf80K32P0an082YMQMd9RgemZOTgwkI+fn5Dg4OXC4XV+MzzzwD50gul9vd3Y0trE6nCwoKwpFYLpcPGzZswoQJqOpAS9/c3Az/GGxr4D2rUqkgGBMIBM7OzlihUMnRarVo7sKJ12g0NjY2Im8aFRXl5OQEc+/m5mYU2TBewdLSMjMz88GDB0FBQZhEhZShWq12dXWVyWQwxamvr582bdobb7yBpRkLDWQLDQ0NGP+D5jqtVqtUKuVyOcwgsVpBZeDi4iIUCjFHRyQSwRsMtu3oreXxeBhj1tPTg94NhmHgyBgVFWX6SKHjQBamsbER6mX0wmF0vLW1NV4UbouEEFimWVhYNDU1JSQkmO5ncM2srKzEHcvKysrX1xf6DjTRQdEHOTSMarRarUQiQSoaJkOww0HHL+ZcEEKQdGhtbbW0tPTz84PeGPI2SOmwuBsMBhww8Dy4OWHSMm7JSFFjxAakMWg+RHONSCTqbdxN+WeA1vGJB3k8Hvrw+yUkyj+JlZXVm2++iVURUxszMzNxTf3666+QokASHxQU1NnZWVRUJJfL0eaA/UpERARmj2VkZMTHxzMM4+XlheTjqVOnoLb19fVFVwKmJxBC7O3tQ0JCYmNjXV1d4aqIpUMkEuH5Y2NjsQxiKUYZx9ra2tnZ+fHjx/b29rm5uY2Njfgnd+7cqa2traiogI9PZGQkBubxeDys6sieyOVyOzu7iRMnWltbNzQ0ODk5+fj4YJiOu7s7j8erqKgghEil0tra2p6enqampujoaG9vbz6fjzvIgAEDvLy8oqOjMb3S2dkZCXHIVhsaGrDGRkZGikSi9vb25uZmDMLU6XTt7e0VFRW4Q6HEDZke+h0kEklDQ4NYLLa0tAwJCXFzc/Pz89Nqtbm5uciEIluKUJGDgEA3ICBALBa7uLi0tLRgVKrRaAwLC4uLi/P393dzc8M6LBaLtVotjjQSiUQul8Mjs7m5GVqVhoaG0NBQLLYY4WQwGHBvbWlpaWtrM43cQykPJwcccpC+gQ4FkzuQ0Iftjq+vL7wb4EkBR4aamhpk5y0sLJDNoQsv5emhp6dn9uzZaHmAKKy4uBhNB8XFxdi8EULKysqCg4MVCgUuTLR2YnIBrK9gteDr6wvRAcRl9+/fh3sLdk3w04EACoUuT09PtGOgrIIfhiUWpjBaW1sj28gwjI+Pj4eHB4fDkUqlAoFAIpE0NjbCRKC+vl4sFsO/BgV5FHsQGEQQer0e95e33noLMlvki6HNgQABWzWNRgMpFlxjsIDDQ00oFOK/ePs2NjZIiIhEIiRNsK8zdYF1d3eji0Sn03V2dtbW1sJ6BoLcpqYmOCPi/pKZmalQKNzc3JycnOBAYW1tXVFRgW2tQCDg8Xj+/v4ikQgejdhqwrcSKWZUQBmGwUYUGXl0WOMdOTg4DBgwAGu4vb19TU0NOvJMJlZWVlYwieDxeJ2dnaj8tba2NjU1CYVCDw8PtMbgN4JFFSYR6IPG60LrASf1Z555BpJANzc3TJ2QSqXQxWAGELI2mGbar5fCfw2Y3IT/x/90dHSgeGkyGIIisr8ipIqGfwyGOA4cOBDbms7OToxAq66uJn+fBgSnBhyAra2tXV1dQ0JCmpqaICeDhSGyrRghAW28SCQqLi7WarXu7u7oTcIwGGhNoUrVarUtLS3IXGCFgrY2KirKzc3t/v37kBJwudyWlpbOzs4RI0bA7xCtU3A+7+rqwt4RSgFkENCZjCQlivmenp4ymSw3N7epqcnf3z8wMLCxsVEsFtva2kokEnd3d9S41Go1vGGamprQDIJjG5IXUDegUwDVKkwXw1Sburo6WIXDDQj2PIQQGDry+fzCwkJkSbHoQwlmEllBaKfT6fz9/auqqjgcDgYgYcgzGsag17Cysnr8+LFAIMBdChUqQgh24ehtEQgEOMlDEgJdX0VFhbu7O+aoIXkfHR1dWVmJvWxiYmJ2djYSDcji47YKqbC9vT1+jzicYK6HXq/XarWmJC5SznK5HDOZKysro6Ki5HJ5UVERBBfQ7qILvaurC0U2iL3Z+PNGpp+NZ6ZQ/m34fH59ff2wYcPq6uoeP37s7e0dFBQEy1gI5iG5gnsutnEajUYkEllaWra0tAQHB5tEQ/X19f7+/nZ2drW1tbhsg4ODpVLpsGHDFAqFp6cnhodDWIT5EVwuF5752JCFhoaicOTs7BwZGcnn82Fb1dzc7OTklJGRgZId7gIRERFGo3HcuHFHjx7F7g2WrlFRUXDwhiuBnZ1dUVER0sfoHTAYDMhiuLm5ZWRkYBCmSdTQ3d0NNwHU2X799VfIdLu6up555hlYHqIfAe17UC+jMQH9tFjGQ0NDLS0tvb29lUqllZUVdAdqtRo7WrlcjsoYttHh4eEwaECBsaysbMyYMVlZWbC2aW1t7ezsbGxs1Ol0gYGB6JrGZDj4X6CdEJnZzMxM+NQoFAro4JydnR0dHfV6fXV1NW6XmAPP5XIbGxuhy+XxeGFhYdieFhUVYV8rkUi8vb1hZqHRaIKCgqBGxnEIjsV4FQcHB3Q11tbWOjg4YMgFcvQymSwmJgYjhzEsycXFpaioyNraGgoOzChBPGz8hdOFl/IfCOa/DB8+vLS0tKOjQ61W+/n5cblcdHqiwRMOKRjQiP7cwMBArK6YUkkIQZVLq9Wi4R8ncJzPAwMDMZwCGydTy3BbWxtOrbAbQFmbYRiVSmVlZTVlypSff/4ZvgN8Pl8oFGZnZwcFBSFBADFCWFhYUFDQgwcPoP/VaDTl5eXu7u5isdjUV0UIweR1hmHCwsJqa2svX77s7++PbTlaGzC3kvy9Bxb3Ghilo2naxcUFp30c2hEkRLsonjU2NgYEBJSXl6NWL5fLIZ41JWcx1Viv18tkMoyZQyGNEII5PuicbW9v9/T0hFsZJmVg3nx7e7upCAeJBHzWIIiGvQKUtvX19WjNwNhOKClw/oTGoa6uDp8MSo+WlpaDBw/Ozc2Ni4srKyuLiooqKyvDRE+FQsHlcqHCVqvVIpEIgmW0K6L/AkPTcNyFLQ76zfEStra2ubm5MTExarW6qqpKKBQi3Yw5FDC2QHajoKAAKa0+px8X3p6ennv37k2cOPGf+eEXX3zx448//md+EleT6SUIIei57j2oDuLxfz3kvoEmGv4xWq22oKAgMjISCh+4bcXHx+fm5kLgBHEX2mgxRAB1fk9Pz6KiIrgSwpIwJCQEex3sGktLS5FQgBtzd3c3pjli/rCp6xVaehieCQQCV1fX2trapqYmWHDBqBJ1OSsrK7hYQeev1+vb29srKysVCgX0SFjmcCo2Go0TJ07MyMioq6tDI0BdXR2KQnBEx0DN6Ojo8vJyjJfDaR+ZWtiGmWYO4UFkLlGmKysrw6xKzKWHwhY7SycnJxiGQUyFTS2WeNjIY5XHzGS4MELv0N3d7ezsjPFCWL+QmlGpVPBd6+7ulkgkvr6+AwcOfPz4MU4gLS0tyP5ixpK1tTW6WlAORT+YTCZDd4yXlxdmI+Xn58PEuLS01GAwlJSUYFeKtRWFcRhS4p8/99xzcGPmcDio4BFC0KENy3fcSCDWwAHGwcHBw8MDYkL0A8NUwtraGmldiCP4fD6OKCz9hVMFL+U/DZVKVVdXh0Z9Ux9vYGDg+fPnMcIQjQbQ3CI3h3YnXD61tbV2dnaDBw9ub29H1bq+vt7FBMc43gAAIABJREFUxSUmJqajo6O5uRlW6kgNQFMwceLEx48fYyS7paWlu7s7h8PJy8tDcT4xMfHKlSv+/v55eXkGgwGnceRYMZ/c09OzqqoK0rOsrCy1Wg1jAjifYa/p6OiINaq7u7uystLS0hIqYktLy4CAACzj6NqNiooqKiqqqKgYOHCgq6trcHBwc3OzRqOBkzmGlqOFDR3Upu6qrKwsPp+PHjpUwNrb24OCgrBSIcMCv1uoK93c3MrKynDMxsrc1taGTS3GdtjZ2bm7u6vVakjJsrKydDodxLEoWopEIr1eL5FI0BSG6T/wvERDHNKvkKU0NjaiYwLrHvZ84eHhaLXDmOTMzEwPDw/sy1UqVXZ2Nqp/3d3dra2tOp0uLCwsPz8/MDAQmyd3d3cYjNnb20Mf0dzcjPwOWrLt7OxM3WpolnF2diaE9PT0dHR0IMuMnK9AIDCNoK6qqoKXPrw82Pgjpwsv5T+N7u7ue/fujRkzBn1PaPycMGHCwYMH/fz8kMFERk8ul0Mw2NraajQaAwMDS0tL8aCXlxeE8Tiim0pTVlZWJs0pDAXq6+tjYmIaGhpwUIfBIepVOJw7Ojpi6b5//z52UFg2MRUY0jAswph9i10i1jc0okokEhhb+vj4ODk5lZeXm8aQoQtAKpVyOJyenh43NzcXF5empiaGYaysrOBeSQjBSmJtbY3sJ14d6wkGWGB+MPZseNdyuRz5VkiARSJRbW2th4cHUgxIjKKSD594TJFAYiU0NLSoqAhpAgiBuVwuln10YUCTFRcXh+Il1MfoO+Pz+RhyJJPJIILAqAhIFRwdHd3d3ZVKpaura2dnp7e3t2lvrFQqKysroRxBd1tRUREh5NGjR+g+02q1GI2B/TZmQj1+/Nja2jomJubx48coKJoMQaE7w5hPCGSEQiF6JZD9hzYN52HomqEZ1+v1kBPiJtLn9GPrBIfDCQsLW758+T/zw5GRkf/k07q6uqIHkxCCOquTkxMs57DrwOP9aElGzSD/AYWFhfn5+cgsYmnA2LyCggKoTOFfwuPxAgICsAfFFDHkUDFmBo44EALheIwtEfyoYmNj79275+7uLhQKW1paMGcRml7soeGtbWNjk5CQgPUCyVdotNC3DLkXBEg2NjbYM8ENAV1YVlZWNjY2fD6/u7sbptxYZ7EXDAsLk8vl8GxXKpUajcbKygrttfDrxs4bjbggLCwMNwZkdpEk7urqQj5bo9Egtw0xLdorYFk8btw4sVgMlzLTGJuAgABID5BigKrK0tISkjZY2iBJgVZkgUCAnjdUMqGYQKNvZGSkUqlEazTGMnV3d+PwIJPJWlpadDod9r4YJi8WiyEVc3d3h4cCzJZhxoa7GppHkPRB7wO83Pl8vq+vr4ODg0Qiqa6uhqjP1tYWhqB+fn5qtRrjkZGdReqdEAIZi16vh5Ozm5sbpgfh5fh8flhYGOw/wsPDkX+xsrIKDg5mwwzy4MGDffiE/xJhYWF/0AyS8qfk6tWrqIcTQoxGY3FxMVwDkDdUKpVQEolEosrKShiS83i8hoYGV1fXwMBAW1vb8vJyyGi1Wi0qZoSQ2tpaeHRHR0eXlZVhf4wGtIKCgsTExIqKCi8vr4iIiNDQ0IyMDA6HM2nSJKFQePbsWZFIBFsvyGUFAoG3t3dFRQWEaWguk0gkBoPB29v70aNH/v7+cHwIDQ1ta2urr6/HTh2OAHK5PDw8HKbiqEcplcqEhISSkhJo0yATwHJXWVmJscqdnZ0BAQG2trZ1dXWurq7Yt2EfjH+C+hLqfsjIaDQadIcFBQU9evTIwcHBpIsWCoV2dna2traOjo4SiQSLOSaZo8sXo5rRRoFCFmbCQTKGdkK0QONuiEYV1KkEAkFpaSlEed3d3Q0NDejpgw9FdXU1lu7GxkYkTZBNRskO4+Kwoo4dO7a9vR0rP9qYy8rK4PgIXSEOJ2hywVRpe3t76Djc3NzQqwy5B2zqHBwcBAJBVVWVQqGAVwtuJVjPoTvj8XiJiYm462G/2+dmkPfv379161YfPuG/hMFg+CNmkJQ/JQqF4ueff4YNtkwm02g0YrGYw+HU1NRgCe3s7PT19cU4s6KiIjQoQXFpb29vY2ODAruXlxf0p3Z2diqVys3NTalUEkLgFCaRSGCbJZVK0dEQGhoqFouxCYTJl1QqDQgIgOQKmlzoGjDxHRvFnp4eTDqAXtjCwgIFfLg8KJXK+Ph4lUrV1tYG6zSY2qDYa2tri8Y3iPyRDsbqDQEyUrfYEhNCrK2tfXx80LyMfw4zYBsbG2yznZycMJUTBT9EiJjDwsIePHjg5+fX2tqKhjsvLy9UnuAshmM8GtAg+kDjhpubG2xrcfZGogFlf5j4mCLBkRLbTldXV/y+GIZpaGiA+g8KEV9f36KiIisrKxT5kPpBJgg3DjQslJWVIVukVqvxdrBClpaWenl5IfEN+962tja9Xo9tLbIncE02+WKSv3vx4raIGx/KhxiTxOFwYLSB3L2lpWVMTAzSxAaDISQkpM/NII8cOdKPZpADBw5MTk4W/ROYuiF+y82bN3ubQXI4nIsXL06aNMnCwuLHH3+0sbEZM2aMtbV1QUEBwzDh4eEqlerQoUOzZs1yc3Mz13v9P9BEwz+gsLAwKyurpaVFq9WOHz9eIpHY2dlhAA8WAkgD0GTr7u6OuTuoOCGHhKtIKpVaW1tD1YlC01tvvVVaWurq6urg4PDw4UMIdyGLhVwTVbKmpiZnZ2dYvGLDhPEQmG2JUgwmKaI4Bh0XLABg4oLdFWpHSFhg1RCJRJi5AGuc+Ph4HHqRm4BgAXcCHHQJIVwuVygUYpnD3UIgEGAd7+7uRvCEEFiX83g8JyengIAA7KFRROJyuRMnTszOzkYmBWI8jIqAnAlmOUimwC9TLpdj+iOUeIQQ5G7Qm4dMBBRfWGfVajWqnfb29tOnT0eVzNXVFUloFxcXTJTkcDhyuRwWnnBDEAgEjY2N8HSAsgPuDI6OjsguKxSKoKCgmpoaGCbjRQUCAbRqeO+4SUCfBl0D/IRg24Z3YVIje3t7t7a2CoVCuMShIxH93hiQiXwKfi9dXV1RUVF/skRDeHg4TTRQfsu1a9cyMzO9vb1DQ0ORKkWhHosnbM/hd22yd+no6EBdOjAwsKqqytfXVyaTYZ45ljuDwTB69Oj6+vquri5bW9vIyMjOzs7CwkJICjFCgsPheHt719fXh4aGSqVSrD+wdEHNzcLCorGx0cvLKz8/H9N8W1paRowY0dLSEhgY6Ovri00VUiQMw6APq6urKyAgAEMN0PGLfOX48eMDAwMLCgoIIdjQx8fHy2QytFwhqyKXyyMiIgghqBehS8LBwQEt0JA0mz4ctBWgNeP27dsYsaxWqwcPHtzW1mYSYhBCgoODxWIx+kHq6upwwEbxEJkOiUTi4ODg6+vr5+cHUwNMI8YeEUltHANcXFyKi4vxq8F0iREjRvD5/MGDB2NaUFBQEPIdTk5OxcXFyDWgiRQCMdyG4JXT2dkJlzUbGxt3d3dLS8uqqioLCws0x6H3Aed/jCjG3a2tra2pqQmt0XD5xSRmDDDCzQi9jbgToT2wtrYWjgwjRoxobGw0tSvGx8fX1NQwDAMtXnd3d58nGh48eEATDZT/KBQKxe3btyG2HzlyJFYMpPmw1mGLhZK1o6MjRpJjIjusFtBf0NjY6O7ujgZYf39/pVI5efJkOMW4uLhotdrHjx/rdDooQNG3ZW9vD4t00ywz014OU9gNBgP6rRAe5pE5ODigJQoHe71er1KpsM1DcgGbsZ6eHrjV6P5OTEyMk5MTrGoIISjvt7e3wy8GG0i0OWNzCHkpisMYZokmO1QWYZ0I2TLUE8hrEEICAwOxuGH9tLOzQ9kMRwnkwbu6umBRgWkO+LdoUUGbMw4FeAbcPrA7hfMXJnQajUYej5eQkKDX64VCIdK7tra22CHjVqJWqz09PVtaWuzs7LCN1/99ejqy0vAj9/X1RQwtLS1+fn4FBQXQF6CL2cbGhsvlurm5dXR0YJ4d8s5If6NpERbOGC+KzmUcTOzt7VtbW21sbKD7UCgU2Fdjtw9nOky4Ry2QjUTDV1991V+JBqPRGBwc/EemTpw4ceLo0aO1tbWVlZW3bt3y9PT09PT09vbOy8s7d+5cbm7uw4cPP/74Y4xk9vHx2b9/f1lZ2dmzZwcMGPDyyy/33Vv516CJhn9AZmZmSUkJMrJQFoWGhqJhwWAwILFnGioJZYFKpYJnFRyzYQQI8QIyl5jO2NzcXFJS0tbWVltbizET7u7u3d3dbm5u8DJEqb+5uRne4HAKtLOze/311zs6OpBW8Pb2xqBENHFAg6RWq9G7AfsrU9MOXLVhhYABtkhzGo3G6upqnMODgoIgD8OkH5y60TKHBGpISAjeO4YDwcAfIl6TlA5qZOTCIZHAdDp8UMXFxS4uLug3c3FxiYiI8Pf3l8vlGGwBF0kLC4uBAwei6Rc3p+bmZnQdw6AIxl16vd7Lywu3GQsLi4iICKx6kGzweDyBQFBdXQ3rHRsbG1dXV4PBEBYWBttzGDoiYYxjCewbrKysMK4Ccjjka6Bh02g0cFmDbmXUqFFI1sB5Dsa8rq6uOA/giIL1FE0fUqkUnxIEw3V1dV5eXuhUhAYE2RaVSjVgwADIiQkh6L9COt/X1zckJKQP/8I7OjoOHDjQh0/4L0ETDZTf5fLly9jMQWMZFRWFQeVNTU1RUVGdnZ2VlZVYdpA2JX8fZxMYGIi0b3d3d1RUlI2NjY+PDwrmsLmSSqUYkwmbxpdffrm+vt7b29vV1RVneKPRWF9fj04uHo/X3d3t7u4eFBQET6z8/HwvLy/ovGBDw+FwXnrppaqqqsLCwurq6oSEhKamJrTmov4mlUpRGtLpdJWVld7e3hgyr9Vqjx8/PmjQoMbGRoFAEBoairE1mLCDHmOoCWxtbaHvwDYdlR8MJ0Z7GnrQOjo64K0FA0j4+AiFQlgS2NnZYa85cOBAyIBxP4K0AWoFqVTq6uqKAfVSqRTWPzjhNzQ0+Pn5dXR0QDUAiy8Md4iJiTH+fXgzyp5oA8E4CUjenJycgoODkR0ODg5GWkcmkw0bNqyrq8vHxwfmcPBpM+V0MFSvtLQ0NjbW19cX7dwdHR1oxIDZWGtrq2kiCdIEra2tqNd1dna2tLSgRopTB34p6A3U6XQikairq8vR0bGkpMTV1bW9vX369OlIN6OtRqvVBgcHNzU1/ckUDT09PTTRQHmCjo6O69ev+/j4qFSqyspKeMqis8xoNMbExIjFYlRZ4PCCegykVaidoAPL09MTala0iVlaWpaXl3d3d2OxMhgMjY2NEC5BqomdocFgEIvF9vb22DGi8j98+HDTeHJMJcMsSUIIshiNjY3Nzc3d3d2BgYGo6qEChBM7ttb29vZIH6Bztqenp7q6GgIHZApQWuPxeMhoI+mJqT2YE4TzMOZxILWNjC30ESaJKxSvfD4fk85hVYatb319PSyEMBANbxkmwYQQjUaDeb3wvITSoaOjAx0c2Pyj3cPU6SAQCBISEuA1hkwQvNirq6sxfw3CCi6XCxMfbOBhD2fa5OP3hVY4hAFxHDbPWDxh6I4lFzdB/BMsqlwuF/0jsCeTSCTIemMBx0QnON8TQrDIw2UDxwTo5lpaWkaNGqVQKKD/xQdrb2/v7Ow8fvz4vv0jP3LkSEtLS98+5z+J0WgMCQn5I4mGgICAIUOGTJ48ecKECSNHjsTwVw6HM3r06JCQEH9//7lz52JyNiHEzc3tueeec3R0nDBhwosvvthHb+LfgUO7BP//uXTp0oMHD/pq8jOkU/987w0bFBQUwBW8vwJAyiYuLq6/AiCElJaWCoVC0wVpfgwGQ3Z29tChQ/+lfyWTyaZNm5aYmMhSVObn9OnT0dHRvSeuUyiEkA0bNmDn1CfPVlxc7O7uDtuUfgFGP/175WJv7evr248x3L9/f9iwYWj06xfEYrFSqQwNDf2X/pVEItm5c2c/ht3nrFu3bu3atX+md0T548hkstTUVMzt/uMwDPPgwYPhw4f3ybP9ezQ1NcG9qx9jyMrKiomJQdGuX5DJZBKJpH93WY8fP/b39/+XTlIYRbRo0SL2ojIzlZWVDx48ePPNN/s7EHNDEw1m5fbt2xkZGcuWLevHGJYtWzZ//nxocfuF8vLygwcP7tixo78CIITs3Llz0KBBY8eO7a8Aurq63n///VOnTvVXABTK08PmzZtHjx7dj1teqVS6bNmyo0eP9lcAhJCjR486OjpOnTq1H2OYOnXq6dOnoUDpF65cuVJTU/Phhx/2VwAUylNCT0/Pa6+9dv78+X6M4fz58zKZbP78+f0Yw/z58zdv3tyPZa2MjIz09PRVq1b1VwCEkFWrVk2fPj02NrYfY6D0F3SYPIVCoVAoFAqFQqFQKJQ+g3o0mBW4vPavjkuhUERFRdna2vZXAOi4618dl0qlCgoKgitYv2BhYdHV1TVo0KD+CoBCeXpQqVQhISF91QH3b4BB9P3bL6bVaj08PDCwrb9QKBQJCQn9qNiHD2VAQEB/BUChPCVwOJyurq74+Ph+jAGGkXCo7S8UCsWgQYP6UcZFCOFyuf9qv1jf0tXVFRERgUnVlKcN2jpBoVAoFAqFQqFQKBQKpc+grRMUCoVCoVAoFAqFQqFQ+gyaaKBQKBQKhUKhUCgUCoXSZ9BEA4VCoVAoFAqFQqFQKJQ+gyYaKBQKhUKhUCgUCoVCofQZNNFAoVAoFAqFQqFQKBQKpc+giQYKhUKhUCgUCoVCoVAofQZNNFAoFAqFQqFQKBQKhULpM2iigUKhUCgUCoVCoVAoFEqfQRMNFAqFQqFQKBQKhUKhUPoMmmigUCgUCoVCoVAoFAqF0mfQRAOFQqFQKBQKhUKhUCiUPoMmGigUCoVCoVAoFAqFQqH0GTTRQKFQKBQKhUKhUCgUCqXPoIkGCoVCoVAoFAqFQqFQKH0GTTRQKBQKhUKhUCgUCoVC6TNoooFCoVAoFAqFQqFQKBRKn8Hr7wCeRmQyWUVFRUVFRXl5eX19/V//+te4uDhzBmAwGOrr68vLy8vLyysrKwUCwerVq62trc0Zg0KhMH0IVVVVc+bMmThxojkDYBimoaEBMVRWVmq12vXr1wuFQnPG0N3dXVlZiQ+hsrJy3Lhxs2fPNmcAFMpTgtFoNF3vFRUVDMOsW7fO0dHRnDGoVKrKysry8nKsOZMnT54+fbo5A2AYprm52bTmyOXytWvXent7mzMGjUZTXV1tWvRiYmIWLVrE4XDMGUNbW5vp7tPc3JyUlBQZGWnOACiUpwSNRoMFB4teQkLCu+++a+brvbW1FatuRUWFRCJZuXJlaGioOQPQ6/VY9ICfn9+yZct4PLOev9rb200B1NbWLlq0KDEx0ZwB9PT01NfXY9WtqKjg8/lr1661s7MzZwyUfoEmGsyHWq3eu3dvWVmZs7NzeHh4eHi4o6NjcXGxXC43Wwy5ubmnTp2Sy+UikSgiIuLZZ5+VSCRyuVyr1Zon0dDT0/PVV1/l5OTY2NhERESEh4e7u7sXFRV1dHSY4dVBdXX14cOHW1paAgICwsLChgwZ0tXVVVhYqFarzRbD6dOnb9++zeFwwsLCIiIixo4dW1paKpPJGIYx8z2YQvlzU15efuTIEalUGhAQEB4ePmzYsI6OjqqqKq1Wa54AGIY5efLk/fv3LSwssPKPGTOmuLi4vb3dPAEQQiQSyf79+xsbG729vSMiIuLi4oxG440bN1QqldliuHz58pUrV3p6ekJCQiIiIsaNG1dZWdnZ2dnT02OePXdXV9fevXsrKytdXV3Dw8MjIiJsbW1LS0sVCoUZXp1Ceaq4cOFCenq60WgMCwsLDw8fO3ZsWVlZR0eH2TY5crl8z5491dXV7u7uERERAwYMsLa2LisrUyqVZnh1cPv27XPnzqlUqtDQUKz8dXV1nZ2dBoPBPIueVqvdv39/UVGRo6NjREREWFiYUCgsLCw057nj8ePHx48f7+joCAwMDA8PHzVqlFQqlUgkWq2WJhqeBmiiwXxIpdL8/PwPP/xw+PDhhJD79+9/8803S5YsGT16tNliKC4u1mg0u3btsrOz0+v1aWlpCoVi06ZNZqvsdXV1ZWdnT548+dVXXyWElJaWrl279rXXXnv99dfNEwAhpLq6uqmpaceOHa6urgzD7N+/v7CwMC0tzcfHxzwB6HS67Ozs6OjoDz74gBAiFouTk5Pj4+P/8pe/0CwDhdK3VFRUtLa27tixw9nZmWGYXbt2VVVVpaWlubu7mycArVabk5OTkJAwb948QkhDQ0NycvKoUaPee+898wSAF62oqNi8eXNAQAAh5NSpUzdu3EhNTTVbZY9hmOzsbG9v7+XLl3O53I6OjpSUFD8/vxUrVpitstfS0vLo0aOkpCRICK9fv/7tt98mJSUNGTLEPAFQKE8JPT092dnZQUFB//u//8vhcKRSaXJyclhY2NKlS7lcM7Vsi8XiwsLClJSU6OhoQsiVK1e+++67lJSUQYMGmScAQkh+fr61tfXWrVstLS27u7vXrFnD5/PXr19vNgVxe3t7Xl7e3Llzx4wZQwjJysr6/PPPFy5caE4FMZK5O3fuFAgEBoNh27ZtEokkLS3NzApiSn9hsW7duv6O4WnB0dFx8ODBO3bs8PLyqq+v37Fjx+LFi3HxE0Kampr4fD7bW66BAwfKZLKTJ08OGTJk586dYrF406ZNTk5OhBCGYWpqapydnVkNwNraeuTIkYcOHWIYxmg0rl279tVXX50xYwa+K5VKDQYDn89nNQaRSGRvb//5558nJiai0rhp0yZfX198t7q6mu0PwcLC4tlnn7148WJtba2vr29KSkpcXJwpy6BSqTo7O2mil0LpE8LCwgghBw4cGDp06KFDhx4/fpyWlubp6YnvmuF65/F4o0aNOnPmjFgsdnNzS0lJGTJkyMKFC3G9KxSKrq4uW1tbVmPw8fHx9/fftm3boEGDLl++fPHixfXr1+OTIYTU1NQ4OTmxmuXkcDgjRoy4c+dORkZGZGTk6tWrPTw8Vq5caWlpSQjR6XRisdjBwYG9AAghQqEwNjZ269atQUFB5eXle/bsWbZs2dChQ/HdhoYGW1tbCwsLVmOgUJ4GuFzuyJEjf/7558LCQpFIlJKSIhKJli1bhutLo9G0trYKBAJWY3B1dY2Kivr0009DQ0Pz8/MPHTq0YsWKhIQEfLeurs7e3p7trEdiYmJZWdmVK1cGDRq0fv16Lpe7fv16GxsbQojRaKyrq8P2mz0EAkFiYuJnn33m7Owsk8k2b948f/78559/Ht8Vi8WWlpZsnzuioqK0Wu3Ro0eHDRu2d+/empqaTZs2ubi44LtmuAVT+heaaDArjo6OcXFxW7duvXXr1pIlS0xZBkLIkSNHjh07FhIS4ubmxmoMsbGxzc3Nn332GSFk8+bNpmWuubl59erVjY2NsbGxrK47NjY2Q4cO3bdv308//TR9+nRTloEQcvHixc8//9zb29t07GeJ4OBgKyurTZs2tbS0bN682fRyXV1d69aty83NjY2NZTXlzOPxhg8ffvbs2VOnTiUmJvbWMty5cyctLc3e3j4kJIS9ACiUp4eIiAiDwbB582a5XL5582ZTlqGjo2PNmjVFRUVxcXGs5jetrKxGjBhx8uTJs2fPjh492pRlIITcvHlzy5YtTk5OIpGIvQAIIT4+Ph4eHqmpqeXl5ampqaYsg06nS0tLu3XrVkxMjL29PXsBcLncYcOG3bhx48iRIyEhIcnJycgyEEJyc3PXr19vNBoHDBjAar5DKBRGRkZu3rz57t27SUlJpiwDwzB79+49e/ZsREQErbNRKH8cCwuLkSNH/vTTT8eOHYuOjjZlGQghmZmZGzZs4PF44eHhrF7vbm5uoaGhaWlpGRkZq1atio+Px+OQtl24cGHAgAGsHvU5HM7gwYPz8/P37dvn4uKyYcMGZBkIIeXl5WvWrJHL5TExMazmOxwcHBISEnbs2HH9+vWFCxeasgyEkBMnThw+fDg4OJhtfd+AAQM6Ojq2bt2q0WjS0tJMWYbW1tZVq1ZVV1fHxsaabgeUPxl06oS5aW5uVqlUtra2T5SsP/7448TExFWrVkmlUlYD0Ov1DQ0NlpaW1tbWVlZWpsd9fHx2796dlZW1Z88eVgMghLS1tcnlcj6f/0RKe+bMmTNmzNi0aVNpaSmrATAMU11dbWlpyefzeycUBALBF198IZVKN27cyGoAhBC5XC6TySwtLR0cHHrfa8ePH7906dK9e/feunWL7RgolKcByLV+e707Ozvv2bOnvr5+y5YtbMfQ0dHR3t5uaWkpEAh6X+/PP//84sWLd+3a9fDhQ7ZjqKmpIYTY2NiYNruEECsrq61bt/J4vNWrVxsMBlYDUCqVra2tlpaWT2gHBg8evHHjxlOnTp0/f57VAAghjY2NarXazs6u9y2Yw+GsXLkyPDw8JSWFWjZQKH2CQqFoa2uztLS0t7fvfb0PHz587dq1R44cuXLlCtsxNDQ0aLVae3v73qoxDoezdu1aX1/f5ORktn1q1Gp1U1OTpaWljY1N7xpeeHj4zp07r1y5cuzYMVYDIISIxWKlUmljY/PEueODDz4YO3bs6tWrm5ubWQ3AYDDU1dXhFtw7p+/u7r5nz57CwkLUPil/SqhHg1kxGAwnTpxYsmRJQEDAE3nckpKSn3/+edasWa6urqzGkJeXJ5VK9+/f/+jRo94XPBzLeDzenDlzWA2AEHLy5MnXXntt/PjxYrG49+NNTU1nzpyZNGlSeHg4qwHU1NTk5ORs27atsbHxiSLepUuXWltbN2zYwGoAhJBz584NGjRo/vz5xcXFvR+Xy+VHjx5NSEiAlweFQvmDlJeXl5SUfPbZZ1VVVb3P2ISQ7777rrOz85NPPmE7hrNGBjRRAAAgAElEQVRnz44cOfKNN94oLy/v/XhHR8eJEydGjBgxePBgVgNoa2tLT0/fuHFjV1fXE6Y8N2/eLC4uNoNdwrVr17y9vXfu3Jmbm9v7DqjRaL766quwsLDe1TY20Gg0p0+fTkpKcnZ2fiLNnZeXd+vWrfnz57PdwUGhPCX8+OOPwcHBS5YsKSgo6P24SqU6fPhwVFTUuHHjWA1ApVLBl8Ha2voJpVJ2dnZGRsaiRYvYblO9c+eOhYXF4cOHc3Jyei+wBoPh8OHDrq6uMCxjD6PRePz48YULF0ZGRj5hgVxVVXX58uUZM2awPXuosLCwvr5+z549xcXFvz136PX6t956i9UAKP0Ih2GY/o7h6UKv1/9WIFRSUrJ27drXX3992rRp/RIDPBGzs7N7dy+bMwBCSFNTU3JycmJi4ocffmgGT8TfjeH7778/e/bshg0bTLpi9jAYDBYWFk+8U7lcnpKS4ubm1ltXTKFQ/iC/e72fOHHip59+Sk1NNUOb0u9e7/BE9Pf3760rZo/f/RDS09MPHDiwYsUKtjMdhBCGYX47Y0Kj0axfv76np8fUvcwqv/sh5Obmbtq0af78+S+88ALbAVAoTwlGo5FhmCdWNpVKtWbNGisrq7Vr15rBE/F3r/esrKxPP/100aJFY8eOZTuA343BYDBs2bKlqakpLS3NDA4Fv/shVFZWrlmz5uWXX545cybbAfxuDAzDfPnll3fv3k1LS/Pz8zNDDJR+gSYa+g3TeJuioqJ169bNmTPnlVde6ZcYGIbZvXt3QUFBWlqah4eH+QMghDQ2NqakpAwfPvy9994z8+QFUwzffvvt+fPnzenEDuCLaWFhIZfLk5OTvby8zOnETqE8VZiu92PHjl27dm3jxo1BQUHmDMBoNBJCuFyuTCZLTk4WiURLly41sweh6UO4du3aoUOHkpOTn3nmGXMGYIpBrVavXbuWw+GY04m9dwCEkJycnLS0NDM7sVMoTxW43JRK5erVq+3s7JBrMH8AhJCHDx9u27btL3/5S2+XNHPGAMOglpYWc0586x0AIaSsrGzt2rVTp04158S33jEwDHPgwIGHDx+ac+IbpV+gZpD9xubNm5VKpU6n+22Woaen5+HDh7dv3+bxeOx5Q4rF4uXLlycmJh45cuS3WQapVHrt2rWysjIfHx/2bNK+/vrrvLw8OLE/kWVgGKagoOD69esajYa9Zai7u3vJkiVRUVHXrl37bZahq6vrl19+yc/Pd3d3Z09fd+XKlfPnzw8YMGDVqlW/zTKUlZVdu3ato6PD39+fDr+kUP4IXV1dH330UVxc3IULF36bZZDL5enp6Y8fP/b09GSvtH7+/Plr166FhITAif2JLAN66ORyOXvXu8Fg+Pjjj/38/ODE/kSWQa1W//rrr1lZWc7Ozuw1ETx8+PDgwYPx8fGpqam/zTLU1tZevXpVLBb7+/uzl4JBgqO9vf23WQaDwXD37t27d+9aW1ubfMsoFMq/x61bt44dOxYbG7tu3brfZhmqq6uvXr3a2trq7+/Pni3iihUr7Ozsmpqafptl0Ol0d+7cuXfvnr29PXv6grKysrS0NEx8+22WQSwWX716tba21t/fn706086dO1tbW2FR8USWwWg0ZmZmwhqMvYqjVCr95JNPEhISTpw48dssQ3t7+7Vr14qLi729vc2cd6awB0009BuRkZH79u27fPnym2++2TvL0NDQsHz58kePHrm6uv7www9WVlYsyXoFAgGXy920aVNnZ+cTWYbvvvtu06ZNGPx76tSpZ599lqVrPiws7OzZs99+++2YMWN6Zxna29vXrFlz/fp1Dw+PGzdutLa2YvJ5n2Npaenh4bFx48bS0tInsgy3bt1KTk7WarUWFhbffPNNfHw8S7nnoKCgO3fuHDp0KDQ0tHeWQa1Wf/rpp2fOnPHw8MjPz8/JyRk5ciQbAVAoTwl8Pt/Z2Xnjxo01NTVPZBnS09NXr17d09PDMMw333yTmJjI0vS14ODgX3755ejRo9HR0b2zDEqlMi0t7dy5cx4eHtnZ2UVFRaaZCH0Ll8sNCgravHlzRkZGSkpK7yxDTk7O8uXLpVKpjY3NsWPHwsLCWMp0+/j4lJSUfPHFF0KhsHeWQa/X79mz5/Dhw0KhsLq6Oj09fcyYMSydPSIiInbt2vXLL788kWWoqqpKSkoqLy8XCoWnT592dnYOCAhgIwAK5SnB398/Ly9v