vincentsarago/requirements.txt

## requirements.txt
titiler.application==0.7.0
server-thread>=0.2.0
folium
httpx

## titiler.ipynb
{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "7c85a387",
   "metadata": {},
   "outputs": [],
   "source": [
    "from titiler.application.main import app\n",
    "from server_thread import ServerManager, ServerThread\n",
    "import httpx\n",
    "from folium import Map, TileLayer\n",
    "\n",
    "from IPython.display import Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "4f0eabcb",
   "metadata": {},
   "outputs": [],
   "source": [
    "key = \"0.0.0.0:8081\"\n",
    "if ServerManager.is_server_live(\"0.0.0.0:8081\"):\n",
    "    ServerManager.shutdown_server(\"0.0.0.0:8081\")\n",
    "    \n",
    "client = ServerThread(app, port=8081, host=\"0.0.0.0\")\n",
    "ServerManager.add_server(key, client)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "b85d6ecc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'ping': 'pong!'}"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "endpoint = \"http://0.0.0.0:8081\"\n",
    "\n",
    "\n",
    "# Check if endpoint is running\n",
    "httpx.get(f\"{endpoint}/healthz\").json()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "0de7d066",
   "metadata": {},
   "outputs": [],
   "source": [
    "cog_path = \"https://data.geo.admin.ch/ch.swisstopo.swissalti3d/swissalti3d_2019_2573-1085/swissalti3d_2019_2573-1085_0.5_2056_5728.tif\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "46eb0ca5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'bounds': [7.090624928537461,\n",
       "  45.916058441028206,\n",
       "  7.1035698381384185,\n",
       "  45.925093000254144],\n",
       " 'minzoom': 15,\n",
       " 'maxzoom': 18,\n",
       " 'band_metadata': [['1',\n",
       "   {'STATISTICS_COVARIANCES': '10685.98787505646',\n",
       "    'STATISTICS_EXCLUDEDVALUES': '-9999',\n",
       "    'STATISTICS_MAXIMUM': '2015.0944824219',\n",
       "    'STATISTICS_MEAN': '1754.471184271',\n",
       "    'STATISTICS_MINIMUM': '1615.8128662109',\n",
       "    'STATISTICS_SKIPFACTORX': '1',\n",
       "    'STATISTICS_SKIPFACTORY': '1',\n",
       "    'STATISTICS_STDDEV': '103.37305197708'}]],\n",
       " 'band_descriptions': [['1', '']],\n",
       " 'dtype': 'float32',\n",
       " 'nodata_type': 'Nodata',\n",
       " 'colorinterp': ['gray'],\n",
       " 'driver': 'GTiff',\n",
       " 'count': 1,\n",
       " 'nodata_value': -9999.0,\n",
       " 'width': 2000,\n",
       " 'height': 2000,\n",
       " 'overviews': [2, 4, 8]}"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "httpx.get(f\"{endpoint}/cog/info\", params={\"url\": cog_path}).json()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "eb60f40e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'1': {'min': 1615.815185546875,\n",
       "  'max': 2015.094482421875,\n",
       "  'mean': 1754.49072265625,\n",
       "  'count': 1048576.0,\n",
       "  'sum': 1839716864.0,\n",
       "  'std': 103.40494682173009,\n",
       "  'median': 1721.2724609375,\n",
       "  'majority': 1957.414794921875,\n",
       "  'minority': 1615.815185546875,\n",
       "  'unique': 812465.0,\n",
       "  'histogram': [[165709.0,\n",
       "    254204.0,\n",
       "    150889.0,\n",
       "    102835.0,\n",
       "    88631.0,\n",
       "    78677.0,\n",
       "    68163.0,\n",
       "    49590.0,\n",
       "    56651.0,\n",
       "    33227.0],\n",
       "   [1615.815185546875,\n",
       "    1655.7431640625,\n",
       "    1695.6710205078125,\n",
       "    1735.5989990234375,\n",
       "    1775.52685546875,\n",
       "    1815.454833984375,\n",
       "    1855.3828125,\n",
       "    1895.3106689453125,\n",
       "    1935.2386474609375,\n",
       "    1975.16650390625,\n",
       "    2015.094482421875]],\n",
       "  'valid_percent': 100.0,\n",
       "  'masked_pixels': 0.0,\n",
       "  'valid_pixels': 1048576.0,\n",
       "  'percentile_2': 1626.8169555664062,\n",
       "  'percentile_98': 1987.6614990234375}}"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "httpx.get(f\"{endpoint}/cog/statistics\", params={\"url\": cog_path}).json()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "19386fc5",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/vincentsarago/Dev/vincentsarago/rasterio/rasterio/io.py:140: NotGeoreferencedWarning: Dataset has no geotransform, gcps, or rpcs. The identity matrix will be returned.\n",
      "  return writer(mempath, 'w+', driver=driver, width=width,\n",
      "ERROR 4: `/vsimem/0063186d-21ba-4f1d-9b0a-4fd1ef6c0f0a/0063186d-21ba-4f1d-9b0a-4fd1ef6c0f0a.tif' not recognized as a supported file format.\n"
     ]
    },
    {
     "data": {
      "image/jpeg": 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\n",
      "text/plain": [
       "<IPython.core.display.Image object>"
      ]
     },
     "execution_count": 8,
     "metadata": {
      "image/jpeg": {
       "width": 300
      }
     },
     "output_type": "execute_result"
    }
   ],
   "source": [
    "img = httpx.get(\n",
    "    f\"{endpoint}/cog/preview\",\n",
    "    params={\n",
    "        \"url\": cog_path,\n",
    "        \"rescale\":\"1600,2100\",\n",
    "        \"colormap_name\":\"terrain\"\n",
    "    }\n",
    ")\n",
    "Image(img.content, width=300)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "d60eb5ce",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "{'tilejson': '2.2.0', 'version': '1.0.0', 'scheme': 'xyz', 'tiles': ['http://0.0.0.0:8081/cog/tiles/WebMercatorQuad/{z}/{x}/{y}@1x?url=swissalti3d_2019_2573-1085_0.5_2056_5728.tif&rescale=1600%2C2000&colormap_name=terrain'], 'minzoom': 15, 'maxzoom': 18, 'bounds': [7.090624928537461, 45.916058441028206, 7.1035698381384185, 45.925093000254144], 'center': [7.09709738333794, 45.920575720641175, 15]}\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div style=\"width:100%;\"><div style=\"position:relative;width:100%;height:0;padding-bottom:60%;\"><span style=\"color:#565656\">Make this Notebook Trusted to load map: File -> Trust Notebook</span><iframe src=\"about:blank\" style=\"position:absolute;width:100%;height:100%;left:0;top:0;border:none !important;\" 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onload=\"this.contentDocument.open();this.contentDocument.write(    decodeURIComponent(this.getAttribute('data-html')));this.contentDocument.close();\" allowfullscreen webkitallowfullscreen mozallowfullscreen></iframe></div></div>"
      ],
      "text/plain": [
       "<folium.folium.Map at 0x153cf80a0>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "r = httpx.get(\n",
    "    f\"{endpoint}/cog/tilejson.json\",\n",
    "    params = {\n",
    "        \"url\": cog_path,\n",
    "        \"rescale\": \"1600,2000\",  # from the info endpoint\n",
    "        \"colormap_name\": \"terrain\",\n",
    "    }\n",
    ").json()\n",
    "print(r)\n",
    "\n",
    "bounds = r[\"bounds\"]\n",
    "m = Map(\n",
    "    location=((bounds[1] + bounds[3]) / 2,(bounds[0] + bounds[2]) / 2),\n",
    "    zoom_start=r[\"minzoom\"]\n",
    ")\n",
    "\n",
    "aod_layer = TileLayer(\n",
    "    tiles=r[\"tiles\"][0],\n",
    "    opacity=1,\n",
    "    attr=\"Yo!!\"\n",
    ")\n",
    "aod_layer.add_to(m)\n",
    "m"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "b3e74243",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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