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+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "68130a2c",
+ "metadata": {},
+ "source": [
+ "# End-to-End Benchmark: RASI Virtual Zarr vs Original NetCDF\n",
+ "\n",
+ "This notebook benchmarks point time-series extraction for the **RASI ROUTING** dataset from:\n",
+ "\n",
+ "- **Virtual Zarr** via Icechunk\n",
+ "- **Original NetCDF files on S3**\n",
+ "\n",
+ "It follows the same benchmark structure as the earlier notebooks and measures:\n",
+ "\n",
+ "1. **Access time** \n",
+ " Time to initialize repository access or discover files on S3\n",
+ "\n",
+ "2. **Open time** \n",
+ " Time to open the dataset with xarray and subset the benchmark time range\n",
+ "\n",
+ "3. **Selection time** \n",
+ " Time to select nearest-neighbor point(s)\n",
+ "\n",
+ "4. **Load time** \n",
+ " Time to load the selected data into memory\n",
+ "\n",
+ "5. **End-to-end time** \n",
+ " Access + open + selection + load\n",
+ "\n",
+ "## Benchmark setup\n",
+ "- Benchmark cases: **1 point** and **5 points**\n",
+ "- Repeats: **1** by default\n",
+ "- Experiment: configurable (`HISTORICAL`, `SSP245`, `SSP585`)\n",
+ "- Variable: `RZSM_Percentiles`\n",
+ "- Percentile: **50** (median streamflow)\n",
+ "- Separate start/end dates for Virtual Zarr and NetCDF\n",
+ "\n",
+ "**Author:** Siddharth Chaudhary\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "f04ae333",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import time\n",
+ "import datetime as dt\n",
+ "import numpy as np\n",
+ "import pandas as pd\n",
+ "import xarray as xr\n",
+ "import matplotlib.pyplot as plt\n",
+ "from dask.diagnostics import ProgressBar\n",
+ "from IPython.display import display, Markdown\n",
+ "\n",
+ "import icechunk\n",
+ "import s3fs\n",
+ "import fsspec\n",
+ "import netCDF4 as nc\n",
+ "\n",
+ "pd.set_option(\"display.max_columns\", None)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "b71c1f8a",
+ "metadata": {},
+ "source": [
+ "## 1. Benchmark configuration"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "c443216f",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Experiment: HISTORICAL\n",
+ "Variable: RZSM_Percentiles\n",
+ "Percentile: 50\n",
+ "Repeats: 1\n",
+ "Virtual Zarr period: 1960-01-01 to 2014-12-31\n",
+ "Original NetCDF period: 1960-01-01 to 2014-12-31\n"
+ ]
+ }
+ ],
+ "source": [
+ "experiment_ids = [\"HISTORICAL\", \"SSP245\", \"SSP585\"]\n",
+ "experiment_id = experiment_ids[0] # change as needed\n",
+ "\n",
+ "benchmark_cases = {\n",
+ " \"1 point\": {\n",
+ " \"lon\": [-100.0],\n",
+ " \"lat\": [30.0],\n",
+ " },\n",
+ " \"5 points\": {\n",
+ " \"lon\": [-100.0, -120.0, -90.0, -105.0, -75.0],\n",
+ " \"lat\": [30.0, 45.0, 35.0, 40.0, 42.0],\n",
+ " },\n",
+ "}\n",
+ "\n",
+ "variable_name = \"RZSM_Percentiles\"\n",
+ "percentile_value = 50\n",
+ "repeats = 1\n",
+ "\n",
+ "# Set benchmark windows independently if needed\n",
+ "vz_start = \"1960-01-01\"\n",
+ "vz_end = \"2014-12-31\"\n",
+ "\n",
+ "nc_start = \"1960-01-01\"\n",
+ "nc_end = \"2014-12-31\"\n",
+ "\n",
+ "print(\"Experiment:\", experiment_id)\n",
+ "print(\"Variable:\", variable_name)\n",
+ "print(\"Percentile:\", percentile_value)\n",
+ "print(\"Repeats:\", repeats)\n",
+ "print(\"Virtual Zarr period:\", vz_start, \"to\", vz_end)\n",
+ "print(\"Original NetCDF period:\", nc_start, \"to\", nc_end)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "1507e2ea",
+ "metadata": {},
+ "source": [
+ "## 2. Helper functions"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "8153c694",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def build_month_strings(start_date, end_date):\n",
+ " months = pd.period_range(\n",
+ " start=pd.Period(start_date, freq=\"M\"),\n",
+ " end=pd.Period(end_date, freq=\"M\"),\n",
+ " freq=\"M\"\n",
+ " )\n",
+ " return [p.strftime(\"%Y%m\") for p in months]\n",
+ "\n",
+ "\n",
+ "def list_rasi_netcdf_files_s3(start_date, end_date,\n",
+ " experiment_id,\n",
+ " bucket=\"nasa-waterinsight\",\n",
+ " prefix_root=\"RASI/LSM\"):\n",
+ " fs = s3fs.S3FileSystem(anon=True)\n",
+ "\n",
+ " months = build_month_strings(start_date, end_date)\n",
+ "\n",
+ " files = []\n",
+ " for month in months:\n",
+ " pattern = (\n",
+ " f\"{bucket}/{prefix_root}/{experiment_id}/PERCENTILES/\"\n",
+ " f\"RZSM_percentiles_{month}.nc\"\n",
+ " )\n",
+ " matches = fs.glob(pattern)\n",
+ " for m in matches:\n",
+ " files.append(f\"s3://{m}\")\n",
+ "\n",
+ " files = sorted(files)\n",
+ "\n",
+ " if not files:\n",
+ " raise FileNotFoundError(\"No RASI NetCDF files found for the requested date range.\")\n",
+ "\n",
+ " return files\n",
+ "\n",
+ "\n",
+ "def open_rasi_virtual_zarr_with_timing(experiment_id, start_date=None, end_date=None):\n",
+ " t0 = time.perf_counter()\n",
+ "\n",
+ " storage = icechunk.s3_storage(\n",
+ " bucket=\"veda-data-store-staging\",\n",
+ " prefix=f\"water-insight/virtual-zarr-store/RASI-icechunk-v2/LSM/{experiment_id}/\",\n",
+ " from_env=True,\n",
+ " )\n",
+ "\n",
+ " chunk_url = \"s3://veda-data-store-staging/water-insight/RASI/\"\n",
+ " virtual_credentials = icechunk.containers_credentials({\n",
+ " chunk_url: icechunk.s3_credentials()\n",
+ " })\n",
+ "\n",
+ " repo = icechunk.Repository.open(\n",
+ " storage=storage,\n",
+ " authorize_virtual_chunk_access=virtual_credentials,\n",
+ " )\n",
+ "\n",
+ " session = repo.readonly_session(\"main\")\n",
+ " store = session.store\n",
+ " t1 = time.perf_counter()\n",
+ "\n",
+ " ds = xr.open_zarr(store, consolidated=False, zarr_version=3, chunks={})\n",
+ "\n",
+ " if start_date is not None and end_date is not None:\n",
+ " ds = ds.sel(time=slice(start_date, end_date))\n",
+ "\n",
+ " t2 = time.perf_counter()\n",
+ "\n",
+ " timing = {\n",
+ " \"source\": \"RASI Virtual Zarr\",\n",
+ " \"access_time_sec\": t1 - t0,\n",
+ " \"open_time_sec\": t2 - t1,\n",
+ " \"open_total_time_sec\": t2 - t0,\n",
+ " \"n_files\": np.nan,\n",
+ " }\n",
+ "\n",
+ " return ds, timing\n",
+ "\n",
+ "\n",
+ "def _normalize_rasi_netcdf_dataset(xr_ds):\n",
+ " \"\"\"\n",
+ " Convert RASI monthly NetCDF into a dataset with a proper time dimension.\n",
+ " \"\"\"\n",
+ "\n",
+ " # Extract scalar date value\n",
+ " raw_date = xr_ds[\"date\"].values[0]\n",
+ "\n",
+ " # Convert integer YYYYMM → datetime\n",
+ " time_value = pd.to_datetime(str(raw_date), format=\"%Y%m\")\n",
+ "\n",
+ " # Drop useless dimensions/variables\n",
+ " xr_ds = xr_ds.drop_vars(\"date\")\n",
+ "\n",
+ " if \"ncl0\" in xr_ds.dims:\n",
+ " xr_ds = xr_ds.squeeze(\"ncl0\", drop=True)\n",
+ "\n",
+ " # Add real time dimension\n",
+ " xr_ds = xr_ds.expand_dims(time=[time_value])\n",
+ "\n",
+ " return xr_ds\n",
+ "\n",
+ "def open_rasi_netcdf_s3_with_timing(start_date, end_date, experiment_id):\n",
+ " t0 = time.perf_counter()\n",
+ " files = list_rasi_netcdf_files_s3(start_date, end_date, experiment_id)\n",
+ " t1 = time.perf_counter()\n",
+ "\n",
+ " fs = fsspec.filesystem(\"s3\", anon=True)\n",
+ "\n",
+ " datasets = []\n",
+ " nc_handles = []\n",
+ "\n",
+ " for f in files:\n",
+ " s3_path = f.replace(\"s3://\", \"\")\n",
+ " with fs.open(s3_path, \"rb\") as fp:\n",
+ " raw = fp.read()\n",
+ "\n",
+ " # This pattern matches the approach that worked in prior exploration\n",
+ " ds_nc4 = nc.Dataset(\"dummy\", mode=\"r\", memory=raw)\n",
+ " nc_handles.append(ds_nc4)\n",
+ "\n",
+ " xr_ds = xr.open_dataset(xr.backends.NetCDF4DataStore(ds_nc4))\n",
+ " xr_ds = _normalize_rasi_netcdf_dataset(xr_ds)\n",
+ " datasets.append(xr_ds)\n",
+ "\n",
+ " # Sort monthly datasets by first timestamp, then concatenate along time\n",
+ " \n",
+ " datasets_sorted = sorted(\n",
+ " datasets,\n",
+ " key=lambda ds: pd.to_datetime(ds[\"time\"].values[0])\n",
+ " )\n",
+ "\n",
+ " ds_nc = xr.concat(\n",
+ " datasets_sorted,\n",
+ " dim=\"time\",\n",
+ " data_vars=\"all\",\n",
+ " coords=\"all\",\n",
+ " compat=\"override\"\n",
+ " )\n",
+ "\n",
+ " ds_nc = ds_nc.sortby(\"time\")\n",
+ " ds_nc = ds_nc.sel(time=slice(start_date, end_date))\n",
+ " t2 = time.perf_counter()\n",
+ "\n",
+ " timing = {\n",
+ " \"source\": \"Original NetCDF\",\n",
+ " \"access_time_sec\": t1 - t0,\n",
+ " \"open_time_sec\": t2 - t1,\n",
+ " \"open_total_time_sec\": t2 - t0,\n",
+ " \"n_files\": len(files),\n",
+ " }\n",
+ "\n",
+ " return ds_nc, files, timing, datasets, nc_handles\n",
+ "\n",
+ "\n",
+ "def benchmark_timeseries(\n",
+ " ds,\n",
+ " lons,\n",
+ " lats,\n",
+ " var=\"RZSM_Percentiles\",\n",
+ " percentile=50,\n",
+ " repeats=1,\n",
+ "):\n",
+ " results = []\n",
+ " loaded = None\n",
+ "\n",
+ " base = ds[var].sel(percentile=percentile)\n",
+ "\n",
+ " selection = {\n",
+ " \"lon\": xr.DataArray(lons, dims=[\"points\"]),\n",
+ " \"lat\": xr.DataArray(lats, dims=[\"points\"]),\n",
+ " }\n",
+ "\n",
+ " for run in range(repeats):\n",
+ " t0 = time.perf_counter()\n",
+ " subset = base.sel(**selection, method=\"nearest\")\n",
+ " t1 = time.perf_counter()\n",
+ "\n",
+ " with ProgressBar():\n",
+ " loaded = subset.load()\n",
+ " t2 = time.perf_counter()\n",
+ "\n",
+ " results.append({\n",
+ " \"run\": run + 1,\n",
+ " \"n_points\": len(lons),\n",
+ " \"select_time_sec\": t1 - t0,\n",
+ " \"load_time_sec\": t2 - t1,\n",
+ " \"query_total_time_sec\": t2 - t0,\n",
+ " \"n_time_steps\": loaded.sizes.get(\"time\", np.nan),\n",
+ " })\n",
+ "\n",
+ " return pd.DataFrame(results), loaded\n",
+ "\n",
+ "\n",
+ "def benchmark_cases_for_source(\n",
+ " ds,\n",
+ " benchmark_cases,\n",
+ " source_name,\n",
+ " open_timing,\n",
+ " var=\"RZSM_Percentiles\",\n",
+ " percentile=50,\n",
+ " repeats=1,\n",
+ "):\n",
+ " all_results = []\n",
+ " loaded_outputs = {}\n",
+ "\n",
+ " for case_name, coords in benchmark_cases.items():\n",
+ " print(f\"Running {source_name} benchmark for: {case_name}\")\n",
+ "\n",
+ " result_df, loaded = benchmark_timeseries(\n",
+ " ds=ds,\n",
+ " lons=coords[\"lon\"],\n",
+ " lats=coords[\"lat\"],\n",
+ " var=var,\n",
+ " percentile=percentile,\n",
+ " repeats=repeats,\n",
+ " )\n",
+ "\n",
+ " result_df[\"case\"] = case_name\n",
+ " result_df[\"source\"] = source_name\n",
+ " result_df[\"access_time_sec\"] = open_timing[\"access_time_sec\"]\n",
+ " result_df[\"open_time_sec\"] = open_timing[\"open_time_sec\"]\n",
+ " result_df[\"open_total_time_sec\"] = open_timing[\"open_total_time_sec\"]\n",
+ " result_df[\"end_to_end_time_sec\"] = (\n",
+ " result_df[\"open_total_time_sec\"] + result_df[\"query_total_time_sec\"]\n",
+ " )\n",
+ " result_df[\"n_files\"] = open_timing.get(\"n_files\", np.nan)\n",
+ "\n",
+ " all_results.append(result_df)\n",
+ " loaded_outputs[(source_name, case_name)] = loaded\n",
+ "\n",
+ " benchmark_df = pd.concat(all_results, ignore_index=True)\n",
+ " return benchmark_df, loaded_outputs\n",
+ "\n",
+ "\n",
+ "def summarize_results(benchmark_df):\n",
+ " return (\n",
+ " benchmark_df\n",
+ " .groupby([\"source\", \"case\", \"n_points\"], as_index=False)\n",
+ " .agg(\n",
+ " n_files=(\"n_files\", \"first\"),\n",
+ " access_time_sec=(\"access_time_sec\", \"first\"),\n",
+ " open_time_sec=(\"open_time_sec\", \"first\"),\n",
+ " open_total_time_sec=(\"open_total_time_sec\", \"first\"),\n",
+ " mean_select_time_sec=(\"select_time_sec\", \"mean\"),\n",
+ " mean_load_time_sec=(\"load_time_sec\", \"mean\"),\n",
+ " mean_query_time_sec=(\"query_total_time_sec\", \"mean\"),\n",
+ " mean_end_to_end_time_sec=(\"end_to_end_time_sec\", \"mean\"),\n",
+ " n_time_steps=(\"n_time_steps\", \"first\"),\n",
+ " )\n",
+ " )\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "ad058fe9",
+ "metadata": {},
+ "source": [
+ "## 3. Open datasets"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "c80bbf4f",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/tmp/ipykernel_137/2002258477.py:59: FutureWarning: zarr_version is deprecated, use zarr_format\n",
+ " ds = xr.open_zarr(store, consolidated=False, zarr_version=3, chunks={})\n"
+ ]
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "RASI Virtual Zarr timing:\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " source | \n",
+ " access_time_sec | \n",
+ " open_time_sec | \n",
+ " open_total_time_sec | \n",
+ " n_files | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " RASI Virtual Zarr | \n",
+ " 0.204865 | \n",
+ " 3.016286 | \n",
+ " 3.221151 | \n",
+ " NaN | \n",
+ "
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+ " \n",
+ "
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+ "
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+ ],
+ "text/plain": [
+ " source access_time_sec open_time_sec open_total_time_sec \\\n",
+ "0 RASI Virtual Zarr 0.204865 3.016286 3.221151 \n",
+ "\n",
+ " n_files \n",
+ "0 NaN "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Virtual Zarr dims: FrozenMappingWarningOnValuesAccess({'time': 660, 'percentile': 5, 'lat': 152, 'lon': 132})\n",
+ "Virtual Zarr coords: ['time', 'lon', 'percentile', 'lat']\n",
+ "Virtual Zarr vars: ['AvgSurfT_Percentiles', 'Qsb_Percentiles', 'SWE_Percentiles', 'Snowf_percentiles', 'TotalPrecip_Percentiles', 'RZSM_Percentiles', 'SnowDepth_Percentiles', 'Qs_Percentiles']\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Virtual Zarr\n",
+ "ds_vz, vz_timing = open_rasi_virtual_zarr_with_timing(\n",
+ " experiment_id=experiment_id,\n",
+ " start_date=vz_start,\n",
+ " end_date=vz_end,\n",
+ ")\n",
+ "\n",
+ "print(\"RASI Virtual Zarr timing:\")\n",
+ "display(pd.DataFrame([vz_timing]))\n",
+ "print(\"Virtual Zarr dims:\", ds_vz.dims)\n",
+ "print(\"Virtual Zarr coords:\", list(ds_vz.coords))\n",
+ "print(\"Virtual Zarr vars:\", list(ds_vz.data_vars))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "124d31f5",
+ "metadata": {
+ "scrolled": true
+ },
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Original NetCDF timing:\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " source | \n",
+ " access_time_sec | \n",
+ " open_time_sec | \n",
+ " open_total_time_sec | \n",
+ " n_files | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " Original NetCDF | \n",
+ " 8.845641 | \n",
+ " 81.366121 | \n",
+ " 90.211763 | \n",
+ " 660 | \n",
+ "
\n",
+ " \n",
+ "
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+ "
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+ ],
+ "text/plain": [
+ " source access_time_sec open_time_sec open_total_time_sec \\\n",
+ "0 Original NetCDF 8.845641 81.366121 90.211763 \n",
+ "\n",
+ " n_files \n",
+ "0 660 "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "NetCDF files used:\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196001.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196002.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196003.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196004.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196005.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196006.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196007.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196008.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196009.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196010.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196011.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196012.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196101.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196102.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196103.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196104.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196105.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196106.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196107.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196108.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196109.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_196110.nc\n",
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+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200512.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200601.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200602.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200603.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200604.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200605.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200606.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200607.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200608.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200609.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200610.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200611.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200612.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200701.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200702.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200703.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200704.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200705.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200706.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200707.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200708.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200709.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200710.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200711.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200712.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200801.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200802.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200803.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200804.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200805.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200806.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200807.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200808.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200809.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200810.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200811.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200812.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200901.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200902.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200903.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200904.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200905.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200906.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200907.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200908.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200909.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200910.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200911.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_200912.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201001.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201002.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201003.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201004.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201005.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201006.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201007.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201008.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201009.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201010.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201011.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201012.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201101.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201102.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201103.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201104.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201105.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201106.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201107.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201108.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201109.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201110.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201111.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201112.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201201.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201202.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201203.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201204.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201205.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201206.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201207.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201208.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201209.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201210.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201211.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201212.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201301.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201302.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201303.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201304.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201305.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201306.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201307.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201308.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201309.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201310.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201311.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201312.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201401.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201402.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201403.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201404.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201405.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201406.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201407.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201408.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201409.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201410.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201411.nc\n",
+ "s3://nasa-waterinsight/RASI/LSM/HISTORICAL/PERCENTILES/RZSM_percentiles_201412.nc\n",
+ "Original NetCDF dims: FrozenMappingWarningOnValuesAccess({'time': 660, 'percentile': 5, 'lat': 152, 'lon': 132})\n",
+ "Original NetCDF coords: ['time', 'percentile', 'lat', 'lon']\n",
+ "Original NetCDF vars: ['RZSM_Percentiles']\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Original NetCDF on S3\n",
+ "ds_nc, netcdf_files, nc_timing, nc_xarray_datasets, nc_handles = open_rasi_netcdf_s3_with_timing(\n",
+ " start_date=nc_start,\n",
+ " end_date=nc_end,\n",
+ " experiment_id=experiment_id,\n",
+ ")\n",
+ "\n",
+ "print(\"Original NetCDF timing:\")\n",
+ "display(pd.DataFrame([nc_timing]))\n",
+ "print(\"NetCDF files used:\")\n",
+ "for f in netcdf_files:\n",
+ " print(f)\n",
+ "print(\"Original NetCDF dims:\", ds_nc.dims)\n",
+ "print(\"Original NetCDF coords:\", list(ds_nc.coords))\n",
+ "print(\"Original NetCDF vars:\", list(ds_nc.data_vars))\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "273d2b12",
+ "metadata": {},
+ "source": [
+ "## 4. Run the end-to-end benchmark"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "e5537d0c",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Running RASI Virtual Zarr benchmark for: 1 point\n",
+ "[########################################] | 100% Completed | 1.44 sms\n",
+ "Running RASI Virtual Zarr benchmark for: 5 points\n",
+ "[########################################] | 100% Completed | 1.44 sms\n",
+ "Running Original NetCDF benchmark for: 1 point\n",
+ "Running Original NetCDF benchmark for: 5 points\n"
+ ]
+ },
+ {
+ "data": {
+ "text/markdown": [
+ "### Combined per-run benchmark results"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " run | \n",
+ " n_points | \n",
+ " select_time_sec | \n",
+ " load_time_sec | \n",
+ " query_total_time_sec | \n",
+ " n_time_steps | \n",
+ " case | \n",
+ " source | \n",
+ " access_time_sec | \n",
+ " open_time_sec | \n",
+ " open_total_time_sec | \n",
+ " end_to_end_time_sec | \n",
+ " n_files | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " 1 | \n",
+ " 1 | \n",
+ " 0.018154 | \n",
+ " 1.686319 | \n",
+ " 1.704473 | \n",
+ " 660 | \n",
+ " 1 point | \n",
+ " RASI Virtual Zarr | \n",
+ " 0.204865 | \n",
+ " 3.016286 | \n",
+ " 3.221151 | \n",
+ " 4.925624 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " 1 | \n",
+ " 5 | \n",
+ " 0.018313 | \n",
+ " 1.503183 | \n",
+ " 1.521496 | \n",
+ " 660 | \n",
+ " 5 points | \n",
+ " RASI Virtual Zarr | \n",
+ " 0.204865 | \n",
+ " 3.016286 | \n",
+ " 3.221151 | \n",
+ " 4.742647 | \n",
+ " NaN | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " 1 | \n",
+ " 1 | \n",
+ " 0.001255 | \n",
+ " 0.000151 | \n",
+ " 0.001406 | \n",
+ " 660 | \n",
+ " 1 point | \n",
+ " Original NetCDF | \n",
+ " 8.845641 | \n",
+ " 81.366121 | \n",
+ " 90.211763 | \n",
+ " 90.213169 | \n",
+ " 660.0 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " 1 | \n",
+ " 5 | \n",
+ " 0.001294 | \n",
+ " 0.000154 | \n",
+ " 0.001448 | \n",
+ " 660 | \n",
+ " 5 points | \n",
+ " Original NetCDF | \n",
+ " 8.845641 | \n",
+ " 81.366121 | \n",
+ " 90.211763 | \n",
+ " 90.213211 | \n",
+ " 660.0 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " run n_points select_time_sec load_time_sec query_total_time_sec \\\n",
+ "0 1 1 0.018154 1.686319 1.704473 \n",
+ "1 1 5 0.018313 1.503183 1.521496 \n",
+ "2 1 1 0.001255 0.000151 0.001406 \n",
+ "3 1 5 0.001294 0.000154 0.001448 \n",
+ "\n",
+ " n_time_steps case source access_time_sec open_time_sec \\\n",
+ "0 660 1 point RASI Virtual Zarr 0.204865 3.016286 \n",
+ "1 660 5 points RASI Virtual Zarr 0.204865 3.016286 \n",
+ "2 660 1 point Original NetCDF 8.845641 81.366121 \n",
+ "3 660 5 points Original NetCDF 8.845641 81.366121 \n",
+ "\n",
+ " open_total_time_sec end_to_end_time_sec n_files \n",
+ "0 3.221151 4.925624 NaN \n",
+ "1 3.221151 4.742647 NaN \n",
+ "2 90.211763 90.213169 660.0 \n",
+ "3 90.211763 90.213211 660.0 "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "benchmark_vz_df, loaded_outputs_vz = benchmark_cases_for_source(\n",
+ " ds=ds_vz,\n",
+ " benchmark_cases=benchmark_cases,\n",
+ " source_name=\"RASI Virtual Zarr\",\n",
+ " open_timing=vz_timing,\n",
+ " var=variable_name,\n",
+ " percentile=percentile_value,\n",
+ " repeats=repeats,\n",
+ ")\n",
+ "\n",
+ "benchmark_nc_df, loaded_outputs_nc = benchmark_cases_for_source(\n",
+ " ds=ds_nc,\n",
+ " benchmark_cases=benchmark_cases,\n",
+ " source_name=\"Original NetCDF\",\n",
+ " open_timing=nc_timing,\n",
+ " var=variable_name,\n",
+ " percentile=percentile_value,\n",
+ " repeats=repeats,\n",
+ ")\n",
+ "\n",
+ "comparison_df = pd.concat([benchmark_vz_df, benchmark_nc_df], ignore_index=True)\n",
+ "\n",
+ "display(Markdown(\"### Combined per-run benchmark results\"))\n",
+ "display(comparison_df)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "fd3423d5",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/markdown": [
+ "### Summary results"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " | \n",
+ " source | \n",
+ " case | \n",
+ " n_points | \n",
+ " n_files | \n",
+ " access_time_sec | \n",
+ " open_time_sec | \n",
+ " open_total_time_sec | \n",
+ " mean_select_time_sec | \n",
+ " mean_load_time_sec | \n",
+ " mean_query_time_sec | \n",
+ " mean_end_to_end_time_sec | \n",
+ " n_time_steps | \n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " | 0 | \n",
+ " Original NetCDF | \n",
+ " 1 point | \n",
+ " 1 | \n",
+ " 660.0 | \n",
+ " 8.845641 | \n",
+ " 81.366121 | \n",
+ " 90.211763 | \n",
+ " 0.001255 | \n",
+ " 0.000151 | \n",
+ " 0.001406 | \n",
+ " 90.213169 | \n",
+ " 660 | \n",
+ "
\n",
+ " \n",
+ " | 1 | \n",
+ " Original NetCDF | \n",
+ " 5 points | \n",
+ " 5 | \n",
+ " 660.0 | \n",
+ " 8.845641 | \n",
+ " 81.366121 | \n",
+ " 90.211763 | \n",
+ " 0.001294 | \n",
+ " 0.000154 | \n",
+ " 0.001448 | \n",
+ " 90.213211 | \n",
+ " 660 | \n",
+ "
\n",
+ " \n",
+ " | 2 | \n",
+ " RASI Virtual Zarr | \n",
+ " 1 point | \n",
+ " 1 | \n",
+ " NaN | \n",
+ " 0.204865 | \n",
+ " 3.016286 | \n",
+ " 3.221151 | \n",
+ " 0.018154 | \n",
+ " 1.686319 | \n",
+ " 1.704473 | \n",
+ " 4.925624 | \n",
+ " 660 | \n",
+ "
\n",
+ " \n",
+ " | 3 | \n",
+ " RASI Virtual Zarr | \n",
+ " 5 points | \n",
+ " 5 | \n",
+ " NaN | \n",
+ " 0.204865 | \n",
+ " 3.016286 | \n",
+ " 3.221151 | \n",
+ " 0.018313 | \n",
+ " 1.503183 | \n",
+ " 1.521496 | \n",
+ " 4.742647 | \n",
+ " 660 | \n",
+ "
\n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " source case n_points n_files access_time_sec \\\n",
+ "0 Original NetCDF 1 point 1 660.0 8.845641 \n",
+ "1 Original NetCDF 5 points 5 660.0 8.845641 \n",
+ "2 RASI Virtual Zarr 1 point 1 NaN 0.204865 \n",
+ "3 RASI Virtual Zarr 5 points 5 NaN 0.204865 \n",
+ "\n",
+ " open_time_sec open_total_time_sec mean_select_time_sec \\\n",
+ "0 81.366121 90.211763 0.001255 \n",
+ "1 81.366121 90.211763 0.001294 \n",
+ "2 3.016286 3.221151 0.018154 \n",
+ "3 3.016286 3.221151 0.018313 \n",
+ "\n",
+ " mean_load_time_sec mean_query_time_sec mean_end_to_end_time_sec \\\n",
+ "0 0.000151 0.001406 90.213169 \n",
+ "1 0.000154 0.001448 90.213211 \n",
+ "2 1.686319 1.704473 4.925624 \n",
+ "3 1.503183 1.521496 4.742647 \n",
+ "\n",
+ " n_time_steps \n",
+ "0 660 \n",
+ "1 660 \n",
+ "2 660 \n",
+ "3 660 "
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "summary_df = summarize_results(comparison_df)\n",
+ "\n",
+ "display(Markdown(\"### Summary results\"))\n",
+ "display(summary_df)\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "198f9822",
+ "metadata": {},
+ "source": [
+ "## 5. Benchmark plots"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "dd954248",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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WFR+d3EdDVSGd5OmEVus5NIZgjZEaJGh/aN/pZFn7VGFOQVMBM1qa+qWbT00UYmkzHoxXJ6kKvzoBVtVA49YJfSxjyo5OuFUd0PWD1MZbQUGtq3Xyr0X5Wr+iVs9qyZ3Xi9Kq2qE22GoC8OSTT7r1MtqfkddPyk96LYVR/R6oxbvCrtbOaN2S/jiQG4VkNU558MEHXUBQING0S+0bBa+g3XnwWlqDo+NQvz/BNZ8UDhRo85uOff1u61jX+1K1Ue8zWOekEKpgpGNFQV+/WwooWl+kgJNX+h3Tujb9nmiqn/640KRJE/ffGx2LonCoz1XhTX9c0DGjEKdpnfEIjQCSR4pa3yV6EAAAoPjRHwXU1EXr7qJtjAIABYU1SgAAAADgISgBAAAAgIepdwAAAADgoaIEAAAAAB6CEgAAAAB4CEoAAAAAUNyuo6TrWqxevdpdADC4sjcAAACA4icUCtnmzZvdxdh1LbliHZQUkurUqZPoYQAAAABIErroti5cX6yDkipJwc5IS0tLeHVLV/SuWrVqrgkWAAAAKAoykugcOD093RVRgoxQrINSMN1OISkZgtL27dvdOBJ9kAAAAADF9Rw4JYolOckxUgAAAABIIgQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEpQKyJyNkn/28wWb87w/3r74HAAAAirI9hfgcuGSiB1AcTP9ujQ15c7Gt2bT9/7Yss5oVy9igsxpbhyY1Ezw6AAAAIP9NL+TnwFSUCuAAuea5+REHyN/Wbtrutut+AAAAoCiZXgTOgQlKcaTSolJ0dgXGYJvuL0wlSAAAAKA4nAMz9S6Ovlj2R5YUHUmHhu5vd/8sK1+ajwIAAACF35Ydu6M6B9a58gmHVLFkxdl5HK3bvPcDJNLKjdviOQwAAACg0J4rJwpBKY6qVSgT1ePu6HiENa6ZFs+hAAAAAAVi8Zp0G/bfJfl2rpwoBKU4Or5+ZdfZQ4vWspuBmWJmNSqWsctPrG8lUvUdAAAAULidcEgVm/DJslzPgXWunMxo5hBHCj9qfyh+DAq+1/2EJAAAABQVJYrIOTBBKc7UI37cJce61BxJ32t7YeghDwAAABS3c+CUUCiU3H359lF6erpVrFjRNm3aZGlpiVsHpPaHn//8u/3463o7tHZVa9ngwKRP0QAAAEBROgeOJRuwRqmA6IBo1aCKNdh/j1WrVsVSCUkAAAAo4koU4nNgpt4BAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAAkU1DavXu33XnnnVa/fn0rW7asNWjQwIYOHWoZGRnhx4RCIRs8eLDVqlXLPaZdu3a2aNGiRA4bAAAAQBGX0KA0YsQIGz9+vI0dO9aWLFliI0eOtPvvv98eeeSR8GO0bdSoUe4x8+bNsxo1athpp51mmzdvTuTQAQAAABRhCQ1Kn376qZ1zzjnWqVMnq1evnl1wwQV2+umn25dffhmuJo0ZM8YGDBhgnTt3tiZNmtikSZNs69atNnny5EQOHQAAAEARVjKRL37iiSe6itL3339vjRo1sm+++cbmzJnjwpEsW7bM1q5d68JToHTp0ta2bVubO3euXXXVVVmec8eOHe4WSE9Pd/9qOl/klL5E0Osr/CV6HAAAAEBxPAfOiGEMCQ1Kt956q23atMkOP/xwK1GihO3Zs8fuvfdeu/jii939CklSvXr1TD+n71esWJHtcw4fPtyGDBmSZfv69ett+/btlugPRu9XB0pqKn00AAAAUPRlJNE5cCzLdxIalF566SV77rnn3DS6I4880hYsWGB9+vRxjRt69OgRflxKSkqmn9NO9rcFbr/9duvbt2+milKdOnWsatWqlpaWZok+SDRujSXRBwkAAABQ3M6By5QpUziC0i233GK33Xabde3a1X3ftGlTVylSVUhBSY0bgspSzZo1wz+3bt26LFWmyKl5uvn0oST6gxEdJMkyFgAAAKA4nQOnxvD6CR2pmjL4g9UUvGDuoNqGKyzNnDkzfP/OnTtt9uzZ1rp16wIfLwAAAIDiIaEVpbPOOsutSTr44IPd1Luvv/7atQLv1atXOHlqKt6wYcOsYcOG7qavy5UrZ926dUvk0AEAAAAUYQkNSrpe0l133WW9e/d20+m0Nkmd7AYOHBh+TP/+/W3btm3uMRs3brSWLVvajBkzrEKFCokcOgAAAIAiLCWkzghFmJo5VKxY0XXaSIZmDgqE1apVS/j8TAAAAKC4nQOnx5ANOFsHAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAEi2oLRq1Sq75JJLrEqVKlauXDk7+uij7auvvgrfHwqFbPDgwVarVi0rW7astWvXzhYtWpTQMQMAAAAo2hIalDZu3Ght2rSx/fbbz9555x1bvHixPfjgg1apUqXwY0aOHGmjRo2ysWPH2rx586xGjRp22mmn2ebNmxM5dAAAAABFWMlEvviIESOsTp06NmHChPC2evXqZaomjRkzxgYMGGCdO3d22yZNmmTVq1e3yZMn21VXXZWQcQMAAAAo2hIalKZNm2bt27e3Cy+80GbPnm0HHXSQ9e7d26644gp3/7Jly2zt2rV2+umnh3+mdOnS1rZtW5s7d262QWnHjh3uFkhPT3f/ZmRkuFsi6fUV/hI9DgAAAKA4ngNnxDCGhAaln3/+2caNG2d9+/a1O+64w7744gu74YYbXBi67LLLXEgSVZAi6fsVK1Zk+5zDhw+3IUOGZNm+fv162759uyX6g9m0aZM7UFJTE748DAAAAChW58CbY1i+E1NQ0ptT5efjjz+25cuX29atW61q1ap2zDHH2Kmnnuqm0cW605o3b27Dhg1z3+t51KhB4UlBKZCSkpJlHP62wO233+6CV2RFSePSONPS0iyR9H41bo0l0QcJAAAAUNzOgcuUKZO/QWnbtm02evRoe+yxx2zDhg3WrFkzN01OXeh+/PFHe/311910OU2RGzhwoLVq1SqqF69Zs6Y1btw407YjjjjCXnnlFfe1GjeIKkt6bGDdunVZqkwBVaN08+lDSfQHIzpIkmUsAAAAQHE6B06N4fWjCkqNGjWyli1b2vjx492aInWp82kqnBosdOnSxe68887wOqOcqOPd0qVLM237/vvvrW7duu7r+vXru7A0c+ZMV22SnTt3uqqWGkEAAAAAQDxEFZTUurtJkyY5PkbhRtPe+vXrt9f1Q76bbrrJWrdu7abeXXTRRW6N0hNPPOFuQfLs06ePu79hw4bupq91vaVu3bpF9RoAAAAAEJeglFtIilSqVCkXaKLRokULe+2111zAGjp0qKsgqR149+7dw4/p37+/m/qnbni67pIqWzNmzLAKFSpEPSYAAAAAiEVKSJ0RYjB9+nTbf//97cQTT3TfP/roo/bkk0+6tUb6+oADDrBkomYOFStWdJ02kqGZg9ZXVatWLeHzMwEAAIDidg6cHkM2iHmkt9xyS/jaRAsXLnRT7Tp27OhafUd2mwMAAACAwirm6yjpIrBBpzp1pzvzzDPduqH58+e7wAQAAAAAhV3MFSWtQdL1k+S9995zLcGlcuXK4UoTAAAAABSripLWJmmKnVp7q0vdSy+9FG7rXbt27XiMEQAAAACSu6I0duxYK1mypE2dOtXGjRvnLjwbtBDv0KFDPMYIAAAAAMnd9a6woesdAAAAkDgZhbTrXVRT72JZe5ToFtwAAAAAsK+iCkqVKlWylJSUqJ5wz549+zomAAAAAEj+oDRr1qzw18uXL7fbbrvNevbsaSeccILb9umnn9qkSZNs+PDh8RspAAAAACRTUGrbtm3466FDh9qoUaPs4osvDm87++yzrWnTpvbEE09Yjx494jNSAAAAACggMa+mUvWoefPmWbZrm9qFAwAAAECxC0p16tSx8ePHZ9n++OOPu/sAAAAAoNhdcHb06NF2/vnn27vvvmutWrVy2z777DP76aef7JVXXonHGAEAAAAguStKHTt2tB9++MGtS/rjjz9sw4YNds4559j333/v7gMAAACAYldRktq1a9uwYcPyfzQAAAAAUFiD0p9//ukaN+gKu7rSbqTLLrssv8YGAAAAAIUjKL355pvWvXt327Jli1WoUCHThWj1NUEJAAAAQLFbo9SvXz/r1auXbd682VWWNm7cGL5pzRIAAAAAFLugtGrVKrvhhhusXLly8RkRAAAAABS2oNS+fXv78ssv4zMaAAAAACiMa5Q6depkt9xyiy1evNiaNm1q++23X6b71TYcAAAAxc+ePXts165diR4GkkxGRoY7LrZv326pqTHXaWKibFKiRIl8ea6UUCgUiuUHcnpzauagX5Bkkp6ebhUrVrRNmzZZWlpawg8SdQqsVq1a3A8SAACAgqLTybVr17r160B2x4fOg3X+G9kILl4qVapkNWrUyPa1YskGMVeU/HbgAAAAKN6CkKQ/Bmsde0GcDKNwBaXdu3dbyZIl43ps6HW2bt3qChNSs2bNgr+OEgAAACCaTRSEpCpVqrBTkLCgJGXLlnX/BrO49mUaXp7mf82ePdvOOussO/TQQ61hw4ZuXdLHH3+c50EAAACgcArWJNERGckiOBb3db1czEHpueees1NPPdUNQG3Cr7vuOpfcTjnlFJs8efI+DQYAAACFE9PtUNSOxZin3t177702cuRIu+mmm8LbbrzxRhs1apTdfffd1q1bt3wZGAAAAAAkSswVpZ9//tlNu/Np+t2yZcvya1wAAABA0lq+fLmrXCxYsCDqn5k4caLryJbocSBOQalOnTr2/vvvZ9mubboPAAAAiNWejJB9+tMGe2PBKvevvo+3lStX2uWXX261atWyUqVKWd26dd1MqQ0bNuT6szrvXbNmjTVp0iTq1+vSpYt9//33VtDatWvnwtSLL76YafuYMWOsXr16MT1XSkqKvf7661m279y50806a9asmVuic+CBB1qbNm1swoQJ4bVC//rXv9zP66brHVWvXt1OO+00e/rpp7N01ta4gscGt9q1a1tBinnqXb9+/dzaJKXW1q1bu0HPmTPHJeSHHnooPqMEAABAkTX9uzU25M3FtmbT9vC2mhXL2KCzGluHJvvW4jmnWVInnHCCNWrUyF544QWrX7++LVq0yG655RZ755137LPPPrPKlStn+7MKBQpWulZPLLSuP+jKVtDKlCljd955p51//vkupOSnnTt3Wvv27e2bb75xS3EUkHSNIu3DBx54wI4++uhwoOzQoYMLT+qW+Ntvv9n06dNdOJ06dapNmzbNdcYLDB061K644orw9/l1Idm4VZSuueYal0YXLlxoffr0cW/su+++s5deesmuuuqq+IwSAAAARTYkXfPc/EwhSdZu2u626/54uPbaa13YmTFjhrVt29YOPvhgO+OMM+y9996zVatW2YABAzJVN+655x7r2bOnu1ipTt6zm/KmE311hFYYOvnkk23SpEnuMcGFeP2pd4MHD3Yh4tlnn3Wvoefu2rWrbd68+f/vn+nT7cQTT3Q/p/brZ555pv30008xv9+LL77YXWT1ySefzPFxb775ph133HEuWDVo0MCGDBniWnsH+0HOO+88976C71WZ+uijj9wMM+1XvSf9rHoXfP75526fBEqXLu0C5kEHHWTHHnus3XHHHfbGG2+4cKr9E6lChQruscGtatWqVpDy1B5cO0dVJJUlddPX55xzTv6PDgAAAIWKu+jnzt1R3TZv32WDpi2y7CbZBdsGT1vsHhfN8+m1o/HHH3/Yu+++a717985S4dEJeffu3V0RIPL57r//flcV+eqrr+yuu+7K8pwKThdccIGde+65LjypgBAZtvZGoUdT2d566y1302V47rvvvvD9W7Zssb59+9q8efNcEElNTXXn4v5UtdyowqNQoiqNnjM72ieXXHKJmz22ePFie/zxx114UTM30RhEFSFNOwy+f/75511X7GOOOSbLc6p6Vb58+RzH9s9//tNN2Xv11VctmcQ89U47RB9My5YtM21XWlQ5rHnz5vk5PgAAABQi23btscYD382X51JMWZu+3ZoOnhHV4xcPbW/lSuV+evvDDz+4EHTEEUdke7+2b9y40davX+8uWhqczN98882ZglGk8ePH22GHHeYClehrzboKQsbe6LxaYUTVE7n00ktdIAp+TlPlIj311FNuTAoysayPEgVDLZVRt+rswp5e87bbbrMePXq471UV0lS6/v3726BBg8IVHVW3Iqcdan9qHdS+OPzww+3bb7/NtO3WW2910wUDw4YNcyEuaStKKqdp4ZtPJUrdBwAAABRmQSUp8no8uRUDli5dai1atMi07fjjj8/1tTR9LQhJUrNmTVu3bl2mipOmsCm0qCqktVTyyy+/WKw07U0VJYW533//Pcv9qpbp/v333z980zRDVY+2bt2a4/7a12sXZfccWi+m6lxwu+yyyyypK0pKr5pP6FOpTfcBAACg+Cq7XwlX2YnGF8v+sJ4T/p6+lZOJ/2phx9evHNVrR+PQQw91J+U6d9VUOd///vc/O+CAA1zntkBu08eyO9GPZiqg31hBzxE5rU6X5VGHPa0tUnc+3adKkhoo5IWm1qnBgtZc+R3v9Nxak9S5c+csP6c1S3ujhhhLliyxfaGfD0JgQPtfn1WipOYliapDhU9JM7JLBQAAAIofnehr+ls0t380rOq62+2tFqHtul+Pi+b5oq1qqCmC2lI/9thjtm3btkz3rV271q25USvvWKokmjoWrNkJfPnll7Yv1AtAAULTz0455ZTwlMB9oTVOw4cPt3HjxmWZPqhiiCpjCieHejf9XBDs1LEukipeaoLx9ddfZ3k9NYLY25qowAcffOAaxfnTDBMt5qCkg+r22293XTMC6uShxWG6DwAAAIhGidQU1wJc/EgSfK/79bj8NnbsWNuxY4dra62ObVpaog5zOp9VR7bc1hb51LxBlSitq9G1kqZMmRLu4pbXaWmqainUPfHEE/bjjz+6QKHGDvuqU6dOrt+AmjVEGjhwoD3zzDOuG9+iRYtcSFNTi8h1QqpCaQ2VAmUQ2tQJWy3BFeYeffRR1yZc7de1D/Q6WsMU0D7Xz2rZzvz58926IzWFUze/gp5al+9B6cEHH3QHki7IpbaHuqlMpjes+wAAAIBo6TpJ4y451mpUzDy1S99re7yuo6SW1ar4HHLIIa56pH+vvPJKd2776aef7vUaSnuj82FdC0id24466ihXsQm63mlGVl6oiqPL8mjtkKbb3XTTTeFmEftqxIgRtn175pbsCo3qvDdz5ky33qpVq1au8YPO+wM639f9mg4YdLnT+9M2NX1Q+NLP6ecffvhh13whsumEwqjWYSlw6ZpKs2bNco9Ti/CCvk5SblJC0fZRjKDymUqSSotqqaiDQb3Z8/viVfkhPT3d9aRXBUwL4BJJ8z61OE+dSoLyJQAAQGGmk+1ly5a5oJDTOpbc7MkIuTVL6zZvt2oVyrg1SfGoJBUkVaXUDS+7RmjFSSgUclPwtExnX5s+7OsxGUs2yNOiIi1mU+IGAAAA8oNC0QmHVCnUO1NrnlRJ0XS5Tz75xFV/rrvuukQPC3mUp7KGrh6sKwSr88aKFSvcttGjR7uSGQAAAFAcaS2O1ts0btzYXX+oX79+br0PiklQ0nxLLSI744wz3AKuoOuFFpuNGTMmHmMEAAAAkp4KB6tXr3ZTv9TQQRd1pSt0MQpKjzzyiOvjrsVpkR+8LsKltn4AAAAAUOyCkhZGBR0uIqnbRW490gEAAACgSAYldY9YsGBBlu3vvPOOm48JAAAAAIVdzF3vbrnlFrv22mvd3Eu1+vviiy/shRdecFf4/c9//hOfUQIAAABAMgelf/3rX64Pui4otXXrVuvWrZu7evFDDz1kXbt2jc8oAQAAAKAA5ek6SldccYW7/f777+4iqrqAKgAAAAAU2zVK27Ztc5UkOfDAA933ags+Y8aMeIwPAAAAgJn17NnTzj333ITti+XLl1tKSkq2/QqKopiDki6i9cwzz7iv//zzTzv++OPtwQcfdNt1jSUAAAAgZhl7zJZ9bLZw6t//6vs4hw6d9OumS94cfPDBds0117jrhPpUGNA1QytXruy+9n399dd25plnullWZcqUsXr16lmXLl3c7KtoAkbTpk3t3//+d7b3qRfAfvvtZ7/99ptb6jJx4sRc35te6/XXX7eCNnHixPA+jbylpqZaqVKlrFevXlakg9L8+fPtH//4h/t66tSpVqNGDVuxYoULTw8//HA8xggAAICibPE0szFNzCadafbK5X//q++1PY46dOhga9ascUFGTcnefPNN6927d5bHvfLKK9akSRPX4fnVV1/NdN+6devs1FNPdTOt3n33XVuyZIk9/fTTVrNmzfAsrNxcfvnlNmXKlGwfr+dSCKtevbpVrFjRKlWqtNfn2blzpyVSly5d3P70b3feeacLSnsLg9HI7r2psZx6JyRNUNIHWKFCBfe1ptt17tzZpcRWrVq5wAQAAABETWFoymVm6aszb09f8/f2OIYlXQdUf/SvXbu2nX766e5EP7vlJE899ZRdcskl7qavI82dO9fS09Nd0NK1RnUpnX/+859uaYqqVNG49NJLbceOHfbyyy9n2v7LL7/YBx984IJUdlPv2rVrZ9ddd5317dvXBbXTTjvNVbPkvPPOc9Wc4Pvspu316dPHPUdg+vTpduKJJ7owVqVKFRfQfvrpJ4tW2bJl3f6MvC1dutTuu+8+V1Bp3bq1e9yGDRvs4osvdvu9XLlyrqKmylmk7N7bhx9+6N6TAmnz5s3d5/fxxx9b0gSlQw891JXyVq5c6QapgypI02lpafEYIwAAAAqLUMhs55bobtvTzd7prx/K7on+/mf6rX8/Lprn02vn0c8//+yCgqa5RVJQ+PTTT+2iiy5yNwUjPTagMKCqxmuvveYqHHmhUKJlLBMmTMi0Xd+rknTGGWfs9WcnTZrkpg5+8skn9vjjj9u8efPCP6tqTvB9NLZs2eKCiX7m/fffd8UQBS41b8sLFVEuvPBCu/LKKzNNu9Nlho477jh766237LvvvnP3Kyx+/vnnOb63gLpv69JEqt4dddRRljRd7wYOHOhagt900012yimn2AknnOC2K30rRQMAAKAY27XVbFitfHqy0N+VpvvqRPfwO1ablSof9bPrRH3//fe3PXv2uJN3GTVqVJapbwoqWqMUTNfTtnvuucd9r1lVd9xxhzs/vvrqq936fVWULrvsMhdyoqUg0bFjRxfCGjRo4EKX1vyoElSiRIkcixgjR47Msl1VIYW4WJx//vmZvn/qqafcuqvFixe7qYexzkJTyDryyCNddS2SLi108803h7+//vrrXUhVRa1ly5Z7fW9r1651/w4dOtRVmOIt5orSBRdc4MqAX375pXtDAYWm0aNH5/f4AAAAgLg4+eSTXYMFVTJ0st6+fXv3b0ABSlUNTbkL6Gtt032Be++9153Ejx8/3q1j0r+HH364LVy4MOqxaJaWpqIFVSVNudPaKV3DNCeagpZfVD1T4FNQS0tLc9MIRef+sdJ0QTXGUPhRVSiS9p32mapBqqYprKro4r/O3t5bfr7nfL+OUjDnMJLSMwAAAIq5/cr9XdmJxoq5Zs9fkPvjuk81q9s6uteOQfny5V3VQrSGRsFpyJAhdvfdd7ttWmayatUqt3bJP9HXiX3klDid8GuamW6aFqaZVg888IALVdHQNDdVj1RF0hgUmE466SRr2LBhru8h2uf3pwbu2rUr0/dnnXWW1alTx5588kmrVauWm3KnSlKsTSJGjBhh06ZNc9MUtb7If111zFaBRZUmrU/Se9B6Kf919vbeon3PBVJRUhlRa5Ki8dJLL9nzzz+/r+MCAABAYZSS8vf0t2huh/zTLE3T9FL29mRmaQf9/bhonk+vvQ8GDRrkws3q1avDU8+6du3qqk6Rt+7du2dp6hBJHd4OOeQQt+YnFqoe/frrr66znm5BE4dYaZ1VZMVLqlat6tYsRYpsV64GC1rzow51mil2xBFHZNsqPTeacTZgwAAX+Jo1a5btY9SAQWuyVJ3TY1TB+uGHHyzZRFVR0o5VmlSnirPPPtuVu5Qy1SdeO1DzFufMmWMvvviim3P4xBNPxH/kAAAAKNxSS5h1GPF3dzsXliIrD/8Xejrc9/fjCoA6rWlNzbBhw1xoUrtwVUb89Tk9evSwTp062fr16920PZ0DK1A1atTIVU/0c//973+zNGfITdAxT80NFHa05CUv1OlOzRjatGnjOsNpfZWe9/7773eX9FGPgeeee841Ugh6DOgxqorpPF6tzX/55Re77bbbYnpdhR11s1MbcF1OKFhTFLTxVoc7vYaqeGq5roqTXlfrwvRYhbNkElVFSeVHvXGV/zTnUovW1O5Qi7sOO+wwt1hNC8/UFlFdQVRCAwAAAHLV+Gyzi54xS6uZebsqTdqu+wuQur5p6tljjz3mpnipuuLTFD1dLufZZ591a5IUAPr162dHH320O0/WNZF0XqxObnld26PgpefNC01tmzlzpptGFwQhrb+66667XMe4Fi1a2ObNm905fOTUPAW+r776ygXDm266yQWrWEyePNn+/PNP16FOYSu4qcCi7BA0i9A4jj32WDcmhVMt6fFblyeDlFAe+hhqB6jdn65MrHmHKi2qp3kyUl97XZxr06ZNCW9frnmeaqOugKmDEQAAoLBTt7hly5a5aohmG+VZxp6/1yz99ZvZ/tX/XpNUQJUkxFfo/ypKaupQEJkhp2MylmyQp2YOajeY01WBAQAAgJgoFNX/BzsNSYOyBgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAIB9lof+YEBSH4t5CkrqWvHee++51n9qLSi6MNdff/2VL4MCAABA4aDr/cjWrVsTPRQg07EYHJt5FXPXO7UF79Chg7sI1Y4dO+y0005zfeRHjhzpWvHpOksAAAAoHkqUKOG6IesSKKJr/yTrZWNQtNuDh0IhF5J0LOqY1LFZoEHpxhtvtObNm9s333zjrqwbOO+889xVeAEAAFC86IKhEoQlwA8wup6oriNaECFaISk4Jgs0KM2ZM8c++eQTK1WqVKbtdevWtVWrVu3zgAAAAFC46OS3Zs2aVq1aNdu1a1eih4Mkk5GRYRs2bHBFFoWleNJ0u32tJOU5KOmN7tmzJ8v2X3/91U3BAwAAQPGkE9T8OklF0ZGRkeECTJkyZeIelPJTzCPVmqQxY8Zk+guCmjgMGjTIOnbsmN/jAwAAAIDkD0qjR4+22bNnW+PGjV3zhm7dulm9evXctLsRI0bkeSDDhw93oatPnz6Z5jMOHjzYatWqZWXLlrV27drZokWL8vwaAAAAABCXqXcKLQsWLLAXXnjB5s+f70ppl19+uXXv3t2FmbyYN2+ePfHEE3bUUUdl2q5OeqNGjbKJEydao0aN7J577nEVraVLlzLNDwAAAEDyBCVRIOrVq5e77StN21PIevLJJ10QiqwmaYrfgAEDrHPnzm7bpEmTrHr16jZ58mS76qqr9vm1AQAAACDfgpKm2anznVpAqqIU6YYbbojpua699lrr1KmTnXrqqZmC0rJly2zt2rV2+umnh7eVLl3a2rZta3Pnzt1rUNK1nXQLpKenu381Tn+sBU2vH7RHBAAAAIqDjCQ6B45lDDEHpQkTJtjVV1/t2oOrxV9kL3R9HUtQevHFF930PU298ykkiSpIkfS9Lnqb01qnIUOGZNm+fv16t6Yq0R/Mpk2b3IFSmDp+AAAAAEXhHHjz5s3xC0oDBw50t9tvv32f3ujKlSvdxWtnzJjhWgXujX9RKu3gnC5UpXH17ds3U0WpTp06VrVqVUtLS7NEHyQau8aS6IMEAAAAKG7nwGVyyB37HJS2bt1qXbt23ec3+dVXX7mpe8cdd1x4m67P9NFHH9nYsWNdw4agsqQLmAX0M36VKZKm5+nm03gT/cGIDpJkGQsAAABQnM6BU2N4/ZhHqg53L7/8su2rU045xRYuXOg66AW35s2bu8YO+rpBgwZWo0YNmzlzZvhndu7c6VqTt27dep9fHwAAAADyraKkNUBnnnmmTZ8+3Zo2bequshtJ7byjUaFCBWvSpEmmbeXLl3frnoLtuqbSsGHDrGHDhu6mr8uVK+eu3QQAAAAASROUFFbeffddO+yww9z3fjOH/NS/f3/btm2b9e7d2zZu3GgtW7Z0a5oUsgAAAAAgXlJC6o4QgwMOOMBGjx5tPXv2tMJAzRwqVqzoOm0kQzMHrbGqVq1awudnAgAAAMXtHDg9hmwQ80jVKKFNmzb7Mj4AAAAASGoxByW19H7kkUfiMxoAAAAAKIxrlL744gv74IMP7K233rIjjzwySzOHV199NT/HBwAAAADJH5QqVapknTt3js9oAAAAAKAwBqUJEybEZyQAAAAAkCRovQYAAAAAeakoHXvssfb++++71uDHHHNMjtdLmj9/fjRPCQAAAACFOyidc845ri24nHvuufEeEwAAAAAUjgvO9urVyx566CGrUKGCFSZccBYAAABInIyifsHZSZMm2bZt2/JjfAAAAACQ1KIOSlEWngAAAACg0Iup9pVTEwcAAAAAKJbXUWrUqFGuYemPP/7Y1zEBAAAAQOEJSkOGDHGLnwAAAACgKIspKHXt2tV1qwAAAACAoizqNUqsTwIAAABQXND1DgAAAADyOvVOF4oCAAAAgOIgsZfGBQAAAIAkRFACAAAAAA9BCQAAAAA8BCUAAAAAICgBAAAAQM6oKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAOAhKAEAAACAh6AEAAAAAB6CEgAAAAB4CEoAAAAA4CEoAQAAAICHoAQAAAAAHoISAAAAAHgISgAAAADgISgBAAAAgIegBAAAAAAeghIAAAAAeAhKAAAAAJBMQWn48OHWokULq1ChglWrVs3OPfdcW7p0aabHhEIhGzx4sNWqVcvKli1r7dq1s0WLFiVszAAAAACKvoQGpdmzZ9u1115rn332mc2cOdN2795tp59+um3ZsiX8mJEjR9qoUaNs7NixNm/ePKtRo4addtpptnnz5kQOHQAAAEARlhJSySZJrF+/3lWWFKBOOukkV01SJalPnz526623usfs2LHDqlevbiNGjLCrrroq1+dMT0+3ihUr2qZNmywtLc0SKSMjw9atW+feY2oqsx4BAABQ9GUk0TlwLNmgpCURDVgqV67s/l22bJmtXbvWVZkCpUuXtrZt29rcuXOzDUoKUrpF7ozgA9ItkfT6Cn+JHgcAAABQHM+BM2IYQ9IEJe28vn372oknnmhNmjRx2xSSRBWkSPp+xYoVe133NGTIkGyrVdu3b7dEfzAKg3qviU7TAAAAQHE7B94cw/KdpAlK1113nX377bc2Z86cLPelpKRk+l472d8WuP32213giqwo1alTx6pWrZoUU+80bo0l0QcJAAAAUNzOgcuUKVO4gtL1119v06ZNs48++shq164d3q7GDUFlqWbNmuHtmuPoV5kip+bp5tOHkugPRnSQJMtYAAAAgOJ0Dpwaw+sndKSqDKmS9Oqrr9oHH3xg9evXz3S/vldYUke8wM6dO12zh9atWydgxAAAAACKg4RWlNQafPLkyfbGG2+4aykFa5LUiULXTFLyVMe7YcOGWcOGDd1NX5crV866deuWyKEDAAAAKMISGpTGjRvn/tVFZCNNmDDBevbs6b7u37+/bdu2zXr37m0bN260li1b2owZM1ywAgAAAIAifx2leOA6SgAAAEDiZBTS6yjRUQAAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAgKAEAAAAADmjogQAAAAAnpL+BsRJxh6z5Z9YmVXfm21tZFavjVlqCXY3AAAAkIQISgVh8TSz6bdaavpqqxRsS6tl1mGEWeOzC2QIAAAAQIHLKLzFAoJSQYSkKZeZWSjz9vQ1f2+/6BnCEgAAAIqexYW7WMAapXgn6Om3Zg1Jzv9tm37b348DAAAAilqxIH119sUC3Z/kqCjF04q5WQ+OTEJm6avMXu5hlnaQmaVkvjsl8vuc7rNc7tuX501J8ue1Qjbe/HpeK0LvZV+e1wrZePPrea2Qjbe47odE/P4X9s+U/RDzfsjtv4tAUhYLUv4uFhzeKamn4RGU4umv36J73JI34zoMAABQXCVbwM3P503Eaybiea2QjTfFbOeW6IoFKirU/4clK4JSPO1fPbrHNb3IrFKdzNtCkQk8lMN93v053Zft/fF43lAheF4rZOON9nnz6fOO+XmTbR9ZIRsvx3bs+8GS/HPjM415PyBOcjq+9/5QIKmKCglCUIqnuq3/XrCmuZjZ/tcn5e/7zxuf1GVHAAAKXCjZwm+intcK2XiTbT8k43uJ5XmtkI039Pe/axeazRhg+VZUSBCCUjwp/Kirh+t6l+IdTP9XpuxwHyEJAACfP/WHtThA4VHvRLPPHs29WKCiQhKj6128qfWhWoCn1cy8XQcHrcEBAABQVIsFzl7WOxWCYkFKKJRbbbNwS09Pt4oVK9qmTZssLS0tcQPJ2GMZyz+x9FXfW9pBjSy1EF1sCwAAAMjrdZQyNXZQp2eFpARdRymWbMDUu4KiUFTvRNterpGlVatmlkoxDwAAAEVY47NdC/DCWiwgKAEAAACIj9TCWywoPCMFAAAAgAJCUAIAAAAAD0EJAAAAADwEJQAAAADwEJQAAAAAwENQAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAE9JK+JCoZD7Nz09PdFDsYyMDNu8ebOVKVPGUlPJqAAAACj6MpLoHDjIBEFGKNZBSR+K1KlTJ9FDAQAAAJAkGaFixYo5PiYlFE2cKuQJdvXq1VahQgVLSUlJeIJVYFu5cqWlpaUldCwAAABAcTsHDoVCLiTVqlUr1+pWka8oaQfUrl3bkokOkEQfJAAAAEBxPAeumEslKcBCGQAAAADwEJQAAAAAwENQKkClS5e2QYMGuX8BAACA4qB0IT0HLvLNHAAAAAAgVlSUAAAAAMBDUAIAAAAAD0EJAAAAADwEpSSyfPlyd1HcBQsWJHooAAAAQLE+5yUoZeOjjz6ys846y12xVx/i66+/XiAfhq5YvGbNGmvSpEnUPzN48GA7+uij4zouAAAAFD06j9S5buStRo0acX/dOoXknJeglI0tW7ZYs2bNbOzYsQX6YZQoUcIdnCVLlizQ1wUAAEDxdOSRR7rQEtwWLlwY99csUUjOeQlK2TjjjDPsnnvusc6dO8ecch9//HGXksuVK2cXXnih/fnnn+HHZGRk2NChQ6127dquj7weP3369L2WIT/88EP3/fvvv2/Nmzd3z9m6dWtbunSpu3/ixIk2ZMgQ++abb8J/BdA2AAAAIBoKKwotwa1q1aqF6px38ODBdvDBB7vX0WywG264Id8+eIJSPvrxxx9typQp9uabb7qDQR/+tddeG77/oYcesgcffNAeeOAB+/bbb619+/Z29tln2w8//JDj8w4YMMD93JdffukO5l69erntXbp0sX79+mX6S4C2AQAAANHQeagCRv369a1r1672888/F5pz3qlTp9ro0aNdaNNza7lM06ZN8++D1wVnsXfaRa+99lquu2jQoEGhEiVKhFauXBne9s4774RSU1NDa9ascd/XqlUrdO+992b6uRYtWoR69+7tvl62bJl7va+//tp9P2vWLPf9e++9F37822+/7bZt27Yt/LrNmjXjIwQAAEBM/vvf/4amTp0a+vbbb0MzZ84MtW3bNlS9evXQ77//XijOeR988MFQo0aNQjt37ozLJ09FKR+p7KcSY+CEE05wpUeVDdPT02316tXWpk2bTD+j75csWZLj8x511FHhr2vWrOn+XbduXX4OHQAAAMVwucn555/vqjCnnnqqvf322277pEmTCsU5r6b8bdu2zRo0aGBXXHGFvfbaa7Z7927LLwSlONL8ych//a9FRSt/m2+//fbL8vM6GAEAAID8Ur58eReacpsilyznvFojpXD26KOPWtmyZa1379520kkn2a5duyw/EJTy0S+//OISdODTTz+11NRUa9SokaWlpbn5n3PmzMn0M3PnzrUjjjgiz69ZqlQp27Nnzz6NGwAAANixY4er+gTVnMJwzquApPVPDz/8sGsKobHkV+e+5O7JlyB//fWXW6QWWLZsmVukVrlyZVdq3JsyZcpYjx493MI1lR3VdeOiiy4K96O/5ZZbbNCgQXbIIYe47h8TJkxwz/v888/neaz16tULj08l0AoVKriuHwAAAEBObr75ZnftUJ3faoqbuj7rHFbnszlJlnPeF154wYWnli1buk55zz77rAtOdevWtfxAUMqGOm2cfPLJ4e/79u3r/tUBkVP77UMPPdS1FO/YsaP98ccf7t/HHnssfL8OIh1M6tqhg7Fx48Y2bdo0a9iwYZ4/QM0rffXVV9141ZZRB2LPnj3z/HwAAAAoHn799Ve7+OKL7ffff3dtwVu1amWfffZZrkHj0CQ5561UqZLdd9997lxdgUnTBtWJr0qVKpYfUtTRIV+eqZhTD3e1JAz6wQMAAABFzeBidM7LGiUAAAAA8BCUAAAAAMDD1DsAAAAA8FBRAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQCQND788ENLSUlxV11PFj179rRzzz030cMAABQwghIAwIUBBZTgVqVKFevQoYN9++237J08mjVrlnXs2NHty3Llylnjxo2tX79+tmrVKvYpABQCBCUAgKNgtGbNGnd7//33rWTJknbmmWcW272zZ88ey8jIyNPPPv7443bqqadajRo17JVXXrHFixfb+PHjbdOmTfbggw/m+1gBAPmPoAQAcEqXLu1O7HU7+uij7dZbb7WVK1fa+vXrw3tI1ZAuXbrYAQcc4Col55xzji1fvjzLNLUHHnjAatas6R5z7bXX2q5du8KP2bFjh/Xv39/q1KnjXrNhw4b21FNPZfoUvvrqK2vevLmrxLRu3dqWLl0avm/w4MFufE8//bQdfPDBtv/++9s111zjgs3IkSPd+KtVq2b33ntvpuccNWqUNW3a1MqXL+9eu3fv3vbXX3+F7584caJVqlTJ3nrrLVf90dhWrFiR5ejQ2LJ7/sCvv/5qN9xwg7tpjO3atbN69erZSSedZP/5z39s4MCB7nEbNmywiy++2GrXru3ep8b2wgsvZHquqVOnuu1ly5Z1+1Lha8uWLeH7J0yYYEcccYSVKVPGDj/8cHvsscc4mgEgnxCUAABZKEA8//zzduihh7oTdNm6daudfPLJLph89NFHNmfOHPe1KlE7d+7MNOXsp59+cv9OmjTJBRDdApdddpm9+OKL9vDDD9uSJUtcpUXPE2nAgAGu8vLll1+6ylavXr0y3a/nf+edd2z69OkuXCiQdOrUyYWU2bNn24gRI+zOO++0zz777P//Dy811b3md99958b1wQcfuMAWSe9x+PDhLtAsWrTIBSJ/DdUpp5xiQ4YMcWPMzssvv+z2h//cAYUx2b59ux133HEumGlMV155pV166aX2+eefu/tV2VOQ0nvXftJrd+7c2UKhkLv/ySefdGNQYNP9w4YNs7vuusu9NwBAPggBAIq9Hj16hEqUKBEqX768u+l/DzVr1gx99dVX4X3z1FNPhQ477LBQRkZGeNuOHTtCZcuWDb377rvh56lbt25o9+7d4cdceOGFoS5durivly5d6p575syZ2e7zWbNmufvfe++98La3337bbdu2bZv7ftCgQaFy5cqF0tPTw49p3759qF69eqE9e/aEt2msw4cP3+tnO2XKlFCVKlXC30+YMMG9zoIFCzI9Tu/pnHPOCb3++uuhChUqhCZPnpzj8XLNNdeE0tLS8nRMdezYMdSvXz/3tfa9xrN8+fJsH1unTp0sY7n77rtDJ5xwQp5eGwCQWcn8CFsAgMJP1aJx48a5r//44w83jeuMM86wL774wurWreumnP34449WoUKFTD+nyogqPIEjjzzSSpQoEf5eU/AWLlzovl6wYIG7r23btjmO5aijjsr087Ju3To31U40lS1yHNWrV3fPq6pR5Db9TEAVLlVdtF4oPT3ddu/e7cauqWyajielSpXK9NoBVXlU+VG16Lzzzstx7Kr4qCFGbjRV8L777rOXXnrJTWnUlETdgrE0a9bMVa809a59+/Z2+umn2wUXXOCmPWo6pKZFXn755XbFFVeEn1PvqWLFirm+NgAgdwQlAICjE3RNtQtoWphOujXF65577nGNDbRNU/J8VatWDX+93377ZbpPoSFoiqC1NtGIfI4gdEQ2VsjuNXJ6Xa01Uge6q6++2u6++26rXLmymzqooBG5fkrjyy7kHHLIIW4KYjDFT4Fqbxo1auSaNmjqXBDysqOphaNHj7YxY8aE10716dMnPI1RwW/mzJk2d+5cmzFjhj3yyCNuqp1Cm9Y0iT6bli1bZnreyJAKAMg71igBALKlwKAKzbZt29z3xx57rP3www9u3Y4CVeQt2iqGAoHCi9YRFSStdVK1ReGkVatWLsysXr066p8/8MAD3ZomVc7UzCIyXPlU9VGQUmOJ7ATXiPr4449dM4xLLrnEVY8aNGjg9q//GbRp08atifr666/d87722muuWnbQQQfZzz//nOWzqF+/ftTvCwCwdwQlAICjaV9r1651NzUHuP76611Th7POOsvd3717dxcYdHKvk/xly5a5wHPjjTe6JgrR0JS5Hj16uAYFr7/+unsONSmYMmVKXD8FVYQUlFSVUbh49tlnXROJWCggKiz973//c00W9HzZUUc9VYoeeughV7HSPlJF65NPPrGrrrrKVbREoSaoGGl/6z7t+4AqR5oqqJD3yy+/2Kuvvuqm3KnLXdD9T40n9Drff/+9m96oLnjq7gcA2HcEJQCAow5ymiqmm6ZzzZs3z63JUXtr0XQvdbvTOiF1X9MJuwKPKk5paWlR70Wtg1LVRe251dJaa2wiW17Hg9qJK0CoG16TJk3c9EGFjFip9bjCkkKJgqPWGWVH703T5bT2SGua9D7//e9/u/108803u8eoQ52qdFp/pH2s51Zr9YAeq/2tKYOqgKmLnypiWjcmej5151NHQVXqtO5LX1NRAoD8kaKODvn0XAAAAABQJFBRAgAAAAAPQQkAAAAAPAQlAAAAAPAQlAAAAADAQ1ACAAAAAA9BCQAAAAA8BCUAAAAA8BCUAAAAAMBDUAIAAAAAD0EJAAAAADwEJQAAAACwzP4fI6wJs45HChMAAAAASUVORK5CYII=",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Mean end-to-end runtime comparison\n",
+ "plt.figure(figsize=(10, 5))\n",
+ "for source_name in summary_df[\"source\"].unique():\n",
+ " sub = summary_df[summary_df[\"source\"] == source_name]\n",
+ " plt.plot(sub[\"case\"], sub[\"mean_end_to_end_time_sec\"], marker=\"o\", label=source_name)\n",
+ "\n",
+ "plt.title(\"Mean End-to-End Runtime Comparison\")\n",
+ "plt.xlabel(\"Benchmark Case\")\n",
+ "plt.ylabel(\"Time (seconds)\")\n",
+ "plt.grid(True, alpha=0.3)\n",
+ "plt.legend()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 11,
+ "id": "43351f92",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Runtime breakdown by case\n",
+ "for case_name in summary_df[\"case\"].unique():\n",
+ " sub = summary_df[summary_df[\"case\"] == case_name].copy()\n",
+ "\n",
+ " plt.figure(figsize=(8, 5))\n",
+ " plt.bar(sub[\"source\"], sub[\"access_time_sec\"], label=\"Access\")\n",
+ " plt.bar(\n",
+ " sub[\"source\"],\n",
+ " sub[\"open_time_sec\"],\n",
+ " bottom=sub[\"access_time_sec\"],\n",
+ " label=\"Open\"\n",
+ " )\n",
+ " plt.bar(\n",
+ " sub[\"source\"],\n",
+ " sub[\"mean_query_time_sec\"],\n",
+ " bottom=sub[\"access_time_sec\"] + sub[\"open_time_sec\"],\n",
+ " label=\"Query + Load\"\n",
+ " )\n",
+ "\n",
+ " plt.title(f\"End-to-End Runtime Breakdown: {case_name}\")\n",
+ " plt.ylabel(\"Time (seconds)\")\n",
+ " plt.grid(True, axis=\"y\", alpha=0.3)\n",
+ " plt.legend()\n",
+ " plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "b59dfe2d",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "# Query-only runtime comparison\n",
+ "plt.figure(figsize=(9, 5))\n",
+ "\n",
+ "cases = list(summary_df[\"case\"].unique())\n",
+ "x = np.arange(len(cases))\n",
+ "width = 0.35\n",
+ "\n",
+ "vz_vals = [\n",
+ " summary_df[\n",
+ " (summary_df[\"source\"] == \"RASI Virtual Zarr\") &\n",
+ " (summary_df[\"case\"] == c)\n",
+ " ][\"mean_query_time_sec\"].iloc[0]\n",
+ " for c in cases\n",
+ "]\n",
+ "nc_vals = [\n",
+ " summary_df[\n",
+ " (summary_df[\"source\"] == \"Original NetCDF\") &\n",
+ " (summary_df[\"case\"] == c)\n",
+ " ][\"mean_query_time_sec\"].iloc[0]\n",
+ " for c in cases\n",
+ "]\n",
+ "\n",
+ "plt.bar(x - width/2, vz_vals, width, label=\"RASI Virtual Zarr\")\n",
+ "plt.bar(x + width/2, nc_vals, width, label=\"Original NetCDF\")\n",
+ "\n",
+ "plt.xticks(x, cases)\n",
+ "plt.title(\"Query-Only Runtime Comparison\")\n",
+ "plt.xlabel(\"Benchmark Case\")\n",
+ "plt.ylabel(\"Time (seconds)\")\n",
+ "plt.grid(True, axis=\"y\", alpha=0.3)\n",
+ "plt.legend()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "9782011e",
+ "metadata": {},
+ "source": [
+ "## 6. Histograms of extracted values"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "d4c1bc04",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "loaded_outputs = {}\n",
+ "loaded_outputs.update(loaded_outputs_vz)\n",
+ "loaded_outputs.update(loaded_outputs_nc)\n",
+ "\n",
+ "fig, axes = plt.subplots(2, 2, figsize=(14, 10))\n",
+ "axes = axes.ravel()\n",
+ "\n",
+ "plot_order = [\n",
+ " (\"RASI Virtual Zarr\", \"1 point\"),\n",
+ " (\"RASI Virtual Zarr\", \"5 points\"),\n",
+ " (\"Original NetCDF\", \"1 point\"),\n",
+ " (\"Original NetCDF\", \"5 points\"),\n",
+ "]\n",
+ "\n",
+ "for ax, key in zip(axes, plot_order):\n",
+ " arr = loaded_outputs[key].values.ravel()\n",
+ " arr = arr[np.isfinite(arr)]\n",
+ "\n",
+ " ax.hist(arr, bins=30, alpha=0.8)\n",
+ " ax.set_title(f\"{key[0]} - {key[1]}\")\n",
+ " ax.set_xlabel(variable_name)\n",
+ " ax.set_ylabel(\"Count\")\n",
+ " ax.grid(True, alpha=0.3)\n",
+ "\n",
+ "plt.tight_layout()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "5d889381",
+ "metadata": {},
+ "source": [
+ "## 7. Example time series"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "e37f3c4e",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "example_vz = loaded_outputs_vz[(\"RASI Virtual Zarr\", \"1 point\")].to_pandas()\n",
+ "example_nc = loaded_outputs_nc[(\"Original NetCDF\", \"1 point\")].to_pandas()\n",
+ "\n",
+ "fig, axes = plt.subplots(2, 1, figsize=(12, 8), sharex=True)\n",
+ "\n",
+ "axes[0].plot(example_vz.index, example_vz.values)\n",
+ "axes[0].set_title(f\"RASI Virtual Zarr - {variable_name} Time Series (1 point, percentile={percentile_value})\")\n",
+ "axes[0].set_ylabel(variable_name)\n",
+ "axes[0].grid(True, alpha=0.3)\n",
+ "\n",
+ "axes[1].plot(example_nc.index, example_nc.values)\n",
+ "axes[1].set_title(f\"Original NetCDF - {variable_name} Time Series (1 point, percentile={percentile_value})\")\n",
+ "axes[1].set_xlabel(\"Time\")\n",
+ "axes[1].set_ylabel(variable_name)\n",
+ "axes[1].grid(True, alpha=0.3)\n",
+ "\n",
+ "plt.tight_layout()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "89a9813e",
+ "metadata": {},
+ "source": [
+ "## 8. Cleanup"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 15,
+ "id": "02ada1c2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Closed NetCDF resources.\n"
+ ]
+ }
+ ],
+ "source": [
+ "# Close underlying NetCDF resources when you're done\n",
+ "for ds_tmp in nc_xarray_datasets:\n",
+ " ds_tmp.close()\n",
+ "\n",
+ "for h in nc_handles:\n",
+ " h.close()\n",
+ "\n",
+ "print(\"Closed NetCDF resources.\")\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "ae8c8ea7-5bc9-4c7c-85d8-9ec3fcd90d96",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ " ===== BENCHMARK SUMMARY =====\n",
+ "\n",
+ "End-to-End Performance\n",
+ "1 point: 18.3× faster\n",
+ "5 points: 19.0× faster\n",
+ "Dataset Open Performance\n",
+ "28.0× faster\n",
+ "Query Performance\n",
+ "1 point: 1212.3× slower\n",
+ "5 points: 1050.8× slower\n",
+ "Scaling Behavior\n",
+ "NetCDF: 1.03× change (1 → 5 points)\n",
+ "Virtual Zarr: 0.89× change (1 → 5 points)\n"
+ ]
+ }
+ ],
+ "source": [
+ "def compare_times(netcdf_time, virtual_time):\n",
+ " ratio = netcdf_time / virtual_time\n",
+ " if ratio >= 1:\n",
+ " return f\"{ratio:.1f}× faster\"\n",
+ " else:\n",
+ " return f\"{(1/ratio):.1f}× slower\"\n",
+ "\n",
+ "vz_1 = summary_df[(summary_df[\"source\"] == \"RASI Virtual Zarr\") & (summary_df[\"case\"] == \"1 point\")].iloc[0]\n",
+ "vz_5 = summary_df[(summary_df[\"source\"] == \"RASI Virtual Zarr\") & (summary_df[\"case\"] == \"5 points\")].iloc[0]\n",
+ "\n",
+ "nc_1 = summary_df[(summary_df[\"source\"] == \"Original NetCDF\") & (summary_df[\"case\"] == \"1 point\")].iloc[0]\n",
+ "nc_5 = summary_df[(summary_df[\"source\"] == \"Original NetCDF\") & (summary_df[\"case\"] == \"5 points\")].iloc[0]\n",
+ "\n",
+ "print(\"\\n ===== BENCHMARK SUMMARY =====\\n\")\n",
+ "\n",
+ "print(\"End-to-End Performance\")\n",
+ "print(f\"1 point: {compare_times(nc_1['mean_end_to_end_time_sec'], vz_1['mean_end_to_end_time_sec'])}\")\n",
+ "print(f\"5 points: {compare_times(nc_5['mean_end_to_end_time_sec'], vz_5['mean_end_to_end_time_sec'])}\")\n",
+ "\n",
+ "print(\"Dataset Open Performance\")\n",
+ "print(compare_times(nc_1['open_total_time_sec'], vz_1['open_total_time_sec']))\n",
+ "\n",
+ "print(\"Query Performance\")\n",
+ "print(f\"1 point: {compare_times(nc_1['mean_query_time_sec'], vz_1['mean_query_time_sec'])}\")\n",
+ "print(f\"5 points: {compare_times(nc_5['mean_query_time_sec'], vz_5['mean_query_time_sec'])}\")\n",
+ "\n",
+ "print(\"Scaling Behavior\")\n",
+ "print(f\"NetCDF: {nc_5['mean_query_time_sec'] / nc_1['mean_query_time_sec']:.2f}× change (1 → 5 points)\")\n",
+ "print(f\"Virtual Zarr: {vz_5['mean_query_time_sec'] / vz_1['mean_query_time_sec']:.2f}× change (1 → 5 points)\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "bbadb626-0bc0-4734-82ab-82d79de1b2b3",
+ "metadata": {},
+ "outputs": [
+ {
+ "ename": "NameError",
+ "evalue": "name 'true' is not defined",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[31m---------------------------------------------------------------------------\u001b[39m",
+ "\u001b[31mNameError\u001b[39m Traceback (most recent call last)",
+ "\u001b[36mCell\u001b[39m\u001b[36m \u001b[39m\u001b[32mIn[20]\u001b[39m\u001b[32m, line 5\u001b[39m\n\u001b[32m 1\u001b[39m [{\n\u001b[32m 2\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mid\u001b[39m\u001b[33m\"\u001b[39m:\u001b[33m\"\u001b[39m\u001b[33mbenchmark_summary\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m 3\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mcell_type\u001b[39m\u001b[33m\"\u001b[39m:\u001b[33m\"\u001b[39m\u001b[33mmarkdown\u001b[39m\u001b[33m\"\u001b[39m,\n\u001b[32m 4\u001b[39m \u001b[33m\"\u001b[39m\u001b[33msource\u001b[39m\u001b[33m\"\u001b[39m:\u001b[33m\"\u001b[39m\u001b[33m## 📊 Benchmark Summary and Interpretation\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m### 🚀 End-to-End Performance\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **1 point:** Virtual Zarr is **18.3× faster**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **5 points:** Virtual Zarr is **19.0× faster**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m👉 **Interpretation:** \u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33mVirtual Zarr significantly reduces total runtime. The primary benefit comes from eliminating expensive file discovery and metadata aggregation required by NetCDF.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m---\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m### 📂 Dataset Open Performance\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Virtual Zarr is **28.0× faster**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m👉 **Interpretation:** \u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33mNetCDF workflows require listing and opening multiple files from S3 and combining metadata. Virtual Zarr avoids this by using a pre-indexed structure, leading to much faster dataset initialization.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m---\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m### ⚡ Query Performance\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **1 point:** Virtual Zarr is **1212.3× slower**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **5 points:** Virtual Zarr is **1050.8× slower**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m👉 **Interpretation:** \u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33mThis is expected due to architectural differences:\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **NetCDF:** Data is already loaded into memory → fast slicing\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **Virtual Zarr:** Data is accessed lazily → query includes S3 I/O and chunk reads\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m👉 Therefore, this is **not an apples-to-apples comparison**. NetCDF pays cost upfront, while Virtual Zarr pays per query.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m---\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m### 📈 Scaling Behavior\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **NetCDF:** 1.03× change (1 → 5 points)\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- **Virtual Zarr:** 0.89× change (1 → 5 points)\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m👉 **Interpretation:**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- NetCDF shows near-constant performance due to in-memory operations\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Virtual Zarr benefits from chunk reuse and caching when querying multiple points\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m---\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m## 🎯 Key Takeaways\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Virtual Zarr provides **~18–19× faster end-to-end performance**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Dataset open time is the **dominant bottleneck in NetCDF workflows**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Query-only comparisons can be misleading due to different execution models\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m- Virtual Zarr enables **faster, more interactive data exploration**\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m---\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m## 🧠 Final Insight\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m> Virtual Zarr shifts computation from **expensive upfront loading** to **on-demand access**, improving overall workflow efficiency despite higher per-query latency.\u001b[39m\u001b[38;5;130;01m\\n\u001b[39;00m\u001b[33m\"\u001b[39m,\n\u001b[32m----> \u001b[39m\u001b[32m5\u001b[39m \u001b[33m\"\u001b[39m\u001b[33mmetadata\u001b[39m\u001b[33m\"\u001b[39m:{\u001b[33m\"\u001b[39m\u001b[33mtrusted\u001b[39m\u001b[33m\"\u001b[39m:\u001b[43mtrue\u001b[49m}\n\u001b[32m 6\u001b[39m }]\n",
+ "\u001b[31mNameError\u001b[39m: name 'true' is not defined"
+ ]
+ }
+ ],
+ "source": [
+ "[{\n",
+ "\"id\":\"benchmark_summary\",\n",
+ "\"cell_type\":\"markdown\",\n",
+ "\"source\":\"## 📊 Benchmark Summary and Interpretation\\n\\n### 🚀 End-to-End Performance\\n- **1 point:** Virtual Zarr is **18.3× faster**\\n- **5 points:** Virtual Zarr is **19.0× faster**\\n\\n👉 **Interpretation:** \\nVirtual Zarr significantly reduces total runtime. The primary benefit comes from eliminating expensive file discovery and metadata aggregation required by NetCDF.\\n\\n---\\n\\n### 📂 Dataset Open Performance\\n- Virtual Zarr is **28.0× faster**\\n\\n👉 **Interpretation:** \\nNetCDF workflows require listing and opening multiple files from S3 and combining metadata. Virtual Zarr avoids this by using a pre-indexed structure, leading to much faster dataset initialization.\\n\\n---\\n\\n### ⚡ Query Performance\\n- **1 point:** Virtual Zarr is **1212.3× slower**\\n- **5 points:** Virtual Zarr is **1050.8× slower**\\n\\n👉 **Interpretation:** \\nThis is expected due to architectural differences:\\n- **NetCDF:** Data is already loaded into memory → fast slicing\\n- **Virtual Zarr:** Data is accessed lazily → query includes S3 I/O and chunk reads\\n\\n👉 Therefore, this is **not an apples-to-apples comparison**. NetCDF pays cost upfront, while Virtual Zarr pays per query.\\n\\n---\\n\\n### 📈 Scaling Behavior\\n- **NetCDF:** 1.03× change (1 → 5 points)\\n- **Virtual Zarr:** 0.89× change (1 → 5 points)\\n\\n👉 **Interpretation:**\\n- NetCDF shows near-constant performance due to in-memory operations\\n- Virtual Zarr benefits from chunk reuse and caching when querying multiple points\\n\\n---\\n\\n## 🎯 Key Takeaways\\n\\n- Virtual Zarr provides **~18–19× faster end-to-end performance**\\n- Dataset open time is the **dominant bottleneck in NetCDF workflows**\\n- Query-only comparisons can be misleading due to different execution models\\n- Virtual Zarr enables **faster, more interactive data exploration**\\n\\n---\\n\\n## 🧠 Final Insight\\n\\n> Virtual Zarr shifts computation from **expensive upfront loading** to **on-demand access**, improving overall workflow efficiency despite higher per-query latency.\\n\",\n",
+ "\"metadata\":{\"trusted\":true}\n",
+ "}]"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "7fb77058-7aca-4f28-a264-631cc312dba0",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
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+ "kernelspec": {
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+ "language": "python",
+ "name": "python3"
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