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@@ -0,0 +1,2093 @@
+{
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+ {
+ "cell_type": "markdown",
+ "id": "2820cd08",
+ "metadata": {},
+ "source": [
+ "## Predicted Building Damage: Venezuela Earthquakes (Catia La Mar) 2026\n",
+ "\n",
+ "Following the June 2026 earthquakes near [Catia La Mar](https://en.wikipedia.org/wiki/Catia_La_Mar), Venezuela, the [Microsoft AI for Good Lab](https://www.microsoft.com/en-us/research/group/ai-for-good-research-lab/) ran their building-damage-assessment models over satellite imagery captured on 25 June 2026. The result is a set of building footprints, each with a *predicted damage* assessment, across the affected area.\n",
+ "\n",
+ "This notebook explores the [`predicted-damage-venezuela-2026`](https://planetarycomputer.microsoft.com/dataset/predicted-damage-venezuela-2026) collection on the Planetary Computer. Unlike most collections, the data is published as a single **collection-level asset**: a [GeoPackage](https://www.geopackage.org/) of building footprints and their predicted damage. We'll open the STAC collection, inspect that asset, read it into a `geopandas.GeoDataFrame`, and explore the resulting table.\n",
+ "\n",
+ "The collection mirrors the [Venezuela Earthquakes: Building Damage Assessment in Catia La Mar](https://data.humdata.org/dataset/venezuela-earthquakes-catia-la-mar) dataset on the Humanitarian Data Exchange (HDX) and is made available under the [CC-BY-4.0](https://creativecommons.org/licenses/by/4.0/) license.\n",
+ "\n",
+ "> **Caveat:** the source imagery has orthorectification quality issues, which may cause footprints to be slightly misaligned with other basemaps."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 16,
+ "id": "24b2a986",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import tempfile\n",
+ "\n",
+ "import fsspec\n",
+ "import geopandas\n",
+ "import matplotlib.pyplot as plt\n",
+ "import planetary_computer\n",
+ "import pystac_client"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "7513003c",
+ "metadata": {},
+ "source": [
+ "### Data access\n",
+ "\n",
+ "The datasets hosted by the Planetary Computer live in [Azure Blob Storage](https://learn.microsoft.com/azure/storage/blobs/). We use [`pystac-client`](https://pystac-client.readthedocs.io/) to open the [STAC API](https://planetarycomputer.microsoft.com/api/stac/v1) and pass `modifier=planetary_computer.sign_inplace` so that asset hrefs are automatically [signed](https://planetarycomputer.microsoft.com/docs/concepts/sas/) with a short-lived token. That token is what lets us read the data out of the Planetary Computer's private blob container."
+ ]
+ },
+ {
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+ "execution_count": 12,
+ "id": "a50d5a49",
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+ " description \n",
+ " \"Following the June 2026 earthquakes that struck Catia La Mar, Venezuela, the [Microsoft AI for Good Lab](AI For Good Lab - Microsoft Research) ran their building damage assessment AI models to map and classify the buildings affected by the earthquakes. The models were applied to satellite imagery captured on 25 June 2026, producing building footprints with predicted damage across the affected area.\n",
+ " \n",
+ "This collection mirrors the [Venezuela Earthquakes: Building Damage Assessment in Catia La Mar](https://data.humdata.org/dataset/venezuela-earthquakes-catia-la-mar) dataset published on the Humanitarian Data Exchange (HDX) by the Microsoft AI for Good Lab and made available under the [Creative Commons Attribution 4.0 International (CC-BY-4.0)](https://creativecommons.org/licenses/by/4.0/) license.\n",
+ " \n",
+ "## Methodology\n",
+ " \n",
+ "The Microsoft AI for Good Lab ran their damage assessment AI models on satellite images taken 25 June 2026 and have mapped out the affected buildings.\n",
+ " \n",
+ "## Caveats\n",
+ " \n",
+ "Please note that the source imagery has orthorectification quality issues, which may cause building footprints to be misaligned with existing basemaps.\" \n",
