diff --git a/Jupyterhub/sentinel2_workflow-testUpdates.ipynb b/Jupyterhub/sentinel2_workflow-testUpdates.ipynb
new file mode 100644
index 0000000..eeeb719
--- /dev/null
+++ b/Jupyterhub/sentinel2_workflow-testUpdates.ipynb
@@ -0,0 +1,6472 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "---\n",
+ "title: Sentinel-2 Processing Workflow\n",
+ "description: This notebook demonstrates the complete workflow for downloading and processing Sentinel-2 satellite imagery using the `disasters-product-algorithms` package. \n",
+ "author: \n",
+ " - Aaron Serre (Editor, UAH)\n",
+ " - Kyle Lesinger (Editor, UAH)\n",
+ "date: January 12, 2025\n",
+ "execute:\n",
+ " freeze: true\n",
+ "---"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Run This Notebook"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "
\n",
+ "\n",
+ ""
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "\n",
+ "Disclaimer: it is highly recommended to run a tutorial within NASA VEDA JupyterHub, which already includes functions for processing and visualizing data specific to VEDA stories. Running the tutorial outside of the VEDA JupyterHub may lead to errors, specifically related to EarthData authentication. Additionally, it is recommended to use the Pangeo workspace within the VEDA JupyterHub, since certain packages relevant to this tutorial are already installed.
\n",
+ "\n",
+ " If you do not have a VEDA Jupyterhub Account you can launch this notebook on your local environment using MyBinder by clicking the icon below. \n",
+ " \n",
+ "\n",
+ " "
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "## Table of Contents\n",
+ "- [Sentinel-2 Processing Workflow](#sentinel-2-processing-workflow)\n",
+ "- [Environment Setup](#environment-setup)\n",
+ "- [Download Sentinel-2 Data](#download-sentinel-2-data)\n",
+ "- [Process Sentinel-2 Data](#process-sentinel-2-data)\n",
+ "- [View Results](#view-results)\n",
+ "- [Output File Naming Convention](#output-file-naming-convention)\n",
+ "- [Next Steps](#next-steps)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Sentinel-2 Processing Workflow #\n",
+ "\n",
+ "This notebook demonstrates the complete workflow for downloading and processing Sentinel-2 satellite imagery using the `disasters-product-algorithms` package.\n",
+ "\n",
+ "## Workflow Steps\n",
+ "1. **Configure Environment Variables** - Set processing parameters\n",
+ "2. **Download Sentinel-2 Data** - Download imagery from Copernicus\n",
+ "3. **Process Sentinel-2 Data** - Generate products with COG conversion and event naming\n",
+ "4. **View Results** - Examine the generated outputs\n",
+ "\n",
+ "## Features Demonstrated\n",
+ "- Cloud Optimized GeoTIFF (COG) conversion\n",
+ "- Event-based file naming for disaster response\n",
+ "- Multiple product generation (true color, NDVI, NDWI, MNDWI, NBR, water extent)\n",
+ "- Cloud masking (L2A only)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Environment Setup #\n",
+ "\n",
+ "Configure all processing parameters as environment variables for easy modification."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Configuration Updated:\n",
+ " Output Directory: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2\n",
+ " Search Range: 20251230 to 20251230\n",
+ " Processing Level: L2A\n",
+ " Products: true, swir\n",
+ " Event Name: 202601_WinterWx_US\n"
+ ]
+ }
+ ],
+ "source": [
+ "import os\n",
+ "import subprocess\n",
+ "from pathlib import Path\n",
+ "\n",
+ "# ==================== CONFIGURATION ====================\n",
+ "# Modify these variables according to your requirements\n",
+ "\n",
+ "# --- UPDATED: Credentials for Copernicus (Avoids Subprocess Hang) ---\n",
+ "COP_USER = \"kdl0040@uah.edu\" # Update with your new account email\n",
+ "COP_PASS = \"^d8#KhU_SDj~V5_\" # Update with your account password\n",
+ "\n",
+ "# --- UPDATED: Download parameters (Using a range to find data) ---\n",
+ "#TILE_ID = \"T17RLN\" # Sentinel-2 tile ID\n",
+ "POLYGON = os.path.expanduser(f\"~/shared-readwrite/process_sentinel2/AOI/Jan2026_WinterStorm_LS_S2_AOI.shp\")\n",
+ "# Using a window to catch the Nov 13th overpass\n",
+ "DOWNLOAD_DATE = [\"20251230\"]#, \"20260101\", \"20260118\"] \n",
+ "PROCESSING_LEVEL = \"2\" # 1 = L1C, 2 = L2A\n",
+ "\n",
+ "# Processing parameters\n",
+ "PRODUCTS = [\"true\", \"swir\"]\n",
+ "EVENT_NAME = \"202601_WinterWx_US\"\n",
+ "# The satellite pass actually happened on the 12th\n",
+ "PROCESS_DATE = \"20251230\" \n",
+ "\n",
+ "# COG options\n",
+ "COMPRESSION = \"ZSTD\"\n",
+ "COMPRESSION_LEVEL = 22\n",
+ "NODATA = 0\n",
+ "\n",
+ "# Processing flags\n",
+ "ENABLE_MERGE = True\n",
+ "ENABLE_MASK = False\n",
+ "FORCE_OVERWRITE = True\n",
+ "DST_CRS = 'EPSG:4326'\n",
+ "\n",
+ "# Output directory for downloaded and processed data\n",
+ "OUTPUT_DIR = os.path.expanduser(f\"~/shared-readwrite/process_sentinel2/{EVENT_NAME}_s2\")\n",
+ "\n",
+ "# Create output directory\n",
+ "os.makedirs(OUTPUT_DIR, exist_ok=True)\n",
+ "\n",
+ "print(\"Configuration Updated:\")\n",
+ "print(f\" Output Directory: {OUTPUT_DIR}\")\n",
+ "#print(f\" Tile ID: {TILE_ID}\")\n",
+ "print(f\" Search Range: {DOWNLOAD_DATE[0]} to {DOWNLOAD_DATE[-1]}\") #Change to read first and last of array)\n",
+ "print(f\" Processing Level: L{PROCESSING_LEVEL}A\")\n",
+ "print(f\" Products: {', '.join(PRODUCTS)}\")\n",
+ "print(f\" Event Name: {EVENT_NAME}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Download Sentinel-2 Data #\n",
+ "\n",
+ "Download Sentinel-2 imagery from the Copernicus Data Space Ecosystem.\n",
+ "\n",
+ "**Note:** You will be prompted for your Copernicus credentials.\n",
+ "- Register at: https://dataspace.copernicus.eu/\n",
+ "\n",
+ "- Figure out how to add coper. email and password into the script as an environment variable\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {
+ "collapsed": true,
+ "jupyter": {
+ "outputs_hidden": true
+ }
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "--- DOWNLOADING DATA ---\n",
+ "Credentials received via arguments.\n",
+ "\n",
+ "Output directory: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2\n",
+ "Level: L2A\n",
+ "Date: 2025-12-30\n",
+ "Polygon: Jan2026_WinterStorm_LS_S2_AOI.shp\n",
+ "\n",
+ "Number of products to download: 5\n",
+ "Confirmation skipped (-y provided).\n",
+ "\n",
+ "\n",
+ "\n",
+ "Downloading files: 0%| | 0/5 [00:00, ?file/s]\n",
+ " \n",
+ " → Downloading: S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251230T215228.SAFE\n",
+ "\n",
+ "Downloading files: 0%| | 0/5 [00:00, ?file/s]\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 0.00/237M [00:00, ?B/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 24.0k/237M [00:00<32:15, 128kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 48.0k/237M [00:00<23:58, 173kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 72.0k/237M [00:00<21:16, 194kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 104k/237M [00:00<17:15, 240kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 160k/237M [00:00<12:11, 339kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 200k/237M [00:00<11:43, 352kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 320k/237M [00:00<06:43, 615kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 448k/237M [00:00<05:01, 821kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 648k/237M [00:01<03:28, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 0%| | 976k/237M [00:01<02:15, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 1%| | 1.38M/237M [00:01<01:34, 2.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 1%| | 2.07M/237M [00:01<01:01, 3.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 1%|▏ | 3.02M/237M [00:01<00:42, 5.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 2%|▏ | 4.48M/237M [00:01<00:28, 8.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 3%|▎ | 6.56M/237M [00:01<00:19, 12.5MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 4%|▎ | 8.75M/237M [00:01<00:15, 15.6MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 5%|▍ | 11.0M/237M [00:01<00:13, 18.0MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 5%|▌ | 13.0M/237M [00:01<00:12, 18.8MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 7%|▋ | 15.4M/237M [00:02<00:11, 20.9MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 7%|▋ | 17.4M/237M [00:02<00:17, 13.0MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 8%|▊ | 19.0M/237M [00:02<00:20, 11.2MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 9%|▊ | 20.4M/237M [00:02<00:23, 9.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 9%|▉ | 21.5M/237M [00:02<00:22, 9.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 10%|▉ | 22.6M/237M [00:03<00:24, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 10%|▉ | 23.6M/237M [00:03<00:26, 8.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 10%|█ | 24.5M/237M [00:03<00:25, 8.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 11%|█ | 25.4M/237M [00:03<00:28, 7.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 11%|█ | 26.2M/237M [00:03<00:28, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 11%|█▏ | 26.9M/237M [00:03<00:28, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 12%|█▏ | 27.7M/237M [00:03<00:27, 7.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 12%|█▏ | 28.5M/237M [00:03<00:28, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 12%|█▏ | 29.2M/237M [00:03<00:28, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 13%|█▎ | 30.0M/237M [00:04<00:28, 7.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 13%|█▎ | 30.7M/237M [00:04<00:28, 7.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 13%|█▎ | 31.5M/237M [00:04<00:28, 7.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 14%|█▎ | 32.2M/237M [00:04<00:27, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 14%|█▍ | 33.0M/237M [00:04<00:27, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 14%|█▍ | 33.8M/237M [00:04<00:27, 7.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 15%|█▍ | 34.5M/237M [00:04<00:27, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 15%|█▍ | 35.3M/237M [00:04<00:27, 7.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 15%|█▌ | 36.1M/237M [00:04<00:26, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 16%|█▌ | 36.9M/237M [00:04<00:26, 7.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 16%|█▌ | 37.6M/237M [00:05<00:27, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 16%|█▌ | 38.3M/237M [00:05<00:27, 7.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 17%|█▋ | 39.1M/237M [00:05<00:27, 7.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 17%|█▋ | 39.8M/237M [00:05<00:27, 7.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 17%|█▋ | 40.6M/237M [00:05<00:26, 7.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 17%|█▋ | 41.4M/237M [00:05<00:26, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 18%|█▊ | 42.1M/237M [00:05<00:26, 7.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 18%|█▊ | 42.9M/237M [00:05<00:26, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 18%|█▊ | 43.7M/237M [00:05<00:26, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 19%|█▉ | 44.4M/237M [00:06<00:26, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 19%|█▉ | 45.2M/237M [00:06<00:25, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 19%|█▉ | 46.0M/237M [00:06<00:25, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 20%|█▉ | 46.7M/237M [00:06<00:25, 7.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 20%|██ | 47.5M/237M [00:06<00:25, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 20%|██ | 48.3M/237M [00:06<00:25, 7.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 21%|██ | 49.1M/237M [00:06<00:25, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 21%|██ | 49.8M/237M [00:06<00:25, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 21%|██▏ | 50.6M/237M [00:06<00:24, 7.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 22%|██▏ | 51.4M/237M [00:06<00:24, 7.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 22%|██▏ | 52.1M/237M [00:07<00:25, 7.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 22%|██▏ | 52.9M/237M [00:07<00:24, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 23%|██▎ | 53.7M/237M [00:07<00:24, 7.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 23%|██▎ | 54.5M/237M [00:07<00:24, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 23%|██▎ | 55.2M/237M [00:07<00:24, 7.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 24%|██▎ | 56.0M/237M [00:07<00:24, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 24%|██▍ | 56.8M/237M [00:07<00:24, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 24%|██▍ | 57.5M/237M [00:07<00:24, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 25%|██▍ | 58.3M/237M [00:07<00:24, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 25%|██▍ | 59.0M/237M [00:08<00:24, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 25%|██▌ | 59.9M/237M [00:08<00:23, 7.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 26%|██▌ | 60.6M/237M [00:08<00:23, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 26%|██▌ | 61.4M/237M [00:08<00:23, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 26%|██▋ | 62.1M/237M [00:08<00:23, 7.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 27%|██▋ | 62.9M/237M [00:08<00:23, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 27%|██▋ | 63.7M/237M [00:08<00:23, 7.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 27%|██▋ | 64.4M/237M [00:08<00:23, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 28%|██▊ | 65.2M/237M [00:08<00:23, 7.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 28%|██▊ | 66.0M/237M [00:08<00:23, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 28%|██▊ | 66.8M/237M [00:09<00:22, 7.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 29%|██▊ | 67.5M/237M [00:09<00:22, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 29%|██▉ | 68.3M/237M [00:09<00:22, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 29%|██▉ | 69.0M/237M [00:09<00:22, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 30%|██▉ | 69.8M/237M [00:09<00:22, 7.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 30%|██▉ | 70.6M/237M [00:09<00:22, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 30%|███ | 71.4M/237M [00:09<00:22, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 30%|███ | 72.1M/237M [00:09<00:22, 7.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 31%|███ | 72.9M/237M [00:09<00:22, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 31%|███ | 73.7M/237M [00:09<00:22, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 31%|███▏ | 74.4M/237M [00:10<00:22, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 32%|███▏ | 75.2M/237M [00:10<00:21, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 32%|███▏ | 76.0M/237M [00:10<00:21, 7.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 32%|███▏ | 76.8M/237M [00:10<00:21, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 33%|███▎ | 77.5M/237M [00:10<00:21, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 33%|███▎ | 78.3M/237M [00:10<00:21, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 33%|███▎ | 79.1M/237M [00:10<00:21, 7.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 34%|███▎ | 79.8M/237M [00:10<00:21, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 34%|███▍ | 80.6M/237M [00:10<00:20, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 34%|███▍ | 81.4M/237M [00:11<00:20, 7.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 35%|███▍ | 82.2M/237M [00:11<00:20, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 35%|███▌ | 83.0M/237M [00:11<00:20, 7.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 35%|███▌ | 83.7M/237M [00:11<00:20, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 36%|███▌ | 84.5M/237M [00:11<00:20, 7.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 36%|███▌ | 85.2M/237M [00:11<00:20, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 36%|███▋ | 86.0M/237M [00:11<00:20, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 37%|███▋ | 86.7M/237M [00:11<00:20, 7.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 37%|███▋ | 87.5M/237M [00:11<00:20, 7.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 37%|███▋ | 88.3M/237M [00:11<00:19, 7.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 38%|███▊ | 89.1M/237M [00:12<00:20, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 38%|███▊ | 89.8M/237M [00:12<00:19, 7.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 38%|███▊ | 90.6M/237M [00:12<00:45, 3.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 40%|███▉ | 94.1M/237M [00:12<00:19, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 41%|████ | 96.1M/237M [00:12<00:15, 9.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 41%|████ | 97.3M/237M [00:13<00:15, 9.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 42%|████▏ | 98.4M/237M [00:13<00:16, 8.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 42%|████▏ | 99.4M/237M [00:13<00:16, 8.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 42%|████▏ | 100M/237M [00:13<00:17, 8.23MB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 43%|████▎ | 101M/237M [00:13<00:17, 8.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 43%|████▎ | 102M/237M [00:13<00:16, 8.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 43%|████▎ | 103M/237M [00:13<00:17, 8.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 44%|████▍ | 104M/237M [00:13<00:16, 8.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 44%|████▍ | 105M/237M [00:14<00:19, 7.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 44%|████▍ | 105M/237M [00:14<00:18, 7.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 45%|████▍ | 106M/237M [00:14<00:18, 7.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 45%|████▌ | 107M/237M [00:14<00:17, 7.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 45%|████▌ | 108M/237M [00:14<00:17, 7.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 46%|████▌ | 108M/237M [00:14<00:17, 7.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 46%|████▌ | 109M/237M [00:14<00:17, 7.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 47%|████▋ | 110M/237M [00:14<00:17, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 47%|████▋ | 111M/237M [00:15<00:17, 7.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 47%|████▋ | 112M/237M [00:15<00:17, 7.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 48%|████▊ | 113M/237M [00:15<00:16, 7.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 48%|████▊ | 114M/237M [00:15<00:16, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 48%|████▊ | 114M/237M [00:15<00:19, 6.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 49%|████▊ | 115M/237M [00:15<00:22, 5.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 49%|████▉ | 116M/237M [00:15<00:22, 5.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 49%|████▉ | 116M/237M [00:15<00:23, 5.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 49%|████▉ | 117M/237M [00:16<00:23, 5.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 50%|████▉ | 117M/237M [00:16<00:21, 5.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 50%|████▉ | 118M/237M [00:16<00:19, 6.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 50%|█████ | 119M/237M [00:16<00:18, 6.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 51%|█████ | 120M/237M [00:16<00:17, 7.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 51%|█████ | 121M/237M [00:16<00:16, 7.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 51%|█████ | 121M/237M [00:16<00:16, 7.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 52%|█████▏ | 122M/237M [00:16<00:16, 7.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 52%|█████▏ | 123M/237M [00:16<00:15, 7.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 52%|█████▏ | 124M/237M [00:17<00:15, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 53%|█████▎ | 125M/237M [00:17<00:14, 8.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 53%|█████▎ | 126M/237M [00:17<00:13, 8.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 53%|█████▎ | 126M/237M [00:17<00:13, 8.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 54%|█████▍ | 127M/237M [00:17<00:12, 8.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 54%|█████▍ | 128M/237M [00:17<00:12, 9.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 55%|█████▍ | 129M/237M [00:17<00:12, 9.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 55%|█████▍ | 130M/237M [00:17<00:11, 9.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 55%|█████▌ | 131M/237M [00:17<00:11, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 56%|█████▌ | 132M/237M [00:17<00:11, 9.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 56%|█████▌ | 133M/237M [00:18<00:11, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 57%|█████▋ | 134M/237M [00:18<00:11, 9.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 57%|█████▋ | 135M/237M [00:18<00:11, 9.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 57%|█████▋ | 136M/237M [00:18<00:11, 9.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 58%|█████▊ | 137M/237M [00:18<00:11, 9.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 58%|█████▊ | 138M/237M [00:18<00:11, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 59%|█████▊ | 139M/237M [00:18<00:10, 9.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 59%|█████▉ | 139M/237M [00:18<00:10, 9.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 59%|█████▉ | 140M/237M [00:18<00:10, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 60%|█████▉ | 141M/237M [00:18<00:10, 9.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 60%|██████ | 142M/237M [00:19<00:10, 9.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 60%|██████ | 143M/237M [00:19<00:10, 9.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 61%|██████ | 144M/237M [00:19<00:10, 9.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 61%|██████ | 145M/237M [00:19<00:10, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 62%|██████▏ | 146M/237M [00:19<00:10, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 62%|██████▏ | 147M/237M [00:19<00:10, 9.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 62%|██████▏ | 148M/237M [00:19<00:10, 9.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 63%|██████▎ | 149M/237M [00:19<00:09, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 63%|██████▎ | 150M/237M [00:19<00:09, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 64%|██████▎ | 150M/237M [00:20<00:09, 9.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 64%|██████▍ | 151M/237M [00:20<00:09, 8.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 64%|██████▍ | 153M/237M [00:20<00:08, 10.0MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 65%|██████▍ | 154M/237M [00:20<00:08, 9.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 65%|██████▌ | 154M/237M [00:20<00:08, 9.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 66%|██████▌ | 155M/237M [00:20<00:08, 9.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 66%|██████▌ | 156M/237M [00:20<00:08, 9.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 66%|██████▋ | 157M/237M [00:20<00:08, 9.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 67%|██████▋ | 158M/237M [00:20<00:08, 9.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 67%|██████▋ | 159M/237M [00:20<00:08, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 68%|██████▊ | 160M/237M [00:21<00:08, 9.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 68%|██████▊ | 161M/237M [00:21<00:08, 9.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 68%|██████▊ | 162M/237M [00:21<00:08, 9.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 69%|██████▊ | 163M/237M [00:21<00:08, 9.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 69%|██████▉ | 163M/237M [00:21<00:08, 8.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 69%|██████▉ | 164M/237M [00:21<00:08, 8.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 70%|██████▉ | 165M/237M [00:21<00:08, 8.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 70%|███████ | 166M/237M [00:21<00:08, 8.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 71%|███████ | 167M/237M [00:21<00:08, 9.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 71%|███████ | 168M/237M [00:21<00:07, 9.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 71%|███████▏ | 169M/237M [00:22<00:07, 9.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 72%|███████▏ | 170M/237M [00:22<00:07, 9.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 72%|███████▏ | 171M/237M [00:22<00:07, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 73%|███████▎ | 172M/237M [00:22<00:07, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 73%|███████▎ | 173M/237M [00:22<00:07, 9.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 73%|███████▎ | 173M/237M [00:22<00:07, 9.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 74%|███████▎ | 174M/237M [00:22<00:07, 9.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 74%|███████▍ | 175M/237M [00:22<00:06, 9.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 74%|███████▍ | 176M/237M [00:22<00:06, 9.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 75%|███████▍ | 177M/237M [00:23<00:06, 9.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 75%|███████▌ | 178M/237M [00:23<00:06, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 76%|███████▌ | 179M/237M [00:23<00:06, 9.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 76%|███████▌ | 180M/237M [00:23<00:06, 9.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 76%|███████▋ | 181M/237M [00:23<00:06, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 77%|███████▋ | 182M/237M [00:23<00:06, 9.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 77%|███████▋ | 183M/237M [00:23<00:06, 9.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 78%|███████▊ | 184M/237M [00:23<00:06, 9.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 78%|███████▊ | 185M/237M [00:23<00:06, 9.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 78%|███████▊ | 185M/237M [00:23<00:05, 9.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 79%|███████▊ | 186M/237M [00:24<00:05, 9.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 79%|███████▉ | 187M/237M [00:24<00:05, 9.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 80%|███████▉ | 188M/237M [00:24<00:05, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 80%|███████▉ | 189M/237M [00:24<00:05, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 80%|████████ | 190M/237M [00:24<00:05, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 81%|████████ | 191M/237M [00:24<00:05, 9.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 81%|████████ | 192M/237M [00:24<00:05, 9.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 81%|████████▏ | 193M/237M [00:24<00:04, 9.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 82%|████████▏ | 194M/237M [00:24<00:04, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 82%|████████▏ | 195M/237M [00:25<00:04, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 83%|████████▎ | 196M/237M [00:25<00:04, 9.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 83%|████████▎ | 196M/237M [00:25<00:04, 9.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 83%|████████▎ | 197M/237M [00:25<00:04, 9.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 84%|████████▍ | 198M/237M [00:25<00:04, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 84%|████████▍ | 199M/237M [00:25<00:04, 9.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 85%|████████▍ | 200M/237M [00:25<00:04, 9.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 85%|████████▍ | 201M/237M [00:25<00:04, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 85%|████████▌ | 202M/237M [00:25<00:03, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 86%|████████▌ | 203M/237M [00:25<00:03, 9.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 86%|████████▌ | 204M/237M [00:26<00:03, 9.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 87%|████████▋ | 205M/237M [00:26<00:03, 9.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 87%|████████▋ | 206M/237M [00:26<00:03, 9.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 87%|████████▋ | 207M/237M [00:26<00:03, 9.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 88%|████████▊ | 208M/237M [00:26<00:03, 9.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 88%|████████▊ | 208M/237M [00:26<00:03, 9.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 88%|████████▊ | 209M/237M [00:26<00:03, 9.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 89%|████████▉ | 210M/237M [00:26<00:02, 9.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 89%|████████▉ | 211M/237M [00:26<00:02, 9.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 90%|████████▉ | 212M/237M [00:26<00:02, 9.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 90%|█████████ | 213M/237M [00:27<00:02, 9.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 90%|█████████ | 214M/237M [00:27<00:02, 9.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 91%|█████████ | 215M/237M [00:27<00:02, 9.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 91%|█████████ | 216M/237M [00:27<00:02, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 92%|█████████▏| 217M/237M [00:27<00:02, 9.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 92%|█████████▏| 218M/237M [00:27<00:02, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 92%|█████████▏| 219M/237M [00:27<00:02, 9.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 93%|█████████▎| 220M/237M [00:27<00:01, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 93%|█████████▎| 220M/237M [00:27<00:01, 9.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 94%|█████████▎| 221M/237M [00:28<00:01, 9.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 94%|█████████▍| 222M/237M [00:28<00:01, 9.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 94%|█████████▍| 223M/237M [00:28<00:01, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 95%|█████████▍| 224M/237M [00:28<00:01, 9.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 95%|█████████▌| 225M/237M [00:28<00:01, 9.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 96%|█████████▌| 226M/237M [00:28<00:01, 9.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 96%|█████████▌| 227M/237M [00:28<00:01, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 96%|█████████▋| 228M/237M [00:28<00:00, 9.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 97%|█████████▋| 229M/237M [00:28<00:00, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 97%|█████████▋| 230M/237M [00:28<00:00, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 97%|█████████▋| 231M/237M [00:29<00:00, 9.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 98%|█████████▊| 232M/237M [00:29<00:00, 9.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 98%|█████████▊| 233M/237M [00:29<00:00, 9.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 99%|█████████▊| 233M/237M [00:29<00:00, 9.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 99%|█████████▉| 234M/237M [00:29<00:00, 9.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 99%|█████████▉| 235M/237M [00:29<00:00, 9.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251: 100%|█████████▉| 236M/237M [00:29<00:00, 9.29MB/s]\u001b[A\n",
+ "\n",
+ " \u001b[A\n",
+ " \n",
+ " ✓ Download Time: 33.9s\n",
+ "\n",
+ "Downloading files: 0%| | 0/5 [00:33, ?file/s]\n",
+ "Downloading files: 20%|██ | 1/5 [00:35<02:20, 35.13s/file]\n",
+ " \n",
+ " ✓ S2B_MSIL2A_20251230T164619_N0511_R126_T16SDE_20251230T215228.SAFE already exists!\n",
+ "\n",
+ "Downloading files: 20%|██ | 1/5 [00:35<02:20, 35.13s/file]\n",
+ " \n",
+ " → Downloading: S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251230T215228.SAFE\n",
+ "\n",
+ "Downloading files: 20%|██ | 1/5 [00:35<02:20, 35.13s/file]\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 0.00/349M [00:00, ?B/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 40.0k/349M [00:00<14:54, 410kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 112k/349M [00:00<17:59, 339kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 152k/349M [00:00<21:10, 288kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 384k/349M [00:00<07:20, 830kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 488k/349M [00:00<09:47, 622kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 576k/349M [00:01<10:59, 555kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 648k/349M [00:01<12:31, 487kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 768k/349M [00:01<09:48, 621kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 848k/349M [00:01<09:15, 658kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 928k/349M [00:01<09:53, 615kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 0.98M/349M [00:01<11:26, 532kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.06M/349M [00:02<11:28, 530kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.20M/349M [00:02<08:26, 720kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.29M/349M [00:02<09:01, 673kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.37M/349M [00:02<08:39, 702kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.49M/349M [00:02<07:14, 839kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.59M/349M [00:02<07:00, 867kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 0%| | 1.68M/349M [00:02<10:32, 576kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 1.76M/349M [00:03<09:49, 618kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 1.86M/349M [00:03<08:34, 708kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 1.95M/349M [00:03<11:03, 549kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.05M/349M [00:03<09:23, 646kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.12M/349M [00:03<08:57, 677kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.22M/349M [00:03<09:09, 662kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.30M/349M [00:03<09:49, 617kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.37M/349M [00:04<09:30, 638kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.44M/349M [00:04<09:14, 656kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.51M/349M [00:04<12:36, 481kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.60M/349M [00:04<10:27, 579kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.67M/349M [00:04<09:57, 608kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.75M/349M [00:04<09:14, 655kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.82M/349M [00:04<10:13, 592kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.88M/349M [00:04<10:04, 601kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 2.97M/349M [00:05<10:13, 592kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.03M/349M [00:05<10:01, 603kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.09M/349M [00:05<09:54, 611kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.17M/349M [00:05<09:11, 658kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.34M/349M [00:05<07:22, 820kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.43M/349M [00:05<07:03, 856kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.52M/349M [00:05<07:03, 857kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.62M/349M [00:05<08:34, 705kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.70M/349M [00:06<10:18, 586kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.76M/349M [00:06<12:17, 491kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.84M/349M [00:06<10:59, 549kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 3.90M/349M [00:06<11:46, 512kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 4.03M/349M [00:06<08:41, 695kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 4.12M/349M [00:06<08:11, 736kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 4.20M/349M [00:07<09:03, 666kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%| | 4.27M/349M [00:07<10:00, 603kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.37M/349M [00:07<08:36, 701kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.45M/349M [00:07<09:22, 642kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.52M/349M [00:07<09:08, 659kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.59M/349M [00:07<12:24, 485kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.70M/349M [00:07<09:48, 614kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.78M/349M [00:08<09:59, 603kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.85M/349M [00:08<10:42, 562kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.91M/349M [00:08<10:24, 578kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 4.98M/349M [00:08<15:10, 397kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 5.03M/349M [00:08<20:48, 289kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 5.07M/349M [00:09<19:40, 306kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 1%|▏ | 5.19M/349M [00:09<12:57, 464kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.25M/349M [00:09<13:18, 452kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.32M/349M [00:09<11:52, 506kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.38M/349M [00:09<13:48, 435kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.49M/349M [00:09<12:39, 475kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.55M/349M [00:09<12:15, 490kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.60M/349M [00:10<14:35, 412kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.65M/349M [00:10<17:02, 353kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.80M/349M [00:10<10:24, 577kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.87M/349M [00:10<09:53, 607kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 5.96M/349M [00:10<08:45, 686kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.05M/349M [00:10<08:11, 732kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.12M/349M [00:10<09:05, 660kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.20M/349M [00:11<08:57, 669kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.27M/349M [00:11<08:47, 682kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.34M/349M [00:11<08:40, 691kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.41M/349M [00:11<12:16, 488kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.47M/349M [00:11<17:53, 335kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.52M/349M [00:12<18:08, 330kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.59M/349M [00:12<16:21, 366kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.70M/349M [00:12<12:33, 477kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.76M/349M [00:12<13:21, 448kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.82M/349M [00:12<12:19, 485kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.88M/349M [00:12<11:58, 499kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 6.93M/349M [00:12<14:30, 412kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.05M/349M [00:13<10:17, 581kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.12M/349M [00:13<16:46, 356kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.17M/349M [00:13<15:23, 389kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.27M/349M [00:13<13:58, 428kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.33M/349M [00:14<16:56, 353kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.38M/349M [00:14<16:02, 373kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.45M/349M [00:14<13:08, 455kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.52M/349M [00:14<11:41, 511kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.59M/349M [00:14<12:24, 481kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.64M/349M [00:14<16:10, 369kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.70M/349M [00:14<14:12, 420kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.76M/349M [00:15<14:43, 405kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.81M/349M [00:15<13:38, 437kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 7.86M/349M [00:15<19:40, 303kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.04M/349M [00:15<10:12, 584kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.12M/349M [00:15<10:30, 567kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.20M/349M [00:15<09:25, 632kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.28M/349M [00:15<08:54, 669kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.36M/349M [00:16<08:33, 696kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.44M/349M [00:16<08:14, 723kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 2%|▏ | 8.59M/349M [00:16<06:22, 934kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 8.73M/349M [00:16<05:28, 1.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 8.84M/349M [00:16<06:12, 959kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 8.99M/349M [00:16<05:24, 1.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.13M/349M [00:16<05:00, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.29M/349M [00:16<04:36, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.42M/349M [00:17<08:26, 703kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.52M/349M [00:17<09:54, 599kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.62M/349M [00:17<08:50, 671kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.71M/349M [00:17<10:49, 548kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.81M/349M [00:17<09:23, 632kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 9.94M/349M [00:18<07:47, 762kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.0M/349M [00:18<09:02, 656kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.1M/349M [00:18<08:29, 698kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.2M/349M [00:18<08:01, 739kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.3M/349M [00:18<07:42, 769kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.4M/349M [00:18<08:24, 704kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.5M/349M [00:18<10:12, 580kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.5M/349M [00:19<11:08, 531kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.6M/349M [00:19<09:12, 643kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.7M/349M [00:19<08:23, 705kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.8M/349M [00:19<08:29, 697kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 10.9M/349M [00:19<08:28, 698kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.0M/349M [00:19<09:26, 626kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.1M/349M [00:19<08:53, 664kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.2M/349M [00:19<07:49, 755kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.2M/349M [00:20<07:43, 764kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.4M/349M [00:20<06:51, 860kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.5M/349M [00:20<06:13, 947kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.6M/349M [00:20<08:00, 736kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.6M/349M [00:20<07:39, 770kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.7M/349M [00:20<07:16, 812kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.8M/349M [00:20<07:06, 829kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 11.9M/349M [00:20<08:00, 737kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 12.0M/349M [00:21<07:26, 792kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 3%|▎ | 12.2M/349M [00:21<06:00, 980kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.3M/349M [00:21<05:56, 991kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.4M/349M [00:21<05:53, 999kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.5M/349M [00:21<05:50, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.6M/349M [00:21<05:47, 1.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.7M/349M [00:21<05:46, 1.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.8M/349M [00:21<06:36, 889kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 12.9M/349M [00:21<06:05, 966kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 13.0M/349M [00:22<07:39, 767kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▎ | 13.1M/349M [00:22<10:02, 585kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.1M/349M [00:22<10:36, 554kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.2M/349M [00:22<10:19, 569kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.3M/349M [00:22<10:04, 583kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.3M/349M [00:22<09:51, 595kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.4M/349M [00:22<09:23, 625kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.5M/349M [00:23<07:00, 837kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.6M/349M [00:23<06:55, 847kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.7M/349M [00:23<06:54, 848kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.8M/349M [00:23<06:39, 881kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 13.9M/349M [00:23<06:40, 878kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.0M/349M [00:23<07:44, 757kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.1M/349M [00:23<07:36, 769kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.1M/349M [00:23<07:33, 774kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.2M/349M [00:23<06:55, 845kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.4M/349M [00:24<06:12, 944kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.4M/349M [00:24<06:12, 941kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.5M/349M [00:24<08:02, 728kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.6M/349M [00:24<09:46, 598kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.7M/349M [00:24<09:23, 622kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.8M/349M [00:24<07:57, 734kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 14.9M/349M [00:24<06:16, 930kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 15.1M/349M [00:25<05:24, 1.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 15.2M/349M [00:25<05:10, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 15.4M/349M [00:25<04:55, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 15.5M/349M [00:25<04:38, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 4%|▍ | 15.6M/349M [00:25<04:38, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 15.8M/349M [00:25<04:23, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 15.9M/349M [00:25<04:05, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.1M/349M [00:25<04:06, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.2M/349M [00:25<04:06, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.4M/349M [00:25<04:05, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.5M/349M [00:26<04:07, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.6M/349M [00:26<04:05, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.8M/349M [00:26<04:05, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 16.9M/349M [00:26<04:06, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 17.1M/349M [00:26<04:05, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 17.2M/349M [00:26<04:04, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▍ | 17.3M/349M [00:26<04:05, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 17.5M/349M [00:26<04:06, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 17.6M/349M [00:26<04:04, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 17.8M/349M [00:27<04:41, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 17.9M/349M [00:27<04:30, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.0M/349M [00:27<04:17, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.2M/349M [00:27<04:14, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.3M/349M [00:27<04:12, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.5M/349M [00:27<04:02, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.6M/349M [00:27<03:54, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.8M/349M [00:27<03:52, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 18.9M/349M [00:27<03:54, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 5%|▌ | 19.1M/349M [00:27<03:52, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 19.2M/349M [00:28<03:51, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 19.4M/349M [00:28<03:51, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 19.5M/349M [00:28<03:52, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 19.7M/349M [00:28<03:50, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 19.8M/349M [00:28<03:51, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.0M/349M [00:28<04:25, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.1M/349M [00:28<04:06, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.3M/349M [00:28<03:58, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.4M/349M [00:28<03:55, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.6M/349M [00:29<03:54, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.7M/349M [00:29<03:52, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 20.9M/349M [00:29<03:51, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.0M/349M [00:29<04:25, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.2M/349M [00:29<04:10, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.3M/349M [00:29<04:08, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.5M/349M [00:29<04:06, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.6M/349M [00:29<04:05, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▌ | 21.8M/349M [00:29<03:53, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▋ | 21.9M/349M [00:30<03:52, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▋ | 22.1M/349M [00:30<03:52, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▋ | 22.2M/349M [00:30<03:39, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▋ | 22.4M/349M [00:30<03:38, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 6%|▋ | 22.6M/349M [00:30<03:38, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 22.7M/349M [00:30<04:10, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 22.9M/349M [00:30<04:08, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.0M/349M [00:30<04:06, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.1M/349M [00:30<04:05, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.3M/349M [00:31<04:03, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.4M/349M [00:31<04:02, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.6M/349M [00:31<04:01, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.7M/349M [00:31<04:02, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 23.8M/349M [00:31<04:01, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.0M/349M [00:31<04:01, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.1M/349M [00:31<03:59, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.3M/349M [00:31<04:01, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.4M/349M [00:31<03:55, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.6M/349M [00:31<03:53, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.7M/349M [00:32<03:56, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 24.9M/349M [00:32<03:48, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.0M/349M [00:32<03:48, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.2M/349M [00:32<03:47, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.3M/349M [00:32<04:21, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.4M/349M [00:32<04:19, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.6M/349M [00:32<04:18, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.7M/349M [00:32<04:16, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 25.9M/349M [00:32<03:59, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 26.0M/349M [00:33<03:55, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 7%|▋ | 26.2M/349M [00:33<03:44, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 26.3M/349M [00:33<03:44, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 26.5M/349M [00:33<03:46, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 26.6M/349M [00:33<03:38, 1.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 26.8M/349M [00:33<04:13, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 26.9M/349M [00:33<04:05, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.1M/349M [00:33<04:03, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.2M/349M [00:33<04:01, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.4M/349M [00:34<04:00, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.5M/349M [00:34<04:00, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.6M/349M [00:34<03:59, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.8M/349M [00:34<03:59, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 27.9M/349M [00:34<03:58, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.1M/349M [00:34<03:57, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.2M/349M [00:34<03:57, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.3M/349M [00:34<03:57, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.5M/349M [00:34<03:57, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.6M/349M [00:34<03:49, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 28.8M/349M [00:35<03:41, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.0M/349M [00:35<03:41, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.1M/349M [00:35<03:42, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.2M/349M [00:35<03:42, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.4M/349M [00:35<05:22, 1.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.5M/349M [00:35<06:20, 882kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 8%|▊ | 29.6M/349M [00:35<06:06, 916kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 29.7M/349M [00:36<05:42, 979kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 29.9M/349M [00:36<05:19, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.0M/349M [00:36<05:44, 973kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.1M/349M [00:36<06:21, 877kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.2M/349M [00:36<06:14, 894kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.3M/349M [00:36<06:55, 806kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.4M/349M [00:36<07:37, 731kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.4M/349M [00:37<07:29, 744kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▊ | 30.5M/349M [00:37<07:11, 774kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 30.6M/349M [00:37<07:08, 780kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 30.7M/349M [00:37<07:08, 780kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 30.8M/349M [00:37<08:05, 688kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 30.9M/349M [00:37<07:23, 753kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 30.9M/349M [00:37<07:17, 763kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.1M/349M [00:37<06:18, 883kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.1M/349M [00:37<07:04, 787kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.2M/349M [00:38<06:53, 807kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.3M/349M [00:38<06:46, 821kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.4M/349M [00:38<06:38, 837kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.5M/349M [00:38<06:34, 845kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.6M/349M [00:38<07:31, 738kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.7M/349M [00:38<07:20, 756kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.8M/349M [00:38<06:31, 850kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.9M/349M [00:38<07:23, 751kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 31.9M/349M [00:38<07:17, 760kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.0M/349M [00:39<06:50, 810kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.1M/349M [00:39<06:42, 826kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.2M/349M [00:39<07:33, 733kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.3M/349M [00:39<07:24, 748kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.4M/349M [00:39<07:18, 758kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.4M/349M [00:39<07:15, 763kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.5M/349M [00:39<06:56, 798kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.6M/349M [00:39<05:47, 955kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.8M/349M [00:39<05:26, 1.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 32.9M/349M [00:40<07:00, 788kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 33.0M/349M [00:40<05:59, 924kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 9%|▉ | 33.1M/349M [00:40<08:05, 684kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.2M/349M [00:40<08:26, 654kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.3M/349M [00:40<08:05, 682kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.3M/349M [00:40<08:44, 632kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.5M/349M [00:41<07:26, 742kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.5M/349M [00:41<07:21, 750kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.6M/349M [00:41<07:13, 764kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.7M/349M [00:41<06:26, 857kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.8M/349M [00:41<05:49, 946kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 33.9M/349M [00:41<05:49, 945kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.0M/349M [00:41<05:26, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.1M/349M [00:41<07:00, 786kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.2M/349M [00:42<07:40, 718kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.3M/349M [00:42<07:17, 754kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.4M/349M [00:42<06:41, 822kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.5M/349M [00:42<06:36, 832kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.6M/349M [00:42<05:54, 930kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.7M/349M [00:42<07:32, 729kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|▉ | 34.8M/349M [00:42<07:22, 744kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 34.9M/349M [00:42<06:08, 895kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.0M/349M [00:42<05:54, 929kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.1M/349M [00:43<05:44, 955kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.2M/349M [00:43<06:25, 853kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.3M/349M [00:43<08:42, 630kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.4M/349M [00:43<09:31, 576kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.5M/349M [00:43<07:51, 697kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.6M/349M [00:43<07:39, 716kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.7M/349M [00:44<06:36, 829kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.8M/349M [00:44<07:12, 760kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 35.9M/349M [00:44<06:57, 787kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 36.0M/349M [00:44<10:41, 512kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 36.1M/349M [00:44<14:36, 375kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 36.4M/349M [00:45<06:41, 817kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 36.5M/349M [00:45<06:13, 879kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 10%|█ | 36.6M/349M [00:45<05:48, 942kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 36.8M/349M [00:45<05:29, 994kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 36.9M/349M [00:45<05:04, 1.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.0M/349M [00:45<04:41, 1.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.2M/349M [00:45<03:52, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.4M/349M [00:45<03:48, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.5M/349M [00:45<03:45, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.7M/349M [00:46<03:43, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 37.8M/349M [00:46<03:43, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.0M/349M [00:46<03:40, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.1M/349M [00:46<03:40, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.3M/349M [00:46<04:10, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.4M/349M [00:46<04:43, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.6M/349M [00:46<04:18, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.7M/349M [00:46<04:09, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 38.8M/349M [00:47<04:08, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 39.0M/349M [00:47<04:06, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 39.1M/349M [00:47<04:04, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█ | 39.2M/349M [00:47<04:05, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 39.4M/349M [00:47<04:03, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 39.5M/349M [00:47<04:03, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 39.6M/349M [00:47<04:02, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 39.8M/349M [00:47<04:03, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 39.9M/349M [00:47<03:58, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 11%|█▏ | 40.1M/349M [00:47<03:36, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 40.2M/349M [00:48<03:36, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 40.4M/349M [00:48<03:36, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 40.5M/349M [00:48<03:35, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 40.7M/349M [00:48<03:36, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 40.8M/349M [00:48<03:36, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.0M/349M [00:48<03:36, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.1M/349M [00:48<03:36, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.3M/349M [00:48<03:35, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.4M/349M [00:48<03:35, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.6M/349M [00:48<03:36, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.7M/349M [00:49<03:35, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 41.9M/349M [00:49<04:07, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.0M/349M [00:49<04:04, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.1M/349M [00:49<04:03, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.3M/349M [00:49<03:54, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.4M/349M [00:49<03:52, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.6M/349M [00:49<03:50, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.7M/349M [00:49<03:50, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 42.9M/349M [00:49<03:49, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 43.0M/349M [00:50<03:40, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 43.2M/349M [00:50<03:31, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 43.3M/349M [00:50<03:32, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 43.5M/349M [00:50<04:04, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 12%|█▏ | 43.6M/349M [00:50<04:03, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 43.7M/349M [00:50<04:01, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 43.9M/349M [00:50<04:02, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.0M/349M [00:50<03:59, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.1M/349M [00:50<04:00, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.3M/349M [00:51<03:58, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.4M/349M [00:51<03:58, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.5M/349M [00:51<03:59, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.7M/349M [00:51<03:59, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 44.8M/349M [00:51<03:45, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.0M/349M [00:51<03:46, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.1M/349M [00:51<04:19, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.2M/349M [00:51<04:17, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.4M/349M [00:51<04:17, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.5M/349M [00:52<04:16, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.6M/349M [00:52<04:14, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.7M/349M [00:52<04:13, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 45.9M/349M [00:52<04:13, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.0M/349M [00:52<04:08, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.1M/349M [00:52<03:52, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.3M/349M [00:52<03:49, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.4M/349M [00:52<03:52, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.6M/349M [00:52<03:38, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.7M/349M [00:52<03:32, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 46.9M/349M [00:53<03:32, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 13%|█▎ | 47.0M/349M [00:53<03:31, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.2M/349M [00:53<04:03, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.3M/349M [00:53<03:53, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.5M/349M [00:53<03:51, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.6M/349M [00:53<03:48, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.8M/349M [00:53<03:47, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▎ | 47.9M/349M [00:53<03:45, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.0M/349M [00:53<03:44, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.2M/349M [00:54<03:43, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.3M/349M [00:54<04:17, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.5M/349M [00:54<04:02, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.6M/349M [00:54<03:59, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.7M/349M [00:54<03:59, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 48.9M/349M [00:54<03:46, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.0M/349M [00:54<03:44, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.2M/349M [00:54<03:43, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.3M/349M [00:54<03:44, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.4M/349M [00:55<03:42, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.6M/349M [00:55<03:42, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.7M/349M [00:55<04:15, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 49.9M/349M [00:55<04:00, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 50.0M/349M [00:55<03:47, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 50.2M/349M [00:55<03:41, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 50.3M/349M [00:55<03:41, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 50.5M/349M [00:55<03:43, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 14%|█▍ | 50.6M/349M [00:55<03:36, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 50.8M/349M [00:56<03:38, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 50.9M/349M [00:56<03:39, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.0M/349M [00:56<03:39, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.2M/349M [00:56<03:38, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.3M/349M [00:56<03:40, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.5M/349M [00:56<03:39, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.6M/349M [00:56<03:39, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.7M/349M [00:56<03:39, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 51.9M/349M [00:56<04:12, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 52.0M/349M [00:57<04:03, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 52.2M/349M [00:57<03:47, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▍ | 52.3M/349M [00:57<04:17, 1.