37593t7evbMMOp1u586d33zzjaura1lZ2e3bt0ePHs1SgjU8PHz79u03b958IstQVlaWlJRUW1vr5OR06tQpT09Plqaeubq6ymSyrVu3cjic3lkGo9F49OjRXbt2CQSCtra2H374YezYsSzlGiIiIr788stLly5Nmzatd5ahubl5xYoV2dnZbm5uFy9eNBqNLBml2draWltbb9y4saWl5Yksw6VLlzZs2MDlcnU63fHjx4cPH8721GeKmWAo/UdbW9u777576dIl0yNlZWWvv/764cOHDQYDwzDNzc2zZs1CnxtLXL16df78+S0tLaZH9u3bN3v27JKSEnx58ODBkydPsheAUqn85JNPDh06ZHqkpaXl7bff3rJli0ajYRimu7t7xowZnZ2d7MWQnZ395ptvlpeXmx754Ycfpk2bdv/+fXx54cKF7du3sxeAXq/ftGlTWlqaXq/HI0qlcvHixcuXL8cb7+npee+993pHSKFQ/j3u3bv31ltv1dbWmh7529/+9vrrr2dnZ+PLM2fO7Nmzh70A9Hr9hg0bPv30U6zzDMPI5fL3339/1apVXV1d+IF33nmnrq6OvRiKi4vnzJlTUFBgeuTGjRtTp069du0avrxz505ycjJ7ARiNxn379i1fvlytVuMRnU63YsWKxYsXt7a24pFly5Y9fPiQvRiamprmzp17/fp10yMFBQWvvfbayZMncdutrKycN28eewFQKE8JPT09O3fuXLNmjVarxSMajeaTTz75+OOPZTIZwzBGo/Gjjz7Ky8tjL4aGhoZ33nnn1q1bpkeys7OnTp169uxZXO+FhYUffPABewEwDAM/eIVCgS+NRmNaWtr8+fNNq/3mzZuvXLnCXgAdHR0ffPDBmTNnTI9UV1fPnDlz37592H9KpdJp06aZ9qJskJ6ePm/evObmZtMjX3311axZsx4/fowvv/7666+++oq9ACjmhI637E9cXV03bdp0/fr1rq4uQkh7e/umTZteeeWV+fPno8zF4XBw2GYvhkmTJk2dOvXcuXP48tKlS3fv3v30008jIiJMP6NWq9kLwM7Obv369ZWVlXV1dYQQjUaTmpo6cODApKQktGxwuVyDwaDT6diLIT4+fvHixadPn8aXWVlZJ0+eXLdu3bBhw/AIh8Nh9UPg8XhJSUkMw+Tn5xNCGIbZtm2bQCBITU1F2hs5flZjoFCeEoYPH/7uu++arve7d+9+//33qamppinrZrjeccAuKioihPT09GzZssXT03Pt2rUYgoMaPqsxREZGJicn/+1vf8P9paysbM+ePUuXLn3uuefwA7j7sBcAh8NZuHChr6/vnTt38MjevXuVSuWWLVtMMgq2fxHe3t4bN268dOkS3mlLS8uWLVvmzJnzxhtvYMll+0OgUJ4SuFzuRx995OjoaJrju2vXLqPRuHnzZsyDMMMmx9fXd/369efPn8d+Em0UCxYsmDZtGl6dy+WyvcuaPXt2YmKiaa7n8ePHKysrt27d6u/vj0fYXvScnJw2btx4//799vZ2QohCodi4cePEiRM/+OADyCi4XK5er4eXEEtMmDBh5syZ3333Hb5MT0//+eefN2/eHB0djUfowvunon/zHBSGYUyChUOHDm3YsKG3fmHHjh07duwwWwxqtXrGjBm9M8qtra3Tp083QyHd9K5//PHHxYsX906mnjx5ctmyZWwHYIrBaDQuXLjw8uXLpsdVKtW8efNu375tngAYhsnJyZkzZw5qm+DGjRtvv/02PhalUsl2JBTKnx5cbj09PfPmzetd01YoFG+99VZGRoZ5AmAY5t69e++88053d7fpW1euXHn33XdZ1bI9EcOKFStOnDhhelyn0y1ZsuT8+fNmC6CmpmbatGkmLQPDMHl5edOmTTPDcmeK4fPPP9+2bVvvx1NTUw8cOIAv6cJLofxBTNdaSUnJjBkz2tvbTd96+PDhrFmzUFozTwxbt27dvXt378dXrVp19OhRtgMwxSCTyaZOnVpdXW16vKam5tVXX+0tMWY1AIZhjh07lpKS0vtes2fPnrS0NLYDMMWg0+lmz57dW7kmk8lmzpwJdUNPT0/vOyPlvxGqaOh/TA1pDx48mDp1qunLc+fO5ebmzpkzhxCiUqmWL1+elZXFagwFBQUeHh4mNwSlUrlhw4aRI0eaYQpD7w9hypQppv60+/fv//DDDwsWLCCEwKrXlAlmKYaGhga5XD5p0iQ8qNfrt2zZ4u3tPXz4cJZe94kACCEPHjyYNGkSapuEkLKysn379r333nv4WHbt2nXy5Em2g6FQ/tzgcquqqjIYDKYhZzqdLi0tLTg4GLMec3Nz165d29rayl4AhJAHDx688MILJvvJwsLCw4cPv//++2Ywf8VLdHV1FRUVvfbaa3jQaDR+8cUXhJDnn3+eECIWi//61782NDSwFwAh5P79+6NGjTJpGRobG7du3Tp37ly2p9yT//uL6D1h+uTJk1VVVehk7urqWrRoUUlJCdvBUCh/Ynpf7+PGjTM5L9bW1n722Wfz58+HjvXgwYPHjx83GAzsxcAwzMOHD02LHiHkyJEjYrG49yPsgRgyMzMHDhxosgqSyWSpqalTp051d3cnhFy/fj01NVWv17MXAPnNuePy5ct37959++232XjR342hqKhIIBAMGTIED6rVaqgLoW64c+fO6tWrVSqVGeKhsARNNPwH4eLiolQqCSEGg+Hrr7/+9ttvV65ciRXHzs5u7ty5Bw8eZO+YTQgRCoVqtRqLe1NTU1JSkpOT0wcffMDeK/5uDGgkYRjm0qVLO3bsWLJkSVhYmMFg2Lp1a0dHx3fffffLL7+wFwBaFbq7uwkh7e3tq1ev7ujoSEpKsrCwSE9P/+tf//rGG2+sW7euvr6evRhMHwIh5N69e6tWrZoxY4Yp0/Hxxx/n5OR8/fXX7AVAoTwlODk59fT0QKUplUqTk5M1Gs3SpUuxB4qLi3vmmWeSkpIaGxvZi8HFxcV0vd+8eXPdunVvv/22qY/DDFhbW9vZ2SkUCvJ3T8ri4uJVq1bx+XyxWJycnIy2jubmZvZiEAqFuP0RQgoKCpKSksaOHfvCCy+oVKpDhw4tWLBg7ty5X375pVarZTUG/CJ0Ot3+/fsvX76ckpKCs5BAIFi2bFlaWlphYSF7AVAoTwm9F73s7OwVK1a8+OKL48ePxyMzZ85saGjYuHFjT08PSwFwOBxnZ2fEoNFovvjii5s3b65atYolD+DfpfeiV1FRsXTp0oiIiNmzZxNCrl+//tVXXxkMhm3btrGUcAG9zx0nT548evTo8uXLvb29q6qqUlNT58yZs3jx4ps3b7IXgFAo1Gg0yKeIxWI0TS9ZsgTfHT16dGxsbEpKiumvhfJfB4dhs/+f8i9RVla2adOmyMjIqqoqPp+/YsUKPz+/3j8glUo/+uijrVu3sjfuce/evSUlJe7u7gUFBc8///y8efMsLCwMBkNtbW3F33FwcFi9ejVLcygkEklKSkpAQEBbWxt8IqOjo5Fl6Ozs3LBhQ2dnZ0pKyqxZsyZMmMBGAISQ77///sqVK8HBwbm5uYMHD16yZImFhcXOnTuLi4vfeeediIiI3NzcM2fObNmyxcvLi40AlErlypUrnZyc1Gp1U1PThx9+OGrUqN4/oFKpVq9ePXDgwHfeeYeNACiUp4dTp079+uuvgYGBeXl5w4cP//DDD58Y6Juenn758uXPPvuMpQDkcvmKFSvc3d27urpaWlqWLFmC8o5KpaqoqCgvL6+oqKisrHzhhRemT5/OUgzXr18/fvx4RETEo0ePQkNDP/nkEwcHB2QZJk2aNHPmzJs3bx4/fnzjxo3e3t5sBKDT6dasWUMIsbCwKC8vnzt37gsvvNDQ0JCamurh4TFz5kyBQHDmzBm5XL5hwwaWtB4FBQU7duyIjIwsLy93cnJKSkp6YoUvKirasmXL8uXLTb3EFArl30Cj0aSkpPD5fKPRWFNTs2DBgt6TXwghDMOsX78+JiaGPYlBVlbW7t27BwwYUFJS4ubmtnz5ciiqWlpasOpWVFS0tLSsXLmSJVUvwzBpaWlSqdTBwaGwsHD69OkzZszgcDjXr18/dOhQamqqSCTavn27wWBYvnw5S3Moqqur169fHxYWVl9fz+FwkpKSRCJRenr6l19++dJLL40bN669vX3//v0vv/zyCy+8wEYAhJDDhw/n5uZ6e3vn5eWNHz/epN41cfz48ZycnNTUVHOmgSh9BR1v+R+Eq6vrs88+y+Vyx4wZM2/ePNPwm5ycnLa2Nk9PT1tb27y8PGtra5YGXhJCEhMTfX19nZyc3nvvvVGjRuXl5e3cufOHH35obm52cnIaNGhQRUVFV1fXmDFjntiL9xX29vbjx4+3sLBISEh4//33PT09CSFGo7G7uzszMzMqKiooKGjIkCHXr18fOnQoS9vNAQMGREZG8vn8t956a/LkyTweb/fu3bdu3fL393d0dIyPj4+MjLS0tMzIyIC+us+xsrKaMGGCtbV1eHj44sWLRSLRb39GpVJ9++23QqGQvT8GCuVpICYmJjQ01NbW9u23337uuedMW5zvvvvOz8+Pz+d7eHgcOnTo5Zdf7j37vQ+xtraeMGECn88fMGDAokWL/P39T5w4ceDAgRs3bqjVaj8/v7CwsIyMDE9PT/ZkDiKRaNCgQZaWltOmTZs6dSqWd71e39LSUlpa+uyzz4aGhjo4ODQ1NbG057awsBgzZoxAIPD391+0aFFUVJRcLl+5cqVUKvX39/fz84uKiho2bNgvv/zi7u7O0ph3T0/PESNGWFhYTJw48a233vrdTW1FRcX3338/evRoM/R0UCh/Vng83rhx4+zs7EQi0eLFi03DFOVy+eXLlyMjI2EHmJWVNW7cOJZi8PHxGTp0KI/Hmzx58uzZs/V6/fbt27/55pvCwkIej4dtXn5+/rBhw7AR7XM4HM6oUaNcXFw8PDw+/PDDhIQE7Gm1Wm1xcTGXy42NjR02bNjjx4/9/PwcHBzYiMHZ2RkjhEeOHPnuu+8KhcLMzMzt27c7OjoKhcKYmJiQkJDExMTdu3e/9NJLLE0afuaZZwICAhwcHBYsWPC784w5HM7PP/9cWFho0rxQ/ougiob/XAwGA7a8lZWV69ate/nll3k83okTJ7Zv3/67J082OH78eGZm5pYtW+zs7NC9LJPJNm3axNKS91tMHwIhJCcnZ8+ePQcPHmRpu///IiMjY/v27YsXL46JiTl9+rRarf7f//1fg8GgVqvNn17t7Oy8fPnyTz/9ZG9v/+KLL06aNImljA+F8hRiMBgsLCyw2ztz5syNGzemTZuWk5NTV1e3d+9eM5gmEEI0Gs3KlStjYmLmzZtHCGloaEhOTn722WcXLFhgngAIIT09PZh8RAj54osvLC0tzdxDRwjZsWNHfX39Rx99xOPxtm3bNmfOnCFDhnR2djo5OZk5EkJIZWXlxYsX79y5Ex0d/T//8z+JiYnmj4FC+bNi2ulpNJo1a9Y4OzsPHTr0b3/72+jRo9FKYAZKS0s3bNiQkpISFRVFCLl8+fKRI0dWrVplsi1jm97bXaVSuWTJko8//njgwIHmeXWg0Wjmzp07evToadOmlZeXHzly5LPPPhMIBB0dHSZDDbNhMBgePnx4/vz5+vr6CRMmTJkyBb3klP8uqKLhP5T8/PwLFy6gYC4UCi0tLbOysiwtLWfNmjVgwACzhREbGyuTyU6ePDlkyJCdO3dKpVJzZhnq6+v37t377LPP4ktvb+8ffvghKirKZBhmHo4cOTJ58uTnnnvOxsYmLi5u+/btr7zyCp/PN/MJv6am5tSpU59//rlOp5s3b977778fERHBkpqOQnk6OXDgAJ/PR/0qKirq7t27Go3Gyclp4cKFZqtg83i8UaNGnTlzRiwWu7q6rlq1atSoUebMMnz//feNjY0mqZS9vf3p06dfffVV87w6UKlUe/bs2bZtm4+Pj6Ojo52dXXp6+pgxY1hq2ft/wTBMVlbW559/fubMGX9//6VLl06ZMoW91kUK5SlEp9MlJSVBysrj8Z555pljx445OzvHxMRMnTqVpSr6b3F1dR0wYMCWLVtCQ0Pz8vLMnGVgGCY5OTkhIQGuwFZWVhKJpLm52ZxmPYSQO3fuyGSy5cuX29nZ+fn5PX78mMPhiEQik1exeVCpVFevXt26deujR4/GjBmzdOnSYcOGURHZfyn0lPIfSkhIyK5du4YPHx4bG0sIcXZ25nK5CxcuJIQYjcbr16+np6frdLopU6aMGTOG1UjefPNNvV7/3nvveXp6bty4EVmG1tbW8+fP5+Xl+fv7L1iwgKWTv5eXV3Nzc3p6Opr3mpqaFAqFqZx1//79q1evtre3jx8/fsqUKeztwpVKpWnEcVVVFZfLRa1PoVBcvHjx4cOHLi4u77zzjsk6uM9paGg4cOBASUnJmDFjduzYERgYaPpWYWHhpUuX6uvrhw4dOnv2bJp3oFD+CPHx8fv379++fTtmvjg7O4eGhk6ePJkQ0tHRcfHixYyMDA8Pj3nz5j1hoNO32NnZrV+/PiUl5aeffpo4caIpy5Cfn//jjz82NzePGDFi5syZJtFB3xIdHb1p06a4uDh0KJSUlGDQPSFErVb/9NNPd+7csbW1ffPNN9nLemu1Wj6fb3rdiooKU4qhoqLiwoULVVVVAwcOnDt3Lnuph5s3b544ccJoNL744otr1qwxjQEyGAw///zzjRs3jEbjtGnTzDCQiEL5E2NlZeXr6/vVV19hiysQCNRq9fTp06EYLSsru3DhQk1NzaBBg9555x1WBa2RkZFJSUlpaWk6nc6UZdDr9VevXr158yaXy50xYwZLDbMcDicyMnL37t0pKSkWFhZGo7G0tHTEiBH4bkNDw/nz54uLi0NDQxcsWMBetQ/bXdxu9Hp9XV3d6NGjCSEMw9y8eTM9Pb27u/ull156wlCjDzEYDIcOHfrll19CQkLefffdoUOHmjJNUqn0woUL2dnZPj4+CxYsYKmfhdLnUEXDfyhWVlbh4eFbt27V6XStra1ff/31yJEjo6KiVCrV5s2b79+/P2XKlBEjRhw7dszV1dXX15e9SHQ63Y8//iiXy52cnNDAnJ+fv2rVKqFQOHPmTB6Pd+jQoeeff56NrLOFhUVcXNzu3btrampqamoOHDgwZsyYsWPHGgyGPXv2nDt3btKkSRMnTrxy5Up3d3dERESfBwC4XO7Zs2dDQkKqqqp27dr1/PPPx8fH19TUpKSkaLXaWbNmeXl57dq1a9y4cSxtee3s7AwGw+LFi0ePHm3KszAMc/r06f379w8fPvyVV17Jzs4uLi5OSEhgIwAK5SnB19dXoVAcPnzYxsYmMzMzPT39zTffdHR0rKioSElJIYS88cYbLi4uX3zxxcSJE1nd8ra0tPz4449cLjcmJub/a+/Oo5q61v6BnzAPTgwiaB2uCg6v1OKApQ6o0FIVJwQRUaSIUlFUUEGvFJRJZBQUhKqoUIMooIKKjDLLPCmISjCITDKZAElISPbvj7Pes1i9973rd1t2aOX5/JVzOGvxJaycc/KcvZ+tra2NEIqOjo6KilqzZo2xsXFhYSF5543jV6uqqo4fPz4wMHBgYCAvLy85Ofno0aPq6uptbW2urq7t7e3m5uZaWlohISG6urqYbnnl5eVfvXrFYDDU1NRSU1MfPnzo4OCgoqLy9OnTgICAr7/+2tTUtLGxMScn53eNckeQrKzs9OnTDx8+vGjRIup/zWazPTw8qqurt2/fvmLFiuvXr8+cORNTzwgAxggdHZ2EhISKigoajRYTEyMlJbVt2zaCIB48eHDp0qWlS5eamJjU19cXFxfr6elhTVJWVlZWVqaoqLh+/XpVVdXe3t5z587V1dWZmprq6OhERETMmzdPVVUVx6/W1tYuKipKSkr6/Pnzb7/9xmazHRwcpKWl8/PzPTw8/vGPf+zcuZPFYsXHxxsaGmJ6tKaqqhoVFaWmpiYQCMLCwgYHB21sbAQCgZ+fX3Z29ubNm9esWRMbGztu3LiZM2fiCCAhISEUCrds2WJubj59+nTqz3z16pWrq6uCgsLu3bsVFRXDw8ONjIzg0drfAwJ/Ya2trcHBwSdPnrx//75QKBQIBKdOnXJ2dmaz2eQBKSkpvr6+WDMUFRU5ODh8/vw5Ly9PKBS+fPnSxMTkyZMn1AH29vZ1dXX4ArDZ7JiYGF9f39TUVJFIJBKJ/Pz87Ozs2tvbyQOqqqqOHz+OLwBCKD09/eeff7a1tb13755QKPz48eOuXbuioqJEIhF5gKenZ0ZGBtYMvxMTE7Nnz563b9+Smx0dHebm5uIMAMCXqqio6Jdffjl79mxNTQ1CiMlkmpmZ3blzh/q8u7q65ufnY80QGBj466+/stnssrIyhNC1a9f27dv3/v178qcfPnywsrLCGuDNmzchISGXLl0iTzLd3d3W1tbBwcECgYA84MqVK/fv38cXgMvlhoWFWVlZOTk5kf+IJ0+e7Ny5s7KykjxgcHBw8+bNPB4PX4Z/jXT06FFyXXdyT2Ji4uXLl8UWAIAvFZ/Pj42NPXnyZHBwcE9PD0IoISFh165dr169Ig/o6+vbunWrUCjEl6G/v9/GxqaysrK2trazs3NgYODQoUMeHh5cLpc8gE6nR0ZG4gsgEokyMjJ8fX1v3brV19eHECooKDAxMcnLy6MOsLCwaGtrw1t7Xb4AACAASURBVJfh/fv3//znP/fu3UuuKD80NHT27FlHR8fe3l7ygKysrPPnz+ML8K/q6+tNTEwSExOpPY6OjhUVFeLMAP4wqAb9pWloaBw/fpzavHHjBo/H8/X1VVBQIPcwGAwVFRWsGVasWLF06VIpKalVq1b19fX5+vpaWVlR69z09fV1dXVhbRIzfvz4PXv2UJvJycmvXr0KDAykisoMBoMaYYuJoaEhtZqmUCj08vJau3btTz/9RO4ZGhpqamoyNjbGmmG4srKypKSkCxcuzJkzh9zT0NCA+00AYIxYsWIFucAkQRACgcDLy2vjxo27d+8m9/D5/A8fPuD+uJGr6tJotKVLlxYUFGRkZPj5+VFzuMTwedfS0tLS0qI2/fz85s2bd+zYMfIRE0KosbERa8MgOTk5e3t7e3t7cvPdu3e/mzXd2Ng4fvx4aWlpfBl+JyIiQkZGxtXVlRrg0NDQAC0bAPjzpKWld+3atWvXLnLz1atXdDrdw8ODOskwGAxyEjG+DIqKipGRkdRz8osXL06aNOnMmTPUHgaDsWDBAnwBaDSagYEBtbZCW1tbcHDwsWPHVq1aRe5pb28XCARY25DPmjXL29ub2oyOju7u7vbz86N+qRi+dwzH4XB8fHzMzc2pPkEcDqe9vV2cGcCfIaYmK+DP6+/vT0tLc3JyoqoMtbW1WVlZRkZGuH81dZJNT0+fNWvW1q1byU2EUGRk5IIFC8Q2V0okEj148MDe3p6qMrS0tNy/f3/Tpk3iCUAQRHFxsUgk2r9/P7Xn7t27UlJSZDcN8UhISLC0tKSqDGw2++bNm+J8EwAYI/Lz8+Xk5Pbt20ftiYmJmTRpEtbbTYIgpKSkqFGj8fHx1tbWVJWhp6cnOjpanJXN169ff/z4kaoyEASRkpLS0dFBTSEWgwcPHmzatImqMvB4vIiICEyz9v6t7u7u/Pz8EydOUFWG8vLyoqKiH374QTwBABg7Hjx4YGJiQlUZOBzOr7/+Sj3iwoe63W1raysrKztx4gS1p7CwsLq6mnrmJAZPnjzR09OjGqILhcLw8PDVq1eLrS0ij8d7+vSpo6MjVWV4+/bts2fPyL5F4vH8+fMpU6bs3LmT2kNOWKMuiOAvDkY0/G00NzerqqpSjQAbGhq8vb2tra2nT58+NDRUXFzMZDK/+eYbcmEeTBgMBtX4CiEUFRX18uXL4OBggiC6urpycnIkJCQMDQ3xVVvZbHZvby+1tFhHR8f58+fXrVu3ZMkShFBlZeXr1681NTWxrj3GYDB0dXWpa8/jx48fPXrk5+dHo9H6+vqys7O5XO66deuwLo3R0NDg6OhIvu7r6/Pw8Jg+fTp5DX7z5g3ZLGfNmjViuwUH4EvFYDBWrFhBfcFOTExMT08PCAggCILFYuXk5PD5/PXr1+MbX0COHaBmJrNYLA8Pj/nz55PLy9fW1lZVVc2YMWPVqlX4GuI2NjZ+8803VOPx/Pz8GzduuLu7y8jIcLnc3Nzc3t7e1atXY322z2AwqBo3j8e7ePGilJQU+fyTyWS+ePFCRUVl3bp1+AY4MJnMmTNnUlX1uro6Pz8/suotEAhevHjR3Ny8fPny4cNAAAB/DIPB2Lt3L/may+V6e3tPmjSJfKbNYDDIprz6+vr4Zum/f/9eS0uLemxeXV1NDi6YOHEin88vKChobW3V09PDutg8g8HYsmUL+XpoaCg0NLSzs/P06dMEQbS2tubn5ysoKBgaGuJriNva2iovL0+d05hMppeX165du2bPni0UCktLSxkMhra2NtY1OBkMBnX5QwjduXOnpKQkKCiIIIienp6cnByEkIGBwcSJE/FlAH8GNIP82xg3blxCQoKWlpaysvKzZ88CAgK2bdu2Y8eODx8+uLi4vHr1SlVVNTExUUZGhlqWbMSx2eyCggI9Pb2enp5Lly7V1NScO3dOXV09ISHB29tbTk5uYGCATqevWbMG04lPVlY2Ly9PXl5+1qxZBQUFPj4+Ojo6dnZ2vb29v/zyS3Z2trq6elZWVkdHB75FiRBCjx8/1tPT4/P5169ff/LkyZkzZxYsWPD8+fN//vOfAoFAUlLy1q1bS5cuxXfie/PmDYvFWrRoUU1Njbe3t4qKirOzs0Ag8PX1vXfvnrq6elVVVXl5OTXcDgDwxwgEgtTU1O+++47D4URGRmZkZLi6us6dOzctLc3NzY3s2nD79m1dXV1MBVYajVZbW8vj8ebPn19RUeHt7T1t2jQnJycul+vl5fXo0SN1dfXS0tLa2tpvv/0WRwCCIKSlpePj4/X09Gg0Gp1Oj4mJOX78+PLly8vKylxcXHp7exUVFW/fvq2lpYWvwPrhwwcmk6mjo/Pu3TtfX9+hoSFXV1dpaenLly/fuHFDVVWVwWCQS2BiKrAqKireu3dPW1t7woQJycnJISEhlpaWGzdufPfunbOzMzmZJS4uTklJCVObNADGjsbGxra2tsWLF9fX13t7e8vIyJw5c0ZCQiIoKCgmJmby5Mn19fW5ubn6+vqYCqzy8vJxcXFLlixRUFBITEwMCwuzsbExMDB4/fq1i4tLU1OTkpISnU5XV1fH1469o6Pj5cuXurq6LS0tfn5+bW1t586dmzhxYlRUVEhIyMSJEzs7OxMTE9etW4ep4KKoqJicnDxjxgw1NbXMzEw/Pz8jIyMLC4vW1tbTp09XVFSoqaklJSWJRKJ58+bhCEAQxMDAQHZ2tp6eHpvNvnLlSnFxsZub24wZMx49euTp6SklJcXn86Ojo1euXEkN9wZ/LaPWHQL892pra62trY2NjY8fP15SUoIQqq+vNzMzu3HjxtDQEEKopaXFwsKC6lg24kQi0bVr17Zu3WpiYhISEvL582eEUFhY2J49e+rr68ljIiIi6HQ6pgAIoY8fPx4+fNjY2PjgwYNpaWkIofb2disrq4sXLw4ODiKEBgYGzM3NyWyYJCYm7tixY+vWrT4+Pi0tLQihhIQEU1PToqIi8oCHDx8GBgbiC9Db23v69GljY2MrKyuyUWh/f/+RI0dOnz7NYrEQQkKh8MCBA1SrSADAHxYXF2diYrJt27aLFy92dHQghOh0+s6dO8vLy6kDrly5gi9AV1fXyZMnjY2Nra2tHz58KBKJWCyWnZ2dq6trf38/QkggEFhbWzc1NeHLkJGRYW5uvnnzZnd3dwaDgRDKzMw0MTEhT8IIodzc3LNnz+ILwOFwPD09jY2NLSwsoqOj+Xz+4OCgi4uLg4NDZ2cnecypU6eKi4vxZaioqNi7d6+xsfHJkyerqqoQQtXV1Tt27IiNjSUvu+/evbOxscEXAIAxoq+vz83NzdjY2NLSkk6nCwQCLpfr5OTk6OjY3d2NEBKJREePHqVaw+JQXFxsaWlpbGzs4uLy8uVLhFBpaamJiUl8fDz5eX/58uWhQ4fwBRAIBEFBQZs3bzYzM4uMjORwOCKRyNvb29bW9sOHD+QxPj4+KSkp+DK8fft2//79xsbGDg4OBQUFCCEGg2Fubh4REUE2Bu7q6jIzM6OaBI84kUh069atbdu2bd++PTAwkPzvX7t2zcLCgvynIIRu3boVFRWFKQD4k2DqxN/JwoULo6KiOBwOOUGrp6fHx8dn+/btFhYW5AE0Gm1wcBBfABqNZmtra2VlRRAEOU81KSmpoKDA399/6tSp1DFcLhdfhmnTpl25cmVgYEBBQYFGo/F4PC8vLx0dHWr+sKSk5NDQkEAgwJdh+/btmzdvHhoaIgduFBcX/65rkYSEBNY3YdKkSRcuXOByuTIyMpKSkgghPz+/CRMmnDt3jhw5TL4VWDMAMEbs3Llz+/btIpFIVlaWIIi8vLzExEQfHx9NTU3yAPJEhC+AioqKv78/h8ORk5MjV/+6cOGCurq6q6sr+SBLQkICIYQ1g4GBwdq1a/l8PjmB4vXr12FhYc7OzlTXTNxvgry8vKurK4/Hk5KSIv/q4OBgLpc7vDsygfmkp6Ojc/v2beoS3N7e7uvru3fvXmpOB0EQWC/BAIwR48aNO3/+/PDPu7+/P0EQPj4+5H0XeZOD9eOmq6sbHR3N4/HIM8zHjx/9/f0PHDjw448/kgfgvuWWkpJydHS0t7eXkJAgb+1u377d2Njo7+9PtWDHfeLV1NS8fv16f3//uHHjCIJgsVheXl4bNmyg+hbRaDQ+ny8SiTAFoNFo+/btI7/mkN87UlNTf9cdmSAIrG8C+DNgCvffDI1Go9rAJCYmampqUlUGgiDodDrWmbokGRkZ8tPO4/Hu3Llz6tQpqsrw6dOn9PR0qnUNPoqKiuSfmZGRISEhceTIkeGN0+bMmYNpoWOKlJQUebVDCN28edPW1paqMgwMDDx8+FBfXx9rAIIg5OXlJSUlCYKoqKggVySi5idnZWUJBAKsDTsAGDukpaXJKoNIJLp586a9vT1VZejr63v8+LEYTnoKCgrkpIDi4uKOjg4XFxdquOyzZ89kZGSoSJhISkpSbRqio6NNTU2Hr81x//59MbwJcnJy5F/d2NhYWFj4yy+/UFWGqqoqJpO5fPlyrAGGX4Lj4uKWLVs2vDtybGysGN4EAMYI6vP++vXr6urqX375hZqWW1RU1NnZqaOjgzWAhIQEdYYh5wVTVQaE0N27d8XweZeVlSVv7bq7u5OSklxdXakqQ2NjY0lJiRia8pJVBoIgkpKSpk2bRj5uJNHpdD09PapFLibU9w5yooSTk9Pw7sjPnj2DE+9fFhQa/sYKCwt37NhBbcbHx1dWVpIrQSKEPnz40NfXhzVAVVWVhoYG1Q2B7Eqor69PNokYGBhgMpn4ypykFy9ebNmyhbrhzs/Pf/Dgga2tLbnZ0tLS09ODNcCHDx/YbDbVeJzP5/v6+k6dOpXsmsnj8ZhMJtbhFQRBFBYWGhkZUbe/r1+/vnr16sGDB8kyxKdPnzo6OrAGAGCMaGhoEIlEa9euJTcHBwe9vb01NTWXLVtG/O/nfWhoCGuGwsLCjRs3Ut/5a2pqbty48fPPP5PF1o6Ojk+fPmENwGaza2trqcXGRCLRpUuXaDQaeQsuEAiYTCbu50svXrxYs2YNVVBubm728/P76aefyG8FPT09LS0tWAOQGUxMTKjNmJiYxsZGsju6SCRiMpkDAwO4MwAwFrx48WL9+vWTJk0iNxsbG4ODg21tbckvn11dXW1tbVgDIISKioqG33Jfv369o6ODPAMIhUImk8nhcLBmKC4uXrx4MdUSvqury9PTc8eOHWRnHBaL1dzcjBDCmqGwsNDExIR6sJecnFxQUEDWHRBCzc3NLBYLa4C6urqJEydSHd85HI6Hh8eyZcvI52ocDofJZAqFQqwZwH8Fpk78jSkrK7PZbIIghoaGoqOjU1NT3d3dJ0+eXFBQcPv27f7+foIg9uzZg29BIGVlZQ6HMzQ0JCUl1dzc7O3traam9vPPP/N4vOvXr+fk5CgoKIwbN87d3V1NTQ1TBhUVFbKeghBKSkqKjo52dHTU1NR89erVtWvX2trapKSkjIyMhq9ON7LIjo8cDmfcuHE9PT2+vr48Hs/b2xshFB0d/fTpUzk5ORqN5urqSq1GOeJUVFSok3t+fn5ISMju3bv19PSam5uvXr365s0bOTm5JUuWHD9+nCw9AAD+mEmTJg0NDfF4PHl5+c7OzgsXLhAE4eTkJBQKyZMwOc7Izc0NX0dAFRUV8sxPEERWVlZ4eLiNjc2SJUsaGxsjIiIaGxtlZWVXrFjh4OCAr02aoqIim82Wk5Pr6+sLDg7+8OGDr6+vtLR0QkLCgwcPJCUlRSLRqVOn8HUjV1ZWbmpqIl9XVVX5+fkZGBhs2LChs7Pz6tWr1dXVCgoKc+bMOXPmDDkUBVMG8upDNgbOz8/39PScNGlSVlbWnTt3eDweQujAgQPr1q3DFACAMUJFRaWhoYF8XVpaGhgYuGXLlvXr17e1tV29erW2tlZeXn7+/PkuLi6Y1p2h0WhKSkp9fX3q6urk2rrl5eVeXl7jx49PTU29e/euQCAQiUSHDx/GN76AvN1FCNFotLdv3/r4+Ghra+/evZvNZkdERBQXFysqKqqpqbm5uU2YMAFrBoIghoaG7t69++jRI1dXVw0NjZKSkqioKBaLRaPRdu7cuW3bNkwBlJSUuFyuQCCQlpZua2vz8fEZN26cg4MDn8+PiorKzMxUVFSUk5Nzd3fX0NDAlAH8V2i4q18An/r6eh8fnwULFjQ0NCgoKDg7O0+fPj02NjYxMdHOzs7AwIDFYh07dszLy2v69OmYMoSFhb1+/VpNTa26unrDhg0//fQTi8Vyd3dXUFA4evTotGnTkpOTy8vL8S1u0t7efvbs2ZkzZ3Z0dHA4nFOnTi1cuDAzMzM8PNzCwmLr1q1CodDFxcXKymrp0qWYMiQkJKSkpMyePbuyslJXV9fBwQEh5O3t3d3d7ejoqKWlVVpaev369cjISEwB+vv7z5w5M2nSJC6X29raam9vv2rVqqqqqgsXLhgaGlpaWsrIyPj4+CxZssTY2BhTBgDGCDqdnp2dPWPGjKqqqlWrVtnb2wsEAg8PDw6H4+joOHv27Pz8/Hv37oWGhmIKwGKxTp8+PXny5L6+vs7OzqNHj+rq6paUlPj7+2/atGnXrl2SkpLnz5/X19f//vvvMWXIzMyMiYmZN29eTU3NvHnzTpw4IS8vHxgYWF9ff/z48cWLF797987Dw+PGjRuYhtTy+Xw3NzeEkISERENDg42NzYYNG8hfqqOjs3///gkTJoSGhiorK1OL5I246urqgICAhQsXvnnzRklJ6fTp01OmTImKikpLS7O3t1+9enVXV5ejo+OlS5dwT+UD4MvG4/HOnj0rKysrFAqbmpoOHDhgYGBQV1fn5eWlp6dnbW2toKAQFBQ0c+ZMckgRDqWlpZcvX164cGFtba2Ghoazs7OKikpEREReXt6RI0e+++67tra2kydPhoeHY1pxTCQSXbhwoaura/z48bW1tebm5mZmZq2tre7u7jNmzCCX2r19+/bnz5+PHTuGIwBBEAwGw8PDQ0tLq6mpSVJS0sXFZdasWQkJCbGxsba2tj/88EN/f7+jo+PZs2fxLfx5/fr18vLyqVOnVlVVGRoaHjhwYGBg4Ny5cxISEseOHZsxY0ZaWlpWVpavry+mAOC/I/7+k2AEdXV1paenV1ZWki1wU1JSzM3Nh681cPbs2dzcXKwZqqur09LSurq6EEKDg4PHjx/38vLi8/nkT5uamvbs2YM1QF9fX1ZWVlFREbn0RllZmYmJCbUABELoypUrcXFxWDO8ffs2JSXl48ePCCGRSOTp6enk5ETWnhFCg4ODxsbGHA4HX4DBwcHc3Nzc3FzyMdr79+/NzMySk5OpAxISEi5duoQvAABjR319/bNnz1pbWxFCQqHQzc3NxcVlYGCA/Cmbzd68ebNQKMQXgMvl5uTk5OXlkUvtvH37dseOHdQCEAghOp0eERGBLwBCiMlkpqamkitQIISuXLliZ2dHXghIFhYW5CkRE4FAUFhYmJWVRS698enTpz179kRHR1MHZGVlubu74wuAEOro6EhLS6Oan8fHx1taWjKZTOoAR0fHsrIyrBkAGAv4fH5+fn52djaXy0UItba2WlhYDL+1S0lJ8fHxwZqhtbU1LS2trq6O3Lxz546VldXws9yhQ4eoswEOIpGotLQ0IyODXFiNzWYfOHAgNDSUutxUVlYePXoUXwCEUE9PT0ZGRnl5Ofm9IzMz09TUtLa2ljrA09MzPT0da4aXL1+mpqaSi0Dx+fxTp065u7uTd78Iofb2dlNTU6wBwP8/mDrx96aiomJoaEi+7u7u/vXXX93c3KiWYB0dHeTzJawZhg+OjYuLIwji1KlTw7sS4m5JOG7cOGpsKp/PDw4OPnjwINWljMvlvnjx4syZM1gzaGpqUm97ZmYmOYGQap/z/Pnz2bNnU3OqcZCRkVm9ejW1GRwcvHHjRmr8gkgkev78+fDW6ACAP2zevHnUsuEpKSltbW1BQUFUz7CsrKz58+eTjRsxkZO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title=\"Green\")\n", - "p3 = plot(blue, c=:grays,title=\"Blue\")\n", - "\n", - "plot(p1, p2, p3, layout = (1, 3), size = (1400, 400))" - ] - }, - { - "cell_type": "markdown", - "id": "b48d31dc", - "metadata": {}, - "source": [ - "# Retrieving Image Files\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "05559255", - "metadata": {}, - "source": [ - "The file related to an asset can be retrieved through the `download` method. The cell code below shows ho to download the image file associated to the asset into a folder named `img`:" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "01ea9c7e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\"./img/B05.tif\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "using Downloads\n", - "\n", - "output_path = \"./img\"\n", - "\n", - "isdir(\"img\") || mkdir(\"img\")\n", - "\n", - "Downloads.download(STAC.href(assets[\"B05\"]),joinpath(output_path, \"B05.tif\"))" - ] - }, - { - "cell_type": "markdown", - "id": "90e880cb", - "metadata": {}, - "source": [ - "In order to download all files related to an item, iterate over assets and download each one as following:" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "c122eb3d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "asset_name = \"B01\"\n", - "asset_name = \"B02\"\n", - "asset_name = \"B03\"\n", - "asset_name = \"B04\"\n", - "asset_name = \"B05\"\n", - "asset_name = \"B06\"\n", - "asset_name = \"B07\"\n", - "asset_name = \"B08\"\n", - "asset_name = \"B09\"\n", - "asset_name = \"B11\"\n", - "asset_name = \"B12\"\n", - "asset_name = \"B8A\"\n", - "asset_name = \"EVI\"\n", - "asset_name = \"NBR\"\n", - "asset_name = \"SCL\"\n", - "asset_name = \"NDVI\"\n", - "asset_name = \"CLEAROB\"\n", - "asset_name = \"TOTALOB\"\n", - "asset_name = \"thumbnail\"\n", - "asset_name = \"PROVENANCE\"\n" - ] - } - ], - "source": [ - "for asset in assets\n", - " asset_name = asset[1]\n", - " Downloads.download(STAC.href(asset[2]),joinpath(output_path, \"$asset_name.tif\"))\n", - " @show asset_name\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "3be4bddd", - "metadata": {}, - "source": [ - "# References\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "42297469", - "metadata": {}, - "source": [ - "- [Spatio Temporal Asset Catalog Specification](https://stacspec.org/)\n", - "\n", - "- [Python Client Library for STAC Service](https://pystac-client.readthedocs.io/en/latest/)\n", - "\n", - "- [Introduction to the SpatioTemporal Asset Catalog (STAC)](https://github.com/brazil-data-cube/code-gallery/blob/master/jupyter/Python/stac/stac-introduction.ipynb) ⟶ original Python notebook." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Julia 1.11.7", - "language": "julia", - "name": "julia-1.11" - }, - "language_info": { - "file_extension": ".jl", - "mimetype": "application/julia", - "name": "julia", - "version": "1.11.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From a4cef5c96cf3c786e7f0fde074efc61112e0a174 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?J=C3=BAlia=20Cansado?= <156091433+julcansado@users.noreply.github.com> Date: Thu, 18 Dec 2025 22:45:36 -0300 Subject: [PATCH 3/5] Delete jupyter/Julia/stac_introduction_julia.ipynb --- jupyter/Julia/stac_introduction_julia.ipynb | 1 - 1 file changed, 1 deletion(-) delete mode 100644 jupyter/Julia/stac_introduction_julia.ipynb diff --git a/jupyter/Julia/stac_introduction_julia.ipynb b/jupyter/Julia/stac_introduction_julia.ipynb deleted file mode 100644 index d3f5a12..0000000 --- a/jupyter/Julia/stac_introduction_julia.ipynb +++ /dev/null @@ -1 +0,0 @@ - From 067da2bcd409d09909bcb792e94f20ca9396bcf6 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?J=C3=BAlia=20Cansado?= <156091433+julcansado@users.noreply.github.com> Date: Thu, 18 Dec 2025 22:46:14 -0300 Subject: [PATCH 4/5] Add files via upload --- jupyter/stac_introduction_julia.ipynb | 23088 ++++++++++++++++++++++++ 1 file changed, 23088 insertions(+) create mode 100644 jupyter/stac_introduction_julia.ipynb diff --git a/jupyter/stac_introduction_julia.ipynb b/jupyter/stac_introduction_julia.ipynb new file mode 100644 index 0000000..bac20a4 --- /dev/null +++ b/jupyter/stac_introduction_julia.ipynb @@ -0,0 +1,23088 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "6aff0640", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Introduction to the SpatioTemporal Asset Catalog (STAC) in Julia\n", + "
\n", + "\n", + "
\n", + " \n", + "
\n", + "\n", + "
\n", + "\n", + "
\n", + " Matheus Zaglia, Rennan Marujo, Gilberto R. Queiroz, Felipe Menino Carlos\n", + "

\n", + " Earth Observation and Geoinformatics Division, National Institute for Space Research (INPE)\n", + "
\n", + " Avenida dos Astronautas, 1758, Jardim da Granja, São José dos Campos, SP 12227-010, Brazil\n", + "

\n", + " Contact: brazildatacube@inpe.br\n", + "

\n", + " Last Update: May 21, 2024\n", + "
\n", + "
\n", + "\n", + "
Adapted for Julia by Julia A. Cansado. Sep 20, 2025
\n", + "\n", + "
\n", + "
\n", + "Abstract. This Jupyter Notebook gives an overview on how to use the STAC service to discover and access the data products from the Brazil Data Cube.\n", + "
\n", + "\n", + "
\n", + "
\n", + " This Jupyter Notebook is a supplement to the following paper:\n", + "
\n", + " Zaglia, M.; Vinhas, L.; Queiroz, G. R.; Simões, R. Catalogação de Metadados do Cubo de Dados do Brasil com o SpatioTemporal Asset Catalog. In: Proceedings XX GEOINFO, November 11-13, 2019, São José dos Campos, SP, Brazil. p 280-285.\n", + "
\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "d0113c6e", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Introduction\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "aae75560", + "metadata": {}, + "source": [ + "The [**S**patio**T**emporal **A**sset **C**atalog (STAC)](https://stacspec.org/) is a specification created through the colaboration of several organizations intended to increase satellite image search interoperability.\n", + "\n", + "The diagram depicted in the picture contains the most important concepts behind the STAC data model:\n", + "\n", + "
\n", + "\n", + "
\n", + "Figure 1 - STAC model.\n", + "
\n", + "\n", + "The description of the concepts below are adapted from the [STAC Specification](https://github.com/radiantearth/stac-spec):\n", + "\n", + "- **Item**: a `STAC Item` is the atomic unit of metadata in STAC, providing links to the actual `assets` (including thumbnails) that they represent. It is a `GeoJSON Feature` with additional fields for things like time, links to related entities and mainly to the assets. According to the specification, this is the atomic unit that describes the data to be discovered in a `STAC Catalog` or `Collection`.\n", + "\n", + "- **Asset**: a `spatiotemporal asset` is any file that represents information about the earth captured in a certain space and time.\n", + "\n", + "\n", + "- **Catalog**: provides a structure to link various `STAC Items` together or even to other `STAC Catalogs` or `Collections`.\n", + "\n", + "\n", + "- **Collection:** is a specialization of the `Catalog` that allows additional information about a spatio-temporal collection of data." + ] + }, + { + "cell_type": "markdown", + "id": "05115e53", + "metadata": { + "vscode": { + "languageId": "plaintext" + } + }, + "source": [ + "# STAC Client API\n", + "
\n", + "\n", + "For running the examples in this Jupyter Notebook you will need to install the [STAC.jl](https://juliaclimate.github.io/STAC.jl/dev/). To install it use Pkg, as the following command:" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "ad107305", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1m Updating\u001b[22m\u001b[39m registry at `~/.julia/registries/General.toml`\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m GR_jll ─────────────── v0.73.19+1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m JpegTurbo_jll ──────── v3.1.4+0\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Malt ───────────────── v1.3.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m CodeTracking ───────── v3.0.0\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Preferences ────────── v1.5.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m OpenSSL ────────────── v1.6.1\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m NearestNeighbors ───── v0.4.26\n", + "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m 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+ "\u001b[32m\u001b[1m Deleted\u001b[22m\u001b[39m 46 package installations (49.906 MiB)\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", + "\u001b[32m\u001b[1m 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"Pkg.add(\"Rasters\")\n", + "Pkg.add(\"Proj\")\n", + "Pkg.add(\"Plots\")" + ] + }, + { + "cell_type": "markdown", + "id": "513e5353", + "metadata": {}, + "source": [ + "Note: to take advantage of the Julia language, we're going to add other here packages as well, which will be used throughout the notebook.\n", + "\n", + "This step is called pre-compiling, and it may take a while, but it will make the rest of our coding much faster." + ] + }, + { + "cell_type": "markdown", + "id": "9108ca3c", + "metadata": {}, + "source": [ + "In order to access the funcionalities of the client API, you should import the `stac` package, as follows:" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "191f1a9b", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", + "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" + ] + } + ], + "source": [ + "Pkg.add(\"Downloads\")" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "c5846fbd", + "metadata": {}, + "outputs": [], + "source": [ + "using STAC" + ] + }, + { + "cell_type": "markdown", + "id": "f2bd8093", + "metadata": {}, + "source": [ + "After that, you can check the installed `stac` package version:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "98219e37", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[32m\u001b[1mStatus\u001b[22m\u001b[39m `~/.julia/environments/v1.11/Project.toml`\n", + " \u001b[90m[08e62803] \u001b[39mSTAC v0.1.3\n" + ] + } + ], + "source": [ + "Pkg.status(\"STAC\")" + ] + }, + { + "cell_type": "markdown", + "id": "1978daf8", + "metadata": {}, + "source": [ + "Then, create a `STAC` object attached to the Brazil Data Cube' STAC service:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "4adb444d", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[91m\u001b[1mINPE\u001b[22m\u001b[39m\n", + "\u001b[0mINPE STAC Server\n", + "\u001b[0mThis is the landing page for the INPE STAC server. The SpatioTemporal Asset Catalogs (STAC) provide a standardized way to expose collections of spatial temporal data. Here you will find collections of data provided by projects and areas of INPE.\n", + "Children:\n", + " * \u001b[36mCB4-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mCB4-PAN10M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-2-DN\n", + " * \u001b[36msentinel-3-olci-l1-bundle-1\u001b[39m\u001b[0m: Sentinel-3/OLCI - Level-1B Full Resolution\n", + " * \u001b[36mmosaic-cbers4a-paraiba-3m-1\u001b[39m\u001b[0m: CBERS-4A/WFI 3M Paraíba State Mosaic\n", + " * \u001b[36mLCC_L8_30_16D_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 16D STK\n", + " * \u001b[36mmosaic-landsat-sp-6m-1\u001b[39m\u001b[0m: Landsat 6M São Paulo State Mosaic\n", + " * \u001b[36mmosaic-s2-paraiba-3m-1\u001b[39m\u001b[0m: S2 3M Paraiba State Mosaic\n", + " * \u001b[36mlandsat-2\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2\n", + " * \u001b[36mLCC_L8_30_16D_STK_MataAtlantica-1\u001b[39m\u001b[0m: LCC - Mata Atlantica - LC8 30m 16D STK\n", + " * \u001b[36mmosaic-s2-yanomami_territory-6m-1\u001b[39m\u001b[0m: S2 6M Yanomami Indigenous Territory Mosaic\n", + " * \u001b[36mCB4A-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-2-DN\n", + " * \u001b[36mLCC_L8_30_16D_STK_Pantanal-1\u001b[39m\u001b[0m: LCC - Pantanal - LC8 30m 16D STK\n", + " * \u001b[36mLCC_L8_30_1M_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 1M STK\n", + " * \u001b[36mCB4A-WPM-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-4-DN\n", + " * \u001b[36mMODISA-OCSMART-RRS-MONTHLY-1\u001b[39m\u001b[0m: MODIS-Aqua Monthly Rrs - OC-SMART AC\n", + " * \u001b[36mmosaic-s2-brazil-3m-1\u001b[39m\u001b[0m: S2 3M Mosaic\n", + " * \u001b[36mCB4A-WPM-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-2-DN\n", + " * \u001b[36mAMZ1-WFI-L2-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-2-DN\n", + " * \u001b[36mS2_L2A_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A\n", + " * \u001b[36mmyd13q1-6.1\u001b[39m\u001b[0m: MYD13Q1 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-landsat-amazon-3m-1\u001b[39m\u001b[0m: Landsat 3M Amazon Biome Mosaic\n", + " * \u001b[36mAMZ1-WFI-L4-SR-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-s2-amazon-3m-1\u001b[39m\u001b[0m: S2 3M B11B8AB04 Amazon Biome Mosaic\n", + " * \u001b[36mCBERS4-WFI-16D-2\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Data Cube - LCF 16 days\n", + " * \u001b[36mCB4A-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mS2-16D-2\u001b[39m\u001b[0m: Sentinel-2/MSI - Level-2A - Data Cube - LCF 16 days\n", + " * \u001b[36mLCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Goias - CB4 64m 1M STK\n", + " * \u001b[36mmosaic-landsat-brazil-6m-1\u001b[39m\u001b[0m: Landsat 6M Mosaic\n", + " * \u001b[36mCB4-PAN5M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-2-DN\n", + " * \u001b[36mCB4A-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-2-DN\n", + " * \u001b[36mCB4A-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-4-DN\n", + " * \u001b[36mCB4A-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-DN\n", + " * \u001b[36mAMZ1-WFI-L4-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-DN\n", + " * \u001b[36mCBERS4-MUX-2M-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Data Cube - LCF 2 months\n", + " * \u001b[36mCB2B-HRC-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/HRC - Level-2-DN\n", + " * \u001b[36mCBERS-WFI-8D-1\u001b[39m\u001b[0m: CBERS/WFI - Level-4-SR - Data Cube - LCF 8 days\n", + " * \u001b[36mcharter-wfi-1\u001b[39m\u001b[0m: CHARTER - WFI\n", + " * \u001b[36mCB4-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-2-DN\n", + " * \u001b[36mtopodata-1\u001b[39m\u001b[0m: TOPODATA - Banco de Dados Geomorfométricos do Brasil\n", + " * \u001b[36mmosaic-s2-cerrado-4m-1\u001b[39m\u001b[0m: S2 4M Cerrado Biome Mosaic\n", + " * \u001b[36mmosaic-cbers4-brazil-3m-1\u001b[39m\u001b[0m: CBERS-4/WFI 3M Mosaic\n", + " * \u001b[36mmod13q1-6.1\u001b[39m\u001b[0m: MOD13Q1 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mLCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", + " * \u001b[36mCB4-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-2-DN\n", + " * \u001b[36mmod11a2-6.1\u001b[39m\u001b[0m: MOD11A2 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mmosaic-s2-cerrado-2m-1\u001b[39m\u001b[0m: S2 2M Cerrado Biome Mosaic\n", + " * \u001b[36mCB4-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-DN\n", + " * \u001b[36mLCC_L8_30_16D_STK_Pampa-1\u001b[39m\u001b[0m: LCC - Pampa - LC8 30m 16D STK\n", + " * \u001b[36mCB2-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2/CCD - Level-2-DN\n", + " * \u001b[36mLCC_L8_30_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - LC8 30m 1M STK\n", + " * \u001b[36mLCC_S2_10_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - S2 10m 1M STK\n", + " * \u001b[36mLCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", + " * \u001b[36mLCC_C4_64_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - CB4 64m 1M STK\n", + " * \u001b[36mLCC_L8_30_16D_STK_Amazonia-TC-1\u001b[39m\u001b[0m: LCC - Amazônia - LC8 30m 16D STK\n", + " * \u001b[36mGOES-GL-DSWRF-Daily-1\u001b[39m\u001b[0m: GL1.2 Model - Downward Surface Solar Radiation (Daily Mean)\n", + " * \u001b[36mLCC_L8_30_16D_STK_Caatinga-1\u001b[39m\u001b[0m: LCC - Caatinga - LC8 30m 16D STK\n", + " * \u001b[36mLANDSAT-16D-1\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2 - Data Cube - LCF 16 days\n", + " * \u001b[36mcharter-mux-1\u001b[39m\u001b[0m: CHARTER - MUX\n", + " * \u001b[36mCB4-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-DN\n", + " * \u001b[36mmyd11a2-6.1\u001b[39m\u001b[0m: MYD11A2 v061 - Cloud Optimized GeoTIFF\n", + " * \u001b[36mKD_S2_20M_VISBANDS_CURUAI-1\u001b[39m\u001b[0m: KD - Curuai - S2 20m VisBands\n", + " * \u001b[36mCB4-PAN10M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-4-DN\n", + " * \u001b[36mCB4-PAN5M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-4-DN\n", + " * \u001b[36msentinel-1-grd-bundle-1\u001b[39m\u001b[0m: Sentinel-1 - Level-1 - Interferometric Wide Swath Ground Range Detected High Resolution\n", + " * \u001b[36mmosaic-s2-amazon-1m-1\u001b[39m\u001b[0m: S2 1M Amazon Biome Mosaic\n", + " * \u001b[36mGOES13-L3-IMAGER-1\u001b[39m\u001b[0m: GOES-13/Imager - Level-3 - VIS/IR Imagery (Binary)\n", + " * \u001b[36mCB2B-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/CCD - Level-2-DN\n", + " * \u001b[36mCB2B-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/WFI - Level-2-DN\n", + " * \u001b[36mS2_L2A-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A - Cloud Optimized GeoTIFF\n", + " * \u001b[36mcharter-wpm-1\u001b[39m\u001b[0m: CHARTER - WPM\n", + " * \u001b[36mCB4-MUX-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Cloud Optimized GeoTIFF\n", + " * \u001b[36mtopodata_bundle-1\u001b[39m\u001b[0m: TOPODATA Bundle - Banco de Dados Geomorfométricos do Brasil\n", + " * \u001b[36mcharter-pan-1\u001b[39m\u001b[0m: CHARTER - PAN\n", + " * \u001b[36mmosaic-amazonia1-brazil-3m-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI Image Mosaic of Brazil - 3 Months\n", + " * \u001b[36msamet_hourly-1\u001b[39m\u001b[0m: SAMeT - Hourly South American Mapping of Temperature\n", + " * \u001b[36mprec_merge_hourly-1\u001b[39m\u001b[0m: MERGE - Hourly Gridded Precipitation over South America\n", + " * \u001b[36mCB4A-WPM-PCA-FUSED-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Multispectral and Panchromatic Bands Fusioned\n", + " * \u001b[36mmosaic-s2-amazon-3m-b08b04b03-1\u001b[39m\u001b[0m: S2 3M B08B04B03 Amazon Biome Mosaic\n", + " * \u001b[36mEtaCCDay_CMIP5-1\u001b[39m\u001b[0m: Eta Model - Climate Change - CMIP5 - Day\n", + " * \u001b[36mGOES16-L2-CMI-1\u001b[39m\u001b[0m: GOES-16 Cloud & Moisture Imagery\n", + " * \u001b[36msamet_daily-1\u001b[39m\u001b[0m: SAMeT - Daily South American Mapping of Temperature\n", + " * \u001b[36mprec_merge_daily-1\u001b[39m\u001b[0m: MERGE - Daily Gridded Precipitation over South America\n", + " * \u001b[36mS2_L1C_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-1C\n", + " * \u001b[36mS2-3M-1\u001b[39m\u001b[0m: Sentinel-2 image Mosaic of Brazil - 3 Months\n", + " * \u001b[36mGOES19-L2-CMI-1\u001b[39m\u001b[0m: GOES-19 Cloud & Moisture Imagery\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "service = STAC.Catalog(\"https://data.inpe.br/bdc/stac/v1/\")" + ] + }, + { + "cell_type": "markdown", + "id": "ba9adba7", + "metadata": {}, + "source": [ + "# Listing the Available Data Products\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "7838c387", + "metadata": {}, + "source": [ + "In the Jupyter environment, the `STAC` object will list the available image and data cube collections from the service:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a97d7dc5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(collection) = \"CB4-WFI-L4-SR-1\"\n", + "id(collection) = \"CB4-PAN10M-L2-DN-1\"\n", + "id(collection) = \"sentinel-3-olci-l1-bundle-1\"\n", + "id(collection) = \"mosaic-cbers4a-paraiba-3m-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Cerrado-1\"\n", + "id(collection) = \"mosaic-landsat-sp-6m-1\"\n", + "id(collection) = \"mosaic-s2-paraiba-3m-1\"\n", + "id(collection) = \"landsat-2\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_MataAtlantica-1\"\n", + "id(collection) = \"mosaic-s2-yanomami_territory-6m-1\"\n", + "id(collection) = \"CB4A-MUX-L2-DN-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Pantanal-1\"\n", + "id(collection) = \"LCC_L8_30_1M_STK_Cerrado-1\"\n", + "id(collection) = \"CB4A-WPM-L4-DN-1\"\n", + "id(collection) = \"MODISA-OCSMART-RRS-MONTHLY-1\"\n", + "id(collection) = \"mosaic-s2-brazil-3m-1\"\n", + "id(collection) = \"CB4A-WPM-L2-DN-1\"\n", + "id(collection) = \"AMZ1-WFI-L2-DN-1\"\n", + "id(collection) = \"S2_L2A_BUNDLE-1\"\n", + "id(collection) = \"myd13q1-6.1\"\n", + "id(collection) = \"mosaic-landsat-amazon-3m-1\"\n", + "id(collection) = \"AMZ1-WFI-L4-SR-1\"\n", + "id(collection) = \"mosaic-s2-amazon-3m-1\"\n", + "id(collection) = \"CBERS4-WFI-16D-2\"\n", + "id(collection) = \"CB4A-WFI-L4-SR-1\"\n", + "id(collection) = \"S2-16D-2\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"mosaic-landsat-brazil-6m-1\"\n", + "id(collection) = \"CB4-PAN5M-L2-DN-1\"\n", + "id(collection) = \"CB4A-WFI-L2-DN-1\"\n", + "id(collection) = \"CB4A-MUX-L4-DN-1\"\n", + "id(collection) = \"CB4A-WFI-L4-DN-1\"\n", + "id(collection) = \"AMZ1-WFI-L4-DN-1\"\n", + "id(collection) = \"CBERS4-MUX-2M-1\"\n", + "id(collection) = \"CB2B-HRC-L2-DN-1\"\n", + "id(collection) = \"CBERS-WFI-8D-1\"\n", + "id(collection) = \"charter-wfi-1\"\n", + "id(collection) = \"CB4-MUX-L2-DN-1\"\n", + "id(collection) = \"topodata-1\"\n", + "id(collection) = \"mosaic-s2-cerrado-4m-1\"\n", + "id(collection) = \"mosaic-cbers4-brazil-3m-1\"\n", + "id(collection) = \"mod13q1-6.1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"CB4-WFI-L2-DN-1\"\n", + "id(collection) = \"mod11a2-6.1\"\n", + "id(collection) = \"mosaic-s2-cerrado-2m-1\"\n", + "id(collection) = \"CB4-WFI-L4-DN-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Pampa-1\"\n", + "id(collection) = \"CB2-CCD-L2-DN-1\"\n", + "id(collection) = \"LCC_L8_30_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_S2_10_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_C4_64_1M_STK_PA-SPC-AC-NA-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Amazonia-TC-1\"\n", + "id(collection) = \"GOES-GL-DSWRF-Daily-1\"\n", + "id(collection) = \"LCC_L8_30_16D_STK_Caatinga-1\"\n", + "id(collection) = \"LANDSAT-16D-1\"\n", + "id(collection) = \"charter-mux-1\"\n", + "id(collection) = \"CB4-MUX-L4-DN-1\"\n", + "id(collection) = \"myd11a2-6.1\"\n", + "id(collection) = \"KD_S2_20M_VISBANDS_CURUAI-1\"\n", + "id(collection) = \"CB4-PAN10M-L4-DN-1\"\n", + "id(collection) = \"CB4-PAN5M-L4-DN-1\"\n", + "id(collection) = \"sentinel-1-grd-bundle-1\"\n", + "id(collection) = \"mosaic-s2-amazon-1m-1\"\n", + "id(collection) = \"GOES13-L3-IMAGER-1\"\n", + "id(collection) = \"CB2B-CCD-L2-DN-1\"\n", + "id(collection) = \"CB2B-WFI-L2-DN-1\"\n", + "id(collection) = \"S2_L2A-1\"\n", + "id(collection) = \"charter-wpm-1\"\n", + "id(collection) = \"CB4-MUX-L4-SR-1\"\n", + "id(collection) = \"topodata_bundle-1\"\n", + "id(collection) = \"charter-pan-1\"\n", + "id(collection) = \"mosaic-amazonia1-brazil-3m-1\"\n", + "id(collection) = \"samet_hourly-1\"\n", + "id(collection) = \"prec_merge_hourly-1\"\n", + "id(collection) = \"CB4A-WPM-PCA-FUSED-1\"\n", + "id(collection) = \"mosaic-s2-amazon-3m-b08b04b03-1\"\n", + "id(collection) = \"EtaCCDay_CMIP5-1\"\n", + "id(collection) = \"GOES16-L2-CMI-1\"\n", + "id(collection) = \"samet_daily-1\"\n", + "id(collection) = \"prec_merge_daily-1\"\n", + "id(collection) = \"S2_L1C_BUNDLE-1\"\n", + "id(collection) = \"S2-3M-1\"\n", + "id(collection) = \"GOES19-L2-CMI-1\"\n" + ] + } + ], + "source": [ + "for collection in eachcatalog(service) \n", + " @show id(collection)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "680a5bf7", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Retrieving the Metadata of a Collection\n", + "
\n", + "\n", + "The `bracket notation` (`[]`) returns information about a given image or data cube collection identified by its name. In this example we are retrieving information about the datacube collection `S2-16D-2`:" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "c0bff6d5", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Type: Collection\n", + "ID: S2-16D-2\n" + ] + } + ], + "source": [ + "collection_id = \"S2-16D-2\"\n", + "collection = service[collection_id]\n", + "\n", + "println(\"Type: \", STAC.type(collection))\n", + "println(\"ID: \", STAC.id(collection))\n" + ] + }, + { + "cell_type": "markdown", + "id": "eafa5d2f", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Retrieving Items\n", + "
\n", + "\n", + "The `eachitem` method returns the items of a given collection:" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "d0259449", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(c) = \"S2-16D_V2_003011_20251117\"\n", + "id(c) = \"S2-16D_V2_002015_20251117\"\n", + "id(c) = \"S2-16D_V2_002013_20251117\"\n", + "id(c) = \"S2-16D_V2_002016_20251117\"\n", + "id(c) = \"S2-16D_V2_002011_20251117\"\n", + "id(c) = \"S2-16D_V2_002014_20251117\"\n", + "id(c) = \"S2-16D_V2_002012_20251117\"\n", + "id(c) = \"S2-16D_V2_003013_20251117\"\n", + "id(c) = \"S2-16D_V2_003012_20251117\"\n", + "id(c) = \"S2-16D_V2_001014_20251117\"\n", + "id(c) = \"S2-16D_V2_003015_20251117\"\n", + "id(c) = \"S2-16D_V2_004013_20251117\"\n", + "id(c) = \"S2-16D_V2_003014_20251117\"\n", + "id(c) = \"S2-16D_V2_003016_20251117\"\n", + "id(c) = \"S2-16D_V2_004012_20251117\"\n", + "id(c) = \"S2-16D_V2_004014_20251117\"\n", + "id(c) = \"S2-16D_V2_004015_20251117\"\n", + "id(c) = \"S2-16D_V2_004011_20251117\"\n", + "id(c) = \"S2-16D_V2_004010_20251117\"\n", + "id(c) = \"S2-16D_V2_004016_20251117\"\n", + "id(c) = \"S2-16D_V2_005005_20251117\"\n", + "id(c) = \"S2-16D_V2_005004_20251117\"\n", + "id(c) = \"S2-16D_V2_005009_20251117\"\n", + "id(c) = \"S2-16D_V2_005007_20251117\"\n", + "id(c) = \"S2-16D_V2_005006_20251117\"\n", + "id(c) = \"S2-16D_V2_005012_20251117\"\n", + "id(c) = \"S2-16D_V2_005010_20251117\"\n", + "id(c) = \"S2-16D_V2_005011_20251117\"\n", + "id(c) = \"S2-16D_V2_005013_20251117\"\n", + "id(c) = \"S2-16D_V2_005014_20251117\"\n", + "id(c) = \"S2-16D_V2_006009_20251117\"\n", + "id(c) = \"S2-16D_V2_006007_20251117\"\n", + "id(c) = \"S2-16D_V2_006005_20251117\"\n", + "id(c) = \"S2-16D_V2_006004_20251117\"\n", + "id(c) = \"S2-16D_V2_005017_20251117\"\n", + "id(c) = \"S2-16D_V2_005016_20251117\"\n", + "id(c) = \"S2-16D_V2_005015_20251117\"\n", + "id(c) = \"S2-16D_V2_006006_20251117\"\n", + "id(c) = \"S2-16D_V2_006008_20251117\"\n", + "id(c) = \"S2-16D_V2_006016_20251117\"\n", + "id(c) = \"S2-16D_V2_006010_20251117\"\n", + "id(c) = \"S2-16D_V2_006015_20251117\"\n", + "id(c) = \"S2-16D_V2_006014_20251117\"\n", + "id(c) = \"S2-16D_V2_006011_20251117\"\n", + "id(c) = \"S2-16D_V2_006012_20251117\"\n", + "id(c) = \"S2-16D_V2_006013_20251117\"\n", + "id(c) = \"S2-16D_V2_007006_20251117\"\n", + "id(c) = \"S2-16D_V2_007008_20251117\"\n", + "id(c) = \"S2-16D_V2_006017_20251117\"\n", + "id(c) = \"S2-16D_V2_007009_20251117\"\n", + "id(c) = \"S2-16D_V2_007005_20251117\"\n", + "id(c) = \"S2-16D_V2_007007_20251117\"\n", + "id(c) = \"S2-16D_V2_007003_20251117\"\n", + "id(c) = \"S2-16D_V2_007004_20251117\"\n", + "id(c) = \"S2-16D_V2_007016_20251117\"\n", + "id(c) = \"S2-16D_V2_007013_20251117\"\n", + "id(c) = \"S2-16D_V2_007014_20251117\"\n", + "id(c) = \"S2-16D_V2_007011_20251117\"\n", + "id(c) = \"S2-16D_V2_007012_20251117\"\n", + "id(c) = \"S2-16D_V2_007015_20251117\"\n", + "id(c) = \"S2-16D_V2_007010_20251117\"\n", + "id(c) = \"S2-16D_V2_007017_20251117\"\n", + "id(c) = \"S2-16D_V2_008010_20251117\"\n", + "id(c) = \"S2-16D_V2_008004_20251117\"\n", + "id(c) = \"S2-16D_V2_008008_20251117\"\n", + "id(c) = \"S2-16D_V2_008006_20251117\"\n", + "id(c) = \"S2-16D_V2_008009_20251117\"\n", + "id(c) = \"S2-16D_V2_008005_20251117\"\n", + "id(c) = \"S2-16D_V2_008007_20251117\"\n", + "id(c) = \"S2-16D_V2_008003_20251117\"\n", + "id(c) = \"S2-16D_V2_008017_20251117\"\n", + "id(c) = \"S2-16D_V2_009007_20251117\"\n", + "id(c) = \"S2-16D_V2_008012_20251117\"\n", + "id(c) = \"S2-16D_V2_009005_20251117\"\n", + "id(c) = \"S2-16D_V2_009006_20251117\"\n", + "id(c) = \"S2-16D_V2_008011_20251117\"\n", + "id(c) = \"S2-16D_V2_008013_20251117\"\n", + "id(c) = \"S2-16D_V2_008015_20251117\"\n", + "id(c) = \"S2-16D_V2_008016_20251117\"\n", + "id(c) = \"S2-16D_V2_008014_20251117\"\n", + "id(c) = \"S2-16D_V2_009015_20251117\"\n", + "id(c) = \"S2-16D_V2_009014_20251117\"\n", + "id(c) = \"S2-16D_V2_009010_20251117\"\n", + "id(c) = \"S2-16D_V2_009016_20251117\"\n", + "id(c) = \"S2-16D_V2_010001_20251117\"\n", + "id(c) = \"S2-16D_V2_009012_20251117\"\n", + "id(c) = \"S2-16D_V2_009013_20251117\"\n", + "id(c) = \"S2-16D_V2_009009_20251117\"\n", + "id(c) = \"S2-16D_V2_009011_20251117\"\n", + "id(c) = \"S2-16D_V2_009008_20251117\"\n", + "id(c) = \"S2-16D_V2_010004_20251117\"\n", + "id(c) = \"S2-16D_V2_009017_20251117\"\n", + "id(c) = \"S2-16D_V2_010005_20251117\"\n", + "id(c) = \"S2-16D_V2_010008_20251117\"\n", + "id(c) = \"S2-16D_V2_010006_20251117\"\n", + "id(c) = \"S2-16D_V2_010011_20251117\"\n", + "id(c) = \"S2-16D_V2_010007_20251117\"\n", + "id(c) = \"S2-16D_V2_010009_20251117\"\n", + "id(c) = \"S2-16D_V2_010010_20251117\"\n", + "id(c) = \"S2-16D_V2_010014_20251117\"\n" + ] + } + ], + "source": [ + "for c in eachitem(collection)\n", + " @show id(c)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "5a4116c0", + "metadata": {}, + "source": [ + "In order to support filtering rules through the specification of a rectangle (`bbox`) or a date and time (`datatime`) criterias, use the `Client.search(**kwargs)`:\n" + ] + }, + { + "cell_type": "markdown", + "id": "b0b1e846", + "metadata": {}, + "source": [ + "The method `.search(**kwargs)` returns a `ItemSearch` representation which has handy methods to identify the matched results. For example, to check the number of items matched, use `.matched()`:" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "978c960a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[91m\u001b[1mS2-16D_V2_014015_20190728\u001b[22m\u001b[39m\n", + "\u001b[0mbounding box:\n", + " ┌────── -8.58859───────┐\n", + " │ │\n", + "-62.29310 -61.29249\n", + " │ │\n", + " └────── -9.55619───────┘\n", + "\n", + "\u001b[0mdate time: 2019-07-28T00:00:00\n", + "Assets:\n", + " * \u001b[36mB01\u001b[39m\n", + " * \u001b[36mB02\u001b[39m\n", + " * \u001b[36mB03\u001b[39m\n", + " * \u001b[36mB04\u001b[39m\n", + " * \u001b[36mB05\u001b[39m\n", + " * \u001b[36mB06\u001b[39m\n", + " * \u001b[36mB07\u001b[39m\n", + " * \u001b[36mB08\u001b[39m\n", + " * \u001b[36mB09\u001b[39m\n", + " * \u001b[36mB11\u001b[39m\n", + " * \u001b[36mB12\u001b[39m\n", + " * \u001b[36mB8A\u001b[39m\n", + " * \u001b[36mEVI\u001b[39m\n", + " * \u001b[36mNBR\u001b[39m\n", + " * \u001b[36mSCL\u001b[39m\n", + " * \u001b[36mNDVI\u001b[39m\n", + " * \u001b[36mCLEAROB\u001b[39m\n", + " * \u001b[36mTOTALOB\u001b[39m\n", + " * \u001b[36mthumbnail\u001b[39m\n", + " * \u001b[36mPROVENANCE\u001b[39m\n", + "\n" + ] + } + ], + "source": [ + "using Dates, STAC\n", + "\n", + "time_range = (DateTime(2018,08,01), DateTime(2019,07,31))\n", + "lon_range = (-61.7960,-61.7033)\n", + "lat_range = (-9.0374,-8.9390)\n", + "\n", + "search_results = collect(search(service, collection_id, lon_range, lat_range, time_range))\n", + "println(search_results[1])\n" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "c33e66cf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Number of items found: 24\n" + ] + } + ], + "source": [ + "println(\"Number of items found: \", length(search_results))" + ] + }, + { + "cell_type": "markdown", + "id": "a57a7ed4", + "metadata": {}, + "source": [ + "To iterate over the matched result, use `.items()` to traverse the list of items:" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "a7417509", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "id(item) = \"S2-16D_V2_014015_20190728\"\n", + "id(item) = \"S2-16D_V2_014015_20190712\"\n", + "id(item) = \"S2-16D_V2_014015_20190626\"\n", + "id(item) = \"S2-16D_V2_014015_20190610\"\n", + "id(item) = \"S2-16D_V2_014015_20190525\"\n", + "id(item) = \"S2-16D_V2_014015_20190509\"\n", + "id(item) = \"S2-16D_V2_014015_20190423\"\n", + "id(item) = \"S2-16D_V2_014015_20190407\"\n", + "id(item) = \"S2-16D_V2_014015_20190322\"\n", + "id(item) = \"S2-16D_V2_014015_20190306\"\n", + "id(item) = \"S2-16D_V2_014015_20190218\"\n", + "id(item) = \"S2-16D_V2_014015_20190202\"\n", + "id(item) = \"S2-16D_V2_014015_20190117\"\n", + "id(item) = \"S2-16D_V2_014015_20190101\"\n", + "id(item) = \"S2-16D_V2_014015_20181219\"\n", + "id(item) = \"S2-16D_V2_014015_20181203\"\n", + "id(item) = \"S2-16D_V2_014015_20181117\"\n", + "id(item) = \"S2-16D_V2_014015_20181101\"\n", + "id(item) = \"S2-16D_V2_014015_20181016\"\n", + "id(item) = \"S2-16D_V2_014015_20180930\"\n", + "id(item) = \"S2-16D_V2_014015_20180914\"\n", + "id(item) = \"S2-16D_V2_014015_20180829\"\n", + "id(item) = \"S2-16D_V2_014015_20180813\"\n", + "id(item) = \"S2-16D_V2_014015_20180728\"\n" + ] + } + ], + "source": [ + "for item in search_results\n", + " @show id(item)\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "17487323", + "metadata": {}, + "source": [ + "\n", + "\n", + "# Assets\n", + "
\n", + "\n", + "The assets with the links to the images, thumbnails or specific metadata files, can be accessed through the property `assets` (from a given item):" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "21214e75", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "1-element Vector{STAC.Item}:\n", + " \u001b[91m\u001b[1mS2-16D_V2_014015_20181016\u001b[22m\u001b[39m\n", + "\u001b[0mbounding box:\n", + " ┌────── -8.58859───────┐\n", + " │ │\n", + "-62.29310 -61.29249\n", + " │ │\n", + " └────── -9.55619───────┘\n", + "\n", + "\u001b[0mdate time: 2018-10-16T00:00:00\n", + "Assets:\n", + " * \u001b[36mB01\u001b[39m\n", + " * \u001b[36mB02\u001b[39m\n", + " * \u001b[36mB03\u001b[39m\n", + " * \u001b[36mB04\u001b[39m\n", + " * \u001b[36mB05\u001b[39m\n", + " * \u001b[36mB06\u001b[39m\n", + " * \u001b[36mB07\u001b[39m\n", + " * \u001b[36mB08\u001b[39m\n", + " * \u001b[36mB09\u001b[39m\n", + " * \u001b[36mB11\u001b[39m\n", + " * \u001b[36mB12\u001b[39m\n", + " * \u001b[36mB8A\u001b[39m\n", + " * \u001b[36mEVI\u001b[39m\n", + " * \u001b[36mNBR\u001b[39m\n", + " * \u001b[36mSCL\u001b[39m\n", + " * \u001b[36mNDVI\u001b[39m\n", + " * \u001b[36mCLEAROB\u001b[39m\n", + " * \u001b[36mTOTALOB\u001b[39m\n", + " * \u001b[36mthumbnail\u001b[39m\n", + " * \u001b[36mPROVENANCE\u001b[39m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# println(search_results[1])\n", + "target_id = \"S2-16D_V2_014015_20181016\"\n", + "found_item = filter(item -> STAC.id(item) == target_id, search_results)\n", + "# println((search_results[\"S2-16D_V2_014015_20190728\"]))\n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "c8c49c4e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "KeySet for a OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries. Keys:\n", + " \"B01\"\n", + " \"B02\"\n", + " \"B03\"\n", + " \"B04\"\n", + " \"B05\"\n", + " \"B06\"\n", + " \"B07\"\n", + " \"B08\"\n", + " \"B09\"\n", + " \"B11\"\n", + " \"B12\"\n", + " \"B8A\"\n", + " \"EVI\"\n", + " \"NBR\"\n", + " \"SCL\"\n", + " \"NDVI\"\n", + " \"CLEAROB\"\n", + " \"TOTALOB\"\n", + " \"thumbnail\"\n", + " \"PROVENANCE\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "assets = keys(search_results[1])" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "2608d4e8", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries:\n", + " \"B01\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B02\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B03\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B04\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B05\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B06\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B07\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B08\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B09\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B11\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B12\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"B8A\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"EVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"NBR\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"SCL\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"NDVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"CLEAROB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"TOTALOB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", + " \"thumbnail\" => \u001b[0mtype: image/png\u001b[0m…\n", + " \"PROVENANCE\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "test = search_results[1]\n", + "assets = test.assets" + ] + }, + { + "cell_type": "markdown", + "id": "2be2b119", + "metadata": {}, + "source": [ + "The metadata related to the Sentinel-2/MSI blue band is available under the dictionary key `B02`:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "f38c9245", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimized\n", + "\u001b[0mhref: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", + "\n" + ] + } + ], + "source": [ + "blue_asset = assets[\"B01\"]\n", + "println(blue_asset)\n", + "#get profile with rasteio + blocksize" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "106ad46f", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "STAC.href(blue_asset)" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "id": "57aeeec1", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asset = \"B01\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", + "\n", + "asset = \"B02\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B02.tif\n", + "\n", + "asset = \"B03\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B03.tif\n", + "\n", + "asset = \"B04\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B04.tif\n", + "\n", + "asset = \"B05\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B05.tif\n", + "\n", + "asset = \"B06\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B06.tif\n", + "\n", + "asset = \"B07\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B07.tif\n", + "\n", + "asset = \"B08\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", + "\n", + "asset = \"B09\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B09.tif\n", + "\n", + "asset = \"B11\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B11.tif\n", + "\n", + "asset = \"B12\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B12.tif\n", + "\n", + "asset = \"B8A\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B8A.tif\n", + "\n", + "asset = \"EVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_EVI.tif\n", + "\n", + "asset = \"NBR\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NBR.tif\n", + "\n", + "asset = \"SCL\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_SCL.tif\n", + "\n", + "asset = \"NDVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NDVI.tif\n", + "\n", + "asset = \"CLEAROB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_CLEAROB.tif\n", + "\n", + "asset = \"TOTALOB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_TOTALOB.tif\n", + "\n", + "asset = \"thumbnail\" => type: image/png\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728.png\n", + "\n", + "asset = \"PROVENANCE\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", + "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_PROVENANCE.tif\n", + "\n" + ] + } + ], + "source": [ + "for asset in assets\n", + " @show asset\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "40cc5e85", + "metadata": {}, + "source": [ + "# Using Rasters.jl\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "234e7727", + "metadata": {}, + "source": [ + "The `Rasters.jl` library can be used to read image files from the Brazil Data Cube' service on-the-fly and then to create arrays. The `Raster` method of an `Item` can be used to perform the reading and array creation:\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3aa51c8c", + "metadata": {}, + "outputs": [], + "source": [ + "using Rasters\n", + "import ArchGDAL" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "e86e9713", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m10560\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────┴───────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.20799e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.208e6), Y = (1.0264e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m filename: \u001b[39mhttps://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "nir = Raster(STAC.href(assets[\"B08\"]), lazy=true)" + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "id": "b3ab2b5e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m5\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10244e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.10245e6), Y = (1.0264e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.0264e7\u001b[39m \u001b[38;5;32m1.0264e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 2646 2860 2669 2578\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 2476 2777 2614 2544\n", + " \u001b[38;5;209m4.10242e6\u001b[39m 2437 2560 2553 2530\n", + " \u001b[38;5;209m4.10243e6\u001b[39m 2588 2726 2593 2559\n", + " \u001b[38;5;209m4.10244e6\u001b[39m 2838 2793 … 2646 2565" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "nir_slice = nir[1:5, :]\n", + "display(nir_slice)" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "5d68d985", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 209 209 204 203\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 202 200 196 196\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 289 296 267 240\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 272 291 … 190 213" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "red = Raster(STAC.href(assets[\"B04\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "f3d0e1ac", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 376 384 387 356\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 367 373 331 337\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 545 517 496 423\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 523 521 … 328 325" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "green = Raster(STAC.href(assets[\"B03\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "id": "dc8e11b7", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", + " \u001b[38;5;209m4.1024e6\u001b[39m 231 222 244 241\n", + " \u001b[38;5;209m4.10241e6\u001b[39m 198 175 219 217\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.10738e6\u001b[39m 242 269 226 232\n", + " \u001b[38;5;209m4.10739e6\u001b[39m 253 256 … 166 169" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "blue = Raster(STAC.href(assets[\"B02\"]), lazy=true)[X(1:500), Y(1:500)]" + ] + }, + { + "cell_type": "markdown", + "id": "ddef1541", + "metadata": {}, + "source": [ + "You can also load using Coordinates:" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "id": "e718f209", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(1000, 1000)\n" + ] + }, + { + "data": { + "text/plain": [ + "\u001b[90m┌ \u001b[39m\u001b[38;5;209m1000\u001b[39m×\u001b[38;5;32m1000\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", + "\u001b[90m├────────────────────────────────────────────┴─────────────────────────── dims ┐\u001b[39m\n", + " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.15e6:10.0:4.15999e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", + " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.030999e7:-10.0:1.03e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", + "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", + " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", + " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", + "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", + "\u001b[90m missingval: \u001b[39mmissing\n", + "\u001b[90m extent: \u001b[39mExtent(X = (4.15e6, 4.16e6), Y = (1.03e7, 1.031e7))\n", + "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", + "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", + " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m … \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m\n", + " \u001b[38;5;209m4.15e6\u001b[39m 448 381 360 687 665 666\n", + " \u001b[38;5;209m4.15001e6\u001b[39m 424 382 337 651 664 659\n", + " ⋮ ⋱ ⋮\n", + " \u001b[38;5;209m4.15998e6\u001b[39m 774 786 791 337 318 315\n", + " \u001b[38;5;209m4.15999e6\u001b[39m 623 657 713 … 325 326 333" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "using Rasters, ArchGDAL\n", + "\n", + "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(4150000.0..4160000.0), Y(10300000.0..10310000.0)]\n", + "println(size(rst))\n", + "rst" + ] + }, + { + "cell_type": "markdown", + "id": "24ca7623", + "metadata": {}, + "source": [ + "If you wish you can use lat long coordinates and reproject them into the Albers Equal Area Projection, which is used in the BDC products:" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "id": "7bee1b73", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "PROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_ellipsoid\",SPHEROID[\"GRS 1980\",6378137,298.257222101004,AUTHORITY[\"EPSG\",\"7019\"]]],PRIMEM[\"Greenwich\",0],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]]],PROJECTION[\"Albers_Conic_Equal_Area\"],PARAMETER[\"latitude_of_center\",-12],PARAMETER[\"longitude_of_center\",-54],PARAMETER[\"standard_parallel_1\",-2],PARAMETER[\"standard_parallel_2\",-22],PARAMETER[\"false_easting\",5000000],PARAMETER[\"false_northing\",10000000],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH]]\n" + ] + } + ], + "source": [ + "raster_wkt = crs(rst).val\n", + "println(raster_wkt)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "id": "fbabe737", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "-61.796, -9.0374, -61.7033, -8.939\n", + "4.1546502708582133e6, 1.0320765662874771e7, 4.164395760825622e6, 1.033207300638397e7\n", + "(973, 1130)\n" + ] + } + ], + "source": [ + "using Rasters, Proj\n", + "\n", + "in_proj = Proj.CRS(\"EPSG:4326\") # WGS84\n", + "out_proj = Proj.CRS(raster_wkt)\n", + "# out_proj\n", + "transformer = Proj.Transformation(in_proj, out_proj, always_xy=true)\n", + "x1, y1 = -61.7960, -9.0374\n", + "x2, y2 = -61.7033, -8.9390\n", + "x1_reproj, y1_reproj = transformer((x1, y1))\n", + "x2_reproj, y2_reproj = transformer((x2, y2))\n", + "println(\"$x1, $y1, $x2, $y2\")\n", + "println(\"$x1_reproj, $y1_reproj, $x2_reproj, $y2_reproj\")\n", + "\n", + "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]\n", + "println(size(rst))" + ] + }, + { + "cell_type": "markdown", + "id": "ff379e24", + "metadata": {}, + "source": [ + "If you ran the python version of this notebook, there are some small but important differences in the above result:\n", + "\n", + "The resulting shape of python's result is `shape = (1131, 975)`. Here, we have got `size = (973, 1130)` . Python prints arrays as `(rows, columns)`, while Julia has `(columns, rows)` as default.\n", + "\n", + "Also, the difference in pixels could be from the differences beetween the functions used. Rasterio's `from_bounds` function includes any pixels that touch the bounding box, while what we do in the following line:\n", + "
\n", + "\n", + "`rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]`\n", + "
\n", + "with the `..` operator is gets pixels which centers within these coordinates.\n", + "\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "id": "8badad96", + "metadata": {}, + "source": [ + "# Using Plots to Visualize Images\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "0e26c33b", + "metadata": {}, + "source": [ + "The `Plots` can be used to plot the arrays read in the last section:" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "id": "735591cc", + "metadata": {}, + "outputs": [], + "source": [ + "using Plots, Plots.Measures" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "11451851", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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title=\"Green\")\n", + "p3 = plot(blue, c=:grays,title=\"Blue\")\n", + "\n", + "plot(p1, p2, p3, layout = (1, 3), size = (1400, 400))" + ] + }, + { + "cell_type": "markdown", + "id": "b48d31dc", + "metadata": {}, + "source": [ + "# Retrieving Image Files\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "05559255", + "metadata": {}, + "source": [ + "The file related to an asset can be retrieved through the `download` method. The cell code below shows ho to download the image file associated to the asset into a folder named `img`:" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "01ea9c7e", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "\"./img/B05.tif\"" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "using Downloads\n", + "\n", + "output_path = \"./img\"\n", + "\n", + "isdir(\"img\") || mkdir(\"img\")\n", + "\n", + "Downloads.download(STAC.href(assets[\"B05\"]),joinpath(output_path, \"B05.tif\"))" + ] + }, + { + "cell_type": "markdown", + "id": "90e880cb", + "metadata": {}, + "source": [ + "In order to download all files related to an item, iterate over assets and download each one as following:" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "c122eb3d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "asset_name = \"B01\"\n", + "asset_name = \"B02\"\n", + "asset_name = \"B03\"\n", + "asset_name = \"B04\"\n", + "asset_name = \"B05\"\n", + "asset_name = \"B06\"\n", + "asset_name = \"B07\"\n", + "asset_name = \"B08\"\n", + "asset_name = \"B09\"\n", + "asset_name = \"B11\"\n", + "asset_name = \"B12\"\n", + "asset_name = \"B8A\"\n", + "asset_name = \"EVI\"\n", + "asset_name = \"NBR\"\n", + "asset_name = \"SCL\"\n", + "asset_name = \"NDVI\"\n", + "asset_name = \"CLEAROB\"\n", + "asset_name = \"TOTALOB\"\n", + "asset_name = \"thumbnail\"\n", + "asset_name = \"PROVENANCE\"\n" + ] + } + ], + "source": [ + "for asset in assets\n", + " asset_name = asset[1]\n", + " Downloads.download(STAC.href(asset[2]),joinpath(output_path, \"$asset_name.tif\"))\n", + " @show asset_name\n", + "end" + ] + }, + { + "cell_type": "markdown", + "id": "3be4bddd", + "metadata": {}, + "source": [ + "# References\n", + "
" + ] + }, + { + "cell_type": "markdown", + "id": "42297469", + "metadata": {}, + "source": [ + "- [Spatio Temporal Asset Catalog Specification](https://stacspec.org/)\n", + "\n", + "- [Python Client Library for STAC Service](https://pystac-client.readthedocs.io/en/latest/)\n", + "\n", + "- [Introduction to the SpatioTemporal Asset Catalog (STAC)](https://github.com/brazil-data-cube/code-gallery/blob/master/jupyter/Python/stac/stac-introduction.ipynb) ⟶ original Python notebook." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Julia 1.11.7", + "language": "julia", + "name": "julia-1.11" + }, + "language_info": { + "file_extension": ".jl", + "mimetype": "application/julia", + "name": "julia", + "version": "1.11.7" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 545a00763e51400f69af706cba6d28e37da2e961 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?J=C3=BAlia=20Cansado?= <156091433+julcansado@users.noreply.github.com> Date: Thu, 18 Dec 2025 22:46:59 -0300 Subject: [PATCH 5/5] Rename jupyter/stac_introduction_julia.ipynb to jupyter/Julia/stac_introduction_julia.ipynb --- jupyter/Julia/stac_introduction_julia.ipynb | 1 + jupyter/stac_introduction_julia.ipynb | 23088 ------------------ 2 files changed, 1 insertion(+), 23088 deletions(-) create mode 100644 jupyter/Julia/stac_introduction_julia.ipynb delete mode 100644 jupyter/stac_introduction_julia.ipynb diff --git a/jupyter/Julia/stac_introduction_julia.ipynb b/jupyter/Julia/stac_introduction_julia.ipynb new file mode 100644 index 0000000..d3f5a12 --- /dev/null +++ b/jupyter/Julia/stac_introduction_julia.ipynb @@ -0,0 +1 @@ + diff --git a/jupyter/stac_introduction_julia.ipynb b/jupyter/stac_introduction_julia.ipynb deleted file mode 100644 index bac20a4..0000000 --- a/jupyter/stac_introduction_julia.ipynb +++ /dev/null @@ -1,23088 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "id": "6aff0640", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Introduction to the SpatioTemporal Asset Catalog (STAC) in Julia\n", - "
\n", - "\n", - "
\n", - " \n", - "
\n", - "\n", - "
\n", - "\n", - "
\n", - " Matheus Zaglia, Rennan Marujo, Gilberto R. Queiroz, Felipe Menino Carlos\n", - "

\n", - " Earth Observation and Geoinformatics Division, National Institute for Space Research (INPE)\n", - "
\n", - " Avenida dos Astronautas, 1758, Jardim da Granja, São José dos Campos, SP 12227-010, Brazil\n", - "

\n", - " Contact: brazildatacube@inpe.br\n", - "

\n", - " Last Update: May 21, 2024\n", - "
\n", - "
\n", - "\n", - "
Adapted for Julia by Julia A. Cansado. Sep 20, 2025
\n", - "\n", - "
\n", - "
\n", - "Abstract. This Jupyter Notebook gives an overview on how to use the STAC service to discover and access the data products from the Brazil Data Cube.\n", - "
\n", - "\n", - "
\n", - "
\n", - " This Jupyter Notebook is a supplement to the following paper:\n", - "
\n", - " Zaglia, M.; Vinhas, L.; Queiroz, G. R.; Simões, R. Catalogação de Metadados do Cubo de Dados do Brasil com o SpatioTemporal Asset Catalog. In: Proceedings XX GEOINFO, November 11-13, 2019, São José dos Campos, SP, Brazil. p 280-285.\n", - "
\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "d0113c6e", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Introduction\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "aae75560", - "metadata": {}, - "source": [ - "The [**S**patio**T**emporal **A**sset **C**atalog (STAC)](https://stacspec.org/) is a specification created through the colaboration of several organizations intended to increase satellite image search interoperability.\n", - "\n", - "The diagram depicted in the picture contains the most important concepts behind the STAC data model:\n", - "\n", - "
\n", - "\n", - "
\n", - "Figure 1 - STAC model.\n", - "
\n", - "\n", - "The description of the concepts below are adapted from the [STAC Specification](https://github.com/radiantearth/stac-spec):\n", - "\n", - "- **Item**: a `STAC Item` is the atomic unit of metadata in STAC, providing links to the actual `assets` (including thumbnails) that they represent. It is a `GeoJSON Feature` with additional fields for things like time, links to related entities and mainly to the assets. According to the specification, this is the atomic unit that describes the data to be discovered in a `STAC Catalog` or `Collection`.\n", - "\n", - "- **Asset**: a `spatiotemporal asset` is any file that represents information about the earth captured in a certain space and time.\n", - "\n", - "\n", - "- **Catalog**: provides a structure to link various `STAC Items` together or even to other `STAC Catalogs` or `Collections`.\n", - "\n", - "\n", - "- **Collection:** is a specialization of the `Catalog` that allows additional information about a spatio-temporal collection of data." - ] - }, - { - "cell_type": "markdown", - "id": "05115e53", - "metadata": { - "vscode": { - "languageId": "plaintext" - } - }, - "source": [ - "# STAC Client API\n", - "
\n", - "\n", - "For running the examples in this Jupyter Notebook you will need to install the [STAC.jl](https://juliaclimate.github.io/STAC.jl/dev/). To install it use Pkg, as the following command:" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "id": "ad107305", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1m Updating\u001b[22m\u001b[39m registry at `~/.julia/registries/General.toml`\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m GR_jll ─────────────── v0.73.19+1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m JpegTurbo_jll ──────── v3.1.4+0\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Malt ───────────────── v1.3.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m CodeTracking ───────── v3.0.0\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Preferences ────────── v1.5.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m OpenSSL ────────────── v1.6.1\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m NearestNeighbors ───── v0.4.26\n", - "\u001b[32m\u001b[1m Installed\u001b[22m\u001b[39m Pango_jll ──────────── v1.57.0+0\n", - 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"\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n", - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" - ] - } - ], - "source": [ - "using Pkg\n", - "Pkg.update()\n", - "Pkg.add(\"STAC\")\n", - "Pkg.add(\"GDAL\")\n", - "Pkg.add(\"ArchGDAL\")\n", - "Pkg.add(\"Rasters\")\n", - "Pkg.add(\"Proj\")\n", - "Pkg.add(\"Plots\")" - ] - }, - { - "cell_type": "markdown", - "id": "513e5353", - "metadata": {}, - "source": [ - "Note: to take advantage of the Julia language, we're going to add other here packages as well, which will be used throughout the notebook.\n", - "\n", - "This step is called pre-compiling, and it may take a while, but it will make the rest of our coding much faster." - ] - }, - { - "cell_type": "markdown", - "id": "9108ca3c", - "metadata": {}, - "source": [ - "In order to access the funcionalities of the client API, you should import the `stac` package, as follows:" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "191f1a9b", - "metadata": {}, - "outputs": [ - { - "name": "stderr", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1m Resolving\u001b[22m\u001b[39m package versions...\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Project.toml`\n", - "\u001b[32m\u001b[1m No Changes\u001b[22m\u001b[39m to `~/.julia/environments/v1.11/Manifest.toml`\n" - ] - } - ], - "source": [ - "Pkg.add(\"Downloads\")" - ] - }, - { - "cell_type": "code", - "execution_count": 3, - "id": "c5846fbd", - "metadata": {}, - "outputs": [], - "source": [ - "using STAC" - ] - }, - { - "cell_type": "markdown", - "id": "f2bd8093", - "metadata": {}, - "source": [ - "After that, you can check the installed `stac` package version:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "98219e37", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[32m\u001b[1mStatus\u001b[22m\u001b[39m `~/.julia/environments/v1.11/Project.toml`\n", - " \u001b[90m[08e62803] \u001b[39mSTAC v0.1.3\n" - ] - } - ], - "source": [ - "Pkg.status(\"STAC\")" - ] - }, - { - "cell_type": "markdown", - "id": "1978daf8", - "metadata": {}, - "source": [ - "Then, create a `STAC` object attached to the Brazil Data Cube' STAC service:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "4adb444d", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[91m\u001b[1mINPE\u001b[22m\u001b[39m\n", - "\u001b[0mINPE STAC Server\n", - "\u001b[0mThis is the landing page for the INPE STAC server. The SpatioTemporal Asset Catalogs (STAC) provide a standardized way to expose collections of spatial temporal data. Here you will find collections of data provided by projects and areas of INPE.\n", - "Children:\n", - " * \u001b[36mCB4-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mCB4-PAN10M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-2-DN\n", - " * \u001b[36msentinel-3-olci-l1-bundle-1\u001b[39m\u001b[0m: Sentinel-3/OLCI - Level-1B Full Resolution\n", - " * \u001b[36mmosaic-cbers4a-paraiba-3m-1\u001b[39m\u001b[0m: CBERS-4A/WFI 3M Paraíba State Mosaic\n", - " * \u001b[36mLCC_L8_30_16D_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 16D STK\n", - " * \u001b[36mmosaic-landsat-sp-6m-1\u001b[39m\u001b[0m: Landsat 6M São Paulo State Mosaic\n", - " * \u001b[36mmosaic-s2-paraiba-3m-1\u001b[39m\u001b[0m: S2 3M Paraiba State Mosaic\n", - " * \u001b[36mlandsat-2\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2\n", - " * \u001b[36mLCC_L8_30_16D_STK_MataAtlantica-1\u001b[39m\u001b[0m: LCC - Mata Atlantica - LC8 30m 16D STK\n", - " * \u001b[36mmosaic-s2-yanomami_territory-6m-1\u001b[39m\u001b[0m: S2 6M Yanomami Indigenous Territory Mosaic\n", - " * \u001b[36mCB4A-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-2-DN\n", - " * \u001b[36mLCC_L8_30_16D_STK_Pantanal-1\u001b[39m\u001b[0m: LCC - Pantanal - LC8 30m 16D STK\n", - " * \u001b[36mLCC_L8_30_1M_STK_Cerrado-1\u001b[39m\u001b[0m: LCC - Cerrado - LC8 30m 1M STK\n", - " * \u001b[36mCB4A-WPM-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-4-DN\n", - " * \u001b[36mMODISA-OCSMART-RRS-MONTHLY-1\u001b[39m\u001b[0m: MODIS-Aqua Monthly Rrs - OC-SMART AC\n", - " * \u001b[36mmosaic-s2-brazil-3m-1\u001b[39m\u001b[0m: S2 3M Mosaic\n", - " * \u001b[36mCB4A-WPM-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Level-2-DN\n", - " * \u001b[36mAMZ1-WFI-L2-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-2-DN\n", - " * \u001b[36mS2_L2A_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A\n", - " * \u001b[36mmyd13q1-6.1\u001b[39m\u001b[0m: MYD13Q1 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-landsat-amazon-3m-1\u001b[39m\u001b[0m: Landsat 3M Amazon Biome Mosaic\n", - " * \u001b[36mAMZ1-WFI-L4-SR-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-s2-amazon-3m-1\u001b[39m\u001b[0m: S2 3M B11B8AB04 Amazon Biome Mosaic\n", - " * \u001b[36mCBERS4-WFI-16D-2\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-SR - Data Cube - LCF 16 days\n", - " * \u001b[36mCB4A-WFI-L4-SR-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mS2-16D-2\u001b[39m\u001b[0m: Sentinel-2/MSI - Level-2A - Data Cube - LCF 16 days\n", - " * \u001b[36mLCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Goias - CB4 64m 1M STK\n", - " * \u001b[36mmosaic-landsat-brazil-6m-1\u001b[39m\u001b[0m: Landsat 6M Mosaic\n", - " * \u001b[36mCB4-PAN5M-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-2-DN\n", - " * \u001b[36mCB4A-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-2-DN\n", - " * \u001b[36mCB4A-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/MUX - Level-4-DN\n", - " * \u001b[36mCB4A-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4A/WFI - Level-4-DN\n", - " * \u001b[36mAMZ1-WFI-L4-DN-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI - Level-4-DN\n", - " * \u001b[36mCBERS4-MUX-2M-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Data Cube - LCF 2 months\n", - " * \u001b[36mCB2B-HRC-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/HRC - Level-2-DN\n", - " * \u001b[36mCBERS-WFI-8D-1\u001b[39m\u001b[0m: CBERS/WFI - Level-4-SR - Data Cube - LCF 8 days\n", - " * \u001b[36mcharter-wfi-1\u001b[39m\u001b[0m: CHARTER - WFI\n", - " * \u001b[36mCB4-MUX-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-2-DN\n", - " * \u001b[36mtopodata-1\u001b[39m\u001b[0m: TOPODATA - Banco de Dados Geomorfométricos do Brasil\n", - " * \u001b[36mmosaic-s2-cerrado-4m-1\u001b[39m\u001b[0m: S2 4M Cerrado Biome Mosaic\n", - " * \u001b[36mmosaic-cbers4-brazil-3m-1\u001b[39m\u001b[0m: CBERS-4/WFI 3M Mosaic\n", - " * \u001b[36mmod13q1-6.1\u001b[39m\u001b[0m: MOD13Q1 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mLCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", - " * \u001b[36mCB4-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-2-DN\n", - " * \u001b[36mmod11a2-6.1\u001b[39m\u001b[0m: MOD11A2 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mmosaic-s2-cerrado-2m-1\u001b[39m\u001b[0m: S2 2M Cerrado Biome Mosaic\n", - " * \u001b[36mCB4-WFI-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/WFI - Level-4-DN\n", - " * \u001b[36mLCC_L8_30_16D_STK_Pampa-1\u001b[39m\u001b[0m: LCC - Pampa - LC8 30m 16D STK\n", - " * \u001b[36mCB2-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2/CCD - Level-2-DN\n", - " * \u001b[36mLCC_L8_30_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - LC8 30m 1M STK\n", - " * \u001b[36mLCC_S2_10_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - S2 10m 1M STK\n", - " * \u001b[36mLCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Mato Grosso - CB4 64m 1M STK\n", - " * \u001b[36mLCC_C4_64_1M_STK_PA-SPC-AC-NA-1\u001b[39m\u001b[0m: LCC - Bahia - CB4 64m 1M STK\n", - " * \u001b[36mLCC_L8_30_16D_STK_Amazonia-TC-1\u001b[39m\u001b[0m: LCC - Amazônia - LC8 30m 16D STK\n", - " * \u001b[36mGOES-GL-DSWRF-Daily-1\u001b[39m\u001b[0m: GL1.2 Model - Downward Surface Solar Radiation (Daily Mean)\n", - " * \u001b[36mLCC_L8_30_16D_STK_Caatinga-1\u001b[39m\u001b[0m: LCC - Caatinga - LC8 30m 16D STK\n", - " * \u001b[36mLANDSAT-16D-1\u001b[39m\u001b[0m: Landsat Collection 2 - Level-2 - Data Cube - LCF 16 days\n", - " * \u001b[36mcharter-mux-1\u001b[39m\u001b[0m: CHARTER - MUX\n", - " * \u001b[36mCB4-MUX-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-DN\n", - " * \u001b[36mmyd11a2-6.1\u001b[39m\u001b[0m: MYD11A2 v061 - Cloud Optimized GeoTIFF\n", - " * \u001b[36mKD_S2_20M_VISBANDS_CURUAI-1\u001b[39m\u001b[0m: KD - Curuai - S2 20m VisBands\n", - " * \u001b[36mCB4-PAN10M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN10M - Level-4-DN\n", - " * \u001b[36mCB4-PAN5M-L4-DN-1\u001b[39m\u001b[0m: CBERS-4/PAN5M - Level-4-DN\n", - " * \u001b[36msentinel-1-grd-bundle-1\u001b[39m\u001b[0m: Sentinel-1 - Level-1 - Interferometric Wide Swath Ground Range Detected High Resolution\n", - " * \u001b[36mmosaic-s2-amazon-1m-1\u001b[39m\u001b[0m: S2 1M Amazon Biome Mosaic\n", - " * \u001b[36mGOES13-L3-IMAGER-1\u001b[39m\u001b[0m: GOES-13/Imager - Level-3 - VIS/IR Imagery (Binary)\n", - " * \u001b[36mCB2B-CCD-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/CCD - Level-2-DN\n", - " * \u001b[36mCB2B-WFI-L2-DN-1\u001b[39m\u001b[0m: CBERS-2B/WFI - Level-2-DN\n", - " * \u001b[36mS2_L2A-1\u001b[39m\u001b[0m: Sentinel-2 - Level-2A - Cloud Optimized GeoTIFF\n", - " * \u001b[36mcharter-wpm-1\u001b[39m\u001b[0m: CHARTER - WPM\n", - " * \u001b[36mCB4-MUX-L4-SR-1\u001b[39m\u001b[0m: CBERS-4/MUX - Level-4-SR - Cloud Optimized GeoTIFF\n", - " * \u001b[36mtopodata_bundle-1\u001b[39m\u001b[0m: TOPODATA Bundle - Banco de Dados Geomorfométricos do Brasil\n", - " * \u001b[36mcharter-pan-1\u001b[39m\u001b[0m: CHARTER - PAN\n", - " * \u001b[36mmosaic-amazonia1-brazil-3m-1\u001b[39m\u001b[0m: AMAZONIA-1/WFI Image Mosaic of Brazil - 3 Months\n", - " * \u001b[36msamet_hourly-1\u001b[39m\u001b[0m: SAMeT - Hourly South American Mapping of Temperature\n", - " * \u001b[36mprec_merge_hourly-1\u001b[39m\u001b[0m: MERGE - Hourly Gridded Precipitation over South America\n", - " * \u001b[36mCB4A-WPM-PCA-FUSED-1\u001b[39m\u001b[0m: CBERS-4A/WPM - Multispectral and Panchromatic Bands Fusioned\n", - " * \u001b[36mmosaic-s2-amazon-3m-b08b04b03-1\u001b[39m\u001b[0m: S2 3M B08B04B03 Amazon Biome Mosaic\n", - " * \u001b[36mEtaCCDay_CMIP5-1\u001b[39m\u001b[0m: Eta Model - Climate Change - CMIP5 - Day\n", - " * \u001b[36mGOES16-L2-CMI-1\u001b[39m\u001b[0m: GOES-16 Cloud & Moisture Imagery\n", - " * \u001b[36msamet_daily-1\u001b[39m\u001b[0m: SAMeT - Daily South American Mapping of Temperature\n", - " * \u001b[36mprec_merge_daily-1\u001b[39m\u001b[0m: MERGE - Daily Gridded Precipitation over South America\n", - " * \u001b[36mS2_L1C_BUNDLE-1\u001b[39m\u001b[0m: Sentinel-2 - Level-1C\n", - " * \u001b[36mS2-3M-1\u001b[39m\u001b[0m: Sentinel-2 image Mosaic of Brazil - 3 Months\n", - " * \u001b[36mGOES19-L2-CMI-1\u001b[39m\u001b[0m: GOES-19 Cloud & Moisture Imagery\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "service = STAC.Catalog(\"https://data.inpe.br/bdc/stac/v1/\")" - ] - }, - { - "cell_type": "markdown", - "id": "ba9adba7", - "metadata": {}, - "source": [ - "# Listing the Available Data Products\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "7838c387", - "metadata": {}, - "source": [ - "In the Jupyter environment, the `STAC` object will list the available image and data cube collections from the service:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "a97d7dc5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(collection) = \"CB4-WFI-L4-SR-1\"\n", - "id(collection) = \"CB4-PAN10M-L2-DN-1\"\n", - "id(collection) = \"sentinel-3-olci-l1-bundle-1\"\n", - "id(collection) = \"mosaic-cbers4a-paraiba-3m-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Cerrado-1\"\n", - "id(collection) = \"mosaic-landsat-sp-6m-1\"\n", - "id(collection) = \"mosaic-s2-paraiba-3m-1\"\n", - "id(collection) = \"landsat-2\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_MataAtlantica-1\"\n", - "id(collection) = \"mosaic-s2-yanomami_territory-6m-1\"\n", - "id(collection) = \"CB4A-MUX-L2-DN-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Pantanal-1\"\n", - "id(collection) = \"LCC_L8_30_1M_STK_Cerrado-1\"\n", - "id(collection) = \"CB4A-WPM-L4-DN-1\"\n", - "id(collection) = \"MODISA-OCSMART-RRS-MONTHLY-1\"\n", - "id(collection) = \"mosaic-s2-brazil-3m-1\"\n", - "id(collection) = \"CB4A-WPM-L2-DN-1\"\n", - "id(collection) = \"AMZ1-WFI-L2-DN-1\"\n", - "id(collection) = \"S2_L2A_BUNDLE-1\"\n", - "id(collection) = \"myd13q1-6.1\"\n", - "id(collection) = \"mosaic-landsat-amazon-3m-1\"\n", - "id(collection) = \"AMZ1-WFI-L4-SR-1\"\n", - "id(collection) = \"mosaic-s2-amazon-3m-1\"\n", - "id(collection) = \"CBERS4-WFI-16D-2\"\n", - "id(collection) = \"CB4A-WFI-L4-SR-1\"\n", - "id(collection) = \"S2-16D-2\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_GO_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"mosaic-landsat-brazil-6m-1\"\n", - "id(collection) = \"CB4-PAN5M-L2-DN-1\"\n", - "id(collection) = \"CB4A-WFI-L2-DN-1\"\n", - "id(collection) = \"CB4A-MUX-L4-DN-1\"\n", - "id(collection) = \"CB4A-WFI-L4-DN-1\"\n", - "id(collection) = \"AMZ1-WFI-L4-DN-1\"\n", - "id(collection) = \"CBERS4-MUX-2M-1\"\n", - "id(collection) = \"CB2B-HRC-L2-DN-1\"\n", - "id(collection) = \"CBERS-WFI-8D-1\"\n", - "id(collection) = \"charter-wfi-1\"\n", - "id(collection) = \"CB4-MUX-L2-DN-1\"\n", - "id(collection) = \"topodata-1\"\n", - "id(collection) = \"mosaic-s2-cerrado-4m-1\"\n", - "id(collection) = \"mosaic-cbers4-brazil-3m-1\"\n", - "id(collection) = \"mod13q1-6.1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_MT_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"CB4-WFI-L2-DN-1\"\n", - "id(collection) = \"mod11a2-6.1\"\n", - "id(collection) = \"mosaic-s2-cerrado-2m-1\"\n", - "id(collection) = \"CB4-WFI-L4-DN-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Pampa-1\"\n", - "id(collection) = \"CB2-CCD-L2-DN-1\"\n", - "id(collection) = \"LCC_L8_30_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_S2_10_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_MT_RF_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_C4_64_1M_STK_PA-SPC-AC-NA-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Amazonia-TC-1\"\n", - "id(collection) = \"GOES-GL-DSWRF-Daily-1\"\n", - "id(collection) = \"LCC_L8_30_16D_STK_Caatinga-1\"\n", - "id(collection) = \"LANDSAT-16D-1\"\n", - "id(collection) = \"charter-mux-1\"\n", - "id(collection) = \"CB4-MUX-L4-DN-1\"\n", - "id(collection) = \"myd11a2-6.1\"\n", - "id(collection) = \"KD_S2_20M_VISBANDS_CURUAI-1\"\n", - "id(collection) = \"CB4-PAN10M-L4-DN-1\"\n", - "id(collection) = \"CB4-PAN5M-L4-DN-1\"\n", - "id(collection) = \"sentinel-1-grd-bundle-1\"\n", - "id(collection) = \"mosaic-s2-amazon-1m-1\"\n", - "id(collection) = \"GOES13-L3-IMAGER-1\"\n", - "id(collection) = \"CB2B-CCD-L2-DN-1\"\n", - "id(collection) = \"CB2B-WFI-L2-DN-1\"\n", - "id(collection) = \"S2_L2A-1\"\n", - "id(collection) = \"charter-wpm-1\"\n", - "id(collection) = \"CB4-MUX-L4-SR-1\"\n", - "id(collection) = \"topodata_bundle-1\"\n", - "id(collection) = \"charter-pan-1\"\n", - "id(collection) = \"mosaic-amazonia1-brazil-3m-1\"\n", - "id(collection) = \"samet_hourly-1\"\n", - "id(collection) = \"prec_merge_hourly-1\"\n", - "id(collection) = \"CB4A-WPM-PCA-FUSED-1\"\n", - "id(collection) = \"mosaic-s2-amazon-3m-b08b04b03-1\"\n", - "id(collection) = \"EtaCCDay_CMIP5-1\"\n", - "id(collection) = \"GOES16-L2-CMI-1\"\n", - "id(collection) = \"samet_daily-1\"\n", - "id(collection) = \"prec_merge_daily-1\"\n", - "id(collection) = \"S2_L1C_BUNDLE-1\"\n", - "id(collection) = \"S2-3M-1\"\n", - "id(collection) = \"GOES19-L2-CMI-1\"\n" - ] - } - ], - "source": [ - "for collection in eachcatalog(service) \n", - " @show id(collection)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "680a5bf7", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Retrieving the Metadata of a Collection\n", - "
\n", - "\n", - "The `bracket notation` (`[]`) returns information about a given image or data cube collection identified by its name. In this example we are retrieving information about the datacube collection `S2-16D-2`:" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "c0bff6d5", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Type: Collection\n", - "ID: S2-16D-2\n" - ] - } - ], - "source": [ - "collection_id = \"S2-16D-2\"\n", - "collection = service[collection_id]\n", - "\n", - "println(\"Type: \", STAC.type(collection))\n", - "println(\"ID: \", STAC.id(collection))\n" - ] - }, - { - "cell_type": "markdown", - "id": "eafa5d2f", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Retrieving Items\n", - "
\n", - "\n", - "The `eachitem` method returns the items of a given collection:" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "d0259449", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(c) = \"S2-16D_V2_003011_20251117\"\n", - "id(c) = \"S2-16D_V2_002015_20251117\"\n", - "id(c) = \"S2-16D_V2_002013_20251117\"\n", - "id(c) = \"S2-16D_V2_002016_20251117\"\n", - "id(c) = \"S2-16D_V2_002011_20251117\"\n", - "id(c) = \"S2-16D_V2_002014_20251117\"\n", - "id(c) = \"S2-16D_V2_002012_20251117\"\n", - "id(c) = \"S2-16D_V2_003013_20251117\"\n", - "id(c) = \"S2-16D_V2_003012_20251117\"\n", - "id(c) = \"S2-16D_V2_001014_20251117\"\n", - "id(c) = \"S2-16D_V2_003015_20251117\"\n", - "id(c) = \"S2-16D_V2_004013_20251117\"\n", - "id(c) = \"S2-16D_V2_003014_20251117\"\n", - "id(c) = \"S2-16D_V2_003016_20251117\"\n", - "id(c) = \"S2-16D_V2_004012_20251117\"\n", - "id(c) = \"S2-16D_V2_004014_20251117\"\n", - "id(c) = \"S2-16D_V2_004015_20251117\"\n", - "id(c) = \"S2-16D_V2_004011_20251117\"\n", - "id(c) = \"S2-16D_V2_004010_20251117\"\n", - "id(c) = \"S2-16D_V2_004016_20251117\"\n", - "id(c) = \"S2-16D_V2_005005_20251117\"\n", - "id(c) = \"S2-16D_V2_005004_20251117\"\n", - "id(c) = \"S2-16D_V2_005009_20251117\"\n", - "id(c) = \"S2-16D_V2_005007_20251117\"\n", - "id(c) = \"S2-16D_V2_005006_20251117\"\n", - "id(c) = \"S2-16D_V2_005012_20251117\"\n", - "id(c) = \"S2-16D_V2_005010_20251117\"\n", - "id(c) = \"S2-16D_V2_005011_20251117\"\n", - "id(c) = \"S2-16D_V2_005013_20251117\"\n", - "id(c) = \"S2-16D_V2_005014_20251117\"\n", - "id(c) = \"S2-16D_V2_006009_20251117\"\n", - "id(c) = \"S2-16D_V2_006007_20251117\"\n", - "id(c) = \"S2-16D_V2_006005_20251117\"\n", - "id(c) = \"S2-16D_V2_006004_20251117\"\n", - "id(c) = \"S2-16D_V2_005017_20251117\"\n", - "id(c) = \"S2-16D_V2_005016_20251117\"\n", - "id(c) = \"S2-16D_V2_005015_20251117\"\n", - "id(c) = \"S2-16D_V2_006006_20251117\"\n", - "id(c) = \"S2-16D_V2_006008_20251117\"\n", - "id(c) = \"S2-16D_V2_006016_20251117\"\n", - "id(c) = \"S2-16D_V2_006010_20251117\"\n", - "id(c) = \"S2-16D_V2_006015_20251117\"\n", - "id(c) = \"S2-16D_V2_006014_20251117\"\n", - "id(c) = \"S2-16D_V2_006011_20251117\"\n", - "id(c) = \"S2-16D_V2_006012_20251117\"\n", - "id(c) = \"S2-16D_V2_006013_20251117\"\n", - "id(c) = \"S2-16D_V2_007006_20251117\"\n", - "id(c) = \"S2-16D_V2_007008_20251117\"\n", - "id(c) = \"S2-16D_V2_006017_20251117\"\n", - "id(c) = \"S2-16D_V2_007009_20251117\"\n", - "id(c) = \"S2-16D_V2_007005_20251117\"\n", - "id(c) = \"S2-16D_V2_007007_20251117\"\n", - "id(c) = \"S2-16D_V2_007003_20251117\"\n", - "id(c) = \"S2-16D_V2_007004_20251117\"\n", - "id(c) = \"S2-16D_V2_007016_20251117\"\n", - "id(c) = \"S2-16D_V2_007013_20251117\"\n", - "id(c) = \"S2-16D_V2_007014_20251117\"\n", - "id(c) = \"S2-16D_V2_007011_20251117\"\n", - "id(c) = \"S2-16D_V2_007012_20251117\"\n", - "id(c) = \"S2-16D_V2_007015_20251117\"\n", - "id(c) = \"S2-16D_V2_007010_20251117\"\n", - "id(c) = \"S2-16D_V2_007017_20251117\"\n", - "id(c) = \"S2-16D_V2_008010_20251117\"\n", - "id(c) = \"S2-16D_V2_008004_20251117\"\n", - "id(c) = \"S2-16D_V2_008008_20251117\"\n", - "id(c) = \"S2-16D_V2_008006_20251117\"\n", - "id(c) = \"S2-16D_V2_008009_20251117\"\n", - "id(c) = \"S2-16D_V2_008005_20251117\"\n", - "id(c) = \"S2-16D_V2_008007_20251117\"\n", - "id(c) = \"S2-16D_V2_008003_20251117\"\n", - "id(c) = \"S2-16D_V2_008017_20251117\"\n", - "id(c) = \"S2-16D_V2_009007_20251117\"\n", - "id(c) = \"S2-16D_V2_008012_20251117\"\n", - "id(c) = \"S2-16D_V2_009005_20251117\"\n", - "id(c) = \"S2-16D_V2_009006_20251117\"\n", - "id(c) = \"S2-16D_V2_008011_20251117\"\n", - "id(c) = \"S2-16D_V2_008013_20251117\"\n", - "id(c) = \"S2-16D_V2_008015_20251117\"\n", - "id(c) = \"S2-16D_V2_008016_20251117\"\n", - "id(c) = \"S2-16D_V2_008014_20251117\"\n", - "id(c) = \"S2-16D_V2_009015_20251117\"\n", - "id(c) = \"S2-16D_V2_009014_20251117\"\n", - "id(c) = \"S2-16D_V2_009010_20251117\"\n", - "id(c) = \"S2-16D_V2_009016_20251117\"\n", - "id(c) = \"S2-16D_V2_010001_20251117\"\n", - "id(c) = \"S2-16D_V2_009012_20251117\"\n", - "id(c) = \"S2-16D_V2_009013_20251117\"\n", - "id(c) = \"S2-16D_V2_009009_20251117\"\n", - "id(c) = \"S2-16D_V2_009011_20251117\"\n", - "id(c) = \"S2-16D_V2_009008_20251117\"\n", - "id(c) = \"S2-16D_V2_010004_20251117\"\n", - "id(c) = \"S2-16D_V2_009017_20251117\"\n", - "id(c) = \"S2-16D_V2_010005_20251117\"\n", - "id(c) = \"S2-16D_V2_010008_20251117\"\n", - "id(c) = \"S2-16D_V2_010006_20251117\"\n", - "id(c) = \"S2-16D_V2_010011_20251117\"\n", - "id(c) = \"S2-16D_V2_010007_20251117\"\n", - "id(c) = \"S2-16D_V2_010009_20251117\"\n", - "id(c) = \"S2-16D_V2_010010_20251117\"\n", - "id(c) = \"S2-16D_V2_010014_20251117\"\n" - ] - } - ], - "source": [ - "for c in eachitem(collection)\n", - " @show id(c)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "5a4116c0", - "metadata": {}, - "source": [ - "In order to support filtering rules through the specification of a rectangle (`bbox`) or a date and time (`datatime`) criterias, use the `Client.search(**kwargs)`:\n" - ] - }, - { - "cell_type": "markdown", - "id": "b0b1e846", - "metadata": {}, - "source": [ - "The method `.search(**kwargs)` returns a `ItemSearch` representation which has handy methods to identify the matched results. For example, to check the number of items matched, use `.matched()`:" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "978c960a", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[91m\u001b[1mS2-16D_V2_014015_20190728\u001b[22m\u001b[39m\n", - "\u001b[0mbounding box:\n", - " ┌────── -8.58859───────┐\n", - " │ │\n", - "-62.29310 -61.29249\n", - " │ │\n", - " └────── -9.55619───────┘\n", - "\n", - "\u001b[0mdate time: 2019-07-28T00:00:00\n", - "Assets:\n", - " * \u001b[36mB01\u001b[39m\n", - " * \u001b[36mB02\u001b[39m\n", - " * \u001b[36mB03\u001b[39m\n", - " * \u001b[36mB04\u001b[39m\n", - " * \u001b[36mB05\u001b[39m\n", - " * \u001b[36mB06\u001b[39m\n", - " * \u001b[36mB07\u001b[39m\n", - " * \u001b[36mB08\u001b[39m\n", - " * \u001b[36mB09\u001b[39m\n", - " * \u001b[36mB11\u001b[39m\n", - " * \u001b[36mB12\u001b[39m\n", - " * \u001b[36mB8A\u001b[39m\n", - " * \u001b[36mEVI\u001b[39m\n", - " * \u001b[36mNBR\u001b[39m\n", - " * \u001b[36mSCL\u001b[39m\n", - " * \u001b[36mNDVI\u001b[39m\n", - " * \u001b[36mCLEAROB\u001b[39m\n", - " * \u001b[36mTOTALOB\u001b[39m\n", - " * \u001b[36mthumbnail\u001b[39m\n", - " * \u001b[36mPROVENANCE\u001b[39m\n", - "\n" - ] - } - ], - "source": [ - "using Dates, STAC\n", - "\n", - "time_range = (DateTime(2018,08,01), DateTime(2019,07,31))\n", - "lon_range = (-61.7960,-61.7033)\n", - "lat_range = (-9.0374,-8.9390)\n", - "\n", - "search_results = collect(search(service, collection_id, lon_range, lat_range, time_range))\n", - "println(search_results[1])\n" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "c33e66cf", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Number of items found: 24\n" - ] - } - ], - "source": [ - "println(\"Number of items found: \", length(search_results))" - ] - }, - { - "cell_type": "markdown", - "id": "a57a7ed4", - "metadata": {}, - "source": [ - "To iterate over the matched result, use `.items()` to traverse the list of items:" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "a7417509", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "id(item) = \"S2-16D_V2_014015_20190728\"\n", - "id(item) = \"S2-16D_V2_014015_20190712\"\n", - "id(item) = \"S2-16D_V2_014015_20190626\"\n", - "id(item) = \"S2-16D_V2_014015_20190610\"\n", - "id(item) = \"S2-16D_V2_014015_20190525\"\n", - "id(item) = \"S2-16D_V2_014015_20190509\"\n", - "id(item) = \"S2-16D_V2_014015_20190423\"\n", - "id(item) = \"S2-16D_V2_014015_20190407\"\n", - "id(item) = \"S2-16D_V2_014015_20190322\"\n", - "id(item) = \"S2-16D_V2_014015_20190306\"\n", - "id(item) = \"S2-16D_V2_014015_20190218\"\n", - "id(item) = \"S2-16D_V2_014015_20190202\"\n", - "id(item) = \"S2-16D_V2_014015_20190117\"\n", - "id(item) = \"S2-16D_V2_014015_20190101\"\n", - "id(item) = \"S2-16D_V2_014015_20181219\"\n", - "id(item) = \"S2-16D_V2_014015_20181203\"\n", - "id(item) = \"S2-16D_V2_014015_20181117\"\n", - "id(item) = \"S2-16D_V2_014015_20181101\"\n", - "id(item) = \"S2-16D_V2_014015_20181016\"\n", - "id(item) = \"S2-16D_V2_014015_20180930\"\n", - "id(item) = \"S2-16D_V2_014015_20180914\"\n", - "id(item) = \"S2-16D_V2_014015_20180829\"\n", - "id(item) = \"S2-16D_V2_014015_20180813\"\n", - "id(item) = \"S2-16D_V2_014015_20180728\"\n" - ] - } - ], - "source": [ - "for item in search_results\n", - " @show id(item)\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "17487323", - "metadata": {}, - "source": [ - "\n", - "\n", - "# Assets\n", - "
\n", - "\n", - "The assets with the links to the images, thumbnails or specific metadata files, can be accessed through the property `assets` (from a given item):" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "21214e75", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "1-element Vector{STAC.Item}:\n", - " \u001b[91m\u001b[1mS2-16D_V2_014015_20181016\u001b[22m\u001b[39m\n", - "\u001b[0mbounding box:\n", - " ┌────── -8.58859───────┐\n", - " │ │\n", - "-62.29310 -61.29249\n", - " │ │\n", - " └────── -9.55619───────┘\n", - "\n", - "\u001b[0mdate time: 2018-10-16T00:00:00\n", - "Assets:\n", - " * \u001b[36mB01\u001b[39m\n", - " * \u001b[36mB02\u001b[39m\n", - " * \u001b[36mB03\u001b[39m\n", - " * \u001b[36mB04\u001b[39m\n", - " * \u001b[36mB05\u001b[39m\n", - " * \u001b[36mB06\u001b[39m\n", - " * \u001b[36mB07\u001b[39m\n", - " * \u001b[36mB08\u001b[39m\n", - " * \u001b[36mB09\u001b[39m\n", - " * \u001b[36mB11\u001b[39m\n", - " * \u001b[36mB12\u001b[39m\n", - " * \u001b[36mB8A\u001b[39m\n", - " * \u001b[36mEVI\u001b[39m\n", - " * \u001b[36mNBR\u001b[39m\n", - " * \u001b[36mSCL\u001b[39m\n", - " * \u001b[36mNDVI\u001b[39m\n", - " * \u001b[36mCLEAROB\u001b[39m\n", - " * \u001b[36mTOTALOB\u001b[39m\n", - " * \u001b[36mthumbnail\u001b[39m\n", - " * \u001b[36mPROVENANCE\u001b[39m\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# println(search_results[1])\n", - "target_id = \"S2-16D_V2_014015_20181016\"\n", - "found_item = filter(item -> STAC.id(item) == target_id, search_results)\n", - "# println((search_results[\"S2-16D_V2_014015_20190728\"]))\n" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "c8c49c4e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "KeySet for a OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries. Keys:\n", - " \"B01\"\n", - " \"B02\"\n", - " \"B03\"\n", - " \"B04\"\n", - " \"B05\"\n", - " \"B06\"\n", - " \"B07\"\n", - " \"B08\"\n", - " \"B09\"\n", - " \"B11\"\n", - " \"B12\"\n", - " \"B8A\"\n", - " \"EVI\"\n", - " \"NBR\"\n", - " \"SCL\"\n", - " \"NDVI\"\n", - " \"CLEAROB\"\n", - " \"TOTALOB\"\n", - " \"thumbnail\"\n", - " \"PROVENANCE\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "assets = keys(search_results[1])" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "2608d4e8", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "OrderedCollections.OrderedDict{String, STAC.Asset} with 20 entries:\n", - " \"B01\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B02\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B03\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B04\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B05\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B06\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B07\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B08\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B09\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B11\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B12\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"B8A\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"EVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"NBR\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"SCL\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"NDVI\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"CLEAROB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"TOTALOB\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…\n", - " \"thumbnail\" => \u001b[0mtype: image/png\u001b[0m…\n", - " \"PROVENANCE\" => \u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimize\u001b[0m…" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "test = search_results[1]\n", - "assets = test.assets" - ] - }, - { - "cell_type": "markdown", - "id": "2be2b119", - "metadata": {}, - "source": [ - "The metadata related to the Sentinel-2/MSI blue band is available under the dictionary key `B02`:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "f38c9245", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\u001b[0mtype: image/tiff; application=geotiff; profile=cloud-optimized\n", - "\u001b[0mhref: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", - "\n" - ] - } - ], - "source": [ - "blue_asset = assets[\"B01\"]\n", - "println(blue_asset)\n", - "#get profile with rasteio + blocksize" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "106ad46f", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\"https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "STAC.href(blue_asset)" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "57aeeec1", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "asset = \"B01\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B01.tif\n", - "\n", - "asset = \"B02\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B02.tif\n", - "\n", - "asset = \"B03\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B03.tif\n", - "\n", - "asset = \"B04\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B04.tif\n", - "\n", - "asset = \"B05\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B05.tif\n", - "\n", - "asset = \"B06\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B06.tif\n", - "\n", - "asset = \"B07\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B07.tif\n", - "\n", - "asset = \"B08\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", - "\n", - "asset = \"B09\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B09.tif\n", - "\n", - "asset = \"B11\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B11.tif\n", - "\n", - "asset = \"B12\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B12.tif\n", - "\n", - "asset = \"B8A\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B8A.tif\n", - "\n", - "asset = \"EVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_EVI.tif\n", - "\n", - "asset = \"NBR\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NBR.tif\n", - "\n", - "asset = \"SCL\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_SCL.tif\n", - "\n", - "asset = \"NDVI\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_NDVI.tif\n", - "\n", - "asset = \"CLEAROB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_CLEAROB.tif\n", - "\n", - "asset = \"TOTALOB\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_TOTALOB.tif\n", - "\n", - "asset = \"thumbnail\" => type: image/png\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728.png\n", - "\n", - "asset = \"PROVENANCE\" => type: image/tiff; application=geotiff; profile=cloud-optimized\n", - "href: https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_PROVENANCE.tif\n", - "\n" - ] - } - ], - "source": [ - "for asset in assets\n", - " @show asset\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "40cc5e85", - "metadata": {}, - "source": [ - "# Using Rasters.jl\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "234e7727", - "metadata": {}, - "source": [ - "The `Rasters.jl` library can be used to read image files from the Brazil Data Cube' service on-the-fly and then to create arrays. The `Raster` method of an `Item` can be used to perform the reading and array creation:\n" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "3aa51c8c", - "metadata": {}, - "outputs": [], - "source": [ - "using Rasters\n", - "import ArchGDAL" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "id": "e86e9713", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m10560\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────┴───────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.20799e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.208e6), Y = (1.0264e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m filename: \u001b[39mhttps://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/07/28/S2-16D_V2_014015_20190728_B08.tif\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "nir = Raster(STAC.href(assets[\"B08\"]), lazy=true)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "b3ab2b5e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m5\u001b[39m×\u001b[38;5;32m10560\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10244e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.0264e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.10245e6), Y = (1.0264e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.0264e7\u001b[39m \u001b[38;5;32m1.0264e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 2646 2860 2669 2578\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 2476 2777 2614 2544\n", - " \u001b[38;5;209m4.10242e6\u001b[39m 2437 2560 2553 2530\n", - " \u001b[38;5;209m4.10243e6\u001b[39m 2588 2726 2593 2559\n", - " \u001b[38;5;209m4.10244e6\u001b[39m 2838 2793 … 2646 2565" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "nir_slice = nir[1:5, :]\n", - "display(nir_slice)" - ] - }, - { - "cell_type": "code", - "execution_count": 21, - "id": "5d68d985", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 209 209 204 203\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 202 200 196 196\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 289 296 267 240\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 272 291 … 190 213" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "red = Raster(STAC.href(assets[\"B04\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "f3d0e1ac", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 376 384 387 356\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 367 373 331 337\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 545 517 496 423\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 523 521 … 328 325" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "green = Raster(STAC.href(assets[\"B03\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "code", - "execution_count": 23, - "id": "dc8e11b7", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m500\u001b[39m×\u001b[38;5;32m500\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────┴───────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.1024e6:10.0:4.10739e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.036959e7:-10.0:1.03646e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.1024e6, 4.1074e6), Y = (1.03646e7, 1.03696e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m \u001b[38;5;32m1.03696e7\u001b[39m … \u001b[38;5;32m1.03646e7\u001b[39m \u001b[38;5;32m1.03646e7\u001b[39m\n", - " \u001b[38;5;209m4.1024e6\u001b[39m 231 222 244 241\n", - " \u001b[38;5;209m4.10241e6\u001b[39m 198 175 219 217\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.10738e6\u001b[39m 242 269 226 232\n", - " \u001b[38;5;209m4.10739e6\u001b[39m 253 256 … 166 169" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "blue = Raster(STAC.href(assets[\"B02\"]), lazy=true)[X(1:500), Y(1:500)]" - ] - }, - { - "cell_type": "markdown", - "id": "ddef1541", - "metadata": {}, - "source": [ - "You can also load using Coordinates:" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "id": "e718f209", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(1000, 1000)\n" - ] - }, - { - "data": { - "text/plain": [ - "\u001b[90m┌ \u001b[39m\u001b[38;5;209m1000\u001b[39m×\u001b[38;5;32m1000\u001b[39m Raster{Union{Missing, Int16}, 2}\u001b[90m ┐\u001b[39m\n", - "\u001b[90m├────────────────────────────────────────────┴─────────────────────────── dims ┐\u001b[39m\n", - " \u001b[38;5;209m↓ \u001b[39m\u001b[38;5;209mX\u001b[39m Projected{Float64} \u001b[38;5;209m4.15e6:10.0:4.15999e6\u001b[39m \u001b[38;5;244mForwardOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m,\n", - " \u001b[38;5;32m→ \u001b[39m\u001b[38;5;32mY\u001b[39m Projected{Float64} \u001b[38;5;32m1.030999e7:-10.0:1.03e7\u001b[39m \u001b[38;5;244mReverseOrdered\u001b[39m \u001b[38;5;244mRegular\u001b[39m \u001b[38;5;244mIntervals{Start}\u001b[39m\n", - "\u001b[90m├──────────────────────────────────────────────────────────────────── metadata ┤\u001b[39m\n", - " Metadata{Rasters.GDALsource}\u001b[90m of \u001b[39mDict{String, Any} with 1 entry:\n", - " \"filepath\" => \"/vsicurl/https://data.inpe.br/bdc/data/s2-16d/v2/014/015/2019/…\n", - "\u001b[90m├────────────────────────────────────────────────────────────────────── raster ┤\u001b[39m\n", - "\u001b[90m missingval: \u001b[39mmissing\n", - "\u001b[90m extent: \u001b[39mExtent(X = (4.15e6, 4.16e6), Y = (1.03e7, 1.031e7))\n", - "\u001b[90m crs: \u001b[39mPROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_elli...\n", - "\u001b[90m└──────────────────────────────────────────────────────────────────────────────┘\u001b[39m\n", - " \u001b[38;5;209m↓\u001b[39m \u001b[38;5;32m→\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m \u001b[38;5;32m1.031e7\u001b[39m … \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m \u001b[38;5;32m1.03e7\u001b[39m\n", - " \u001b[38;5;209m4.15e6\u001b[39m 448 381 360 687 665 666\n", - " \u001b[38;5;209m4.15001e6\u001b[39m 424 382 337 651 664 659\n", - " ⋮ ⋱ ⋮\n", - " \u001b[38;5;209m4.15998e6\u001b[39m 774 786 791 337 318 315\n", - " \u001b[38;5;209m4.15999e6\u001b[39m 623 657 713 … 325 326 333" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "using Rasters, ArchGDAL\n", - "\n", - "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(4150000.0..4160000.0), Y(10300000.0..10310000.0)]\n", - "println(size(rst))\n", - "rst" - ] - }, - { - "cell_type": "markdown", - "id": "24ca7623", - "metadata": {}, - "source": [ - "If you wish you can use lat long coordinates and reproject them into the Albers Equal Area Projection, which is used in the BDC products:" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "7bee1b73", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "PROJCS[\"unknown\",GEOGCS[\"unknown\",DATUM[\"Unknown_based_on_GRS80_ellipsoid\",SPHEROID[\"GRS 1980\",6378137,298.257222101004,AUTHORITY[\"EPSG\",\"7019\"]]],PRIMEM[\"Greenwich\",0],UNIT[\"degree\",0.0174532925199433,AUTHORITY[\"EPSG\",\"9122\"]]],PROJECTION[\"Albers_Conic_Equal_Area\"],PARAMETER[\"latitude_of_center\",-12],PARAMETER[\"longitude_of_center\",-54],PARAMETER[\"standard_parallel_1\",-2],PARAMETER[\"standard_parallel_2\",-22],PARAMETER[\"false_easting\",5000000],PARAMETER[\"false_northing\",10000000],UNIT[\"metre\",1,AUTHORITY[\"EPSG\",\"9001\"]],AXIS[\"Easting\",EAST],AXIS[\"Northing\",NORTH]]\n" - ] - } - ], - "source": [ - "raster_wkt = crs(rst).val\n", - "println(raster_wkt)" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "fbabe737", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "-61.796, -9.0374, -61.7033, -8.939\n", - "4.1546502708582133e6, 1.0320765662874771e7, 4.164395760825622e6, 1.033207300638397e7\n", - "(973, 1130)\n" - ] - } - ], - "source": [ - "using Rasters, Proj\n", - "\n", - "in_proj = Proj.CRS(\"EPSG:4326\") # WGS84\n", - "out_proj = Proj.CRS(raster_wkt)\n", - "# out_proj\n", - "transformer = Proj.Transformation(in_proj, out_proj, always_xy=true)\n", - "x1, y1 = -61.7960, -9.0374\n", - "x2, y2 = -61.7033, -8.9390\n", - "x1_reproj, y1_reproj = transformer((x1, y1))\n", - "x2_reproj, y2_reproj = transformer((x2, y2))\n", - "println(\"$x1, $y1, $x2, $y2\")\n", - "println(\"$x1_reproj, $y1_reproj, $x2_reproj, $y2_reproj\")\n", - "\n", - "rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]\n", - "println(size(rst))" - ] - }, - { - "cell_type": "markdown", - "id": "ff379e24", - "metadata": {}, - "source": [ - "If you ran the python version of this notebook, there are some small but important differences in the above result:\n", - "\n", - "The resulting shape of python's result is `shape = (1131, 975)`. Here, we have got `size = (973, 1130)` . Python prints arrays as `(rows, columns)`, while Julia has `(columns, rows)` as default.\n", - "\n", - "Also, the difference in pixels could be from the differences beetween the functions used. Rasterio's `from_bounds` function includes any pixels that touch the bounding box, while what we do in the following line:\n", - "
\n", - "\n", - "`rst = Raster(STAC.href(assets[\"B02\"]); lazy=true)[X(x1_reproj..x2_reproj), Y(y1_reproj..y2_reproj)]`\n", - "
\n", - "with the `..` operator is gets pixels which centers within these coordinates.\n", - "\n", - "\n" - ] - }, - { - "cell_type": "markdown", - "id": "8badad96", - "metadata": {}, - "source": [ - "# Using Plots to Visualize Images\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "0e26c33b", - "metadata": {}, - "source": [ - "The `Plots` can be used to plot the arrays read in the last section:" - ] - }, - { - "cell_type": "code", - "execution_count": 27, - "id": "735591cc", - "metadata": {}, - "outputs": [], - "source": [ - "using Plots, Plots.Measures" - ] - }, - { - "cell_type": "code", - "execution_count": 28, - "id": "11451851", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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"\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - " \n", - " \n", - " \n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n" - ], - "text/html": [ - "" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "p1 = plot(red, c=:grays, title=\"Red\")\n", - "p2 = plot(green, c=:grays, title=\"Green\")\n", - "p3 = plot(blue, c=:grays,title=\"Blue\")\n", - "\n", - "plot(p1, p2, p3, layout = (1, 3), size = (1400, 400))" - ] - }, - { - "cell_type": "markdown", - "id": "b48d31dc", - "metadata": {}, - "source": [ - "# Retrieving Image Files\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "05559255", - "metadata": {}, - "source": [ - "The file related to an asset can be retrieved through the `download` method. The cell code below shows ho to download the image file associated to the asset into a folder named `img`:" - ] - }, - { - "cell_type": "code", - "execution_count": 29, - "id": "01ea9c7e", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "\"./img/B05.tif\"" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "using Downloads\n", - "\n", - "output_path = \"./img\"\n", - "\n", - "isdir(\"img\") || mkdir(\"img\")\n", - "\n", - "Downloads.download(STAC.href(assets[\"B05\"]),joinpath(output_path, \"B05.tif\"))" - ] - }, - { - "cell_type": "markdown", - "id": "90e880cb", - "metadata": {}, - "source": [ - "In order to download all files related to an item, iterate over assets and download each one as following:" - ] - }, - { - "cell_type": "code", - "execution_count": 30, - "id": "c122eb3d", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "asset_name = \"B01\"\n", - "asset_name = \"B02\"\n", - "asset_name = \"B03\"\n", - "asset_name = \"B04\"\n", - "asset_name = \"B05\"\n", - "asset_name = \"B06\"\n", - "asset_name = \"B07\"\n", - "asset_name = \"B08\"\n", - "asset_name = \"B09\"\n", - "asset_name = \"B11\"\n", - "asset_name = \"B12\"\n", - "asset_name = \"B8A\"\n", - "asset_name = \"EVI\"\n", - "asset_name = \"NBR\"\n", - "asset_name = \"SCL\"\n", - "asset_name = \"NDVI\"\n", - "asset_name = \"CLEAROB\"\n", - "asset_name = \"TOTALOB\"\n", - "asset_name = \"thumbnail\"\n", - "asset_name = \"PROVENANCE\"\n" - ] - } - ], - "source": [ - "for asset in assets\n", - " asset_name = asset[1]\n", - " Downloads.download(STAC.href(asset[2]),joinpath(output_path, \"$asset_name.tif\"))\n", - " @show asset_name\n", - "end" - ] - }, - { - "cell_type": "markdown", - "id": "3be4bddd", - "metadata": {}, - "source": [ - "# References\n", - "
" - ] - }, - { - "cell_type": "markdown", - "id": "42297469", - "metadata": {}, - "source": [ - "- [Spatio Temporal Asset Catalog Specification](https://stacspec.org/)\n", - "\n", - "- [Python Client Library for STAC Service](https://pystac-client.readthedocs.io/en/latest/)\n", - "\n", - "- [Introduction to the SpatioTemporal Asset Catalog (STAC)](https://github.com/brazil-data-cube/code-gallery/blob/master/jupyter/Python/stac/stac-introduction.ipynb) ⟶ original Python notebook." - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Julia 1.11.7", - "language": "julia", - "name": "julia-1.11" - }, - "language_info": { - "file_extension": ".jl", - "mimetype": "application/julia", - "name": "julia", - "version": "1.11.7" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -}