40 minute read
Published: October 10, 2026
{ “nbformat”: 4, “nbformat_minor”: 0, “metadata”: { “colab”: { “provenance”: [] }, “kernelspec”: { “name”: “python3”, “display_name”: “Python 3” }, “language_info”: { “name”: “python” } }, “cells”: [ { “cell_type”: “markdown”, “source”: [ “# Demystifying the .pxl File: A Scientist’s Guide to Single-Cell Spatial Proteomics Data\n” ], “metadata”: { “id”: “VVsYcuBwCx_i” } }, { “cell_type”: “markdown”, “source”: [ “If you’ve started working with Pixelgen Technologies’ Proximity Network Assay (PNA) , you’ve probably noticed that every analysis starts from a single, slightly mysterious file: the .pxl file. This post walks through exactly what that file is, what’s inside it, and how to explore it yourself with nothing more than Python and DuckDB — before you ever touch Scanpy or Seurat.\n”, “\n”, “## What even is a .pxl file?\n”, “\n”, “PNA is a method for mapping the spatial arrangement of proteins on the surface of individual cells. Sequencing a PNA experiment produces millions of reads describing which barcoded antibodies sat near each other on a cell’s surface. Pixelator (the processing pipeline) turns those raw reads into components — connected subgraphs that each represent a single cell (or occasionally a doublet, cell fragment, or antibody aggregate) — and packages the results into a .pxl file.\n”, “\n”, “Under the hood, a .pxl file is a DuckDB database . That’s the key insight: you don’t need any special parser to look inside one. You can open it with duckdb.connect() and run plain SQL, exactly like you would against any other relational database.\n” ], “metadata”: { “id”: “F6CBK9mq_0bY” } }, { “cell_type”: “markdown”, “source”: [ “## Setting up\n”, “\n”, “To follow along, install pixelator and grab a public PNA dataset:\n” ], “metadata”: { “id”: “7eZvIMF7AAtY” } }, { “cell_type”: “code”, “execution_count”: 41, “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “MDxmWTqBwOyp”, “outputId”: “b1c302a4-e845-49a6-a3c0-07fef928ee26” }, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “Requirement already satisfied: pixelgen-pixelator in /usr/local/lib/python3.13/dist-packages (0.30.0)\n”, “Requirement already satisfied: anndata>=0.8.0 in /usr/local/lib/python3.13/dist-packages (from pixelgen-pixelator) (0.13.4)\n”, “Requirement already satisfied: annoy<=1.17.0 in /usr/local/lib/python3.13/dist-packages (from pixelgen-pixelator) (1.17.0)\n”, “Requirement already satisfied: 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wrapt>=1.17.0rc1 in /usr/local/lib/python3.13/dist-packages (from formulaic>=1.1.0->statsmodels>=0.14.5->scanpy->pixelgen-pixelator) (2.5.0)\n” ] } ], “source”: [ “!pip install pixelgen-pixelator\n” ] }, { “cell_type”: “code”, “source”: [ “from pathlib import Path\n”, “from pixelator.pna.pixeldataset.download import DownloadableDatasets\n”, “\n”, “DATA_DIR = Path("./pna-analysis")\n”, “DATA_DIR.mkdir(parents=True, exist_ok=True)\n”, “\n”, “DownloadableDatasets.download_dataset(\n”, “ "pna062-unstim-pbmcs",\n”, “ output_path=DATA_DIR / "PNA062unstim_PBMCs_1000cells_S02_S2.layout.pxl",\n”, “)” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “284lQgyawzJF”, “outputId”: “e1c48781-7a3d-4ffb-b6fa-0f2e672c55c8” }, “execution_count”: 42, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “File already exists at pna-analysis/PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl. Use overwrite=True to download again.\n” ] }, { “output_type”: “execute_result”, “data”: { “text/plain”: [ “PosixPath(‘pna-analysis/PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl’)” ] }, “metadata”: {}, “execution_count”: 42 } ] }, { “cell_type”: “markdown”, “source”: [ “This downloads a real PNA dataset: ~1,000 unstimulated PBMCs (peripheral blood mononuclear cells), profiled with a 155-marker immune panel.\n” ], “metadata”: { “id”: “aTYbzwxQAUE8” } }, { “cell_type”: “markdown”, “source”: [ “## The easy way in: pixelator.read_pna\n”, “\n”, “The pixelator package gives you a friendly PixelDataset wrapper:\n” ], “metadata”: { “id”: “tIW4vY0dAZSR” } }, { “cell_type”: “code”, “source”: [ “from pixelator import read_pna as read\n”, “\n”, “pg_data = read(DATA_DIR / "PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl")\n”, “pg_data” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “0rJdUrH7wcwe”, “outputId”: “4a9c2035-78a2-46a0-c9d1-6df34b41474e” }, “execution_count”: 43, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “PixelDataset with 1 samples\n”, “\n”, “Mapping the following samples to files:\n”, “\tSample: PNA062_unstim_PBMCs_1000cells_S02_S2, File: pna-analysis/PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl\n”, “\n”, “In total it contains:\n”, “1083 components, 158 markers\n” ] } ] }, { “cell_type”: “code”, “source”: [ “pg_data = read(DATA_DIR / "PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl")\n”, “\n” ], “metadata”: { “id”: “CKSSw6i0wgyW” }, “execution_count”: 44, “outputs”: [] }, { “cell_type”: “code”, “source”: [ “pg_data” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “2xurB7GPz0ls”, “outputId”: “b8bcef62-8384-4e23-e06f-134fb63d5df0” }, “execution_count”: 45, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “PixelDataset with 1 samples\n”, “\n”, “Mapping the following samples to files:\n”, “\tSample: PNA062_unstim_PBMCs_1000cells_S02_S2, File: pna-analysis/PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl\n”, “\n”, “In total it contains:\n”, “1083 components, 158 markers\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “1,083 components (cells) and 158 markers — already more interesting than a flat CSV would be. But to really see what’s inside, let’s drop down a level and query the database directly.” ], “metadata”: { “id”: “DL3XJLenAhmf” } }, { “cell_type”: “markdown”, “source”: [ “## Opening the hood with DuckDB\n” ], “metadata”: { “id”: “I1fAGTGKAlp1” } }, { “cell_type”: “code”, “source”: [ “import duckdb\n”, “\n”, “conn = duckdb.connect(\n”, “ database=str(DATA_DIR / "PNA062_unstim_PBMCs_1000cells_S02_S2.layout.pxl"),\n”, “ read_only=True,\n”, “ config={},\n”, “)\n”, “conn.sql("SHOW TABLES").show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “wdznUdBjyZgb”, “outputId”: “684ced24-eb00-4e75-c77f-f3f54c86ff75” }, “execution_count”: 46, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌─────────────────────┐\n”, “│ name │\n”, “│ varchar │\n”, “├─────────────────────┤\n”, “│ __adata__X │\n”, “│ __adata__obs │\n”, “│ __adata__obsm_clr │\n”, “│ __adata__obsm_log1p │\n”, “│ __adata__uns │\n”, “│ __adata__var │\n”, “│ edgelist │\n”, “│ layouts │\n”, “│ metadata │\n”, “│ proximity │\n”, “└─────────────────────┘\n”, “ 10 rows \n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “That’s the whole file. Ten tables. Let’s go through what each one means.\n” ], “metadata”: { “id”: “V-yVC9aSAt1e” } }, { “cell_type”: “markdown”, “source”: [ “## The four pillars of a PNA .pxl file\n”, “\n”, “Pixelgen’s own documentation groups the contents of a PNA .pxl file into four conceptual pieces. The __adata__* tables you see above are just the on-disk representation of the first one.\n”, “\n”, “### 1. adata — the cell-by-marker count matrix\n”, “\n”, “The tables prefixed __adata__ (X, obs, var, uns, obsm_clr, obsm_log1p) together store an AnnData object — the standard single-cell data structure used by Scanpy. Think of it as a spreadsheet: one row per cell (component), one column per protein marker, with the count of molecular detections in each cell.\n”, “\n”, “__adata__obs is the cell-level metadata table — one row per component, with QC metrics like UMI counts, edge counts, and marker diversity:\n” ], “metadata”: { “id”: “CSCF5MkdAzDE” } }, { “cell_type”: “code”, “source”: [ “conn.sql("DESCRIBE __adata__obs").show()\n”, “conn.sql("SELECT * FROM __adata__obs LIMIT 5").show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “WkNuZXgiA2iT”, “outputId”: “529dcd20-b6d7-48cc-8eae-6743962fd1d5” }, “execution_count”: 47, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌────────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├────────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ index │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi1 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi2 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_edges │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ reads_in_component │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_antibodies │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ isotype_fraction │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ intracellular_fraction │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ tau_type │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ k_core_1 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_2 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_3 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_4 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_5 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_6 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_7 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s1 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s2 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s3 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “└────────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “ 26 rows (20 shown) 6 columns\n”, “\n”, “┌──────────────────┬────────┬────────┬─────────┬────────────────────┬──────────────┬────────┬────────────────────────┬────────────────────────┬──────────┬────────────────────┬────────────────────────────┬────────────────────────────────────┬──────────────────────────────────────┬────────────┬────────────────────┬──────────┬──────────┬──────────┬──────────┬──────────┬──────────┬──────────┬─────────────────────┬─────────────────────┬─────────────────────┐\n”, “│ index │ n_umi1 │ n_umi2 │ n_edges │ reads_in_component │ n_antibodies │ n_umi │ isotype_fraction │ intracellular_fraction │ tau_type │ tau │ disqualified_for_denoising │ number_of_nodes_removed_in_denoise │ sample │ antibodies │ average_k_core │ k_core_1 │ k_core_2 │ k_core_3 │ k_core_4 │ k_core_5 │ k_core_6 │ k_core_7 │ svd_var_expl_s1 │ svd_var_expl_s2 │ svd_var_expl_s3 │\n”, “│ varchar │ uint64 │ uint64 │ uint64 │ uint64 │ uint64 │ uint64 │ double │ double │ varchar │ double │ boolean │ int64 │ varchar │ int64 │ double │ double │ double │ double │ double │ double │ double │ double │ double │ double │ double │\n”, “├──────────────────┼────────┼────────┼─────────┼────────────────────┼──────────────┼────────┼────────────────────────┼────────────────────────┼──────────┼────────────────────┼────────────────────────────┼────────────────────────────────────┼──────────────────────────────────────┼────────────┼────────────────────┼──────────┼──────────┼──────────┼──────────┼──────────┼──────────┼──────────┼─────────────────────┼─────────────────────┼─────────────────────┤\n”, “│ f1b52a4758932fc7 │ 13355 │ 18311 │ 93749 │ 246004 │ 133 │ 31666 │ 0.00031579612202362154 │ 0.0 │ normal │ 0.9741447474871849 │ false │ 1343 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 133 │ 3.377471104654835 │ 5773.0 │ 3009.0 │ 5429.0 │ 8402.0 │ 9053.0 │ 0.0 │ 0.0 │ 0.284416699286014 │ 0.1568092723348554 │ 0.08934063781111805 │\n”, “│ eca4983191f3647f │ 17311 │ 23376 │ 105495 │ 273174 │ 139 │ 40687 │ 0.0002212008749723499 │ 0.0 │ normal │ 0.9753554408442155 │ false │ 2072 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 139 │ 2.9251849485093517 │ 7919.0 │ 5180.0 │ 9614.0 │ 17974.0 │ 0.0 │ 0.0 │ 0.0 │ 0.25355749146183176 │ 0.19298127826371939 │ 0.14643339434067068 │\n”, “│ f98240c66b2e49fc │ 11827 │ 14934 │ 78611 │ 225033 │ 158 │ 26761 │ 0.0017936549456298344 │ 0.0 │ normal │ 0.9468123934534218 │ false │ 1545 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 158 │ 3.3730802286910055 │ 4706.0 │ 3152.0 │ 3553.0 │ 8152.0 │ 7198.0 │ 0.0 │ 0.0 │ 0.2395866519379636 │ 0.1878859650657518 │ 0.12070936179127005 │\n”, “│ b5f8b192a0cc2603 │ 21450 │ 28111 │ 97857 │ 296160 │ 158 │ 49561 │ 0.0004035431084925647 │ 0.0 │ normal │ 0.9495831056082813 │ false │ 3489 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 158 │ 2.3116159883779583 │ 12780.0 │ 12920.0 │ 19498.0 │ 4363.0 │ 0.0 │ 0.0 │ 0.0 │ 0.34932608817161837 │ 0.23720261583286217 │ 0.1163322605159803 │\n”, “│ 7994e60e303c6dbb │ 15767 │ 20905 │ 126994 │ 357256 │ 144 │ 36672 │ 0.0002181500872600349 │ 0.0 │ normal │ 0.9520864572339557 │ false │ 1715 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 144 │ 3.855802792321117 │ 5937.0 │ 2389.0 │ 3245.0 │ 7657.0 │ 14342.0 │ 3102.0 │ 0.0 │ 0.29226362506389475 │ 0.1730780968717049 │ 0.140348889354665 │\n”, “└──────────────────┴────────┴────────┴─────────┴────────────────────┴──────────────┴────────┴────────────────────────┴────────────────────────┴──────────┴────────────────────┴────────────────────────────┴────────────────────────────────────┴──────────────────────────────────────┴────────────┴────────────────────┴──────────┴──────────┴──────────┴──────────┴──────────┴──────────┴──────────┴─────────────────────┴─────────────────────┴─────────────────────┘\n”, “\n” ] } ] }, { “cell_type”: “code”, “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “070764cc”, “outputId”: “e930ce8e-511f-4fc4-cb03-1838ed0e6c08” }, “source”: [ “# List of key tables to inspect\n”, “tables_to_inspect = [‘edgelist’, ‘layouts’, ‘metadata’, ‘proximity’, ‘__adata__obs’]\n”, “\n”, “for table in tables_to_inspect:\n”, “ print(f"\n=== Structure of table: {table} ===")\n”, “ try:\n”, “ # Describe table columns and types\n”, “ conn.sql(f"DESCRIBE {table}").show()\n”, “\n”, “ # Preview the first few records\n”, “ print(f"\n— Preview of table: {table} —")\n”, “ conn.sql(f"SELECT * FROM {table} LIMIT 5").show()\n”, “ except Exception as e:\n”, “ print(f"Error inspecting table {table}: {e}")” ], “execution_count”: 48, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “\n”, “=== Structure of table: edgelist ===\n”, “┌──────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ marker_1 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ marker_2 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ umi1 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ umi2 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ read_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ uei_count │ USMALLINT │ YES │ NULL │ NULL │ NULL │\n”, “│ corrected_read_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “\n”, “— Preview of table: edgelist —\n”, “┌──────────┬──────────┬──────────────────┬───────────────────┬────────────┬───────────┬──────────────────────┬──────────────────┐\n”, “│ marker_1 │ marker_2 │ umi1 │ umi2 │ read_count │ uei_count │ corrected_read_count │ component │\n”, “│ varchar │ varchar │ uint64 │ uint64 │ uint32 │ uint16 │ uint32 │ varchar │\n”, “├──────────┼──────────┼──────────────────┼───────────────────┼────────────┼───────────┼──────────────────────┼──────────────────┤\n”, “│ CD29 │ CD43 │ 555638967335511 │ 28226901571890329 │ 9 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ B2M │ CD44 │ 1592993435260922 │ 33899519959851077 │ 3 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ B2M │ CD5 │ 1772702303642965 │ 23228591926107523 │ 6 │ 2 │ 1 │ 8cd2f4585f9102dd │\n”, “│ CD45 │ CD45 │ 1905030979812053 │ 14976911110869850 │ 3 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ CD82 │ CD82 │ 1927887423101473 │ 8679240914900276 │ 1 │ 1 │ 0 │ 8cd2f4585f9102dd │\n”, “└──────────┴──────────┴──────────────────┴───────────────────┴────────────┴───────────┴──────────────────────┴──────────────────┘\n”, “\n”, “\n”, “=== Structure of table: layouts ===\n”, “┌──────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ index │ BIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ pixel_type │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ x │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ y │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ z │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ graph_projection │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ layout │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “\n”, “— Preview of table: layouts —\n”, “┌───────────────────┬────────────┬─────────────────────┬─────────────────────┬─────────────────────┬──────────────────┬──────────────────┬──────────┐\n”, “│ index │ pixel_type │ x │ y │ z │ component │ graph_projection │ layout │\n”, “│ int64 │ varchar │ double │ double │ double │ varchar │ varchar │ varchar │\n”, “├───────────────────┼────────────┼─────────────────────┼─────────────────────┼─────────────────────┼──────────────────┼──────────────────┼──────────┤\n”, “│ 10314868810782020 │ A │ -100584836.53538795 │ 91677767.86083965 │ -5191661.072215953 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 42707597301049753 │ A │ -67487283.7653745 │ 10617775.68554159 │ 66592152.03392912 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 33308222300841369 │ A │ 83884538.08957906 │ -34694762.045810506 │ -32016604.700219292 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 34004950245090693 │ A │ -104504573.20151494 │ 39021873.54138253 │ -29411711.614754535 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 39479084284462619 │ A │ -28051729.99806844 │ 45273442.40727851 │ 54509380.288791195 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “└───────────────────┴────────────┴─────────────────────┴─────────────────────┴─────────────────────┴──────────────────┴──────────────────┴──────────┘\n”, “\n”, “\n”, “=== Structure of table: metadata ===\n”, “┌─────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├─────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ value │ JSON │ YES │ NULL │ NULL │ NULL │\n”, “└─────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “\n”, “— Preview