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 52.4M/349M [00:57<04:15, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 52.6M/349M [00:57<04:12, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 52.7M/349M [00:57<04:11, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 52.8M/349M [00:57<04:08, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 52.9M/349M [00:57<04:09, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.1M/349M [00:57<04:07, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.2M/349M [00:58<03:59, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.4M/349M [00:58<03:48, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.5M/349M [00:58<03:42, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.6M/349M [00:58<03:36, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.8M/349M [00:58<03:37, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 53.9M/349M [00:58<03:34, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 15%|█▌ | 54.1M/349M [00:58<03:34, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 54.2M/349M [00:58<03:36, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 54.4M/349M [00:58<03:26, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 54.5M/349M [00:58<03:26, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 54.7M/349M [00:59<03:13, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 54.9M/349M [00:59<03:42, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.0M/349M [00:59<04:12, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.2M/349M [00:59<03:58, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.3M/349M [00:59<03:41, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.5M/349M [00:59<03:40, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.6M/349M [00:59<03:39, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.7M/349M [00:59<03:38, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 55.9M/349M [01:00<03:37, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.0M/349M [01:00<03:36, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.2M/349M [01:00<04:08, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.3M/349M [01:00<04:08, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.4M/349M [01:00<03:53, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.6M/349M [01:00<03:53, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▌ | 56.7M/349M [01:00<03:41, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 56.9M/349M [01:00<03:39, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 57.0M/349M [01:00<03:26, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 57.2M/349M [01:00<03:26, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 57.3M/349M [01:01<03:26, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 57.5M/349M [01:01<03:25, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 16%|█▋ | 57.6M/349M [01:01<03:55, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 57.8M/349M [01:01<03:53, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 57.9M/349M [01:01<03:52, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.0M/349M [01:01<03:50, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.2M/349M [01:01<03:49, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.3M/349M [01:01<03:49, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.4M/349M [01:02<05:30, 923kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.5M/349M [01:02<05:51, 868kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.6M/349M [01:02<05:24, 939kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.8M/349M [01:02<05:17, 958kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.9M/349M [01:02<05:52, 864kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 58.9M/349M [01:02<05:43, 886kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.0M/349M [01:02<05:38, 899kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.1M/349M [01:03<07:48, 649kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.2M/349M [01:03<09:06, 557kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.3M/349M [01:03<08:36, 588kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.4M/349M [01:03<08:13, 616kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.4M/349M [01:03<12:43, 398kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.5M/349M [01:04<09:41, 523kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.6M/349M [01:04<08:18, 609kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.7M/349M [01:04<07:48, 649kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.8M/349M [01:04<08:18, 608kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 59.9M/349M [01:04<15:53, 318kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.2M/349M [01:05<06:48, 742kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.3M/349M [01:05<06:55, 729kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.5M/349M [01:05<06:15, 807kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.6M/349M [01:05<06:31, 773kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.6M/349M [01:05<06:22, 791kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.7M/349M [01:05<06:54, 729kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.8M/349M [01:05<06:48, 741kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 60.9M/349M [01:05<06:43, 750kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 61.0M/349M [01:06<06:37, 761kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 61.0M/349M [01:06<08:19, 605kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 17%|█▋ | 61.1M/349M [01:06<07:58, 631kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.2M/349M [01:06<07:31, 669kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.3M/349M [01:06<07:23, 681kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.3M/349M [01:06<07:20, 685kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.4M/349M [01:06<09:15, 544kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.5M/349M [01:07<08:56, 562kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.5M/349M [01:07<09:44, 516kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.6M/349M [01:07<07:12, 698kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.7M/349M [01:07<08:48, 571kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.8M/349M [01:07<07:39, 656kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 61.9M/349M [01:07<06:14, 804kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.1M/349M [01:07<05:32, 905kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.2M/349M [01:07<05:01, 997kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.3M/349M [01:08<04:25, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.5M/349M [01:08<03:58, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.7M/349M [01:08<03:37, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.8M/349M [01:08<03:36, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 62.9M/349M [01:08<03:35, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.1M/349M [01:08<04:05, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.2M/349M [01:08<03:47, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.4M/349M [01:08<03:47, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.5M/349M [01:08<03:31, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.7M/349M [01:08<03:15, 1.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 63.9M/349M [01:09<03:14, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 64.0M/349M [01:09<03:09, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 64.2M/349M [01:09<03:10, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 64.3M/349M [01:09<03:09, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 18%|█▊ | 64.5M/349M [01:09<03:09, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 64.7M/349M [01:09<03:37, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 64.8M/349M [01:09<03:35, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 64.9M/349M [01:09<03:33, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 65.1M/349M [01:09<03:33, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 65.2M/349M [01:10<03:32, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▊ | 65.4M/349M [01:10<03:31, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 65.5M/349M [01:10<03:30, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 65.6M/349M [01:10<03:30, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 65.8M/349M [01:10<03:29, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 65.9M/349M [01:10<03:30, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.1M/349M [01:10<03:29, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.2M/349M [01:10<03:28, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.3M/349M [01:10<03:29, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.5M/349M [01:11<03:28, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.6M/349M [01:11<04:00, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.8M/349M [01:11<03:59, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 66.9M/349M [01:11<03:52, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.0M/349M [01:11<03:54, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.1M/349M [01:11<03:53, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.3M/349M [01:11<03:53, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.4M/349M [01:11<03:54, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.5M/349M [01:11<03:55, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.6M/349M [01:12<03:54, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.8M/349M [01:12<03:54, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 67.9M/349M [01:12<03:44, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 19%|█▉ | 68.0M/349M [01:12<03:44, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.2M/349M [01:12<03:42, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.3M/349M [01:12<03:41, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.4M/349M [01:12<03:40, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.6M/349M [01:12<03:36, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.7M/349M [01:12<03:37, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 68.8M/349M [01:12<03:38, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.0M/349M [01:13<03:38, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.1M/349M [01:13<03:39, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.3M/349M [01:13<03:28, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.4M/349M [01:13<03:27, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.5M/349M [01:13<03:27, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.7M/349M [01:13<03:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|█▉ | 69.8M/349M [01:13<03:27, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.0M/349M [01:13<03:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.1M/349M [01:13<03:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.2M/349M [01:13<03:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.4M/349M [01:14<03:19, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.5M/349M [01:14<03:21, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.7M/349M [01:14<03:21, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 70.8M/349M [01:14<03:23, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 71.0M/349M [01:14<03:24, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 71.1M/349M [01:14<03:24, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 71.2M/349M [01:14<03:25, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 71.4M/349M [01:14<03:25, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 20%|██ | 71.5M/349M [01:14<03:25, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 71.7M/349M [01:15<03:54, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 71.8M/349M [01:15<03:55, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.0M/349M [01:15<03:26, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.1M/349M [01:15<03:26, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.2M/349M [01:15<03:26, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.4M/349M [01:15<03:25, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.5M/349M [01:15<03:25, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.7M/349M [01:15<03:24, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.8M/349M [01:15<03:55, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 72.9M/349M [01:16<03:53, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.1M/349M [01:16<03:43, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.2M/349M [01:16<03:41, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.3M/349M [01:16<03:40, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.5M/349M [01:16<03:41, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.6M/349M [01:16<03:37, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.7M/349M [01:16<03:36, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 73.9M/349M [01:16<03:36, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 74.0M/349M [01:16<03:35, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██ | 74.2M/349M [01:17<03:28, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 74.3M/349M [01:17<03:19, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 74.5M/349M [01:17<03:21, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 74.6M/349M [01:17<03:21, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 74.7M/349M [01:17<03:22, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 74.9M/349M [01:17<03:52, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 21%|██▏ | 75.0M/349M [01:17<03:50, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.1M/349M [01:17<04:22, 1.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.3M/349M [01:17<03:58, 1.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.4M/349M [01:18<03:40, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.6M/349M [01:18<03:34, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.7M/349M [01:18<03:35, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 75.8M/349M [01:18<03:35, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.0M/349M [01:18<03:27, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.1M/349M [01:18<03:25, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.3M/349M [01:18<03:24, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.4M/349M [01:18<03:16, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.6M/349M [01:18<03:18, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.7M/349M [01:18<03:19, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 76.8M/349M [01:19<03:20, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.0M/349M [01:19<03:07, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.2M/349M [01:19<03:05, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.3M/349M [01:19<03:06, 1.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.5M/349M [01:19<03:36, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.6M/349M [01:19<03:27, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.8M/349M [01:19<03:26, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 77.9M/349M [01:19<03:25, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 78.0M/349M [01:19<03:23, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 78.2M/349M [01:20<03:22, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 78.3M/349M [01:20<03:51, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 22%|██▏ | 78.4M/349M [01:20<03:49, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 78.6M/349M [01:20<03:36, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 78.7M/349M [01:20<03:28, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 78.9M/349M [01:20<03:29, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.0M/349M [01:20<03:30, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.2M/349M [01:20<03:23, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.3M/349M [01:20<03:22, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.4M/349M [01:21<03:21, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.6M/349M [01:21<03:50, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.7M/349M [01:21<03:41, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 79.9M/349M [01:21<03:34, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.0M/349M [01:21<03:13, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.2M/349M [01:21<03:11, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.3M/349M [01:21<03:10, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.5M/349M [01:21<03:10, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.6M/349M [01:21<03:09, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.8M/349M [01:22<03:37, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 80.9M/349M [01:22<03:35, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.0M/349M [01:22<04:03, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.2M/349M [01:22<05:04, 923kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.3M/349M [01:22<06:03, 772kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.4M/349M [01:22<06:31, 717kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.4M/349M [01:23<06:23, 732kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.5M/349M [01:23<07:00, 668kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.6M/349M [01:23<07:44, 605kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.6M/349M [01:23<09:22, 499kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.7M/349M [01:23<08:21, 560kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.8M/349M [01:23<09:04, 516kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 81.9M/349M [01:23<07:11, 650kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 23%|██▎ | 82.0M/349M [01:24<07:54, 591kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.1M/349M [01:24<05:54, 790kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.2M/349M [01:24<06:30, 718kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.3M/349M [01:24<08:40, 538kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.4M/349M [01:24<07:08, 653kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.5M/349M [01:25<09:54, 471kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.5M/349M [01:25<09:19, 500kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.6M/349M [01:25<09:44, 478kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.6M/349M [01:25<10:25, 447kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.7M/349M [01:25<08:11, 569kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.8M/349M [01:25<09:31, 489kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.9M/349M [01:25<09:17, 501kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▎ | 82.9M/349M [01:26<10:06, 460kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.0M/349M [01:26<09:01, 515kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.1M/349M [01:26<08:14, 564kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.1M/349M [01:26<07:43, 602kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.2M/349M [01:26<08:39, 537kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.2M/349M [01:26<10:48, 430kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.3M/349M [01:26<09:46, 476kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.4M/349M [01:26<09:03, 513kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.4M/349M [01:26<08:52, 524kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.5M/349M [01:27<08:46, 530kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.6M/349M [01:27<07:10, 647kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.7M/349M [01:27<05:13, 887kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.8M/349M [01:27<04:39, 996kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 83.9M/349M [01:27<08:00, 580kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.0M/349M [01:27<08:12, 564kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.1M/349M [01:28<08:34, 540kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.3M/349M [01:28<05:52, 788kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.4M/349M [01:28<05:36, 825kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.5M/349M [01:28<06:46, 684kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.5M/349M [01:28<06:23, 724kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.6M/349M [01:28<06:48, 679kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.7M/349M [01:28<05:48, 795kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 84.9M/349M [01:29<05:27, 847kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.0M/349M [01:29<05:11, 889kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.1M/349M [01:29<07:04, 653kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.2M/349M [01:29<08:12, 562kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.2M/349M [01:29<07:23, 624kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.4M/349M [01:29<07:12, 640kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 24%|██▍ | 85.4M/349M [01:30<13:49, 333kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 85.7M/349M [01:30<08:31, 540kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 85.8M/349M [01:30<07:59, 576kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 85.9M/349M [01:30<06:17, 732kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.0M/349M [01:30<05:50, 788kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.1M/349M [01:31<06:03, 758kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.2M/349M [01:31<05:44, 800kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.3M/349M [01:31<06:09, 746kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.4M/349M [01:31<06:38, 692kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.5M/349M [01:31<05:27, 842kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.6M/349M [01:31<05:17, 868kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.7M/349M [01:31<05:51, 784kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.8M/349M [01:32<07:49, 587kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.9M/349M [01:32<09:02, 507kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 86.9M/349M [01:32<08:37, 532kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 87.0M/349M [01:32<08:17, 553kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 87.0M/349M [01:32<08:01, 571kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 87.1M/349M [01:32<09:47, 468kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 87.2M/349M [01:33<07:57, 575kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▍ | 87.3M/349M [01:33<07:33, 605kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.3M/349M [01:33<10:00, 458kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.4M/349M [01:33<08:11, 559kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.5M/349M [01:33<07:15, 630kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.6M/349M [01:33<07:42, 594kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.7M/349M [01:33<05:45, 795kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 87.9M/349M [01:33<04:47, 954kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.0M/349M [01:34<05:57, 767kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.1M/349M [01:34<05:39, 806kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.2M/349M [01:34<06:06, 748kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.3M/349M [01:34<05:28, 832kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.4M/349M [01:34<08:39, 527kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.4M/349M [01:34<08:08, 560kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.5M/349M [01:35<08:30, 535kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.6M/349M [01:35<08:12, 556kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.7M/349M [01:35<06:11, 736kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.8M/349M [01:35<07:23, 616kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.9M/349M [01:35<07:58, 571kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 88.9M/349M [01:35<07:20, 620kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 25%|██▌ | 89.0M/349M [01:36<08:47, 518kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.1M/349M [01:36<07:25, 612kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.2M/349M [01:36<06:57, 653kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.3M/349M [01:36<08:16, 549kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.4M/349M [01:36<06:25, 708kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.5M/349M [01:36<07:01, 646kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.5M/349M [01:36<06:38, 683kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.6M/349M [01:36<07:01, 647kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.7M/349M [01:37<07:41, 589kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.8M/349M [01:37<07:19, 619kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.8M/349M [01:37<07:06, 638kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 89.9M/349M [01:37<06:05, 744kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.1M/349M [01:37<05:23, 840kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.2M/349M [01:37<04:24, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.3M/349M [01:37<06:18, 717kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.4M/349M [01:38<06:02, 750kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.5M/349M [01:38<05:49, 777kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.6M/349M [01:38<06:21, 711kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.7M/349M [01:38<05:53, 766kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.7M/349M [01:38<06:25, 703kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.8M/349M [01:38<06:15, 723kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 90.9M/349M [01:38<08:29, 531kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.0M/349M [01:39<08:09, 553kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.0M/349M [01:39<10:40, 423kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.1M/349M [01:39<09:24, 480kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.2M/349M [01:39<08:46, 514kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.2M/349M [01:39<08:20, 541kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.3M/349M [01:39<10:02, 449kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.4M/349M [01:39<08:17, 543kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.4M/349M [01:40<09:56, 454kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.5M/349M [01:40<08:17, 543kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.6M/349M [01:40<08:54, 505kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▌ | 91.6M/349M [01:40<08:43, 516kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 91.7M/349M [01:40<07:42, 584kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 91.8M/349M [01:40<06:49, 659kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 91.9M/349M [01:40<06:17, 715kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.0M/349M [01:41<09:33, 470kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.0M/349M [01:41<08:55, 504kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.1M/349M [01:41<08:11, 549kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.2M/349M [01:41<07:09, 627kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.2M/349M [01:41<07:48, 575kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.3M/349M [01:41<07:38, 588kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.4M/349M [01:41<08:28, 529kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 26%|██▋ | 92.5M/349M [01:41<06:20, 709kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 92.6M/349M [01:42<06:07, 733kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 92.7M/349M [01:42<07:37, 588kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 92.8M/349M [01:42<06:31, 688kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 92.8M/349M [01:42<06:15, 716kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 92.9M/349M [01:42<06:07, 732kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.0M/349M [01:42<05:58, 749kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.1M/349M [01:43<10:02, 446kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.2M/349M [01:43<07:57, 563kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.3M/349M [01:43<07:33, 592kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.3M/349M [01:43<08:49, 506kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.4M/349M [01:43<08:09, 548kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.5M/349M [01:43<07:13, 619kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.6M/349M [01:43<09:31, 470kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.6M/349M [01:44<08:36, 519kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.7M/349M [01:44<09:08, 489kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.8M/349M [01:44<09:54, 451kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.8M/349M [01:44<11:31, 387kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 93.9M/349M [01:44<10:29, 426kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.0M/349M [01:44<08:06, 550kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.1M/349M [01:44<07:20, 608kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.1M/349M [01:45<10:32, 423kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.2M/349M [01:45<09:02, 493kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.3M/349M [01:45<08:01, 556kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.4M/349M [01:45<07:41, 579kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.5M/349M [01:45<09:50, 452kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.6M/349M [01:45<08:05, 550kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.6M/349M [01:46<09:01, 493kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.7M/349M [01:46<07:48, 570kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.8M/349M [01:46<07:23, 601kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.9M/349M [01:46<08:33, 520kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 94.9M/349M [01:46<10:00, 445kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.0M/349M [01:46<09:30, 468kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.0M/349M [01:47<10:07, 439kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.1M/349M [01:47<07:48, 568kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.2M/349M [01:47<07:35, 585kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.3M/349M [01:47<11:16, 394kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.4M/349M [01:47<08:06, 547kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.5M/349M [01:47<07:24, 599kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.5M/349M [01:47<07:06, 623kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.6M/349M [01:48<07:43, 574kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.7M/349M [01:48<05:50, 760kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.8M/349M [01:48<05:38, 785kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 95.9M/349M [01:48<05:28, 810kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 27%|██▋ | 96.0M/349M [01:48<09:05, 487kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.1M/349M [01:48<08:08, 544kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.2M/349M [01:48<07:34, 583kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.2M/349M [01:49<08:00, 552kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.4M/349M [01:49<06:34, 673kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.4M/349M [01:49<10:04, 438kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.5M/349M [01:49<12:02, 367kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.6M/349M [01:50<09:44, 453kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.7M/349M [01:50<08:52, 497kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.8M/349M [01:50<09:48, 450kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.8M/349M [01:50<08:33, 515kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 96.9M/349M [01:50<08:16, 533kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.0M/349M [01:50<07:42, 572kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.1M/349M [01:50<07:32, 585kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.1M/349M [01:51<08:19, 530kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.2M/349M [01:51<06:36, 667kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.3M/349M [01:51<09:48, 449kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.4M/349M [01:51<08:22, 526kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.5M/349M [01:51<08:03, 546kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.5M/349M [01:51<08:38, 509kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.7M/349M [01:51<06:30, 677kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.8M/349M [01:52<05:56, 741kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 97.8M/349M [01:52<09:19, 471kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.0M/349M [01:52<07:08, 615kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.1M/349M [01:52<07:05, 619kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.1M/349M [01:52<08:50, 496kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.2M/349M [01:53<08:09, 538kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.3M/349M [01:53<06:12, 706kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.4M/349M [01:53<06:35, 666kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.5M/349M [01:53<08:29, 516kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.6M/349M [01:53<07:40, 571kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.6M/349M [01:53<08:05, 541kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.7M/349M [01:54<09:03, 483kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 98.8M/349M [01:54<13:22, 327kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.0M/349M [01:54<07:40, 571kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.0M/349M [01:54<07:50, 558kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.1M/349M [01:55<14:39, 298kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.2M/349M [01:55<13:15, 330kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.2M/349M [01:55<13:51, 315kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.3M/349M [01:55<14:50, 294kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.3M/349M [01:55<13:31, 323kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.4M/349M [01:56<10:38, 410kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.5M/349M [01:56<09:12, 474kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 28%|██▊ | 99.5M/349M [01:56<09:51, 442kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 99.6M/349M [01:56<11:25, 382kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 99.7M/349M [01:56<09:39, 452kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 99.7M/349M [01:57<14:02, 311kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 99.9M/349M [01:57<08:38, 504kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:57<12:35, 346kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:57<09:30, 458kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:58<12:27, 350kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:58<11:25, 381kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:58<13:59, 311kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:58<14:52, 292kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▊ | 100M/349M [01:59<15:25, 282kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 100M/349M [01:59<14:03, 309kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [01:59<15:36, 278kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [01:59<22:50, 190kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<23:38, 184kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<15:39, 277kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<07:34, 573kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<10:01, 433kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<09:35, 453kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<10:03, 431kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:00<07:28, 580kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:01<09:29, 457kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:01<08:54, 486kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 101M/349M [02:01<09:53, 438kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 102M/349M [02:01<08:58, 482kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 102M/349M [02:01<08:43, 496kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 102M/349M [02:02<02:16, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 29%|██▉ | 103M/349M [02:02<01:39, 2.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 30%|██▉ | 104M/349M [02:02<01:08, 3.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 30%|██▉ | 105M/349M [02:02<00:53, 4.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 30%|███ | 105M/349M [02:02<00:46, 5.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 30%|███ | 106M/349M [02:02<00:46, 5.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 31%|███ | 107M/349M [02:02<00:45, 5.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 31%|███ | 108M/349M [02:02<00:37, 6.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 31%|███ | 108M/349M [02:03<00:38, 6.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 31%|███ | 109M/349M [02:03<00:48, 5.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 31%|███▏ | 110M/349M [02:03<01:05, 3.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 32%|███▏ | 111M/349M [02:03<00:44, 5.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 32%|███▏ | 111M/349M [02:03<00:43, 5.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 32%|███▏ | 112M/349M [02:04<01:01, 4.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 32%|███▏ | 113M/349M [02:04<00:49, 5.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 33%|███▎ | 115M/349M [02:04<00:38, 6.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 33%|███▎ | 116M/349M [02:04<00:40, 6.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 33%|███▎ | 116M/349M [02:04<00:41, 5.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 33%|███▎ | 117M/349M [02:04<00:54, 4.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▎ | 118M/349M [02:05<00:53, 4.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 118M/349M [02:05<01:07, 3.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 118M/349M [02:05<01:37, 2.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 119M/349M [02:05<02:02, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 119M/349M [02:06<01:36, 2.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 120M/349M [02:06<01:33, 2.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 120M/349M [02:06<01:33, 2.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 34%|███▍ | 120M/349M [02:06<01:25, 2.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▍ | 121M/349M [02:06<01:16, 3.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▍ | 121M/349M [02:06<01:14, 3.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▍ | 122M/349M [02:06<01:15, 3.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▍ | 122M/349M [02:07<01:51, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▌ | 122M/349M [02:07<02:45, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▌ | 123M/349M [02:07<02:17, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▌ | 123M/349M [02:07<02:08, 1.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▌ | 123M/349M [02:07<02:12, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 35%|███▌ | 124M/349M [02:08<01:30, 2.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 124M/349M [02:08<01:23, 2.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 125M/349M [02:08<01:15, 3.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 125M/349M [02:08<01:21, 2.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 126M/349M [02:08<01:04, 3.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 126M/349M [02:08<01:05, 3.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▌ | 126M/349M [02:08<01:11, 3.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▋ | 127M/349M [02:08<01:06, 3.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 36%|███▋ | 127M/349M [02:09<01:07, 3.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 128M/349M [02:09<01:07, 3.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 128M/349M [02:09<00:59, 3.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 128M/349M [02:09<00:59, 3.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 129M/349M [02:09<00:46, 4.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 130M/349M [02:09<01:14, 3.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 130M/349M [02:09<01:25, 2.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 130M/349M [02:10<01:19, 2.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 37%|███▋ | 131M/349M [02:10<01:11, 3.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 131M/349M [02:10<01:09, 3.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 132M/349M [02:10<01:12, 3.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 132M/349M [02:10<01:29, 2.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 132M/349M [02:11<02:24, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 132M/349M [02:11<02:25, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 133M/349M [02:11<01:55, 1.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 133M/349M [02:11<01:39, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 133M/349M [02:11<01:34, 2.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 134M/349M [02:11<01:25, 2.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 38%|███▊ | 134M/349M [02:11<01:17, 2.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 39%|███▊ | 135M/349M [02:11<01:11, 3.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 39%|███▊ | 135M/349M [02:12<01:07, 3.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 39%|███▉ | 135M/349M [02:12<01:07, 3.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 39%|███▉ | 136M/349M [02:12<01:45, 2.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 39%|███▉ | 136M/349M [02:13<03:35, 1.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 40%|███▉ | 139M/349M [02:13<00:53, 4.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 40%|███▉ | 140M/349M [02:13<00:51, 4.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 40%|████ | 140M/349M [02:13<01:07, 3.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 40%|████ | 141M/349M [02:14<01:12, 3.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 40%|████ | 141M/349M [02:14<01:04, 3.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████ | 142M/349M [02:14<00:52, 4.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████ | 143M/349M [02:14<00:49, 4.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████ | 143M/349M [02:14<00:58, 3.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████ | 144M/349M [02:14<00:53, 4.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████ | 144M/349M [02:14<00:51, 4.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 41%|████▏ | 144M/349M [02:14<01:02, 3.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 145M/349M [02:15<00:50, 4.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 146M/349M [02:15<00:48, 4.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 146M/349M [02:15<00:42, 4.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 147M/349M [02:15<00:41, 5.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 147M/349M [02:15<00:47, 4.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 148M/349M [02:15<00:46, 4.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 42%|████▏ | 148M/349M [02:15<01:05, 3.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 149M/349M [02:16<01:02, 3.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 149M/349M [02:16<01:29, 2.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 150M/349M [02:16<01:11, 2.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 150M/349M [02:16<01:06, 3.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 151M/349M [02:16<00:48, 4.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 151M/349M [02:16<00:58, 3.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 43%|████▎ | 152M/349M [02:16<00:55, 3.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▎ | 152M/349M [02:17<00:54, 3.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▎ | 153M/349M [02:17<00:59, 3.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▍ | 153M/349M [02:17<00:50, 4.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▍ | 154M/349M [02:17<00:40, 5.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▍ | 154M/349M [02:17<00:40, 5.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▍ | 155M/349M [02:17<00:56, 3.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 44%|████▍ | 155M/349M [02:17<00:51, 3.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▍ | 156M/349M [02:18<00:56, 3.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▍ | 156M/349M [02:18<01:13, 2.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▍ | 157M/349M [02:18<01:09, 2.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▍ | 157M/349M [02:18<01:03, 3.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▌ | 157M/349M [02:18<00:59, 3.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▌ | 158M/349M [02:18<00:55, 3.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▌ | 158M/349M [02:18<00:54, 3.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 45%|████▌ | 159M/349M [02:18<00:53, 3.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 159M/349M [02:19<00:51, 3.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 159M/349M [02:19<00:50, 3.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 160M/349M [02:19<01:05, 3.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 160M/349M [02:19<01:00, 3.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 161M/349M [02:19<01:00, 3.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 161M/349M [02:19<01:07, 2.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▌ | 161M/349M [02:19<00:58, 3.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▋ | 162M/349M [02:19<01:05, 3.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 46%|████▋ | 162M/349M [02:20<00:58, 3.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 162M/349M [02:20<02:30, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 163M/349M [02:20<01:43, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 163M/349M [02:21<01:31, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 164M/349M [02:21<01:22, 2.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 164M/349M [02:21<01:14, 2.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 165M/349M [02:21<01:07, 2.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 165M/349M [02:21<01:19, 2.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 165M/349M [02:21<01:24, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 47%|████▋ | 166M/349M [02:21<01:05, 2.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 166M/349M [02:21<01:00, 3.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 167M/349M [02:22<00:56, 3.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 167M/349M [02:22<00:54, 3.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 167M/349M [02:22<01:09, 2.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 168M/349M [02:22<01:07, 2.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 168M/349M [02:22<01:13, 2.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 168M/349M [02:22<00:56, 3.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 48%|████▊ | 169M/349M [02:22<00:55, 3.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▊ | 170M/349M [02:22<00:42, 4.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▊ | 170M/349M [02:23<01:33, 2.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 170M/349M [02:23<01:36, 1.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 171M/349M [02:23<01:29, 2.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 171M/349M [02:23<01:22, 2.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 171M/349M [02:24<01:13, 2.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 172M/349M [02:24<01:07, 2.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 172M/349M [02:24<01:05, 2.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 172M/349M [02:24<01:03, 2.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 173M/349M [02:24<01:11, 2.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 49%|████▉ | 173M/349M [02:24<01:27, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 173M/349M [02:24<01:24, 2.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 173M/349M [02:24<01:23, 2.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 174M/349M [02:25<01:22, 2.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 174M/349M [02:25<01:32, 1.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 174M/349M [02:25<01:09, 2.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|████▉ | 175M/349M [02:25<01:17, 2.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|█████ | 175M/349M [02:25<01:43, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|█████ | 175M/349M [02:25<01:50, 1.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|█████ | 175M/349M [02:26<01:45, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|█████ | 176M/349M [02:26<01:30, 2.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 50%|█████ | 176M/349M [02:26<01:00, 3.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 176M/349M [02:26<01:14, 2.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 177M/349M [02:26<01:36, 1.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 177M/349M [02:26<01:32, 1.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 177M/349M [02:26<01:12, 2.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 178M/349M [02:27<01:10, 2.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 178M/349M [02:27<01:33, 1.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 178M/349M [02:27<01:38, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 178M/349M [02:27<01:34, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 179M/349M [02:27<01:21, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████ | 179M/349M [02:27<01:20, 2.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████▏ | 179M/349M [02:27<01:29, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████▏ | 179M/349M [02:28<01:38, 1.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 51%|█████▏ | 180M/349M [02:28<01:33, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 180M/349M [02:28<01:17, 2.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 180M/349M [02:28<01:12, 2.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 181M/349M [02:28<01:06, 2.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 181M/349M [02:28<00:49, 3.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 182M/349M [02:28<01:03, 2.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 182M/349M [02:29<01:23, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 182M/349M [02:29<02:27, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 183M/349M [02:29<01:44, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 52%|█████▏ | 183M/349M [02:29<01:15, 2.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 184M/349M [02:30<01:21, 2.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 184M/349M [02:30<01:16, 2.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 184M/349M [02:30<01:12, 2.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 184M/349M [02:30<01:24, 2.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 185M/349M [02:30<01:02, 2.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 185M/349M [02:30<01:19, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 186M/349M [02:30<01:12, 2.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 186M/349M [02:31<01:17, 2.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 186M/349M [02:31<01:22, 2.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 53%|█████▎ | 187M/349M [02:31<01:15, 2.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▎ | 187M/349M [02:31<01:09, 2.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▎ | 187M/349M [02:31<01:08, 2.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▎ | 188M/349M [02:31<01:01, 2.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 188M/349M [02:31<01:00, 2.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 188M/349M [02:31<00:57, 2.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 188M/349M [02:32<01:45, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 189M/349M [02:32<01:46, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 189M/349M [02:32<01:19, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 189M/349M [02:32<01:30, 1.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 190M/349M [02:32<01:13, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 54%|█████▍ | 190M/349M [02:33<01:40, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 191M/349M [02:33<01:16, 2.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 191M/349M [02:33<01:34, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 191M/349M [02:33<01:36, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 191M/349M [02:33<01:32, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 191M/349M [02:33<01:27, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▍ | 192M/349M [02:34<01:20, 2.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 192M/349M [02:34<01:02, 2.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 192M/349M [02:34<01:09, 2.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 193M/349M [02:34<01:16, 2.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 193M/349M [02:34<01:08, 2.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 193M/349M [02:34<01:07, 2.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 194M/349M [02:35<01:51, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 55%|█████▌ | 194M/349M [02:35<02:23, 1.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 194M/349M [02:35<02:09, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 194M/349M [02:35<02:25, 1.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 194M/349M [02:35<02:18, 1.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 194M/349M [02:35<01:50, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 195M/349M [02:35<01:14, 2.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 195M/349M [02:36<01:11, 2.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 195M/349M [02:36<01:05, 2.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 196M/349M [02:36<01:30, 1.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 196M/349M [02:36<01:18, 2.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▌ | 196M/349M [02:36<01:24, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▋ | 197M/349M [02:36<01:03, 2.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▋ | 197M/349M [02:37<01:25, 1.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 56%|█████▋ | 197M/349M [02:37<01:21, 1.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 197M/349M [02:37<01:18, 2.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 198M/349M [02:37<01:24, 1.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 198M/349M [02:37<01:30, 1.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 198M/349M [02:37<01:29, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 198M/349M [02:37<01:11, 2.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 199M/349M [02:38<01:47, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 199M/349M [02:38<01:28, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 199M/349M [02:38<01:33, 1.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 200M/349M [02:38<01:18, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 200M/349M [02:38<01:00, 2.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 200M/349M [02:38<01:06, 2.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 57%|█████▋ | 201M/349M [02:38<00:56, 2.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 201M/349M [02:39<00:50, 3.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 201M/349M [02:39<00:55, 2.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 202M/349M [02:39<01:01, 2.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 202M/349M [02:39<00:59, 2.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 202M/349M [02:39<01:06, 2.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 203M/349M [02:39<01:04, 2.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 203M/349M [02:39<00:52, 2.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 203M/349M [02:39<00:46, 3.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 204M/349M [02:40<01:11, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 58%|█████▊ | 204M/349M [02:40<00:58, 2.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▊ | 204M/349M [02:40<00:56, 2.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▊ | 205M/349M [02:40<01:00, 2.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▊ | 205M/349M [02:41<01:46, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 205M/349M [02:41<01:39, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 206M/349M [02:41<01:32, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 206M/349M [02:41<02:02, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 206M/349M [02:41<01:32, 1.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 206M/349M [02:41<01:42, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 206M/349M [02:41<01:37, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 207M/349M [02:42<01:32, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 207M/349M [02:42<01:39, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 207M/349M [02:42<01:47, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 207M/349M [02:42<01:26, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 208M/349M [02:42<01:14, 1.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 59%|█████▉ | 208M/349M [02:42<01:10, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 208M/349M [02:42<01:06, 2.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 209M/349M [02:42<00:55, 2.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 209M/349M [02:43<00:56, 2.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 209M/349M [02:43<01:03, 2.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 209M/349M [02:43<01:03, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|█████▉ | 210M/349M [02:43<01:01, 2.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 210M/349M [02:43<01:08, 2.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 210M/349M [02:43<01:04, 2.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 210M/349M [02:43<01:02, 2.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 211M/349M [02:43<01:12, 2.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 211M/349M [02:44<01:20, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 211M/349M [02:44<01:06, 2.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 60%|██████ | 211M/349M [02:44<01:14, 1.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 212M/349M [02:44<01:22, 1.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 212M/349M [02:44<01:21, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 212M/349M [02:44<01:20, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 212M/349M [02:44<01:18, 1.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 212M/349M [02:44<01:15, 1.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 213M/349M [02:45<01:06, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 213M/349M [02:45<01:03, 2.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 213M/349M [02:45<01:02, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 213M/349M [02:45<01:11, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 213M/349M [02:45<01:39, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████ | 214M/349M [02:45<01:46, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████▏ | 214M/349M [02:45<01:24, 1.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████▏ | 214M/349M [02:46<01:15, 1.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████▏ | 214M/349M [02:46<01:15, 1.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 61%|██████▏ | 215M/349M [02:46<01:05, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 215M/349M [02:46<01:04, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 215M/349M [02:46<01:04, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 215M/349M [02:46<01:22, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 216M/349M [02:46<01:13, 1.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 216M/349M [02:46<01:21, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 216M/349M [02:47<01:29, 1.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 216M/349M [02:47<01:28, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 217M/349M [02:47<01:16, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 217M/349M [02:47<01:02, 2.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 217M/349M [02:47<01:00, 2.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 218M/349M [02:47<00:51, 2.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 218M/349M [02:47<00:57, 2.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 62%|██████▏ | 218M/349M [02:48<00:56, 2.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 219M/349M [02:48<00:55, 2.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 219M/349M [02:48<00:54, 2.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 219M/349M [02:48<01:01, 2.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 219M/349M [02:48<00:54, 2.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 220M/349M [02:48<00:53, 2.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 220M/349M [02:48<00:53, 2.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 220M/349M [02:48<01:08, 1.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 220M/349M [02:49<01:07, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:06, 2.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:14, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:31, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:40, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:38, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 221M/349M [02:49<01:49, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 222M/349M [02:50<01:34, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 63%|██████▎ | 222M/349M [02:50<01:33, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 222M/349M [02:50<01:31, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 222M/349M [02:50<01:43, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 222M/349M [02:50<01:42, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 222M/349M [02:50<01:31, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 222M/349M [02:50<01:30, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▎ | 223M/349M [02:50<02:08, 1.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 223M/349M [02:51<01:48, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 223M/349M [02:51<01:42, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 223M/349M [02:51<01:52, 1.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 223M/349M [02:51<01:41, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 223M/349M [02:51<01:38, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 224M/349M [02:51<01:09, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 224M/349M [02:51<00:57, 2.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 224M/349M [02:51<01:12, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 225M/349M [02:52<01:08, 1.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 225M/349M [02:52<01:15, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 225M/349M [02:52<01:09, 1.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 64%|██████▍ | 225M/349M [02:52<01:26, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 225M/349M [02:52<01:24, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:52<01:22, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:52<01:21, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:53<01:31, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:53<01:41, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:53<01:26, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 226M/349M [02:53<02:28, 867kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▍ | 227M/349M [02:53<01:22, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 227M/349M [02:53<01:10, 1.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 227M/349M [02:54<01:07, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 228M/349M [02:54<01:04, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 228M/349M [02:54<01:33, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 228M/349M [02:54<01:23, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 228M/349M [02:54<01:09, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 65%|██████▌ | 229M/349M [02:54<01:21, 1.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 229M/349M [02:55<01:18, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 229M/349M [02:55<01:16, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 229M/349M [02:55<01:23, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:55<01:09, 1.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:55<01:25, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:55<01:22, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:55<01:11, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:56<01:27, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 230M/349M [02:56<01:35, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 231M/349M [02:56<01:18, 1.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 231M/349M [02:56<01:26, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 231M/349M [02:56<01:09, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▌ | 231M/349M [02:56<01:07, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▋ | 232M/349M [02:56<00:56, 2.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▋ | 232M/349M [02:57<01:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▋ | 232M/349M [02:57<01:30, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 66%|██████▋ | 232M/349M [02:57<01:26, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 232M/349M [02:57<01:28, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 233M/349M [02:57<01:36, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 233M/349M [02:57<01:17, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 233M/349M [02:57<01:04, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 233M/349M [02:57<01:10, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 234M/349M [02:58<01:02, 1.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 234M/349M [02:58<01:10, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 234M/349M [02:58<01:17, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 234M/349M [02:58<01:25, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 234M/349M [02:58<01:33, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:58<01:15, 1.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:59<01:32, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:59<01:40, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:59<01:30, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:59<02:00, 995kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 235M/349M [02:59<02:30, 794kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 67%|██████▋ | 236M/349M [02:59<01:42, 1.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 236M/349M [03:00<01:22, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 236M/349M [03:00<01:17, 1.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 236M/349M [03:00<01:14, 1.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 236M/349M [03:00<01:08, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 237M/349M [03:00<01:33, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 237M/349M [03:00<01:11, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 237M/349M [03:00<01:24, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 237M/349M [03:01<01:08, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 238M/349M [03:01<02:14, 873kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 238M/349M [03:01<02:01, 959kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 238M/349M [03:01<01:29, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 238M/349M [03:02<01:53, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 238M/349M [03:02<01:42, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 239M/349M [03:02<01:35, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 239M/349M [03:02<01:09, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 239M/349M [03:02<01:05, 1.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 68%|██████▊ | 239M/349M [03:02<01:11, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▊ | 240M/349M [03:02<01:01, 1.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▊ | 240M/349M [03:02<01:07, 1.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▊ | 240M/349M [03:03<01:05, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▊ | 240M/349M [03:03<01:03, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 240M/349M [03:03<01:02, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 240M/349M [03:03<01:02, 1.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 241M/349M [03:03<00:58, 1.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 241M/349M [03:03<01:06, 1.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 241M/349M [03:03<01:06, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 241M/349M [03:03<00:59, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:03<00:53, 2.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:04<01:08, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:04<01:06, 1.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:04<01:22, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:04<01:14, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 242M/349M [03:04<01:57, 954kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 69%|██████▉ | 243M/349M [03:05<01:48, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 243M/349M [03:05<01:31, 1.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 243M/349M [03:05<01:27, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 243M/349M [03:05<01:18, 1.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 244M/349M [03:05<01:11, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 244M/349M [03:05<01:26, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 244M/349M [03:05<01:10, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 244M/349M [03:05<01:08, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|██████▉ | 244M/349M [03:06<02:17, 800kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 245M/349M [03:06<01:05, 1.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 245M/349M [03:06<01:00, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 245M/349M [03:06<01:01, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 246M/349M [03:06<00:58, 1.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 246M/349M [03:07<01:02, 1.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 70%|███████ | 246M/349M [03:07<01:00, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 246M/349M [03:07<01:18, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 247M/349M [03:07<01:31, 1.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 247M/349M [03:07<01:10, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 247M/349M [03:08<01:14, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 247M/349M [03:08<01:12, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 247M/349M [03:08<00:57, 1.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:08<01:10, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:08<01:23, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:08<01:16, 1.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:08<01:22, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:09<01:20, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 248M/349M [03:09<01:18, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████ | 249M/349M [03:09<00:56, 1.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████▏ | 249M/349M [03:09<00:49, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████▏ | 249M/349M [03:09<00:55, 1.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████▏ | 250M/349M [03:09<01:08, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 71%|███████▏ | 250M/349M [03:09<01:04, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 250M/349M [03:10<01:18, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 250M/349M [03:10<01:04, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 250M/349M [03:10<00:54, 1.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 251M/349M [03:10<00:52, 1.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 251M/349M [03:10<00:58, 1.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 251M/349M [03:10<00:57, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 251M/349M [03:10<00:56, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 251M/349M [03:10<00:51, 1.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:10<00:58, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:11<00:56, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:11<01:10, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:11<01:16, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:11<01:24, 1.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 252M/349M [03:11<01:32, 1.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 253M/349M [03:11<01:05, 1.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 72%|███████▏ | 253M/349M [03:11<00:55, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 253M/349M [03:12<01:43, 975kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 253M/349M [03:12<01:35, 1.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 254M/349M [03:12<01:26, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 254M/349M [03:12<01:38, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 254M/349M [03:12<01:15, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 254M/349M [03:13<01:35, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 254M/349M [03:13<01:14, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 255M/349M [03:13<01:32, 1.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 255M/349M [03:13<01:13, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 255M/349M [03:13<01:09, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 255M/349M [03:13<01:01, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 255M/349M [03:14<01:07, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:14<01:13, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:14<01:19, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:14<01:35, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:14<02:13, 731kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:14<02:18, 708kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:15<02:09, 753kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:15<02:05, 777kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:15<02:02, 795kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:15<02:14, 724kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 256M/349M [03:15<01:46, 911kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 257M/349M [03:15<02:23, 679kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 73%|███████▎ | 257M/349M [03:15<02:12, 733kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:50, 568kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:17, 704kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:53, 558kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:40, 601kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:51, 563kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:16<02:25, 663kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:17<02:18, 694kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 257M/349M [03:17<02:14, 718kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▎ | 258M/349M [03:17<01:49, 882kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:44, 923kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:43, 926kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:43, 930kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:31, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:43, 929kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:17<01:42, 935kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:18<01:56, 822kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:18<01:54, 834kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 258M/349M [03:18<01:53, 843kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:18<01:46, 896kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:18<02:29, 637kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:18<01:54, 826kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:18<02:04, 764kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:18<02:00, 787kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<01:57, 806kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<02:10, 726kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<02:23, 660kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<02:20, 672kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<02:18, 679kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 259M/349M [03:19<02:12, 712kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:19<01:38, 951kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:19<01:37, 967kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:20<01:25, 1.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:20<01:23, 1.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:20<01:35, 977kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 74%|███████▍ | 260M/349M [03:20<02:25, 643kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 260M/349M [03:20<01:59, 783kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 260M/349M [03:20<01:44, 889kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 260M/349M [03:20<01:53, 820kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:40, 928kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:47, 866kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:44, 885kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:21, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:31, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:27, 1.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 261M/349M [03:21<01:37, 944kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 262M/349M [03:22<02:11, 701kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 262M/349M [03:22<01:47, 851kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 262M/349M [03:22<02:41, 567kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 262M/349M [03:22<03:10, 481kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▍ | 262M/349M [03:23<02:27, 621kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 262M/349M [03:23<02:03, 743kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 262M/349M [03:23<01:53, 803kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 262M/349M [03:23<01:46, 853kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 262M/349M [03:23<01:37, 934kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:23<02:12, 688kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:23<02:02, 741kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:23<01:57, 771kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<02:08, 706kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:43, 876kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:53, 794kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:46, 852kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:56, 774kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:53, 798kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 263M/349M [03:24<01:36, 937kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 264M/349M [03:24<01:33, 964kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 264M/349M [03:25<02:23, 627kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 75%|███████▌ | 264M/349M [03:25<02:43, 549kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:25<02:34, 579kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:25<02:27, 609kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:25<02:38, 565kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:25<02:06, 706kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:26<02:48, 531kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:26<02:29, 599kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:26<02:04, 714kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 264M/349M [03:26<02:27, 603kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 265M/349M [03:26<01:58, 748kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 265M/349M [03:26<02:05, 709kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 265M/349M [03:26<01:33, 951kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 265M/349M [03:27<02:25, 607kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 265M/349M [03:27<01:40, 879kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 266M/349M [03:27<01:03, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 266M/349M [03:27<00:59, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 266M/349M [03:27<00:53, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▌ | 266M/349M [03:27<00:40, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▋ | 267M/349M [03:28<00:41, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▋ | 267M/349M [03:28<00:49, 1.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 76%|███████▋ | 267M/349M [03:28<01:28, 978kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 267M/349M [03:29<02:18, 619kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 268M/349M [03:29<01:08, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 268M/349M [03:29<01:21, 1.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 268M/349M [03:30<01:23, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 269M/349M [03:30<01:02, 1.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 269M/349M [03:30<01:16, 1.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 269M/349M [03:30<01:12, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 269M/349M [03:31<01:21, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 270M/349M [03:31<01:03, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 270M/349M [03:31<01:01, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 270M/349M [03:31<00:53, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 270M/349M [03:31<00:51, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 77%|███████▋ | 270M/349M [03:31<00:47, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 271M/349M [03:31<00:46, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 271M/349M [03:31<00:35, 2.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 271M/349M [03:32<00:47, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 272M/349M [03:32<01:08, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 272M/349M [03:32<01:05, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 272M/349M [03:33<02:01, 667kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 272M/349M [03:33<01:31, 883kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 273M/349M [03:33<00:54, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 274M/349M [03:33<00:43, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 78%|███████▊ | 274M/349M [03:34<00:36, 2.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▊ | 274M/349M [03:34<00:31, 2.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▊ | 275M/349M [03:34<00:30, 2.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 275M/349M [03:34<00:27, 2.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 275M/349M [03:34<00:33, 2.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 276M/349M [03:34<00:45, 1.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 276M/349M [03:35<00:41, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 276M/349M [03:35<01:12, 1.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 276M/349M [03:35<01:28, 859kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:33, 815kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:28, 865kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:22, 918kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:33, 814kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:28, 853kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:36<01:51, 676kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:37<01:46, 712kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:37<01:41, 744kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:37<01:37, 773kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 277M/349M [03:37<01:35, 792kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 278M/349M [03:37<01:32, 816kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 278M/349M [03:37<01:42, 730kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 79%|███████▉ | 278M/349M [03:37<01:53, 661kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:37<01:51, 671kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:37<01:46, 704kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:46, 700kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:42, 729kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:40, 743kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:38, 756kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:26, 859kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:26, 863kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:26, 863kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 278M/349M [03:38<01:26, 860kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:38<01:25, 863kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:51, 666kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:49, 677kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:44, 706kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:41, 729kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:39, 744kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:37, 756kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:36, 766kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:35, 771kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:39<01:29, 824kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|███████▉ | 279M/349M [03:40<01:22, 885kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 279M/349M [03:40<01:23, 875kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 875kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 871kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 870kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:24, 865kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 870kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 869kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:40<01:23, 869kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:41<01:36, 755kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:41<01:47, 672kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:41<01:46, 681kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 280M/349M [03:41<01:45, 688kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:41<01:24, 851kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:41<01:24, 854kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:41<01:24, 856kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:41<01:47, 665kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:42<01:43, 692kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:42<01:39, 719kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:42<01:37, 738kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 80%|████████ | 281M/349M [03:42<02:01, 588kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 281M/349M [03:42<01:40, 711kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 281M/349M [03:42<01:37, 732kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 281M/349M [03:42<01:35, 745kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 281M/349M [03:42<01:33, 757kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:42<01:33, 762kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<01:32, 770kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<01:31, 777kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<02:11, 540kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<02:05, 562kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<02:32, 465kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<02:25, 485kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:43<02:20, 501kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:44<02:17, 514kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:44<02:05, 563kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:44<03:56, 297kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:44<03:27, 340kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:45<05:20, 219kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:45<04:05, 286kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:45<03:40, 318kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 282M/349M [03:45<03:21, 348kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:45<03:12, 364kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:45<03:56, 295kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<03:32, 329kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<02:58, 391kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<02:30, 463kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<02:08, 542kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<02:03, 566kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<02:47, 415kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:46<03:10, 365kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<02:34, 451kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<02:59, 387kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<02:51, 405kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<03:22, 342kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<02:51, 403kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:47<03:00, 384kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:48<03:27, 332kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:48<04:00, 288kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 283M/349M [03:48<05:03, 227kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 284M/349M [03:48<05:09, 223kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 284M/349M [03:48<03:50, 300kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 284M/349M [03:48<03:15, 353kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 284M/349M [03:49<02:38, 435kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████ | 284M/349M [03:49<03:04, 372kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:49<02:39, 429kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:49<02:18, 497kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:49<02:04, 550kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:49<02:32, 450kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:49<02:24, 474kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:50<02:53, 395kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:50<03:22, 338kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:50<04:35, 248kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:50<05:53, 193kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:51<04:34, 248kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:51<06:00, 189kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:51<06:16, 181kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:51<04:18, 264kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 284M/349M [03:51<03:55, 289kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 285M/349M [03:51<03:39, 309kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 285M/349M [03:52<03:26, 329kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 285M/349M [03:52<02:47, 405kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 81%|████████▏ | 285M/349M [03:52<02:40, 422kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:52<02:35, 436kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:52<03:35, 315kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:52<02:56, 384kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:52<02:20, 479kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<02:49, 397kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<03:19, 338kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<03:08, 357kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<03:04, 364kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<02:53, 388kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:53<04:03, 276kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:54<05:30, 203kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:54<05:51, 191kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:54<03:54, 286kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:54<04:19, 259kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:54<03:34, 311kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 285M/349M [03:55<03:23, 329kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:55, 380kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:03, 539kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:29, 447kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:54, 382kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:40, 415kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:55<02:36, 426kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<03:22, 328kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<03:07, 355kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<03:41, 300kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<03:28, 318kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<03:17, 335kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<02:42, 407kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:56<02:35, 424kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:57<03:12, 344kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:57<03:48, 289kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:57<02:50, 387kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 286M/349M [03:57<02:09, 507kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:57<02:31, 434kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:57<02:23, 460kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<02:16, 480kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<02:11, 499kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<03:15, 336kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<03:00, 362kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<02:55, 374kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:58<02:26, 446kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:10, 500kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:36, 416kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:31, 429kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:28, 439kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:25, 447kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:23, 454kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:09, 501kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 287M/349M [03:59<02:41, 402kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:00<01:40, 644kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:00<02:35, 416kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:00<02:26, 440kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:00<03:15, 330kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<03:32, 303kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<03:13, 333kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<02:44, 390kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<02:37, 409kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<02:49, 379kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:01<02:40, 401kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:02<04:27, 239kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 82%|████████▏ | 288M/349M [04:02<06:04, 176kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 288M/349M [04:02<03:55, 271kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 288M/349M [04:02<03:45, 283kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 288M/349M [04:02<03:31, 303kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 288M/349M [04:03<04:56, 216kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 288M/349M [04:03<03:21, 317kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:03<03:37, 292kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:03<03:07, 340kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:03<02:32, 416kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:03<02:11, 482kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<02:02, 518kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<01:55, 548kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<02:21, 447kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<03:00, 351kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<02:48, 375kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:04<02:39, 396kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:05<02:53, 364kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:05<02:42, 388kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:05<03:11, 329kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:05<03:42, 283kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:05<03:33, 294kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:06<03:28, 302kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:06<04:02, 259kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:06<03:42, 282kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 289M/349M [04:06<03:37, 289kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:06<03:32, 294kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:06<02:31, 414kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:06<03:40, 284kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:07<03:05, 336kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:07<06:03, 172kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:07<04:24, 236kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:07<03:18, 314kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:27, 421kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:15, 460kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:31, 408kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:11, 470kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:03, 502kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:08<02:48, 367kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 290M/349M [04:09<02:19, 443kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<01:49, 562kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<01:48, 568kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<01:42, 598kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<01:38, 625kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<02:23, 427kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:09<01:59, 514kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<01:53, 539kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<02:27, 413kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<02:35, 393kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<02:29, 409kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<02:24, 423kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:10<02:46, 366kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:11<02:36, 389kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:11<02:21, 428kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:11<02:18, 439kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 291M/349M [04:11<02:16, 445kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 292M/349M [04:11<01:30, 671kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 83%|████████▎ | 292M/349M [04:11<01:41, 597kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:11<01:33, 647kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:11<01:30, 664kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<01:53, 530kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<02:14, 446kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<02:07, 470kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<02:31, 395kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<02:26, 411kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<01:59, 501kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:12<01:52, 533kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:13<01:52, 529kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:13<01:51, 535kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:13<01:50, 540kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▎ | 292M/349M [04:13<01:34, 627kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:13<02:01, 491kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:13<01:57, 506kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:13<02:23, 412kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:13<02:18, 427kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:14<02:48, 353kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:14<02:23, 412kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:14<02:18, 427kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:14<02:31, 390kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:14<02:11, 448kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:15<03:57, 249kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 293M/349M [04:15<06:48, 144kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 294M/349M [04:15<00:55, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 294M/349M [04:16<00:54, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 84%|████████▍ | 295M/349M [04:16<00:27, 2.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▍ | 295M/349M [04:16<00:24, 2.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▍ | 296M/349M [04:16<00:15, 3.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▍ | 297M/349M [04:16<00:21, 2.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▌ | 297M/349M [04:17<00:31, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▌ | 298M/349M [04:18<00:41, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▌ | 298M/349M [04:18<00:34, 1.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 85%|████████▌ | 299M/349M [04:18<00:34, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 299M/349M [04:19<00:49, 1.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 299M/349M [04:19<00:49, 1.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 299M/349M [04:19<00:42, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 299M/349M [04:19<00:43, 1.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 300M/349M [04:19<00:56, 923kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 300M/349M [04:20<00:45, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 300M/349M [04:20<00:45, 1.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 301M/349M [04:20<00:51, 993kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▌ | 301M/349M [04:20<00:38, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▋ | 301M/349M [04:20<00:27, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▋ | 302M/349M [04:21<00:40, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 86%|████████▋ | 302M/349M [04:21<00:37, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 303M/349M [04:22<00:33, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 303M/349M [04:22<00:34, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 303M/349M [04:22<00:36, 1.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 303M/349M [04:22<00:35, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 304M/349M [04:22<00:34, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 304M/349M [04:23<00:42, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 304M/349M [04:23<00:32, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 304M/349M [04:23<00:42, 1.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 305M/349M [04:24<00:46, 1.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 305M/349M [04:24<00:48, 970kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 87%|████████▋ | 305M/349M [04:24<00:32, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 306M/349M [04:24<00:22, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 306M/349M [04:24<00:20, 2.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 307M/349M [04:24<00:25, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 307M/349M [04:25<00:20, 2.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 308M/349M [04:25<00:17, 2.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 308M/349M [04:25<00:15, 2.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 308M/349M [04:25<00:19, 2.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 88%|████████▊ | 309M/349M [04:25<00:15, 2.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▊ | 309M/349M [04:25<00:16, 2.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▊ | 310M/349M [04:26<00:19, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▊ | 310M/349M [04:26<00:25, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 310M/349M [04:26<00:21, 1.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 311M/349M [04:26<00:17, 2.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 311M/349M [04:27<00:24, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 311M/349M [04:27<00:23, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 312M/349M [04:27<00:35, 1.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 89%|████████▉ | 312M/349M [04:27<00:25, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|████████▉ | 313M/349M [04:28<00:39, 971kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|████████▉ | 313M/349M [04:29<00:44, 857kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|████████▉ | 313M/349M [04:29<00:35, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|████████▉ | 313M/349M [04:29<00:41, 916kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|████████▉ | 314M/349M [04:29<00:36, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 315M/349M [04:30<00:21, 1.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 315M/349M [04:30<00:22, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 315M/349M [04:30<00:19, 1.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 315M/349M [04:30<00:22, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 316M/349M [04:30<00:19, 1.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 90%|█████████ | 316M/349M [04:30<00:14, 2.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 316M/349M [04:30<00:11, 2.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 317M/349M [04:31<00:14, 2.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 317M/349M [04:31<00:15, 2.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 318M/349M [04:31<00:17, 1.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 318M/349M [04:32<00:26, 1.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████ | 318M/349M [04:32<00:23, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████▏| 319M/349M [04:32<00:20, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████▏| 319M/349M [04:33<00:36, 867kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████▏| 319M/349M [04:33<00:28, 1.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 91%|█████████▏| 320M/349M [04:33<00:27, 1.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 320M/349M [04:33<00:28, 1.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 320M/349M [04:34<00:28, 1.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 320M/349M [04:34<00:22, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 321M/349M [04:34<00:20, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 321M/349M [04:34<00:19, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 321M/349M [04:34<00:16, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 322M/349M [04:35<00:15, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 322M/349M [04:35<00:12, 2.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 322M/349M [04:35<00:11, 2.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 92%|█████████▏| 323M/349M [04:35<00:13, 2.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 323M/349M [04:35<00:10, 2.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 324M/349M [04:35<00:10, 2.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 324M/349M [04:36<00:16, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 325M/349M [04:36<00:12, 2.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 325M/349M [04:36<00:12, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 325M/349M [04:36<00:15, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 326M/349M [04:36<00:13, 1.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 326M/349M [04:37<00:10, 2.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 93%|█████████▎| 326M/349M [04:37<00:08, 2.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▎| 327M/349M [04:37<00:08, 2.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▎| 327M/349M [04:37<00:10, 2.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▎| 327M/349M [04:37<00:09, 2.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 328M/349M [04:37<00:12, 1.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 328M/349M [04:38<00:16, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 329M/349M [04:38<00:09, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 329M/349M [04:38<00:12, 1.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 329M/349M [04:38<00:11, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 94%|█████████▍| 330M/349M [04:39<00:09, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▍| 330M/349M [04:39<00:07, 2.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▍| 331M/349M [04:39<00:07, 2.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▍| 331M/349M [04:39<00:05, 3.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▍| 332M/349M [04:39<00:06, 2.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▌| 332M/349M [04:39<00:05, 3.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▌| 333M/349M [04:39<00:05, 3.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▌| 333M/349M [04:40<00:05, 3.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 95%|█████████▌| 334M/349M [04:40<00:04, 3.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 334M/349M [04:40<00:10, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 334M/349M [04:40<00:09, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 335M/349M [04:41<00:07, 1.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 335M/349M [04:41<00:09, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 335M/349M [04:41<00:09, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▌| 336M/349M [04:41<00:06, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▋| 337M/349M [04:41<00:04, 3.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 96%|█████████▋| 337M/349M [04:42<00:06, 1.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 337M/349M [04:42<00:05, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 338M/349M [04:42<00:05, 2.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 338M/349M [04:42<00:05, 2.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 338M/349M [04:42<00:05, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 339M/349M [04:42<00:03, 3.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 339M/349M [04:43<00:06, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 340M/349M [04:43<00:03, 2.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 97%|█████████▋| 340M/349M [04:43<00:03, 2.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 341M/349M [04:44<00:04, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 341M/349M [04:44<00:06, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 341M/349M [04:44<00:05, 1.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 342M/349M [04:44<00:04, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 343M/349M [04:45<00:02, 2.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 343M/349M [04:45<00:02, 3.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 98%|█████████▊| 344M/349M [04:45<00:01, 3.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▊| 344M/349M [04:45<00:01, 3.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▊| 345M/349M [04:45<00:01, 4.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▉| 346M/349M [04:45<00:01, 3.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▉| 346M/349M [04:46<00:01, 3.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▉| 346M/349M [04:46<00:01, 2.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▉| 347M/349M [04:46<00:01, 2.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 99%|█████████▉| 347M/349M [04:46<00:01, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 100%|█████████▉| 348M/349M [04:46<00:00, 3.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 100%|█████████▉| 348M/349M [04:46<00:00, 3.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 100%|█████████▉| 349M/349M [04:47<00:00, 3.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251: 100%|█████████▉| 349M/349M [04:47<00:00, 3.82MB/s]\u001b[A\n",
+ "\n",
+ " \u001b[A\n",
+ " \n",
+ " ✓ Download Time: 288.8s\n",
+ "\n",
+ "Downloading files: 20%|██ | 1/5 [05:23<02:20, 35.13s/file]\n",
+ "Downloading files: 60%|██████ | 3/5 [05:24<03:52, 116.45s/file]\n",
+ " \n",
+ " → Downloading: S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251230T215228.SAFE\n",
+ "\n",
+ "Downloading files: 60%|██████ | 3/5 [05:24<03:52, 116.45s/file]\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 0%| | 0.00/331M [00:00, ?B/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 0%| | 744k/331M [00:00<00:47, 7.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 0%| | 1.55M/331M [00:00<00:43, 7.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 1%| | 2.40M/331M [00:00<00:42, 8.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 1%| | 3.18M/331M [00:00<00:42, 8.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 1%| | 3.98M/331M [00:00<00:42, 8.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 1%|▏ | 4.75M/331M [00:00<00:42, 8.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 2%|▏ | 5.52M/331M [00:00<00:43, 7.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 2%|▏ | 6.27M/331M [00:00<00:43, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 2%|▏ | 7.08M/331M [00:00<00:42, 7.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 2%|▏ | 7.87M/331M [00:01<00:42, 7.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 3%|▎ | 8.64M/331M [00:01<00:42, 7.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 3%|▎ | 9.46M/331M [00:01<00:42, 8.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 3%|▎ | 10.2M/331M [00:01<00:42, 7.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 3%|▎ | 11.1M/331M [00:01<00:41, 8.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 4%|▎ | 11.9M/331M [00:01<00:41, 8.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 4%|▍ | 12.7M/331M [00:01<00:40, 8.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 4%|▍ | 13.5M/331M [00:01<00:40, 8.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 4%|▍ | 14.3M/331M [00:01<00:40, 8.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 5%|▍ | 15.1M/331M [00:01<00:41, 8.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 5%|▍ | 15.9M/331M [00:02<00:41, 7.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 5%|▌ | 16.6M/331M [00:02<00:41, 7.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 5%|▌ | 17.4M/331M [00:02<00:40, 8.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 6%|▌ | 18.2M/331M [00:02<00:41, 7.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 6%|▌ | 19.0M/331M [00:02<00:41, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 6%|▌ | 19.7M/331M [00:02<00:41, 7.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 6%|▌ | 20.5M/331M [00:02<00:42, 7.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 6%|▋ | 21.2M/331M [00:02<00:42, 7.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 7%|▋ | 22.0M/331M [00:02<00:41, 7.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 7%|▋ | 22.7M/331M [00:03<00:42, 7.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 7%|▋ | 23.5M/331M [00:03<00:42, 7.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 7%|▋ | 24.2M/331M [00:03<00:42, 7.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 8%|▊ | 25.0M/331M [00:03<00:41, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 8%|▊ | 25.8M/331M [00:03<00:41, 7.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 8%|▊ | 26.6M/331M [00:03<00:40, 7.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 8%|▊ | 27.4M/331M [00:03<00:40, 7.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 9%|▊ | 28.2M/331M [00:03<00:55, 5.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 9%|▊ | 28.8M/331M [00:04<01:25, 3.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 10%|▉ | 32.1M/331M [00:04<00:39, 7.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 10%|█ | 33.3M/331M [00:04<00:36, 8.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 10%|█ | 34.3M/331M [00:04<00:38, 7.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 11%|█ | 35.1M/331M [00:04<00:46, 6.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 11%|█ | 35.9M/331M [00:05<00:49, 6.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 11%|█ | 36.5M/331M [00:05<01:03, 4.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 11%|█▏ | 37.2M/331M [00:05<00:58, 5.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 11%|█▏ | 38.0M/331M [00:05<00:53, 5.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 12%|█▏ | 38.7M/331M [00:05<00:49, 6.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 12%|█▏ | 39.4M/331M [00:05<01:00, 5.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 12%|█▏ | 40.0M/331M [00:05<00:58, 5.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 12%|█▏ | 40.5M/331M [00:06<01:11, 4.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 12%|█▏ | 41.0M/331M [00:06<01:24, 3.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 41.4M/331M [00:06<01:47, 2.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 41.7M/331M [00:06<01:53, 2.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 42.0M/331M [00:06<01:51, 2.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 42.3M/331M [00:07<02:13, 2.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 42.5M/331M [00:07<02:24, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 42.8M/331M [00:07<02:37, 1.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 42.9M/331M [00:07<03:09, 1.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 43.1M/331M [00:07<03:00, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 43.3M/331M [00:07<03:38, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 43.6M/331M [00:08<02:55, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 43.8M/331M [00:08<02:49, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 44.0M/331M [00:08<03:28, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 44.2M/331M [00:08<03:04, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 44.4M/331M [00:08<03:21, 1.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 13%|█▎ | 44.6M/331M [00:08<04:00, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▎ | 44.7M/331M [00:08<03:42, 1.35MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▎ | 45.0M/331M [00:08<03:00, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▎ | 45.2M/331M [00:09<02:56, 1.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 45.5M/331M [00:09<02:26, 2.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 45.7M/331M [00:09<03:04, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 45.9M/331M [00:09<02:46, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 46.1M/331M [00:09<03:03, 1.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 46.3M/331M [00:09<03:16, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 46.6M/331M [00:09<02:42, 1.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 46.8M/331M [00:10<02:39, 1.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.0M/331M [00:10<02:37, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.2M/331M [00:10<02:35, 1.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.4M/331M [00:10<03:17, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.5M/331M [00:10<03:13, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.7M/331M [00:10<02:59, 1.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 14%|█▍ | 47.9M/331M [00:10<03:20, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 48.1M/331M [00:11<04:06, 1.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 48.2M/331M [00:11<03:41, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 48.5M/331M [00:11<03:14, 1.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 48.7M/331M [00:11<03:36, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 48.8M/331M [00:11<03:34, 1.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 49.0M/331M [00:11<03:32, 1.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 49.1M/331M [00:11<03:59, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 49.2M/331M [00:11<03:46, 1.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▍ | 49.5M/331M [00:12<02:46, 1.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 49.7M/331M [00:12<03:08, 1.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 49.9M/331M [00:12<02:51, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 50.2M/331M [00:12<02:22, 2.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 50.4M/331M [00:12<02:21, 2.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 50.7M/331M [00:12<02:40, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 50.8M/331M [00:12<02:59, 1.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 15%|█▌ | 51.1M/331M [00:12<02:43, 1.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 51.3M/331M [00:13<03:01, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 51.6M/331M [00:13<02:28, 1.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 51.8M/331M [00:13<02:26, 1.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 52.0M/331M [00:13<02:16, 2.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 52.2M/331M [00:13<02:15, 2.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 52.5M/331M [00:13<02:10, 2.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 52.7M/331M [00:13<02:48, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 52.9M/331M [00:13<03:04, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 53.1M/331M [00:14<03:00, 1.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 53.2M/331M [00:14<03:41, 1.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 53.4M/331M [00:14<04:26, 1.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▌ | 53.6M/331M [00:14<03:44, 1.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 53.7M/331M [00:14<03:37, 1.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 53.9M/331M [00:14<03:56, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 54.0M/331M [00:14<04:15, 1.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 54.2M/331M [00:15<03:47, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 54.4M/331M [00:15<03:22, 1.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 16%|█▋ | 54.5M/331M [00:15<03:21, 1.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 54.7M/331M [00:15<04:12, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 54.8M/331M [00:15<04:06, 1.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 54.9M/331M [00:15<04:01, 1.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 55.1M/331M [00:15<03:47, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 55.2M/331M [00:15<03:25, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 55.4M/331M [00:16<03:54, 1.23MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 55.5M/331M [00:16<03:48, 1.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 55.8M/331M [00:16<02:55, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 56.0M/331M [00:16<02:45, 1.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 56.1M/331M [00:16<03:07, 1.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 56.3M/331M [00:16<03:06, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 56.5M/331M [00:16<03:30, 1.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 56.6M/331M [00:16<03:13, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 57.0M/331M [00:17<02:48, 1.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 57.1M/331M [00:17<02:47, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 57.3M/331M [00:17<02:47, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 57.5M/331M [00:17<02:47, 1.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 17%|█▋ | 57.6M/331M [00:17<03:13, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 58.0M/331M [00:17<02:24, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 58.2M/331M [00:17<02:42, 1.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 58.4M/331M [00:17<02:30, 1.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 58.6M/331M [00:18<03:08, 1.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 58.9M/331M [00:18<02:38, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 59.1M/331M [00:18<02:53, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 59.2M/331M [00:18<03:11, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 59.4M/331M [00:18<03:08, 1.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 59.6M/331M [00:18<02:37, 1.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 59.8M/331M [00:18<02:35, 1.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 60.1M/331M [00:18<02:15, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 60.3M/331M [00:19<03:11, 1.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 60.5M/331M [00:19<03:04, 1.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 60.8M/331M [00:19<02:26, 1.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 18%|█▊ | 61.1M/331M [00:19<02:07, 2.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▊ | 61.4M/331M [00:19<02:22, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▊ | 61.6M/331M [00:19<02:13, 2.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▊ | 61.8M/331M [00:19<02:08, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 62.1M/331M [00:20<04:38, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 62.4M/331M [00:20<03:41, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 62.7M/331M [00:20<02:55, 1.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 62.9M/331M [00:20<02:41, 1.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 63.1M/331M [00:20<02:47, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 63.3M/331M [00:21<02:57, 1.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 63.5M/331M [00:21<03:10, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 63.8M/331M [00:21<02:37, 1.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 64.0M/331M [00:21<02:52, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 64.2M/331M [00:21<02:39, 1.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 19%|█▉ | 64.4M/331M [00:21<02:30, 1.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|█▉ | 64.6M/331M [00:21<02:47, 1.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|█▉ | 64.9M/331M [00:21<02:24, 1.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|█▉ | 65.1M/331M [00:22<03:17, 1.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|█▉ | 65.2M/331M [00:22<03:30, 1.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|█▉ | 65.7M/331M [00:22<02:20, 1.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|██ | 66.4M/331M [00:22<01:25, 3.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|██ | 66.8M/331M [00:22<01:20, 3.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 20%|██ | 67.6M/331M [00:22<00:59, 4.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 21%|██ | 68.3M/331M [00:22<00:50, 5.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 21%|██ | 68.9M/331M [00:22<00:50, 5.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 21%|██ | 69.5M/331M [00:23<00:57, 4.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 21%|██ | 70.1M/331M [00:23<00:52, 5.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 21%|██▏ | 70.6M/331M [00:23<01:13, 3.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 71.1M/331M [00:23<01:09, 3.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 71.5M/331M [00:23<01:15, 3.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 71.9M/331M [00:23<01:31, 2.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 72.2M/331M [00:24<02:06, 2.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 72.8M/331M [00:24<01:34, 2.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 73.2M/331M [00:24<01:28, 3.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 22%|██▏ | 74.0M/331M [00:24<01:11, 3.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 74.4M/331M [00:24<01:25, 3.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 74.8M/331M [00:24<01:21, 3.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 75.6M/331M [00:25<01:01, 4.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 76.3M/331M [00:25<00:58, 4.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 76.8M/331M [00:25<01:04, 4.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 23%|██▎ | 77.4M/331M [00:25<00:57, 4.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▎ | 77.9M/331M [00:25<01:10, 3.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▎ | 78.3M/331M [00:26<01:39, 2.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▍ | 79.0M/331M [00:26<01:18, 3.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▍ | 79.4M/331M [00:26<01:14, 3.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▍ | 80.2M/331M [00:26<00:57, 4.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 24%|██▍ | 80.8M/331M [00:26<00:55, 4.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▍ | 81.3M/331M [00:26<01:00, 4.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▍ | 81.7M/331M [00:26<01:05, 3.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▍ | 82.3M/331M [00:26<01:01, 4.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▌ | 82.7M/331M [00:26<01:07, 3.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▌ | 83.2M/331M [00:27<01:04, 4.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▌ | 83.6M/331M [00:27<01:03, 4.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 25%|██▌ | 84.1M/331M [00:27<01:06, 3.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▌ | 84.8M/331M [00:27<00:56, 4.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▌ | 85.2M/331M [00:27<01:03, 4.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▌ | 85.6M/331M [00:27<01:04, 4.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▌ | 86.0M/331M [00:27<01:11, 3.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▌ | 86.5M/331M [00:27<01:06, 3.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▋ | 87.0M/331M [00:28<01:01, 4.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 26%|██▋ | 87.4M/331M [00:28<01:43, 2.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 87.7M/331M [00:28<01:36, 2.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 88.0M/331M [00:28<01:32, 2.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 88.4M/331M [00:28<01:28, 2.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 88.9M/331M [00:28<01:11, 3.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 89.5M/331M [00:28<00:59, 4.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 90.0M/331M [00:29<01:07, 3.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 27%|██▋ | 90.5M/331M [00:29<00:59, 4.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 90.9M/331M [00:29<00:58, 4.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 91.5M/331M [00:29<00:55, 4.53MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 91.9M/331M [00:29<01:30, 2.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 92.3M/331M [00:29<01:41, 2.45MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 92.6M/331M [00:30<01:37, 2.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 92.9M/331M [00:30<01:53, 2.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.1M/331M [00:30<02:33, 1.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.3M/331M [00:30<03:28, 1.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.5M/331M [00:31<03:46, 1.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.6M/331M [00:31<04:10, 993kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.8M/331M [00:31<04:40, 885kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 93.9M/331M [00:31<04:34, 904kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 94.0M/331M [00:31<04:52, 849kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 94.1M/331M [00:32<05:14, 789kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 28%|██▊ | 94.1M/331M [00:32<05:07, 805kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.2M/331M [00:32<05:02, 820kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.3M/331M [00:32<04:58, 828kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.4M/331M [00:32<04:56, 836kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.6M/331M [00:32<04:04, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.7M/331M [00:32<04:03, 1.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 94.9M/331M [00:32<03:55, 1.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▊ | 95.0M/331M [00:32<03:57, 1.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.1M/331M [00:33<04:29, 917kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.2M/331M [00:33<05:35, 736kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.2M/331M [00:33<05:29, 750kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.3M/331M [00:33<05:26, 756kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.4M/331M [00:33<04:51, 846kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.5M/331M [00:33<04:48, 853kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.6M/331M [00:33<04:46, 859kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.7M/331M [00:33<05:28, 750kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.8M/331M [00:34<05:22, 762kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.8M/331M [00:34<05:21, 766kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 95.9M/331M [00:34<05:17, 775kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.0M/331M [00:34<05:06, 802kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.1M/331M [00:34<08:33, 479kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.4M/331M [00:34<04:15, 960kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.6M/331M [00:35<03:57, 1.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.7M/331M [00:35<03:46, 1.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.8M/331M [00:35<04:55, 829kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 96.9M/331M [00:35<04:43, 865kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 97.0M/331M [00:35<04:31, 900kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 97.1M/331M [00:35<04:24, 925kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 97.2M/331M [00:35<04:15, 957kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 97.3M/331M [00:35<04:10, 975kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 29%|██▉ | 97.4M/331M [00:36<04:35, 887kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 97.5M/331M [00:36<04:30, 904kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 97.6M/331M [00:36<04:03, 1.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 97.8M/331M [00:36<04:35, 884kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 97.8M/331M [00:36<05:41, 714kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 97.9M/331M [00:36<05:33, 731kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.0M/331M [00:36<05:26, 746kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.1M/331M [00:36<05:21, 757kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.2M/331M [00:37<05:17, 767kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.2M/331M [00:37<05:07, 793kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.3M/331M [00:37<05:07, 792kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.4M/331M [00:37<05:09, 786kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.5M/331M [00:37<05:09, 786kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.6M/331M [00:37<04:50, 839kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.7M/331M [00:37<04:47, 846kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.7M/331M [00:37<04:45, 850kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 98.8M/331M [00:37<06:08, 659kB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|██▉ | 99.1M/331M [00:38<03:30, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|███ | 99.5M/331M [00:38<02:32, 1.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|███ | 99.7M/331M [00:38<03:08, 1.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|███ | 99.9M/331M [00:38<02:33, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|███ | 100M/331M [00:38<02:01, 1.99MB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 30%|███ | 101M/331M [00:38<01:39, 2.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 101M/331M [00:38<01:23, 2.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 101M/331M [00:39<01:14, 3.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 102M/331M [00:39<01:09, 3.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 102M/331M [00:39<01:09, 3.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 103M/331M [00:39<01:29, 2.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 103M/331M [00:39<01:26, 2.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███ | 103M/331M [00:39<01:47, 2.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███▏ | 103M/331M [00:39<01:35, 2.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 31%|███▏ | 104M/331M [00:40<01:36, 2.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 105M/331M [00:40<01:12, 3.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 105M/331M [00:40<01:09, 3.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 105M/331M [00:40<01:08, 3.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 106M/331M [00:40<01:05, 3.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 106M/331M [00:40<01:02, 3.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 107M/331M [00:40<01:19, 2.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 107M/331M [00:40<01:13, 3.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 32%|███▏ | 107M/331M [00:41<01:09, 3.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 108M/331M [00:41<01:05, 3.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 108M/331M [00:41<01:05, 3.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 108M/331M [00:41<01:03, 3.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 109M/331M [00:41<01:01, 3.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 109M/331M [00:41<01:00, 3.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 110M/331M [00:41<01:27, 2.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 110M/331M [00:41<01:28, 2.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 33%|███▎ | 110M/331M [00:42<01:19, 2.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▎ | 111M/331M [00:42<01:14, 3.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▎ | 111M/331M [00:42<01:32, 2.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▎ | 111M/331M [00:42<01:29, 2.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 112M/331M [00:42<01:49, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 112M/331M [00:42<01:49, 2.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 112M/331M [00:42<01:41, 2.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 113M/331M [00:43<01:40, 2.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 113M/331M [00:43<02:04, 1.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 113M/331M [00:43<01:43, 2.19MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 114M/331M [00:43<01:36, 2.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 114M/331M [00:43<01:35, 2.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 34%|███▍ | 114M/331M [00:44<03:50, 984kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▍ | 115M/331M [00:44<02:11, 1.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▍ | 115M/331M [00:44<02:01, 1.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▍ | 116M/331M [00:44<01:43, 2.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▌ | 116M/331M [00:44<01:30, 2.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▌ | 116M/331M [00:45<01:21, 2.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▌ | 117M/331M [00:45<01:14, 3.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 35%|███▌ | 117M/331M [00:45<01:11, 3.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 117M/331M [00:45<01:07, 3.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 118M/331M [00:45<01:06, 3.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 118M/331M [00:45<01:33, 2.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 118M/331M [00:45<01:29, 2.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 119M/331M [00:45<01:25, 2.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 119M/331M [00:45<01:21, 2.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 119M/331M [00:46<03:07, 1.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▌ | 119M/331M [00:46<02:56, 1.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▋ | 120M/331M [00:46<02:15, 1.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▋ | 120M/331M [00:46<02:03, 1.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▋ | 120M/331M [00:47<02:30, 1.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 36%|███▋ | 121M/331M [00:47<04:18, 852kB/s] \u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 121M/331M [00:47<03:11, 1.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 121M/331M [00:48<02:52, 1.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 121M/331M [00:48<02:30, 1.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 121M/331M [00:48<02:19, 1.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 122M/331M [00:48<02:10, 1.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 122M/331M [00:48<01:46, 2.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 122M/331M [00:48<01:26, 2.52MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 123M/331M [00:48<01:16, 2.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 123M/331M [00:48<01:09, 3.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 37%|███▋ | 124M/331M [00:48<00:55, 3.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 124M/331M [00:49<00:55, 3.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 125M/331M [00:49<00:55, 3.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 125M/331M [00:49<00:55, 3.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 125M/331M [00:49<00:55, 3.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 126M/331M [00:49<00:54, 3.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 126M/331M [00:49<00:54, 3.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 38%|███▊ | 127M/331M [00:49<00:54, 3.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▊ | 127M/331M [00:49<00:47, 4.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▊ | 128M/331M [00:49<00:48, 4.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▉ | 128M/331M [00:49<00:48, 4.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▉ | 129M/331M [00:50<00:49, 4.30MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▉ | 129M/331M [00:50<00:49, 4.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▉ | 129M/331M [00:50<00:57, 3.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 39%|███▉ | 130M/331M [00:50<00:57, 3.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|███▉ | 131M/331M [00:50<00:51, 4.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|███▉ | 131M/331M [00:50<00:51, 4.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|███▉ | 132M/331M [00:50<00:51, 4.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|███▉ | 132M/331M [00:51<00:52, 3.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|████ | 133M/331M [00:51<00:51, 4.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|████ | 133M/331M [00:51<00:51, 4.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|████ | 133M/331M [00:51<00:51, 3.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 40%|████ | 134M/331M [00:51<00:52, 3.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 134M/331M [00:51<00:52, 3.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 134M/331M [00:51<00:52, 3.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 135M/331M [00:51<00:52, 3.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 135M/331M [00:51<00:51, 4.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 136M/331M [00:51<00:51, 3.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████ | 136M/331M [00:52<00:50, 4.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████▏ | 136M/331M [00:52<00:50, 4.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 41%|████▏ | 137M/331M [00:52<00:50, 4.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 137M/331M [00:52<00:50, 3.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 138M/331M [00:52<00:50, 3.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 138M/331M [00:52<00:51, 3.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 138M/331M [00:52<00:51, 3.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 139M/331M [00:52<00:53, 3.79MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 140M/331M [00:53<00:52, 3.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 140M/331M [00:53<00:51, 3.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 42%|████▏ | 140M/331M [00:53<00:59, 3.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 43%|████▎ | 141M/331M [00:53<00:57, 3.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 43%|████▎ | 141M/331M [00:53<00:55, 3.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 43%|████▎ | 142M/331M [00:53<00:52, 3.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 43%|████▎ | 143M/331M [00:53<00:47, 4.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 43%|████▎ | 143M/331M [00:54<00:53, 3.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 44%|████▎ | 144M/331M [00:54<00:48, 4.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 44%|████▍ | 145M/331M [00:54<00:41, 4.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 44%|████▍ | 146M/331M [00:54<00:41, 4.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 44%|████▍ | 146M/331M [00:54<01:05, 2.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 44%|████▍ | 146M/331M [00:55<01:11, 2.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 45%|████▌ | 149M/331M [00:55<00:32, 5.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 45%|████▌ | 150M/331M [00:55<00:32, 5.89MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 45%|████▌ | 150M/331M [00:55<00:31, 5.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▌ | 151M/331M [00:55<00:31, 5.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▌ | 151M/331M [00:55<00:39, 4.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▌ | 152M/331M [00:55<00:38, 4.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▌ | 152M/331M [00:56<00:38, 4.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▌ | 153M/331M [00:56<00:37, 4.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 46%|████▋ | 153M/331M [00:56<00:37, 4.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 154M/331M [00:56<00:37, 4.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 154M/331M [00:56<00:37, 4.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 155M/331M [00:56<00:37, 4.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 155M/331M [00:56<00:43, 4.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 156M/331M [00:56<00:41, 4.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 47%|████▋ | 156M/331M [00:57<00:46, 3.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 48%|████▊ | 157M/331M [00:57<00:34, 5.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 48%|████▊ | 158M/331M [00:57<00:38, 4.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 48%|████▊ | 158M/331M [00:57<00:42, 4.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 48%|████▊ | 159M/331M [00:57<00:42, 4.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 48%|████▊ | 160M/331M [00:57<00:41, 4.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▊ | 161M/331M [00:58<00:39, 4.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▉ | 162M/331M [00:58<00:38, 4.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▉ | 162M/331M [00:58<00:38, 4.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▉ | 162M/331M [00:58<00:38, 4.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▉ | 163M/331M [00:58<00:38, 4.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 49%|████▉ | 163M/331M [00:58<00:37, 4.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|████▉ | 164M/331M [00:58<00:37, 4.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|████▉ | 164M/331M [00:58<00:37, 4.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|████▉ | 165M/331M [00:58<00:36, 4.73MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|█████ | 165M/331M [00:59<00:36, 4.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|█████ | 166M/331M [00:59<00:36, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|█████ | 166M/331M [00:59<00:37, 4.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 50%|█████ | 167M/331M [00:59<00:36, 4.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 51%|█████ | 167M/331M [00:59<00:36, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 51%|█████ | 168M/331M [00:59<00:36, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 51%|█████ | 168M/331M [00:59<00:42, 4.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 51%|█████ | 169M/331M [00:59<00:40, 4.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 51%|█████▏ | 169M/331M [00:59<00:38, 4.42MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 52%|█████▏ | 170M/331M [01:00<00:32, 5.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 52%|█████▏ | 171M/331M [01:00<00:33, 4.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 52%|█████▏ | 172M/331M [01:00<00:31, 5.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 52%|█████▏ | 173M/331M [01:00<00:31, 5.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 52%|█████▏ | 173M/331M [01:00<00:31, 5.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 174M/331M [01:00<00:31, 5.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 174M/331M [01:00<00:31, 5.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 175M/331M [01:01<00:31, 5.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 175M/331M [01:01<00:32, 5.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 176M/331M [01:01<00:32, 5.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 176M/331M [01:01<00:32, 4.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 53%|█████▎ | 177M/331M [01:01<00:32, 4.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▎ | 177M/331M [01:01<00:33, 4.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▎ | 178M/331M [01:01<00:38, 4.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▍ | 178M/331M [01:01<00:37, 4.22MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▍ | 179M/331M [01:01<00:31, 5.12MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▍ | 179M/331M [01:02<00:31, 5.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 54%|█████▍ | 180M/331M [01:02<00:31, 5.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▍ | 180M/331M [01:02<00:31, 5.02MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▍ | 181M/331M [01:02<00:31, 4.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▍ | 181M/331M [01:02<00:36, 4.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▌ | 182M/331M [01:02<00:39, 3.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▌ | 182M/331M [01:02<00:38, 4.08MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 55%|█████▌ | 183M/331M [01:02<00:32, 4.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▌ | 184M/331M [01:03<00:32, 4.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▌ | 184M/331M [01:03<00:32, 4.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▌ | 185M/331M [01:03<00:32, 4.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▌ | 185M/331M [01:03<00:29, 5.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▌ | 186M/331M [01:03<00:29, 5.09MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 56%|█████▋ | 186M/331M [01:03<00:30, 5.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 187M/331M [01:03<00:29, 5.04MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 187M/331M [01:03<00:30, 5.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 188M/331M [01:03<00:30, 4.86MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 188M/331M [01:04<00:36, 4.11MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 189M/331M [01:04<00:31, 4.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 57%|█████▋ | 190M/331M [01:04<00:30, 4.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 58%|█████▊ | 190M/331M [01:04<00:35, 4.15MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 58%|█████▊ | 191M/331M [01:04<00:33, 4.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 58%|█████▊ | 192M/331M [01:04<00:32, 4.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 58%|█████▊ | 193M/331M [01:05<00:31, 4.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▊ | 193M/331M [01:05<00:31, 4.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▊ | 194M/331M [01:05<00:31, 4.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▉ | 194M/331M [01:05<00:31, 4.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▉ | 195M/331M [01:05<00:30, 4.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▉ | 196M/331M [01:05<00:24, 5.83MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 59%|█████▉ | 196M/331M [01:05<00:27, 5.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 60%|█████▉ | 197M/331M [01:05<00:31, 4.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 60%|█████▉ | 198M/331M [01:06<00:31, 4.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 60%|██████ | 198M/331M [01:06<00:28, 4.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 60%|██████ | 199M/331M [01:06<00:28, 4.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 60%|██████ | 200M/331M [01:06<00:28, 4.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 61%|██████ | 201M/331M [01:06<00:31, 4.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 61%|██████ | 202M/331M [01:07<00:30, 4.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 61%|██████▏ | 203M/331M [01:07<00:34, 3.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 62%|██████▏ | 204M/331M [01:07<00:32, 4.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 62%|██████▏ | 205M/331M [01:07<00:30, 4.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 62%|██████▏ | 205M/331M [01:07<00:27, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 62%|██████▏ | 206M/331M [01:08<00:27, 4.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 62%|██████▏ | 206M/331M [01:08<00:27, 4.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 207M/331M [01:08<00:30, 4.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 207M/331M [01:08<00:31, 4.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 208M/331M [01:08<00:30, 4.16MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 208M/331M [01:08<00:26, 4.77MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 209M/331M [01:08<00:30, 4.21MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 209M/331M [01:08<00:29, 4.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 63%|██████▎ | 210M/331M [01:09<00:29, 4.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▎ | 210M/331M [01:09<00:28, 4.37MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▎ | 211M/331M [01:09<00:28, 4.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▍ | 211M/331M [01:09<00:27, 4.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▍ | 211M/331M [01:09<00:31, 3.97MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▍ | 212M/331M [01:09<00:30, 4.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▍ | 212M/331M [01:09<00:33, 3.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 64%|██████▍ | 213M/331M [01:09<00:31, 3.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▍ | 213M/331M [01:09<00:29, 4.10MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▍ | 214M/331M [01:10<00:28, 4.34MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▍ | 214M/331M [01:10<00:28, 4.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▍ | 215M/331M [01:10<00:27, 4.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▌ | 215M/331M [01:10<00:26, 4.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▌ | 216M/331M [01:10<00:26, 4.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 65%|██████▌ | 216M/331M [01:10<00:25, 4.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 66%|██████▌ | 217M/331M [01:10<00:26, 4.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 66%|██████▌ | 217M/331M [01:10<00:25, 4.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 66%|██████▌ | 218M/331M [01:10<00:22, 5.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 66%|██████▌ | 218M/331M [01:11<00:40, 2.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 67%|██████▋ | 220M/331M [01:11<00:21, 5.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 67%|██████▋ | 221M/331M [01:11<00:21, 5.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 67%|██████▋ | 222M/331M [01:11<00:20, 5.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 67%|██████▋ | 223M/331M [01:12<00:21, 5.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 223M/331M [01:12<00:21, 5.24MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 224M/331M [01:12<00:21, 5.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 224M/331M [01:12<00:25, 4.38MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 225M/331M [01:12<00:20, 5.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 226M/331M [01:12<00:22, 4.96MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 68%|██████▊ | 226M/331M [01:12<00:21, 5.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 69%|██████▊ | 227M/331M [01:12<00:21, 5.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 69%|██████▉ | 227M/331M [01:13<00:21, 4.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 69%|██████▉ | 228M/331M [01:13<00:23, 4.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 69%|██████▉ | 229M/331M [01:13<00:23, 4.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 69%|██████▉ | 229M/331M [01:13<00:23, 4.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|██████▉ | 230M/331M [01:13<00:20, 5.07MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|██████▉ | 230M/331M [01:13<00:20, 5.01MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|██████▉ | 231M/331M [01:13<00:20, 4.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|███████ | 231M/331M [01:13<00:21, 4.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|███████ | 232M/331M [01:13<00:21, 4.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|███████ | 232M/331M [01:14<00:21, 4.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 70%|███████ | 233M/331M [01:14<00:21, 4.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████ | 233M/331M [01:14<00:21, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████ | 234M/331M [01:14<00:21, 4.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████ | 234M/331M [01:14<00:21, 4.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████ | 235M/331M [01:14<00:21, 4.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████ | 235M/331M [01:14<00:21, 4.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 71%|███████▏ | 236M/331M [01:14<00:22, 4.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 236M/331M [01:15<00:22, 4.47MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 237M/331M [01:15<00:19, 4.99MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 238M/331M [01:15<00:19, 4.95MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 238M/331M [01:15<00:19, 4.91MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 239M/331M [01:15<00:19, 4.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 239M/331M [01:15<00:20, 4.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 72%|███████▏ | 240M/331M [01:15<00:20, 4.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 240M/331M [01:15<00:18, 5.05MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 241M/331M [01:15<00:18, 4.98MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 241M/331M [01:16<00:18, 4.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 242M/331M [01:16<00:19, 4.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 242M/331M [01:16<00:19, 4.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 73%|███████▎ | 243M/331M [01:16<00:19, 4.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 74%|███████▎ | 243M/331M [01:16<00:19, 4.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 74%|███████▎ | 244M/331M [01:16<00:19, 4.69MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 74%|███████▍ | 244M/331M [01:16<00:19, 4.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 74%|███████▍ | 245M/331M [01:16<00:19, 4.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 74%|███████▍ | 245M/331M [01:16<00:16, 5.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 75%|███████▍ | 247M/331M [01:16<00:11, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 75%|███████▍ | 247M/331M [01:17<00:11, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 75%|███████▌ | 248M/331M [01:17<00:11, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 75%|███████▌ | 249M/331M [01:17<00:10, 8.20MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 76%|███████▌ | 250M/331M [01:17<00:09, 8.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 76%|███████▌ | 251M/331M [01:17<00:09, 8.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 76%|███████▌ | 252M/331M [01:17<00:09, 9.00MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 76%|███████▋ | 253M/331M [01:17<00:08, 9.14MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 77%|███████▋ | 254M/331M [01:17<00:09, 8.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 77%|███████▋ | 255M/331M [01:17<00:08, 9.32MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 77%|███████▋ | 256M/331M [01:18<00:08, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 78%|███████▊ | 257M/331M [01:18<00:08, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 78%|███████▊ | 258M/331M [01:18<00:08, 9.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 78%|███████▊ | 259M/331M [01:18<00:08, 9.29MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 79%|███████▊ | 260M/331M [01:18<00:08, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 79%|███████▉ | 261M/331M [01:18<00:07, 9.33MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 79%|███████▉ | 262M/331M [01:18<00:07, 9.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 79%|███████▉ | 263M/331M [01:18<00:07, 9.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 80%|███████▉ | 264M/331M [01:18<00:07, 9.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 80%|████████ | 264M/331M [01:19<00:07, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 80%|████████ | 265M/331M [01:19<00:07, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 81%|████████ | 266M/331M [01:19<00:07, 9.27MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 81%|████████ | 267M/331M [01:19<00:06, 9.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 81%|████████ | 268M/331M [01:19<00:06, 9.51MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 81%|████████▏ | 269M/331M [01:19<00:06, 9.40MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 82%|████████▏ | 270M/331M [01:19<00:06, 9.31MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 82%|████████▏ | 271M/331M [01:19<00:06, 9.43MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 82%|████████▏ | 272M/331M [01:19<00:06, 9.46MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 83%|████████▎ | 273M/331M [01:19<00:06, 9.50MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 83%|████████▎ | 274M/331M [01:20<00:06, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 83%|████████▎ | 275M/331M [01:20<00:06, 9.03MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 84%|████████▎ | 276M/331M [01:20<00:06, 9.44MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 84%|████████▍ | 277M/331M [01:20<00:05, 9.36MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 84%|████████▍ | 278M/331M [01:20<00:05, 9.48MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 84%|████████▍ | 279M/331M [01:20<00:05, 9.60MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 85%|████████▍ | 280M/331M [01:20<00:05, 9.49MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 85%|████████▍ | 281M/331M [01:20<00:05, 9.39MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 85%|████████▌ | 282M/331M [01:20<00:05, 9.26MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 85%|████████▌ | 283M/331M [01:21<00:05, 9.17MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 86%|████████▌ | 283M/331M [01:21<00:05, 9.18MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 86%|████████▌ | 284M/331M [01:21<00:05, 9.28MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 86%|████████▋ | 285M/331M [01:21<00:05, 9.06MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 87%|████████▋ | 287M/331M [01:21<00:04, 9.41MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 87%|████████▋ | 288M/331M [01:21<00:04, 9.25MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 87%|████████▋ | 288M/331M [01:21<00:04, 9.13MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 88%|████████▊ | 289M/331M [01:21<00:04, 8.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 88%|████████▊ | 290M/331M [01:21<00:04, 8.87MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 88%|████████▊ | 291M/331M [01:22<00:05, 7.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 88%|████████▊ | 292M/331M [01:22<00:05, 7.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 89%|████████▊ | 293M/331M [01:22<00:05, 7.66MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 89%|████████▊ | 293M/331M [01:22<00:05, 7.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 89%|████████▉ | 294M/331M [01:22<00:05, 7.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 89%|████████▉ | 295M/331M [01:22<00:04, 7.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 89%|████████▉ | 296M/331M [01:22<00:04, 7.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 90%|████████▉ | 296M/331M [01:22<00:04, 7.54MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 90%|████████▉ | 297M/331M [01:22<00:04, 7.58MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 90%|█████████ | 298M/331M [01:23<00:04, 7.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 90%|█████████ | 299M/331M [01:23<00:04, 7.67MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 91%|█████████ | 299M/331M [01:23<00:04, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 91%|█████████ | 300M/331M [01:23<00:04, 7.55MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 91%|█████████ | 301M/331M [01:23<00:04, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 91%|█████████ | 302M/331M [01:23<00:03, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 91%|█████████▏| 302M/331M [01:23<00:03, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 92%|█████████▏| 303M/331M [01:23<00:03, 7.61MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 92%|█████████▏| 304M/331M [01:23<00:03, 7.63MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 92%|█████████▏| 305M/331M [01:23<00:03, 7.76MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 92%|█████████▏| 305M/331M [01:24<00:03, 7.70MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 93%|█████████▎| 306M/331M [01:24<00:03, 7.71MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 93%|█████████▎| 307M/331M [01:24<00:03, 7.65MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 93%|█████████▎| 308M/331M [01:24<00:03, 7.64MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 93%|█████████▎| 308M/331M [01:24<00:03, 7.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 94%|█████████▎| 309M/331M [01:24<00:02, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 94%|█████████▍| 310M/331M [01:24<00:02, 7.72MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 94%|█████████▍| 311M/331M [01:24<00:02, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 94%|█████████▍| 312M/331M [01:24<00:02, 7.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 95%|█████████▍| 312M/331M [01:24<00:02, 7.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 95%|█████████▍| 313M/331M [01:25<00:02, 7.84MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 95%|█████████▍| 314M/331M [01:25<00:02, 7.93MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 95%|█████████▌| 315M/331M [01:25<00:02, 7.90MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 95%|█████████▌| 316M/331M [01:25<00:01, 7.92MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 96%|█████████▌| 316M/331M [01:25<00:01, 7.85MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 96%|█████████▌| 317M/331M [01:25<00:01, 7.94MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 96%|█████████▌| 318M/331M [01:25<00:01, 7.82MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 96%|█████████▋| 319M/331M [01:25<00:01, 7.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 97%|█████████▋| 319M/331M [01:25<00:01, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 97%|█████████▋| 320M/331M [01:26<00:01, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 97%|█████████▋| 321M/331M [01:26<00:01, 7.80MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 97%|█████████▋| 322M/331M [01:26<00:01, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 98%|█████████▊| 322M/331M [01:26<00:01, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 98%|█████████▊| 323M/331M [01:26<00:01, 7.68MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 98%|█████████▊| 324M/331M [01:26<00:00, 7.62MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 98%|█████████▊| 325M/331M [01:26<00:00, 7.57MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 98%|█████████▊| 325M/331M [01:26<00:00, 7.56MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 99%|█████████▊| 326M/331M [01:26<00:00, 7.59MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 99%|█████████▉| 327M/331M [01:26<00:00, 7.75MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 99%|█████████▉| 328M/331M [01:27<00:00, 7.74MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 99%|█████████▉| 329M/331M [01:27<00:00, 7.88MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 100%|█████████▉| 329M/331M [01:27<00:00, 7.78MB/s]\u001b[A\n",
+ "\n",
+ " S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251: 100%|█████████▉| 330M/331M [01:27<00:00, 7.81MB/s]\u001b[A\n",
+ "\n",
+ " \u001b[A\n",
+ " \n",
+ " ✓ Download Time: 89.4s\n",
+ "\n",
+ "Downloading files: 60%|██████ | 3/5 [06:54<03:52, 116.45s/file]\n",
+ "Downloading files: 80%|████████ | 4/5 [06:55<01:47, 107.47s/file]\n",
+ " \n",
+ " ✓ S2B_MSIL2A_20251230T164619_N0511_R126_T16SCC_20251230T215228.SAFE already exists!\n",
+ "\n",
+ "Downloading files: 80%|████████ | 4/5 [06:55<01:47, 107.47s/file]\n",
+ "Downloading files: 100%|██████████| 5/5 [06:55<00:00, 83.09s/file] \n",
+ "\n",
+ "Download complete!\n",
+ "✓ Download completed successfully.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Use the * operator to unpack DOWNLOAD_DATE if it is a list\n",
+ "# This turns [\"date1\", \"date2\"] into \"date1\", \"date2\"\n",
+ "download_cmd = [\n",
+ " \"download_sentinel2\",\n",
+ " OUTPUT_DIR,\n",
+ " #\"-tile\", TILE_ID,\n",
+ " \"-polygon\", POLYGON,\n",
+ " \"-date\", *DOWNLOAD_DATE, \n",
+ " \"-level\", PROCESSING_LEVEL,\n",
+ " \"-u\", COP_USER, \n",
+ " \"-p\", COP_PASS, \n",
+ " \"-y\"\n",
+ "]\n",
+ "\n",
+ "print(\"--- DOWNLOADING DATA ---\")\n",
+ "\n",
+ "# Execute download with real-time output\n",
+ "process = subprocess.Popen(\n",
+ " download_cmd,\n",
+ " stdout=subprocess.PIPE,\n",
+ " stderr=subprocess.STDOUT,\n",
+ " universal_newlines=True,\n",
+ " bufsize=1\n",
+ ")\n",
+ "\n",
+ "# Print output in real-time\n",
+ "for line in process.stdout:\n",
+ " print(line, end='')\n",
+ "\n",
+ "# Wait for completion\n",
+ "return_code = process.wait()\n",
+ "\n",
+ "if return_code != 0:\n",
+ " print(\"--- ERROR ---\")\n",
+ " print(\"Download failed. Check output above for details.\")\n",
+ "else:\n",
+ " print(\"✓ Download completed successfully.\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Process Sentinel-2 Data #\n",
+ "\n",
+ "Process the downloaded imagery to generate various products with COG conversion and event naming.\n",
+ "\n",
+ "**Note:** The processing script has been configured with unbuffered output to display progress in real-time within JupyterHub. You'll see:\n",
+ "- Progress bars for scene processing\n",
+ "- Detailed product generation steps\n",
+ "- COG conversion progress\n",
+ "- Error messages if any products fail\n",
+ "- Final processing summary with success/failure counts\n",
+ "- Log file location for detailed error tracking"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "--- HELPER FLAG ARGUMENTS ---\n",
+ "usage: process_sentinel2.py input [-h] [-p [P ...]] [-we_nstd [WE_NSTD ...]] [-date [DATE ...]] [-tile [TILE ...]] [-merge] [-mask] [-force] [-unzip_only] [-tif_only] [-nodata NODATA] [-compression COMPRESSION] [-compression_level LEVEL] [-event EVENT]\n",
+ "\n",
+ "This script unzips and processes Sentinel-2 L2A data and produces true color,\n",
+ "natural color, color infrared NDWI, MNDWI, NDVI, NBR, or Water Extent.\n",
+ "\n",
+ "positional arguments:\n",
+ " input Path to directory containing the .zip files (e.g. /dat\n",
+ " a/esops/eventData/2023/TurkeyEarthquake/sentinel2).\n",
+ "\n",
+ "options:\n",
+ " -h, --help show this help message and exit\n",
+ " -p [P ...] List of products to produce (all = everything, true =\n",
+ " true color, nat = natural, colorIR = color infrared,\n",
+ " swir = shortwave infrared, ndwi = NDWI, mndwi = MNDWI,\n",
+ " ndvi = NDVI, nbr = NBR, we = water extent\n",
+ " -we_nstd [WE_NSTD ...]\n",
+ " Produce water extents with given number(s) of standard\n",
+ " deviations (default is 1). More standard deviations =\n",
+ " higher NIR threshold = more pixels classified as\n",
+ " water.\n",
+ " -date [DATE ...] Date(s) (e.g. 20230116). If no date(s) or tile(s) is\n",
+ " entered, all dates found will be processed.\n",
+ " -tile [TILE ...] Identifier (e.g. T36SYD) for specific tile(s), If no\n",
+ " tile(s) or date(s) is entered, all tiles found will be\n",
+ " processed.\n",
+ " -merge Merge all images by date and product.\n",
+ " -mask Generate cloud mask and mask all images (non-masked\n",
+ " version preserved as well).\n",
+ " -force Force overwrite existing products.\n",
+ " -unzip_only Just unzip all .zip files. Do not process.\n",
+ " -tif_only Skip COG conversion and keep regular GeoTIFF format\n",
+ " (COG is default).\n",
+ " -nodata NODATA No-data value for COG outputs (auto-detected if not\n",
+ " specified).\n",
+ " -compression COMPRESSION\n",
+ " Compression type for COG (default: ZSTD).\n",
+ " -compression_level COMPRESSION_LEVEL\n",
+ " Compression level for COG (default: 22 for ZSTD).\n",
+ " -dst_crs DST_CRS Target CRS for COG output (default: EPSG:4326, use\n",
+ " \"native\" to preserve original CRS).\n",
+ " -event EVENT Event name for filename prefix (e.g.,\n",
+ " 202512_Flood_WA). Adds formatted date suffix.\n",
+ "CompletedProcess(args=['process_sentinel2', '-h'], returncode=0)\n"
+ ]
+ }
+ ],
+ "source": [
+ "print(\"--- HELPER FLAG ARGUMENTS ---\")\n",
+ "# Build processing command\n",
+ "process_cmd = [\n",
+ " \"process_sentinel2\",\n",
+ " \"-h\"\n",
+ "]\n",
+ "\n",
+ "# Execute processing\n",
+ "help_flags = subprocess.run(process_cmd, cwd=os.getcwd())\n",
+ "print(help_flags)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Processing Sentinel-2 data...\n",
+ "Command: process_sentinel2 /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2 -p true swir -event 202601_WinterWx_US -compression ZSTD -compression_level 22 -dst_crs EPSG:4326 -event 202601_WinterWx_US -date 20251230 -merge -force -nodata 0\n",
+ "\n",
+ "\n",
+ "Input: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2\n",
+ "Product(s) to produce: ['true', 'swir']\n",
+ "Processing date(s): ['20251230']\n",
+ "Processing all tiles\n",
+ "\n",
+ "Number of .zip files: 10\n",
+ "\tS2B_MSIL2A_20251230T164619_N0511_R126_T16SCC_20251230T215228.SAFE.zip already unzipped.\n",
+ "\tS2B_MSIL2A_20251230T164619_N0511_R126_T16SCD_20251230T215228.SAFE.zip already unzipped.\n",
+ "\tS2B_MSIL2A_20251230T164619_N0511_R126_T15SXS_20251230T215228.SAFE.zip already unzipped.\n",
+ "\tS2B_MSIL2A_20251230T164619_N0511_R126_T15SYR_20251230T215228.SAFE.zip already unzipped.\n",
+ "\tS2A_MSIL2A_20251230T165741_N0511_R026_T15SXS_20251230T202215.SAFE.zip already unzipped.\n",
+ "\n",
+ "Unzipping: S2B_MSIL2A_20251230T164619_N0511_R126_T16SDE_20251230T215228.SAFE.zip\n",
+ "\n",
+ "7-Zip [64] 16.02 : Copyright (c) 1999-2016 Igor Pavlov : 2016-05-21\n",
+ "p7zip Version 16.02 (locale=C.UTF-8,Utf16=on,HugeFiles=on,64 bits,4 CPUs x64)\n",
+ "\n",
+ "Scanning the drive for archives:\n",
+ "1 file, 77683387 bytes (75 MiB)\n",
+ "\n",
+ "Extracting archive: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T16SDE_20251230T215228.SAFE.zip\n",
+ "--\n",
+ "Path = /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T16SDE_20251230T215228.SAFE.zip\n",
+ "Type = zip\n",
+ "Physical Size = 77683387\n",
+ "\n",
+ "Everything is Ok\n",
+ "\n",
+ "Files: 95\n",
+ "Size: 77648401\n",
+ "Compressed: 77683387\n",
+ "\n",
+ "Unzipping: S2B_MSIL2A_20251230T164619_N0511_R126_T15SYS_20251230T215228.SAFE.zip\n",
+ "\n",
+ "7-Zip [64] 16.02 : Copyright (c) 1999-2016 Igor Pavlov : 2016-05-21\n",
+ "p7zip Version 16.02 (locale=C.UTF-8,Utf16=on,HugeFiles=on,64 bits,4 CPUs x64)\n",
+ "\n",
+ "Scanning the drive for archives:\n",
+ "1 file, 1180481421 bytes (1126 MiB)\n",
+ "\n",
+ "Extracting archive: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T15SYS_20251230T215228.SAFE.zip\n",
+ "--\n",
+ "Path = /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T15SYS_20251230T215228.SAFE.zip\n",
+ "Type = zip\n",
+ "Physical Size = 1180481421\n",
+ "\n",
+ "Everything is Ok\n",
+ "\n",
+ "Files: 95\n",
+ "Size: 1180446435\n",
+ "Compressed: 1180481421\n",
+ "\tS2B_MSIL2A_20251230T164619_N0511_R126_T16SCB_20251230T215228.SAFE.zip already unzipped.\n",
+ "\n",
+ "Unzipping: S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251230T215228.SAFE.zip\n",
+ "\n",
+ "7-Zip [64] 16.02 : Copyright (c) 1999-2016 Igor Pavlov : 2016-05-21\n",
+ "p7zip Version 16.02 (locale=C.UTF-8,Utf16=on,HugeFiles=on,64 bits,4 CPUs x64)\n",
+ "\n",
+ "Scanning the drive for archives:\n",
+ "1 file, 366261395 bytes (350 MiB)\n",
+ "\n",
+ "Extracting archive: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251230T215228.SAFE.zip\n",
+ "--\n",
+ "Path = /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T15SWS_20251230T215228.SAFE.zip\n",
+ "Type = zip\n",
+ "Physical Size = 366261395\n",
+ "\n",
+ "Everything is Ok\n",
+ "\n",
+ "Files: 95\n",
+ "Size: 366226409\n",
+ "Compressed: 366261395\n",
+ "\n",
+ "Unzipping: S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251230T215228.SAFE.zip\n",
+ "\n",
+ "7-Zip [64] 16.02 : Copyright (c) 1999-2016 Igor Pavlov : 2016-05-21\n",
+ "p7zip Version 16.02 (locale=C.UTF-8,Utf16=on,HugeFiles=on,64 bits,4 CPUs x64)\n",
+ "\n",
+ "Scanning the drive for archives:\n",
+ "1 file, 346562999 bytes (331 MiB)\n",
+ "\n",
+ "Extracting archive: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251230T215228.SAFE.zip\n",
+ "--\n",
+ "Path = /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/S2B_MSIL2A_20251230T164619_N0511_R126_T16SDF_20251230T215228.SAFE.zip\n",
+ "Type = zip\n",
+ "Physical Size = 346562999\n",
+ "\n",
+ "Everything is Ok\n",
+ "\n",
+ "Files: 95\n",
+ "Size: 346528013\n",
+ "Compressed: 346562999\n",
+ "\n",
+ "Number of directories to process: 10\n",
+ "\n",
+ "Processing scenes: 0%| | 0/10 [00:00, ?scene/s]\n",
+ "Working on: S2B_MSIL2A_20251230T164619_N0511_R126_T16SCC_20251230T215228.SAFE\n",
+ "\n",
+ "* Processing true color\n",
+ "\t* Opening B2 file\n",
+ "\t* Opening B3 file\n",
+ "\t* Opening B4 file\n",
+ "/srv/conda/envs/notebook/lib/python3.12/site-packages/osgeo/gdal.py:311: FutureWarning: Neither gdal.UseExceptions() nor gdal.DontUseExceptions() has been explicitly called. In GDAL 4.0, exceptions will be enabled by default.\n",
+ " warnings.warn(\n",
+ "\t* Enhancing image\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Build processing command\n",
+ "process_cmd = [\n",
+ " \"process_sentinel2\",\n",
+ " OUTPUT_DIR,\n",
+ " \"-p\", *PRODUCTS,\n",
+ " \"-event\", EVENT_NAME,\n",
+ " \"-compression\", COMPRESSION,\n",
+ " \"-compression_level\", str(COMPRESSION_LEVEL),\n",
+ " \"-dst_crs\", DST_CRS,\n",
+ " \"-event\", EVENT_NAME\n",
+ "]\n",
+ "\n",
+ "# Add optional parameters\n",
+ "if PROCESS_DATE:\n",
+ " process_cmd.extend([\"-date\", PROCESS_DATE])\n",
+ "\n",
+ "if ENABLE_MERGE:\n",
+ " process_cmd.append(\"-merge\")\n",
+ "\n",
+ "if ENABLE_MASK:\n",
+ " process_cmd.append(\"-mask\")\n",
+ "\n",
+ "if FORCE_OVERWRITE:\n",
+ " process_cmd.append(\"-force\")\n",
+ "\n",
+ "if NODATA is not None:\n",
+ " process_cmd.extend([\"-nodata\", str(NODATA)])\n",
+ "\n",
+ "print(\"Processing Sentinel-2 data...\")\n",
+ "print(f\"Command: {' '.join(process_cmd)}\")\n",
+ "print()\n",
+ "\n",
+ "# Execute processing with real-time output\n",
+ "# The scripts have built-in unbuffered output for JupyterHub compatibility\n",
+ "process = subprocess.Popen(\n",
+ " process_cmd,\n",
+ " stdout=subprocess.PIPE,\n",
+ " stderr=subprocess.STDOUT,\n",
+ " universal_newlines=True,\n",
+ " bufsize=1 # Line buffered\n",
+ ")\n",
+ "\n",
+ "# Print output in real-time\n",
+ "for line in process.stdout:\n",
+ " print(line, end='') # end='' because line already has newline\n",
+ "\n",
+ "# Wait for completion\n",
+ "return_code = process.wait()\n",
+ "\n",
+ "if return_code == 0:\n",
+ " print(\"\\n✓ Processing completed successfully!\")\n",
+ "else:\n",
+ " print(f\"\\n✗ Processing failed with return code {return_code}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# View Results #\n",
+ "\n",
+ "Examine the generated output files and directory structure."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "✓ Found output directory: /home/jovyan/shared-readwrite/process_sentinel2/202601_WinterWx_US_s2/output\n",
+ "\n",
+ "Displaying 2 product types...\n",
+ "✓ Generated plot for shortwaveInfrared\n",
+ "✓ Generated plot for trueColor\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": "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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "File Details:\n",
+ "==================================================\n",
+ "\n",
+ "shortwaveInfrared:\n",
+ " - S2A_MSIL2A_shortwaveInfrared_20251230_165741_T15SXS.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T15SWS.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T15SXS.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T15SYR.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T15SYS.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T16SCC.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T16SCD.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T16SDE.tif (86.3 MB)\n",
+ " - S2B_MSIL2A_shortwaveInfrared_20251230_164619_T16SDF.tif (86.3 MB)\n",
+ "\n",
+ "trueColor:\n",
+ " - S2A_MSIL2A_trueColor_20251230_165741_T15SXS.tif (384.2 MB)\n",
+ " - S2A_trueColor_20251230_merged.tif (10006.3 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T15SWS.tif (384.2 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T15SXS.tif (384.2 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T15SYR.tif (383.3 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T15SYS.tif (384.2 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T16SCB.tif (345.0 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T16SCC.tif (345.0 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T16SCD.tif (345.0 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T16SDE.tif (345.0 MB)\n",
+ " - S2B_MSIL2A_trueColor_20251230_164619_T16SDF.tif (345.0 MB)\n",
+ " - tmp6cgf6udj.tif (2347.0 MB)\n"
+ ]
+ }
+ ],
+ "source": [
+ "import glob\n",
+ "import os\n",
+ "import rasterio\n",
+ "from rasterio.plot import show\n",
+ "import matplotlib.pyplot as plt\n",
+ "import numpy as np\n",
+ "\n",
+ "# We'll check both \"output\" and the EVENT_NAME folder to be safe\n",
+ "potential_paths = [\n",
+ " os.path.join(OUTPUT_DIR, \"output\"),\n",
+ " os.path.join(OUTPUT_DIR, EVENT_NAME)\n",
+ "]\n",
+ "\n",
+ "output_dir = None\n",
+ "for path in potential_paths:\n",
+ " if os.path.exists(path):\n",
+ " output_dir = path\n",
+ " break\n",
+ "\n",
+ "if output_dir:\n",
+ " print(f\"✓ Found output directory: {output_dir}\\n\")\n",
+ " \n",
+ " # Find all finished GeoTIFF files (ignoring temp files)\n",
+ " tif_files = sorted([f for f in glob.glob(os.path.join(output_dir, \"**/*.tif\"), recursive=True) \n",
+ " if not f.endswith('.tmp.tif')])\n",
+ " \n",
+ " if tif_files:\n",
+ " product_types = {}\n",
+ " for tif_file in tif_files:\n",
+ " product_type = os.path.basename(os.path.dirname(tif_file))\n",
+ " if product_type not in product_types:\n",
+ " product_types[product_type] = []\n",
+ " product_types[product_type].append(tif_file)\n",
+ "\n",
+ " # --- PLOTTING SECTION ---\n",
+ " print(f\"Displaying {len(product_types)} product types...\")\n",
+ " \n",
+ " # Create a grid for plotting (1 row per product type)\n",
+ " fig, axes = plt.subplots(len(product_types), 1, figsize=(12, 8 * len(product_types)))\n",
+ " if len(product_types) == 1: axes = [axes] # Handle single product case\n",
+ "\n",
+ " for i, (p_type, files) in enumerate(sorted(product_types.items())):\n",
+ " ax = axes[i]\n",
+ " sample_file = files[0] # Plot the first file available for this type\n",
+ " \n",
+ " with rasterio.open(sample_file) as src:\n",
+ " # If it's true color (3 bands), we read all. Otherwise, just one.\n",
+ " if src.count >= 3:\n",
+ " arr = src.read([1, 2, 3])\n",
+ " # Normalize for display if needed\n",
+ " arr = np.ma.transpose(arr, (1, 2, 0))\n",
+ " else:\n",
+ " arr = src.read(1)\n",
+ " \n",
+ " img = show(src, ax=ax, title=f\"Product: {p_type}\\n{os.path.basename(sample_file)}\")\n",
+ " print(f\"✓ Generated plot for {p_type}\")\n",
+ "\n",
+ " plt.tight_layout()\n",
+ " plt.show()\n",
+ "\n",
+ " # List file sizes below the images\n",
+ " print(\"\\nFile Details:\")\n",
+ " print(\"=\" * 50)\n",
+ " for p_type, files in sorted(product_types.items()):\n",
+ " print(f\"\\n{p_type}:\")\n",
+ " for f in files:\n",
+ " size = os.path.getsize(f) / (1024*1024)\n",
+ " print(f\" - {os.path.basename(f)} ({size:.1f} MB)\")\n",
+ " else:\n",
+ " print(\"No finished GeoTIFF files found. Check if the processing script is still running.\")\n",
+ "else:\n",
+ " print(f\"Output directory not found in: {potential_paths}\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Output File Naming Convention #\n",
+ "\n",
+ "Files are named with the event prefix and formatted date:\n",
+ "\n",
+ "**Original:** `S2B_MSIL2A_colorInfrared_20251111_161419_T17RLN.tif`\n",
+ "\n",
+ "**With Event Naming:** `202311_Example_Event_S2B_MSIL2A_colorInfrared_161419_T17RLN_2025-11-11_day.tif`\n",
+ "\n",
+ "This naming convention:\n",
+ "- Adds event prefix for organization\n",
+ "- Removes date from middle position\n",
+ "- Adds formatted date (YYYY-MM-DD) at the end\n",
+ "- Includes `_day` suffix for AWS/cloud compatibility"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Next Steps #\n",
+ "\n",
+ "You can now:\n",
+ "1. Load and visualize the GeoTIFF files using libraries like `rasterio` or `GDAL`\n",
+ "2. Upload the COG files to cloud storage (S3, GCS, etc.)\n",
+ "3. Process additional dates or tiles by modifying the configuration variables\n",
+ "4. Generate additional products by updating the `PRODUCTS` list"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "Python 3 (ipykernel)",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.11"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/_quarto.yml b/_quarto.yml
index 7d7d409..a675beb 100644
--- a/_quarto.yml
+++ b/_quarto.yml
@@ -58,6 +58,7 @@ website:
- Jupyterhub/jupyterhub-training-guide.qmd
- Jupyterhub/loading-disaster-hub-image.qmd
- Jupyterhub/clone_conversion_repo.ipynb
+ - Jupyterhub/sentinel2_workflow-testUpdates.ipynb
- section: workflow.qmd
text: Data Workflow Diagrams
contents: