WebHooks

The WebHooks page allows you to send an HTTP POST to any URL every time a plate is received or an alert is triggered. The POST body contains the license plate data.

Once “Destination URL” has been set, the WebHooks can be tested. Once a test is passed, a result panel will show up and display the test results.

The user also receives a notification if the test is unsuccessful. Example webhook response for an alprgroup (plate)

{
  "data_type": "alpr_group",
  "version": 3,
  "epoch_start": 1630695225730,
  "epoch_end": 1630695228730,
  "frame_start": 216,
  "frame_end": 236,
  "company_id": "86d3faaa-85c0-4e71-97c3-427da0ba230f",
  "agent_uid": "TESTTESTTESTTESTTESTTESTTESTTESTTESTTEST",
  "agent_version": "4.1.1",
  "agent_type": "alprd",
  "camera_id": 1000,
  "gps_latitude": 39.0391,
  "gps_longitude": -77.0173,
  "country": "us",
  "uuids": [
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927504",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927553",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927709",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927758",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927807",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927855",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927904",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927952",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928001",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928061",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928109",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928157",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928206",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928255",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928304",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928402",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928461",
    "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675928510"
  ],
  "vehicle_path": [
    {
      "x": 204,
      "y": 130,
      "w": 739,
      "h": 454,
      "t": -48,
      "f": -1
    },
    {
      "x": 192,
      "y": 117,
      "w": 706,
      "h": 442,
      "t": 49,
      "f": 0
    },
    {
      "x": 222,
      "y": 83,
      "w": 588,
      "h": 422,
      "t": 205,
      "f": 4
    },
    {
      "x": 219,
      "y": 86,
      "w": 577,
      "h": 402,
      "t": 254,
      "f": 5
    },
    {
      "x": 219,
      "y": 81,
      "w": 541,
      "h": 389,
      "t": 303,
      "f": 6
    },
    {
      "x": 228,
      "y": 66,
      "w": 493,
      "h": 371,
      "t": 448,
      "f": 8
    },
    {
      "x": 233,
      "y": 68,
      "w": 454,
      "h": 346,
      "t": 497,
      "f": 10
    },
    {
      "x": 236,
      "y": 63,
      "w": 417,
      "h": 329,
      "t": 605,
      "f": 12
    },
    {
      "x": 237,
      "y": 48,
      "w": 403,
      "h": 339,
      "t": 653,
      "f": 13
    },
    {
      "x": 240,
      "y": 44,
      "w": 384,
      "h": 322,
      "t": 751,
      "f": 14
    },
    {
      "x": 236,
      "y": 42,
      "w": 362,
      "h": 312,
      "t": 800,
      "f": 16
    },
    {
      "x": 241,
      "y": 39,
      "w": 324,
      "h": 291,
      "t": 957,
      "f": 18
    },
    {
      "x": 239,
      "y": 47,
      "w": 312,
      "h": 255,
      "t": 1102,
      "f": 20
    },
    {
      "x": 265,
      "y": 40,
      "w": 234,
      "h": 221,
      "t": 1297,
      "f": 26
    },
    {
      "x": 265,
      "y": 34,
      "w": 220,
      "h": 198,
      "t": 1502,
      "f": 30
    },
    {
      "x": 268,
      "y": 37,
      "w": 208,
      "h": 173,
      "t": 1756,
      "f": 32
    },
    {
      "x": 276,
      "y": 37,
      "w": 190,
      "h": 147,
      "t": 1853,
      "f": 37
    },
    {
      "x": 281,
      "y": 35,
      "w": 173,
      "h": 132,
      "t": 2155,
      "f": 40
    },
    {
      "x": 280,
      "y": 32,
      "w": 168,
      "h": 101,
      "t": 2349,
      "f": 47
    },
    {
      "x": 263,
      "y": 21,
      "w": 194,
      "h": 89,
      "t": 2699,
      "f": 53
    },
    {
      "x": 305,
      "y": 32,
      "w": 148,
      "h": 70,
      "t": 2905,
      "f": 55
    }
  ],
  "plate_indexes": [
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0,
    0
  ],
  "candidates": [
    {
      "plate": "2BH376",
      "confidence": 93.25465393,
      "matches_template": 1
    }
  ],
  "best_plate": {
    "plate": "2BH376",
    "confidence": 93.25465393,
    "matches_template": 1,
    "plate_index": 0,
    "region": "us-ma",
    "region_confidence": 98,
    "processing_time_ms": 5.85926723,
    "requested_topn": 10,
    "coordinates": [
      {
        "x": 601,
        "y": 294
      },
      {
        "x": 656,
        "y": 284
      },
      {
        "x": 659,
        "y": 313
      },
      {
        "x": 605,
        "y": 325
      }
    ],
    "plate_crop_jpeg": "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",
    "vehicle_region": {
      "x": 222,
      "y": 74,
      "width": 522,
      "height": 386
    },
    "vehicle_detected": true,
    "candidates": [
      {
        "plate": "2BH376",
        "confidence": 93.25465393,
        "matches_template": 1
      }
    ]
  },
  "best_confidence": 93.25465393,
  "best_plate_number": "2BH376",
  "best_region": "us-ma",
  "best_region_confidence": 84.06666565,
  "matches_template": true,
  "plate_path": [
    {
      "x": 796,
      "y": 368,
      "w": 54,
      "h": 11,
      "t": 0,
      "f": 0
    },
    {
      "x": 775,
      "y": 353,
      "w": 49,
      "h": 21,
      "t": 49,
      "f": 1
    },
    {
      "x": 672,
      "y": 324,
      "w": 56,
      "h": 14,
      "t": 205,
      "f": 4
    },
    {
      "x": 658,
      "y": 314,
      "w": 53,
      "h": 16,
      "t": 254,
      "f": 5
    },
    {
      "x": 617,
      "y": 300,
      "w": 61,
      "h": 19,
      "t": 303,
      "f": 6
    },
    {
      "x": 601,
      "y": 294,
      "w": 58,
      "h": 19,
      "t": 351,
      "f": 7
    },
    {
      "x": 569,
      "y": 278,
      "w": 59,
      "h": 20,
      "t": 400,
      "f": 8
    },
    {
      "x": 552,
      "y": 271,
      "w": 63,
      "h": 21,
      "t": 448,
      "f": 9
    },
    {
      "x": 528,
      "y": 258,
      "w": 59,
      "h": 24,
      "t": 497,
      "f": 10
    },
    {
      "x": 515,
      "y": 253,
      "w": 58,
      "h": 20,
      "t": 557,
      "f": 11
    },
    {
      "x": 493,
      "y": 240,
      "w": 58,
      "h": 20,
      "t": 605,
      "f": 12
    },
    {
      "x": 480,
      "y": 234,
      "w": 60,
      "h": 22,
      "t": 653,
      "f": 13
    },
    {
      "x": 459,
      "y": 220,
      "w": 59,
      "h": 23,
      "t": 702,
      "f": 14
    },
    {
      "x": 454,
      "y": 215,
      "w": 55,
      "h": 23,
      "t": 751,
      "f": 15
    },
    {
      "x": 438,
      "y": 205,
      "w": 56,
      "h": 22,
      "t": 800,
      "f": 16
    },
    {
      "x": 419,
      "y": 189,
      "w": 50,
      "h": 21,
      "t": 898,
      "f": 18
    },
    {
      "x": 409,
      "y": 185,
      "w": 57,
      "h": 21,
      "t": 957,
      "f": 19
    },
    {
      "x": 400,
      "y": 173,
      "w": 51,
      "h": 22,
      "t": 1006,
      "f": 20
    }
  ],
  "vehicle_crop_jpeg": 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",
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",
  "best_uuid": "63PHH1MHEXF9U245NFI66RGPUXTQEREKAJI7K44Y-177622-1627675927855",
  "best_uuid_epoch_ms": 1627675927855,
  "best_image_width": 1280,
  "best_image_height": 720,
  "travel_direction": 296.55792236,
  "is_parked": false,
  "is_preview": false,
  "vehicle_signature": "1h_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",
  "vehicle": {
    "color": [
      {
        "name": "white",
        "confidence": 99.14266968
      },
      {
        "name": "red",
        "confidence": 0.24653569
      },
      {
        "name": "blue",
        "confidence": 0.24622858
      },
      {
        "name": "silver-gray",
        "confidence": 0.22443284
      },
      {
        "name": "black",
        "confidence": 0.0531255
      }
    ],
    "make": [
      {
        "name": "bmw",
        "confidence": 99.99908447
      },
      {
        "name": "honda",
        "confidence": 0.00026897
      },
      {
        "name": "ford",
        "confidence": 0.00019697
      },
      {
        "name": "dodge",
        "confidence": 0.00009654
      },
      {
        "name": "nissan",
        "confidence": 0.00008901
      }
    ],
    "make_model": [
      {
        "name": "bmw_x3",
        "confidence": 99.60665131
      },
      {
        "name": "bmw_x4",
        "confidence": 0.35377735
      },
      {
        "name": "bmw_x5",
        "confidence": 0.01494939
      },
      {
        "name": "bmw_x1",
        "confidence": 0.0146531
      },
      {
        "name": "bmw_x6",
        "confidence": 0.00233917
      }
    ],
    "body_type": [
      {
        "name": "suv-crossover",
        "confidence": 99.89404297
      },
      {
        "name": "suv-standard",
        "confidence": 0.05758071
      },
      {
        "name": "sedan-compact",
        "confidence": 0.01957944
      },
      {
        "name": "sedan-standard",
        "confidence": 0.01390838
      },
      {
        "name": "motorcycle",
        "confidence": 0.00853274
      }
    ],
    "year": [
      {
        "name": "2010-2014",
        "confidence": 90.33842468
      },
      {
        "name": "2015-2019",
        "confidence": 9.55992126
      },
      {
        "name": "2005-2009",
        "confidence": 0.09393937
      },
      {
        "name": "2000-2004",
        "confidence": 0.00370357
      },
      {
        "name": "1990-1994",
        "confidence": 0.00198262
      }
    ],
    "orientation": [
      {
        "name": "225",
        "confidence": 99.82516479
      },
      {
        "name": "180",
        "confidence": 0.12798761
      },
      {
        "name": "135",
        "confidence": 0.01702297
      },
      {
        "name": "45",
        "confidence": 0.01119112
      },
      {
        "name": "0",
        "confidence": 0.00814719
      }
    ],
    "missing_plate": [
      {
        "name": "no",
        "confidence": 99.99997711
      },
      {
        "name": "yes",
        "confidence": 0.00002248
      }
    ],
    "is_vehicle": [
      {
        "name": "yes",
        "confidence": 99.99925232
      },
      {
        "name": "no",
        "confidence": 0.000748
      }
    ]
  },
  "web_server_config": {
    "camera_label": "unnamed",
    "agent_label": "unnamed"
  },
  "direction_of_travel_id": -1
}

Here is an example of webhook results for a plate alert:

{
  "data_type": "alpr_alert",
  "version": 1,
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