of table: metadata —\n”, “┌───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┐\n”, “│ value │\n”, “│ json │\n”, “├───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┤\n”, “│ {"sample_name":"PNA062_unstim_PBMCs_1000cells_S02_S2","version":"0.21.2+dirty","technology":"single-cell-pna","panel_name":"proxiome-immuno-155","panel_version":"1.0.0"} │\n”, “└───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┘\n”, “\n”, “\n”, “=== Structure of table: proximity ===\n”, “┌──────────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ marker_1 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ marker_2 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_expected_mean │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_expected_sd │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_z │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_p │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “\n”, “— Preview of table: proximity —\n”, “┌──────────┬──────────┬────────────┬──────────────────────────┬────────────────────────┬───────────────────┬─────────────────────┬──────────────────┐\n”, “│ marker_1 │ marker_2 │ join_count │ join_count_expected_mean │ join_count_expected_sd │ join_count_z │ join_count_p │ component │\n”, “│ varchar │ varchar │ uint32 │ double │ double │ double │ double │ varchar │\n”, “├──────────┼──────────┼────────────┼──────────────────────────┼────────────────────────┼───────────────────┼─────────────────────┼──────────────────┤\n”, “│ CD33 │ CD33 │ 0 │ 0.25 │ 0.5198095999517709 │ -0.25 │ 0.4012936743170763 │ 91984005700471b2 │\n”, “│ CD33 │ CD59 │ 5 │ 3.02 │ 1.9590762613996928 │ 1.010680410463122 │ 0.15608470795325824 │ 91984005700471b2 │\n”, “│ CD33 │ CD45RB │ 0 │ 0.08 │ 0.2726599243442907 │ -0.08 │ 0.4681186279860126 │ 91984005700471b2 │\n”, “│ CD33 │ KLRG1 │ 1 │ 0.14 │ 0.34873508801977704 │ 0.86 │ 0.1948945212518084 │ 91984005700471b2 │\n”, “│ CD33 │ VISTA │ 0 │ 0.2 │ 0.5124707431905383 │ -0.2 │ 0.42074029056089696 │ 91984005700471b2 │\n”, “└──────────┴──────────┴────────────┴──────────────────────────┴────────────────────────┴───────────────────┴─────────────────────┴──────────────────┘\n”, “\n”, “\n”, “=== Structure of table: __adata__obs ===\n”, “┌────────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├────────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ index │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi1 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi2 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_edges │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ reads_in_component │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_antibodies │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ n_umi │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ isotype_fraction │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ intracellular_fraction │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ tau_type │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ · │ · │ · │ · │ · │ · │\n”, “│ k_core_1 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_2 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_3 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_4 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_5 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_6 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ k_core_7 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s1 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s2 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ svd_var_expl_s3 │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “└────────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “ 26 rows (20 shown) 6 columns\n”, “\n”, “\n”, “— Preview of table: __adata__obs —\n”, “┌──────────────────┬────────┬────────┬─────────┬────────────────────┬──────────────┬────────┬────────────────────────┬────────────────────────┬──────────┬────────────────────┬────────────────────────────┬────────────────────────────────────┬──────────────────────────────────────┬────────────┬────────────────────┬──────────┬──────────┬──────────┬──────────┬──────────┬──────────┬──────────┬─────────────────────┬─────────────────────┬─────────────────────┐\n”, “│ index │ n_umi1 │ n_umi2 │ n_edges │ reads_in_component │ n_antibodies │ n_umi │ isotype_fraction │ intracellular_fraction │ tau_type │ tau │ disqualified_for_denoising │ number_of_nodes_removed_in_denoise │ sample │ antibodies │ average_k_core │ k_core_1 │ k_core_2 │ k_core_3 │ k_core_4 │ k_core_5 │ k_core_6 │ k_core_7 │ svd_var_expl_s1 │ svd_var_expl_s2 │ svd_var_expl_s3 │\n”, “│ varchar │ uint64 │ uint64 │ uint64 │ uint64 │ uint64 │ uint64 │ double │ double │ varchar │ double │ boolean │ int64 │ varchar │ int64 │ double │ double │ double │ double │ double │ double │ double │ double │ double │ double │ double │\n”, “├──────────────────┼────────┼────────┼─────────┼────────────────────┼──────────────┼────────┼────────────────────────┼────────────────────────┼──────────┼────────────────────┼────────────────────────────┼────────────────────────────────────┼──────────────────────────────────────┼────────────┼────────────────────┼──────────┼──────────┼──────────┼──────────┼──────────┼──────────┼──────────┼─────────────────────┼─────────────────────┼─────────────────────┤\n”, “│ f1b52a4758932fc7 │ 13355 │ 18311 │ 93749 │ 246004 │ 133 │ 31666 │ 0.00031579612202362154 │ 0.0 │ normal │ 0.9741447474871849 │ false │ 1343 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 133 │ 3.377471104654835 │ 5773.0 │ 3009.0 │ 5429.0 │ 8402.0 │ 9053.0 │ 0.0 │ 0.0 │ 0.284416699286014 │ 0.1568092723348554 │ 0.08934063781111805 │\n”, “│ eca4983191f3647f │ 17311 │ 23376 │ 105495 │ 273174 │ 139 │ 40687 │ 0.0002212008749723499 │ 0.0 │ normal │ 0.9753554408442155 │ false │ 2072 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 139 │ 2.9251849485093517 │ 7919.0 │ 5180.0 │ 9614.0 │ 17974.0 │ 0.0 │ 0.0 │ 0.0 │ 0.25355749146183176 │ 0.19298127826371939 │ 0.14643339434067068 │\n”, “│ f98240c66b2e49fc │ 11827 │ 14934 │ 78611 │ 225033 │ 158 │ 26761 │ 0.0017936549456298344 │ 0.0 │ normal │ 0.9468123934534218 │ false │ 1545 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 158 │ 3.3730802286910055 │ 4706.0 │ 3152.0 │ 3553.0 │ 8152.0 │ 7198.0 │ 0.0 │ 0.0 │ 0.2395866519379636 │ 0.1878859650657518 │ 0.12070936179127005 │\n”, “│ b5f8b192a0cc2603 │ 21450 │ 28111 │ 97857 │ 296160 │ 158 │ 49561 │ 0.0004035431084925647 │ 0.0 │ normal │ 0.9495831056082813 │ false │ 3489 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 158 │ 2.3116159883779583 │ 12780.0 │ 12920.0 │ 19498.0 │ 4363.0 │ 0.0 │ 0.0 │ 0.0 │ 0.34932608817161837 │ 0.23720261583286217 │ 0.1163322605159803 │\n”, “│ 7994e60e303c6dbb │ 15767 │ 20905 │ 126994 │ 357256 │ 144 │ 36672 │ 0.0002181500872600349 │ 0.0 │ normal │ 0.9520864572339557 │ false │ 1715 │ PNA062_unstim_PBMCs_1000cells_S02_S2 │ 144 │ 3.855802792321117 │ 5937.0 │ 2389.0 │ 3245.0 │ 7657.0 │ 14342.0 │ 3102.0 │ 0.0 │ 0.29226362506389475 │ 0.1730780968717049 │ 0.140348889354665 │\n”, “└──────────────────┴────────┴────────┴─────────┴────────────────────┴──────────────┴────────┴────────────────────────┴────────────────────────┴──────────┴────────────────────┴────────────────────────────┴────────────────────────────────────┴──────────────────────────────────────┴────────────┴────────────────────┴──────────┴──────────┴──────────┴──────────┴──────────┴──────────┴──────────┴─────────────────────┴─────────────────────┴─────────────────────┘\n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “Some of the more useful columns here:\n”, “\n”, “| Column | What it tells you |\n”, “|—|—|\n”, “| n_umi1, n_umi2 | Unique molecular identifiers seen on each side of the antibody pair |\n”, “| n_edges | Number of edges in this cell’s spatial graph |\n”, “| n_antibodies | Number of distinct markers detected |\n”, “| isotype_fraction | Fraction of signal from isotype control antibodies (a background indicator) |\n”, “| tau_type / tau | A measure of how evenly molecules are distributed across markers |\n”, “| k_core_1 … k_core_7 | Graph k-core decomposition sizes — describe network topology |\n”, “| svd_var_expl_s1 … s3 | Variance explained by the top singular vectors of the cell’s graph |\n”, “\n”, “Note: there’s no literal molecule_count or unique_markers column — the real names are n_umi (total UMI count) and n_antibodies (unique marker count). It’s an easy mix-up if you’re used to other platforms’ naming conventions.\n” ], “metadata”: { “id”: “R0pqqTQUA_U ” } }, { “cell_type”: “markdown”, “source”: [ “### 2. edgelist — the raw spatial network\n”, “\n”, “This is the heart of PNA data: every row is an edge between two antibody-DNA conjugates (markers) that were found close enough together on a cell surface to be linked via their unique molecular identifiers (UMIs).\n” ], “metadata”: { “id”: “B5G1hCIBBAsb” } }, { “cell_type”: “code”, “source”: [ “conn.sql("DESCRIBE edgelist").show()\n”, “conn.sql("SELECT * FROM edgelist LIMIT 5").show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “vlKMBt6YBC-d”, “outputId”: “fa372dd3-196f-4df4-c994-41e726205f45” }, “execution_count”: 49, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌──────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ marker_1 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ marker_2 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ umi1 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ umi2 │ UBIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ read_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ uei_count │ USMALLINT │ YES │ NULL │ NULL │ NULL │\n”, “│ corrected_read_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “┌──────────┬──────────┬──────────────────┬───────────────────┬────────────┬───────────┬──────────────────────┬──────────────────┐\n”, “│ marker_1 │ marker_2 │ umi1 │ umi2 │ read_count │ uei_count │ corrected_read_count │ component │\n”, “│ varchar │ varchar │ uint64 │ uint64 │ uint32 │ uint16 │ uint32 │ varchar │\n”, “├──────────┼──────────┼──────────────────┼───────────────────┼────────────┼───────────┼──────────────────────┼──────────────────┤\n”, “│ CD29 │ CD43 │ 555638967335511 │ 28226901571890329 │ 9 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ B2M │ CD44 │ 1592993435260922 │ 33899519959851077 │ 3 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ B2M │ CD5 │ 1772702303642965 │ 23228591926107523 │ 6 │ 2 │ 1 │ 8cd2f4585f9102dd │\n”, “│ CD45 │ CD45 │ 1905030979812053 │ 14976911110869850 │ 3 │ 2 │ 0 │ 8cd2f4585f9102dd │\n”, “│ CD82 │ CD82 │ 1927887423101473 │ 8679240914900276 │ 1 │ 1 │ 0 │ 8cd2f4585f9102dd │\n”, “└──────────┴──────────┴──────────────────┴───────────────────┴────────────┴───────────┴──────────────────────┴──────────────────┘\n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “A few important things to know about this table:\n”, “\n”, “- It’s organized by component — no edges ever span across two different cells.\n”, “- Because each UMI can only pair with one specific partner, a PNA component graph is a simple, undirected bipartite graph — and since edges only form between molecules that were spatially close together, it’s also a spatial graph .\n”, “- This table can get huge — over 100 million rows isn’t unusual for a full experiment — so direct manipulation in pandas is often impractical. SQL aggregation (as below) or purpose-built tools like pixelatorR’s graph utilities are the way to go.” ], “metadata”: { “id”: “3oXLUXvLBJq1” } }, { “cell_type”: “markdown”, “source”: [ “### 3. layouts — precomputed spatial coordinates\n” ], “metadata”: { “id”: “YrwDluwoBWTo” } }, { “cell_type”: “code”, “source”: [ “conn.sql("DESCRIBE layouts").show()\n”, “conn.sql("SELECT * FROM layouts LIMIT 5").show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “OYaQeMkCBUVv”, “outputId”: “36188648-cb5a-43c1-a5fe-1226715d42be” }, “execution_count”: 50, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌──────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ index │ BIGINT │ YES │ NULL │ NULL │ NULL │\n”, “│ pixel_type │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ x │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ y │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ z │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ graph_projection │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ layout │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “┌───────────────────┬────────────┬─────────────────────┬─────────────────────┬─────────────────────┬──────────────────┬──────────────────┬──────────┐\n”, “│ index │ pixel_type │ x │ y │ z │ component │ graph_projection │ layout │\n”, “│ int64 │ varchar │ double │ double │ double │ varchar │ varchar │ varchar │\n”, “├───────────────────┼────────────┼─────────────────────┼─────────────────────┼─────────────────────┼──────────────────┼──────────────────┼──────────┤\n”, “│ 10314868810782020 │ A │ -100584836.53538795 │ 91677767.86083965 │ -5191661.072215953 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 42707597301049753 │ A │ -67487283.7653745 │ 10617775.68554159 │ 66592152.03392912 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 33308222300841369 │ A │ 83884538.08957906 │ -34694762.045810506 │ -32016604.700219292 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 34004950245090693 │ A │ -104504573.20151494 │ 39021873.54138253 │ -29411711.614754535 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “│ 39479084284462619 │ A │ -28051729.99806844 │ 45273442.40727851 │ 54509380.288791195 │ ea0c2d7369f4a0b8 │ full │ wpmds_3d │\n”, “└───────────────────┴────────────┴─────────────────────┴─────────────────────┴─────────────────────┴──────────────────┴──────────────────┴──────────┘\n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “Pixelator applies graph-layout algorithms (here, weighted multidimensional scaling, wpmds_3d) to each component’s graph, producing 2D or 3D coordinates for every pixel in the network. This is what lets you reconstruct and visualize the spatial arrangement of antibodies on a cell’s surface — not just that two markers were close, but a geometric model of the whole surface.\n” ], “metadata”: { “id”: “fXttHCfQBahX” } }, { “cell_type”: “code”, “source”: [], “metadata”: { “id”: “kmQ6kvVnBheW” }, “execution_count”: 50, “outputs”: [] }, { “cell_type”: “markdown”, “source”: [ “### 4. proximity — spatial co-localization statistics\n” ], “metadata”: { “id”: “OzrGNRzyBh-Q” } }, { “cell_type”: “code”, “source”: [ “conn.sql("DESCRIBE proximity").show()\n”, “conn.sql("SELECT * FROM proximity LIMIT 5").show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “Zr0e_93nBinY”, “outputId”: “a53e8a2c-156e-4c5f-ceee-6fee4933a9b9” }, “execution_count”: 51, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌──────────────────────────┬─────────────┬─────────┬─────────┬─────────┬─────────┐\n”, “│ column_name │ column_type │ null │ key │ default │ extra │\n”, “│ varchar │ varchar │ varchar │ varchar │ varchar │ varchar │\n”, “├──────────────────────────┼─────────────┼─────────┼─────────┼─────────┼─────────┤\n”, “│ marker_1 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ marker_2 │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count │ UINTEGER │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_expected_mean │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_expected_sd │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_z │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ join_count_p │ DOUBLE │ YES │ NULL │ NULL │ NULL │\n”, “│ component │ VARCHAR │ YES │ NULL │ NULL │ NULL │\n”, “└──────────────────────────┴─────────────┴─────────┴─────────┴─────────┴─────────┘\n”, “\n”, “┌──────────┬──────────┬────────────┬──────────────────────────┬────────────────────────┬───────────────────┬─────────────────────┬──────────────────┐\n”, “│ marker_1 │ marker_2 │ join_count │ join_count_expected_mean │ join_count_expected_sd │ join_count_z │ join_count_p │ component │\n”, “│ varchar │ varchar │ uint32 │ double │ double │ double │ double │ varchar │\n”, “├──────────┼──────────┼────────────┼──────────────────────────┼────────────────────────┼───────────────────┼─────────────────────┼──────────────────┤\n”, “│ CD33 │ CD33 │ 0 │ 0.25 │ 0.5198095999517709 │ -0.25 │ 0.4012936743170763 │ 91984005700471b2 │\n”, “│ CD33 │ CD59 │ 5 │ 3.02 │ 1.9590762613996928 │ 1.010680410463122 │ 0.15608470795325824 │ 91984005700471b2 │\n”, “│ CD33 │ CD45RB │ 0 │ 0.08 │ 0.2726599243442907 │ -0.08 │ 0.4681186279860126 │ 91984005700471b2 │\n”, “│ CD33 │ KLRG1 │ 1 │ 0.14 │ 0.34873508801977704 │ 0.86 │ 0.1948945212518084 │ 91984005700471b2 │\n”, “│ CD33 │ VISTA │ 0 │ 0.2 │ 0.5124707431905383 │ -0.2 │ 0.42074029056089696 │ 91984005700471b2 │\n”, “└──────────┴──────────┴────────────┴──────────────────────────┴────────────────────────┴───────────────────┴─────────────────────┴──────────────────┘\n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “This table quantifies, per cell , how clustered or co-localized pairs of markers are on the cell surface, compared to what you’d expect under a random distribution. It’s computed with a join-count spatial statistic: join_count_z and join_count_p tell you whether two markers (or a marker with itself) are found together more or less often than chance. In PNA, this table replaces the separate polarization and colocalization scores used in Pixelgen’s earlier MPX assay — proximity now captures both self-clustering (marker_1 == marker_2) and pairwise co-localization in one unified statistic.\n” ], “metadata”: { “id”: “4AOOosOxBloX” } }, { “cell_type”: “markdown”, “source”: [ “### Bonus: metadata\n” ], “metadata”: { “id”: “zpp9ym8BBxT0” } }, { “cell_type”: “code”, “source”: [ “conn.sql("SELECT * FROM metadata").show()\n” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/” }, “id”: “xax80sfdByBA”, “outputId”: “d988d5fe-bcab-4d42-8bf7-192f9aee7d7c” }, “execution_count”: 52, “outputs”: [ { “output_type”: “stream”, “name”: “stdout”, “text”: [ “┌───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┐\n”, “│ value │\n”, “│ json │\n”, “├───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┤\n”, “│ {"sample_name":"PNA062unstim_PBMCs_1000cells_S02_S2","version":"0.21.2+dirty","technology":"single-cell-pna","panel_name":"proxiome-immuno-155","panel_version":"1.0.0"} │\n”, “└───────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────────┘\n”, “\n” ] } ] }, { “cell_type”: “markdown”, “source”: [ “A small JSON blob recording provenance: which sample this is, which Pixelator version produced it, and which antibody panel was used. Always worth checking when you’re troubleshooting or comparing files generated at different times.\n” ], “metadata”: { “id”: “mpLW4xBhB4O ” } }, { “cell_type”: “markdown”, “source”: [ “## Putting it together: two quick queries\n”, “\n”, “QC check — UMI and marker distributions per cell. Remember, the correct column names are n_umi and n_antibodies, not molecule_count / unique_markers:\n” ], “metadata”: { “id”: “L__1jfLhB7Lq” } }, { “cell_type”: “code”, “source”: [ “import pandas as pd\n”, “import matplotlib.pyplot as plt\n”, “import seaborn as sns\n”, “\n”, “obs_df = conn.sql("""\n”, “ SELECT\n”, “ n_umi AS total_umis,\n”, “ n_antibodies AS unique_markers\n”, “ FROM __adata__obs\n”, “""").df()\n”, “\n”, “fig, axes = plt.subplots(1, 2, figsize=(14, 5))\n”, “sns.histplot(obs_df[‘total_umis’], bins=50, ax=axes[0], color=’skyblue’, kde=True)\n”, “axes[0].set_title(‘Distribution of UMIs per Component (Cell)’)\n”, “axes[0].set_xlabel(‘Total UMI Count’)\n”, “\n”, “sns.histplot(obs_df[‘unique_markers’], bins=30, ax=axes[1], color=’salmon’, kde=True)\n”, “axes[1].set_title(‘Distribution of Unique Surface Markers per Component’)\n”, “axes[1].set_xlabel(‘Unique Markers Count’)\n”, “\n”, “plt.tight_layout()\n”, “plt.show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/”, “height”: 293 }, “id”: “BKgoGukMB74o”, “outputId”: “8d898c29-3019-4d09-83ef-28a974417110” }, “execution_count”: 53, “outputs”: [ { “output_type”: “display_data”, “data”: { “text/plain”: [ “<Figure size 1400x500 with 2 Axes>” ], “image/png”: 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8xMXF1RkQItUc81OnTtXy5cv16aef+r9Iacr+bdiwQRdccIGuvvpqXXXVVerfv/8hP58O5b///a9effVV3XDDDf5i/GmnnaZvv/1WRxxxhKSayeWOPvpof4G3S5cu+vDDDzVjxgwVFRXVmwjw3nvvVXBwsH7729+qsrLygFcS1H4RcbC+1Pv69NNPNWnSJPXq1Ut33323ysvL9cQTT2jcuHFauXJlvS+ffvnLX2rgwIH685//rPfff1/33Xef4uLi9Oyzz+rkk0/Wgw8+qPnz5+u3v/2tRo8ereOPP77O/RvzOVz72o0ePVqzZ89WVlaW/vrXv+qrr76q93ea1+vVxIkTNWbMGD388MP69NNP9cgjj6h37951zv2bckxs3rxZ5513nmbMmKHp06fr+eef12WXXaaRI0dq8ODBOv7443XDDTfo8ccf1x//+EcNHDhQkvz/RRsyAIwxxrzwwgtGklm2bNkB14mOjjbDhw/3/37XXXeZfd9Gjz32mJFkcnJyDriNZcuWGUnmhRdeqHfbCSecYCSZuXPnNnjbCSec4P/9s88+M5JM165dTVFRkX/5a6+9ZiSZv/71r/5l6enpZvr06Yfc5sGyTZ8+3aSnp/t/f+edd4wkc99999VZ77zzzjOWZZnNmzf7l0kywcHBdZZ9//33RpJ54okn6j3WvubMmWMkmZdfftm/rKqqyowdO9ZERETU2ff09HQzefLkg25v30zXXnttg7e9/vrrRpL57LPP/MumT59uwsPD/fs4fvx4Y4wxXq/XJCcnm3vuucds3brVSDJ/+ctf/PerfZ1ef/11/7Lo6OgDPvbB1B5vZ555Zp3l11xzjZFkvv/+e2OMMdu2bTNOp9Pcf//9ddZbvXq1cblcdZYf7JjbX+1rduONNzYqb1OPEbfbbbZu3epf9uyzzxpJJjk5uc7rfNtttxlJddat3Y9HHnnEv6yystIMGzbMJCYmmqqqKmNM44+n2tcyPj7e5OXl+df997//bSSZ//znP/5l48ePN0OGDDEVFRX+ZT6fzxxzzDGmb9++/mW1nzETJkwwPp/Pv/zmm282TqfTFBQU+JcNHjy4znvzYDZv3tzge6k262OPPdao7fzjH/8wDofDfPHFF3WWz50710gyX331lX/Z/p8ptcf5vu+ZWv369TOTJk1qVAYACAScE3JOWKuhc8La12bevHn+ZZWVlSY5Odmce+65/mW15xL7PofDhg0zKSkpdf7N//jjj42kOs/pgf5dbWibjT0PaUhZWZnp37+///Evu+wy8/e//91kZWXVW3f/Y6TW/sdDbcaoqCiTnZ1db/2Gnu+Kigrj9Xrr7avb7TazZs3yL3v++eeNJPPoo4/W227tudUXX3xhJJn58+fXuX3BggUNLt9f7Xs5JyfH/Pa3vzV9+vTx3zZ69Ghz+eWXN7gfHo/HVFZW1tlWfn6+SUpKMldccUWd/TrQ87Pv3w3FxcXmhBNOMAkJCea7777zr9OU/UtPTzeSzIIFC+qs25jPpwORZCSZ5cuX+5dt377dhISEmLPPPtu/bMaMGSYlJcXk5ubWuf+0adNMdHS0KSsrq7PPvXr18i87mLPPPttIMvn5+Y3KW/u3wJ49e/zLvv/+e+NwOMyll17qX1b7us+cOdO/zOPxmG7duhnLssyf//xn//L8/HwTGhra4LnwoT6Hq6qqTGJiojniiCNMeXm5f7333nvPSDJ33nmnf9n06dONpDrvAWOMGT58uBk5cqT/9+YcE59//rl/WXZ2tnG73eY3v/mNf1lDn31oe7REAJogIiLioDMD134b9u9//7vZfYjcbrcuv/zyRq9/6aWX1hk9d9555yklJUUffPBBsx6/sT744AM5nU7dcMMNdZb/5je/kTFGH374YZ3lEyZM8H/rLUlDhw5VVFSUtmzZcsjHSU5O1gUXXOBfFhQUpBtuuEElJSX673//2wJ70zQXXnihFi9e7L8sKjMzs0mTNsXExGjp0qXNnnm3dgRqreuvv16S/K/5W2+9JZ/Pp/PPP1+5ubn+n+TkZPXt27fepVmNPeZqL01qzGjN2jxNOUbGjx9f51vuMWPGSJLOPffcOo9Zu3z/Y8flcunqq6/2/x4cHKyrr75a2dnZWrFihT9TU46nX/7yl4qNjfX/XjvKqPax8/LytGjRIp1//vkqLi72P9d79uzRxIkTtWnTpnqXN82cObPOCJbjjjtOXq9X27dvr/ccNsaePXskqU5Oqemv1+uvv66BAwdqwIABdY6bk08+WZLqHTeNFRsbq9zc3GbdFwACFeeE/9MZzwkjIiJ08cUX+38PDg7WUUcdddB9yMjI0KpVqzR9+nRFR0f7l59yyinN7rfbnPOQfYWGhmrp0qX63e9+J6lm5N+MGTOUkpKi66+/vtktkaSa87fGjmx2u93+fqVer1d79uzxX6a/b8uwN998UwkJCf5z333Vnlu9/vrrio6O1imnnFLnfGbkyJGKiIho0vnMhRdeqM2bN2vZsmX+/x7onN/pdPpHhfp8PuXl5cnj8WjUqFENtj072PNTWFioU089VevXr9fixYvrjM5t6v717NlTEydOrLPscD+fxo4dq5EjR/p/7969u6ZOnaqPPvpIXq9Xxhi9+eabOuOMM2SMqZNz4sSJKiwsrPecTJ8+vVFXAjTl/Lb2PXfZZZcpLi7Ov3zo0KE65ZRTGvxsvPLKK/3/73Q6NWrUKBljNGPGDP/ymJgY9e/fv8H3+6E+h5cvX67s7Gxdc801dXpcT548WQMGDND7779fb5u/+tWv6vx+3HHH1Xnsph4TgwYN8v9NI9VcgXCg/YG9KNgCTVBSUnLQfxx++ctfaty4cbryyiuVlJSkadOm6bXXXmvSP4Rdu3Zt0mQSffv2rfO7ZVnq06dPq/Rv3df27duVmppa7/movVRi/+JTQ5fQx8bGHrKX1Pbt29W3b996TecP9Dgt6UCXhZ1++umKjIzUq6++qvnz52v06NHq06dPo7f70EMP6ccff1RaWpqOOuoo3X333U36B3L/17x3795yOBz+13zTpk0yxqhv377q0qVLnZ9169YpOzu7zv0be8zV9jE72B+o+zrcY6T2j5m0tLQGl+9/7KSmpio8PLzOsn79+kmS/7lp6vG0f6baomjtY2/evFnGGN1xxx31nuvaman3f74Ptc3mMvv1CWzq67Vp0yatWbOm3n7UPof770dTcrXkJZYAEAg4J/yfznhO2K1bt3rLDrUPtfn2f50kqX///s3K1ZzzkP1FR0froYce0rZt27Rt2zb9/e9/V//+/fXkk0/q3nvvbVYuqaZQ2Fg+n0+PPfaY+vbtK7fbrYSEBHXp0kU//PCDCgsL/ev99NNP6t+//0En+Nu0aZMKCwuVmJhY7zkpKSlp0vnM8OHDNWDAAL3yyiuaP3++kpOT/V9kN+Sll17S0KFDFRISovj4eHXp0kXvv/9+nX2odbDn56abbtKyZcv06aefavDgwYe1fw09zuF+PjV0DPfr109lZWXKyclRTk6OCgoK9Nxzz9XLWPslVGNyNqQp57e177mG3l8DBw5Ubm6uSktL6yxv6O+RkJAQJSQk1Fve0Pv9UJ/DB8s0YMCAep9jISEh9Qr7+3/WNPWYaO5nMNoePWyBRvr5559VWFh40MJcaGioPv/8c3322Wd6//33tWDBAr366qs6+eST9fHHH8vpdB7ycVpj1s4DFUu8Xm+jMrWEAz3O/kWmtuJ2u1VeXt7gbWVlZZJ0wJl93W63zjnnHL300kvasmWL7r777iY99vnnn6/jjjtOb7/9tj7++GP95S9/0YMPPqi33nrroH3PDmT/19fn88myLH344YcNPu/7T0zV2GOuT58+crlc/onAWtqBjhE7j51DPXbtie1vf/vbeqMXau3/mdHS+1Pb72//k6wBAwZIUqNfL5/PpyFDhujRRx9t8Pb9C+eNlZ+f3+CJPQC0V5wTHp6OcE7Y2vtwsNdpX805DzmY9PR0XXHFFTr77LPVq1cvzZ8/X/fdd58/U0P7t3+mWk05fh944AHdcccduuKKK3TvvfcqLi5ODodDN910U5NHgPp8PiUmJmr+/PkN3t7UfsYXXnihnnnmGUVGRuqXv/xlvS8Mar388su67LLLdNZZZ+l3v/udEhMT5XQ6NXv27DoTotU62PMzdepU/etf/9Kf//xnzZs3r85jNnX/Gnqclvh8Opja1+ziiy/W9OnTG1xn6NChh8zZkH3Pb/cdJdpSGtr3QPxbZF9NPSYC7TMYB0bBFmikf/zjH5J0wJOhWg6HQ+PHj9f48eP16KOP6oEHHtCf/vQnffbZZ5owYUKLjzTbtGlTnd+NMdq8eXOdfwRjY2PrNbGXar7h69Wrl//3pmRLT0/Xp59+quLi4jojKmpnUq2dxOBwpaen64cffpDP56tzsnK4j5Oenq4NGzY0eFvt8oNt+8ILL9Tzzz8vh8OhadOmNfnxU1JSdM011+iaa65Rdna2RowYofvvv79RBdtNmzbV+RZ68+bN8vl8/nYCvXv3ljFGPXv29I+ObAlhYWE6+eSTtWjRIu3cufOQBby2OkZq7d69W6WlpXVG2W7cuFGS/M9NSx9Pte+foKAgTZgw4XDi19GU92L37t0VGhqqrVu31lner18/9e/fX//+97/117/+tV6hfn+9e/fW999/r/Hjx7fY55TH49HOnTt15plntsj2ACAQcE5YV2c/J2zK40j1X6d9H6dW7dU3+79W+4++a63zkNjYWPXu3Vs//vhjnWUNXRHWEiOb33jjDZ100kn6+9//Xmd5QUFBnZGNvXv31tKlS1VdXX3AicN69+6tTz/9VOPGjWuRLz0uvPBC3XnnncrIyPC/9w+0D7169dJbb71V5/1TO9K5Kc466yydeuqpuuyyyxQZGalnnnnGf1tL7d+hPp8OpqFjeOPGjQoLC/MXByMjI+X1elv0uJSkM844Q7Nnz9bLL798yIJt7Xuuoff3+vXrlZCQUO/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\n” }, “metadata”: {} } ] }, { “cell_type”: “code”, “source”: [ “plt.figure(figsize=(7, 6))\n”, “sns.scatterplot(data=obs_df, x=’total_umis’,\n”, “ y=’unique_markers’,\n”, “ alpha=0.5, color=’teal’)\n”, “sns.regplot(data=obs_df, x=’total_umis’,\n”, “ y=’unique_markers’, scatter=False,\n”, “ color=’darkred’, ci=None)\n”, “\n”, “plt.title(‘Total UMIs vs. Unique Markers per Component’)\n”, “plt.xlabel(‘Total UMI Count’)\n”, “plt.ylabel(‘Unique Markers Count’)\n”, “plt.tight_layout()\n”, “plt.show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/”, “height”: 607 }, “id”: “6Paqr3u4Cbkk”, “outputId”: “7ad301da-3b2c-46ce-c704-a29dfb292387” }, “execution_count”: 54, “outputs”: [ { “output_type”: “display_data”, “data”: { “text/plain”: [ “<Figure size 700x600 with 1 Axes>” ], “image/png”: 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\n” }, “metadata”: {} } ] }, { “cell_type”: “markdown”, “source”: [ “Most abundant markers — aggregate straight over edgelist: \n” ], “metadata”: { “id”: “J9q1baOOCctu” } }, { “cell_type”: “code”, “source”: [ “marker_counts = conn.sql("""\n”, “ SELECT\n”, “ marker_1 AS marker,\n”, “ COUNT(*) AS total_edges\n”, “ FROM edgelist\n”, “ GROUP BY marker_1\n”, “ ORDER BY total_edges DESC\n”, “ LIMIT 15\n”, “""").df()\n”, “\n”, “plt.figure(figsize=(10, 6))\n”, “sns.barplot(data=marker_counts, x=’total_edges’, y=’marker’, hue=’marker’,\n”, “ palette=’viridis’, legend=False)\n”, “plt.title(‘Top 15 Most Abundant Surface Markers in Dataset’)\n”, “plt.xlabel(‘Edge (Observation) Count’)\n”, “plt.ylabel(‘Marker Name’)\n”, “plt.show()” ], “metadata”: { “colab”: { “base_uri”: “https://localhost:8080/”, “height”: 477 }, “id”: “JQ1XxPcbCeTO”, “outputId”: “c65a924c-8329-4b5d-d895-725188bcaff8” }, “execution_count”: 55, “outputs”: [ { “output_type”: “display_data”, “data”: { “text/plain”: [ “<Figure size 1000x600 with 1 Axes>” ], “image/png”: 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\n” }, “metadata”: {} } ] }, { “cell_type”: “markdown”, “source”: [ “Because DuckDB pushes the aggregation down into the database engine, this works even when edgelist has tens or hundreds of millions of rows — you never have to load the whole table into memory just to count markers.\n” ], “metadata”: { “id”: “L0hIeV6hCjw7” } }, { “cell_type”: “markdown”, “source”: [ “## From raw tables to real analysis\n”, “\n”, “Querying the .pxl file by hand is great for understanding the format (and for ad hoc debugging), but for real analysis workflows, you’ll generally want to let the official libraries do the heavy lifting:\n”, “\n”, “- Python : pixelator’s read_pna() loads the file into a PixelDataset, from which you can pull a ready-to-use AnnData object with .adata() — directly compatible with Scanpy for clustering, UMAP, and cell-type annotation.\n”, “- R : pixelatorR’s ReadPNA_Seurat() builds a Seurat object with a specialized PNAAssay5 that stores abundance data alongside spatial metrics and cell graphs — note that the edgelist itself isn’t duplicated into the Seurat object; it’s loaded on demand from the original .pxl file via LoadCellGraphs().\n”, “\n”, “Both tools layer the same four building blocks — adata, edgelist, layouts, and proximity — on top of the mainstream single-cell ecosystem, so your existing clustering and annotation skills transfer directly. The spatial and graph layers are what’s new, and now you know exactly where they live.\n”, “\n”, “## Summary\n”, “\n”, “A .pxl file isn’t a black box — it’s a DuckDB database with four main ingredients:\n”, “\n”, “1. adata — standard cell × marker abundance data, ready for Scanpy/Seurat\n”, “2. edgelist — the raw bipartite spatial graph of antibody-antibody adjacencies, one cell’s worth of edges at a time\n”, “3. layouts — precomputed 2D/3D coordinates for visualizing each cell’s surface network\n”, “4. proximity — per-cell statistics on marker self-clustering and co-localization, replacing MPX’s old polarization/colocalization scores\n”, “\n”, “Once you know those four pieces, you can query a .pxl file with plain SQL to answer almost any question before you ever load a full analysis pipeline — and you’ll understand exactly what pixelator and pixelatorR are doing for you under the hood.\n”, “\n”, “## References\n”, “\n”, “- Pixelgen Software Docs — Data Handling tutorial \n”, “- Pixelgen Software Docs — PXL File Format Reference \n”, “\n”, “\n” ], “metadata”: { “id”: “urXO5k1cwiRy” } } ] }