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+ " \"2026-06-25T00:00:00Z\" \n",
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+ " \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " license \n",
+ " \"CC-BY-4.0\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " keywords [] 7 items \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " \"Venezuela\" \n",
+ " \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " \n",
+ " \n",
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+ " 1 \n",
+ " \"Catia La Mar\" \n",
+ " \n",
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+ " \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " \"Earthquake\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " 3 \n",
+ " \"Building damage\" \n",
+ " \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " 4 \n",
+ " \"Damage assessment\" \n",
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+ " \n",
+ " \n",
+ " \n",
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+ " \n",
+ " \n",
+ " 5 \n",
+ " \"Buildings\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " \n",
+ " 6 \n",
+ " \"Microsoft AI for Good Lab\" \n",
+ " \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " providers [] 2 items \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " name \n",
+ " \"Microsoft AI for Good Lab\" \n",
+ " \n",
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+ " \n",
+ " \n",
+ " \n",
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+ " roles [] 2 items \n",
+ " \n",
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+ " \"producer\" \n",
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+ " url \n",
+ " \"https://www.microsoft.com/en-us/research/group/ai-for-good-research-lab/\" \n",
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+ " \"Microsoft\" \n",
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+ " roles [] 2 items \n",
+ " \n",
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+ " \"host\" \n",
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+ " \"processor\" \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " url \n",
+ " \"https://planetarycomputer.microsoft.com\" \n",
+ " \n",
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+ " \n",
+ " \n",
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+ " \n",
+ " data \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " href \n",
+ " \"https://ai4edataeuwest.blob.core.windows.net/ai4good/venezuela2026/predicted_damage_catia_la_mar_footprints.gpkg?st=2026-06-25T18%3A34%3A43Z&se=2026-06-26T19%3A19%3A43Z&sp=rl&sv=2025-07-05&sr=c&skoid=9c8ff44a-6a2c-4dfb-b298-1c9212f64d9a&sktid=72f988bf-86f1-41af-91ab-2d7cd011db47&skt=2026-06-26T18%3A25%3A14Z&ske=2026-07-03T18%3A25%3A14Z&sks=b&skv=2025-07-05&sig=iiyHPg17T4%2Bgg4CQeJ35QzhYJ17CimI5i7y1RRAoRCI%3D\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " type \n",
+ " \"application/geopackage+sqlite3\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " title \n",
+ " \"Predicted building damage footprints\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " description \n",
+ " \"GeoPackage of building footprints with predicted earthquake damage for Catia La Mar, Venezuela.\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " table:storage_options \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " account_name \n",
+ " \"ai4edataeuwest\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
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+ " roles [] 1 items \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " \"data\" \n",
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+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " thumbnail \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " href \n",
+ " \"https://ai4edatasetspublicassets.blob.core.windows.net/assets/pc_thumbnails/venezuela2026.png\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " type \n",
+ " \"image/png\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " title \n",
+ " \"Predicted Building Damage Thumbnail\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " roles [] 1 items \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " \"thumbnail\" \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ ""
+ ]
+ },
+ "execution_count": 12,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "catalog = pystac_client.Client.open(\n",
+ " \"https://planetarycomputer.microsoft.com/api/stac/v1\",\n",
+ " modifier=planetary_computer.sign_inplace,\n",
+ ")\n",
+ "collection = catalog.get_collection(\"predicted-damage-venezuela-2026\")\n",
+ "collection"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "eaef26f9",
+ "metadata": {},
+ "source": [
+ "### The collection-level data asset\n",
+ "\n",
+ "Most collections attach their data to individual STAC *items*. This collection instead exposes its data through a single **collection-level asset** named `data`. Let's see what that asset tells us."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "f40f3232",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "href: https://ai4edataeuwest.blob.core.windows.net/ai4good/venezuela2026/predicted_damage_catia_la_mar_footprints.gpkg\n",
+ "media type: application/geopackage+sqlite3\n",
+ "roles: ['data']\n",
+ "title: Predicted building damage footprints\n",
+ "description: GeoPackage of building footprints with predicted earthquake damage for Catia La Mar, Venezuela.\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "{'table:storage_options': {'account_name': 'ai4edataeuwest'}}"
+ ]
+ },
+ "execution_count": 13,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "asset = collection.assets[\"data\"]\n",
+ "\n",
+ "print(\"href: \", asset.href.split(\"?\")[0])\n",
+ "print(\"media type: \", asset.media_type)\n",
+ "print(\"roles: \", asset.roles)\n",
+ "print(\"title: \", asset.title)\n",
+ "print(\"description: \", asset.description)\n",
+ "asset.extra_fields"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c0590354",
+ "metadata": {},
+ "source": [
+ "The collection uses the STAC [table](https://github.com/stac-extensions/table) extension to advertise its tabular schema. The published `table:columns` only documents the geometry column, so we'll discover the full set of attribute columns by reading the file itself."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "75b20653",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "[{'name': 'geometry',\n",
+ " 'type': 'byte_array',\n",
+ " 'description': 'Building footprint polygons'}]"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "collection.extra_fields.get(\"table:columns\")"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "968aef88",
+ "metadata": {},
+ "source": [
+ "### Reading the GeoPackage\n",
+ "\n",
+ "A GeoPackage is a single [SQLite](https://www.sqlite.org/) database file. Unlike a Parquet dataset it can't be efficiently range-read in place through GDAL's `/vsicurl/`, so we download the file (about 7.5 MB) to a local path with [`fsspec`](https://filesystem-spec.readthedocs.io/) and open it with `geopandas`. Because `asset.href` was already signed by our `sign_inplace` modifier, `fsspec` can fetch it directly."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 17,
+ "id": "24f4c80d",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "30,761 building footprints\n",
+ "CRS: EPSG:32619\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
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+ " \n",
+ " id \n",
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+ " damage_pct_10m \n",
+ " damage_pct_20m \n",
+ " damaged \n",
+ " unknown_pct \n",
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+ ],
+ "text/plain": [
+ " id damage_pct_0m damage_pct_10m damage_pct_20m damaged unknown_pct \\\n",
+ "0 0 0.0 0.0 0.0 0 0.0 \n",
+ "1 1 0.0 0.0 0.0 0 0.0 \n",
+ "2 2 0.0 0.0 0.0 0 0.0 \n",
+ "3 3 0.0 0.0 0.0 0 0.0 \n",
+ "4 4 0.0 0.0 0.0 0 0.0 \n",
+ "\n",
+ " geometry \n",
+ "0 MULTIPOLYGON (((710092.494 1168126.764, 710099... \n",
+ "1 MULTIPOLYGON (((710083.254 1168141.343, 710089... \n",
+ "2 MULTIPOLYGON (((710093.315 1168144.58, 710096.... \n",
+ "3 MULTIPOLYGON (((710092.207 1168146.808, 710096... \n",
+ "4 MULTIPOLYGON (((710089.598 1168149.193, 710090... "
+ ]
+ },
+ "execution_count": 17,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "local_path = f\"{tempfile.gettempdir()}/predicted_damage_catia_la_mar_footprints.gpkg\"\n",
+ "with fsspec.open(asset.href) as remote, open(local_path, \"wb\") as local:\n",
+ " local.write(remote.read())\n",
+ "\n",
+ "gdf = geopandas.read_file(local_path)\n",
+ "\n",
+ "print(f\"{len(gdf):,} building footprints\")\n",
+ "print(\"CRS:\", gdf.crs)\n",
+ "gdf.head()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "a9c07d4e",
+ "metadata": {},
+ "source": [
+ "### Exploring the attribute table\n",
+ "\n",
+ "Each row is one building footprint (a `MultiPolygon`) together with the model's predicted-damage attributes:\n",
+ "\n",
+ "| Column | Meaning |\n",
+ "| --- | --- |\n",
+ "| `id` | Unique integer identifier for the footprint. |\n",
+ "| `damage_pct_0m` | Predicted fraction (0–1) of the footprint classified as damaged. |\n",
+ "| `damage_pct_10m` | Same prediction, measured against the footprint buffered outward by 10 m. |\n",
+ "| `damage_pct_20m` | Same prediction, measured against the footprint buffered outward by 20 m. |\n",
+ "| `damaged` | Binary flag: `1` = predicted damaged, `0` = not. |\n",
+ "| `unknown_pct` | Fraction (0–1) of the footprint with an undetermined classification. |\n",
+ "\n",
+ "The three `damage_pct_*` columns evaluate the prediction against progressively larger buffers around each footprint, which helps absorb the slight footprint/imagery misalignment noted in the caveat above."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 18,
+ "id": "e3d4f0aa",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "\n",
+ "RangeIndex: 30761 entries, 0 to 30760\n",
+ "Data columns (total 7 columns):\n",
+ " # Column Non-Null Count Dtype \n",
+ "--- ------ -------------- ----- \n",
+ " 0 id 30761 non-null int64 \n",
+ " 1 damage_pct_0m 30761 non-null float64 \n",
+ " 2 damage_pct_10m 30761 non-null float64 \n",
+ " 3 damage_pct_20m 30761 non-null float64 \n",
+ " 4 damaged 30761 non-null int64 \n",
+ " 5 unknown_pct 30761 non-null float64 \n",
+ " 6 geometry 30761 non-null geometry\n",
+ "dtypes: float64(4), geometry(1), int64(2)\n",
+ "memory usage: 1.6 MB\n"
+ ]
+ }
+ ],
+ "source": [
+ "gdf.info()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 19,
+ "id": "7ac110b7",
+ "metadata": {},
+ "outputs": [
+ {
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+ ],
+ "text/plain": [
+ " id damage_pct_0m damage_pct_10m damage_pct_20m \\\n",
+ "count 30761.000000 30761.000000 30761.000000 30761.000000 \n",
+ "mean 15380.000000 0.168678 0.165920 0.163155 \n",
+ "std 8880.080152 0.335758 0.277154 0.242305 \n",
+ "min 0.000000 0.000000 0.000000 0.000000 \n",
+ "25% 7690.000000 0.000000 0.000000 0.000000 \n",
+ "50% 15380.000000 0.000000 0.003631 0.043475 \n",
+ "75% 23070.000000 0.065831 0.219206 0.232215 \n",
+ "max 30760.000000 1.000000 1.000000 1.000000 \n",
+ "\n",
+ " damaged unknown_pct \n",
+ "count 30761.000000 30761.000000 \n",
+ "mean 0.296934 0.062442 \n",
+ "std 0.456915 0.238094 \n",
+ "min 0.000000 0.000000 \n",
+ "25% 0.000000 0.000000 \n",
+ "50% 0.000000 0.000000 \n",
+ "75% 1.000000 0.000000 \n",
+ "max 1.000000 1.000000 "
+ ]
+ },
+ "execution_count": 19,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "gdf.drop(columns=\"geometry\").describe()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "d86482d5",
+ "metadata": {},
+ "source": [
+ "How many buildings did the model flag as damaged? The `damaged` column gives a simple binary breakdown."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 20,
+ "id": "c78ab86e",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " buildings \n",
+ " percent \n",
+ " \n",
+ " \n",
+ " damaged \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " not damaged \n",
+ " 21627 \n",
+ " 70.3 \n",
+ " \n",
+ " \n",
+ " damaged \n",
+ " 9134 \n",
+ " 29.7 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
"
+ ],
+ "text/plain": [
+ " buildings percent\n",
+ "damaged \n",
+ "not damaged 21627 70.3\n",
+ "damaged 9134 29.7"
+ ]
+ },
+ "execution_count": 20,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "counts = gdf[\"damaged\"].value_counts().rename({0: \"not damaged\", 1: \"damaged\"})\n",
+ "summary = counts.to_frame(\"buildings\")\n",
+ "summary[\"percent\"] = (summary[\"buildings\"] / len(gdf) * 100).round(1)\n",
+ "summary"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "75066bb0",
+ "metadata": {},
+ "source": [
+ "### Footprint size\n",
+ "\n",
+ "The data is in a projected CRS (`EPSG:32619`, UTM zone 19N), so geometry units are meters and we can compute each footprint's area in m² directly."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 21,
+ "id": "892cf204",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "count 30761.0\n",
+ "mean 98.6\n",
+ "std 364.5\n",
+ "min 0.1\n",
+ "25% 30.8\n",
+ "50% 56.2\n",
+ "75% 99.1\n",
+ "max 41996.4\n",
+ "Name: footprint_area_m2, dtype: float64"
+ ]
+ },
+ "execution_count": 21,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "gdf[\"footprint_area_m2\"] = gdf.geometry.area\n",
+ "gdf[\"footprint_area_m2\"].describe().round(1)"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c2ad0c4b",
+ "metadata": {},
+ "source": [
+ "### Visualizing the predicted damage\n",
+ "\n",
+ "Finally, a couple of quick overview maps to see the spatial pattern of the predictions. First, the footprints flagged as `damaged` (red) against the rest (gray)."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 22,
+ "id": "5e661175",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "from matplotlib.patches import Patch\n",
+ "\n",
+ "fig, ax = plt.subplots(figsize=(10, 10))\n",
+ "gdf[gdf[\"damaged\"] == 0].plot(ax=ax, color=\"lightgray\", linewidth=0)\n",
+ "gdf[gdf[\"damaged\"] == 1].plot(ax=ax, color=\"crimson\", linewidth=0)\n",
+ "ax.legend(\n",
+ " handles=[\n",
+ " Patch(color=\"lightgray\", label=\"not damaged\"),\n",
+ " Patch(color=\"crimson\", label=\"damaged\"),\n",
+ " ],\n",
+ " loc=\"upper right\",\n",
+ ")\n",
+ "ax.set_title(\"Predicted building damage — Catia La Mar, Venezuela\")\n",
+ "ax.set_axis_off()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "3c41ddc6",
+ "metadata": {},
+ "source": [
+ "We can also map the continuous `damage_pct_20m` score to see *how* damaged each building is predicted to be, rather than just the binary flag."
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "id": "221ec336",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "fig, ax = plt.subplots(figsize=(10, 10))\n",
+ "gdf.plot(\n",
+ " column=\"damage_pct_20m\",\n",
+ " cmap=\"magma_r\",\n",
+ " legend=True,\n",
+ " legend_kwds={\"label\": \"Predicted damaged fraction (20 m buffer)\", \"shrink\": 0.5},\n",
+ " linewidth=0,\n",
+ " ax=ax,\n",
+ ")\n",
+ "ax.set_title(\"Predicted damaged fraction per building\")\n",
+ "ax.set_axis_off()"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "3fe8338d",
+ "metadata": {},
+ "source": [
+ "### Next steps\n",
+ "\n",
+ "- Read the [dataset overview](https://planetarycomputer.microsoft.com/dataset/predicted-damage-venezuela-2026) for the full methodology and caveats.\n",
+ "- See the [Reading tabular data](https://planetarycomputer.microsoft.com/docs/quickstarts/reading-tabular-data/) quickstart for more on working with tabular datasets on the Planetary Computer.\n",
+ "- Cross-reference these footprints with imagery collections (e.g. [Sentinel-2 L2A](https://planetarycomputer.microsoft.com/dataset/sentinel-2-l2a)) to inspect the affected area around the earthquakes."
+ ]
+ }
+ ],
+ "metadata": {
+ "kernelspec": {
+ "display_name": "pcexamples",
+ "language": "python",
+ "name": "python3"
+ },
+ "language_info": {
+ "codemirror_mode": {
+ "name": "ipython",
+ "version": 3
+ },
+ "file_extension": ".py",
+ "mimetype": "text/x-python",
+ "name": "python",
+ "nbconvert_exporter": "python",
+ "pygments_lexer": "ipython3",
+ "version": "3.12.11"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}