Bing Copilot API

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    "engine": "bing_copilot",
    "q": "GDP by country, table"
  },
  "header": "The United States has the largest nominal GDP at $27.72 trillion, followed by China at $17.79 trillion, with Germany, Japan, and India rounding out the top five.",
  "header_video": {
    "title": "GDP by Country (1960–2025): Global Economic Growth",
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    "channel": "Alien Art Maps",
    "views": "2.1K views",
    "published": "5 months ago"
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  "text_blocks": [
    {
      "type": "heading",
      "snippet": "Top 20 Countries by Nominal GDP Worldometer+1",
      "level": 2,
      "snippet_links": [
        { "text": "Top 20 Countries by Nominal GDP", "link": "https://www.worldometers.info/gdp/gdp-by-country/" }
      ],
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    },
    {
      "type": "table",
      "headers": [
        "Rank", "Country", "GDP (USD)", "GDP Growth", "Population", "GDP per Capita", "Share of World GDP"
      ],
      "table": [
        ["1", "United States", "$27,720,700,000,000", "2.89%", "343,477,335", "$80,706", "26.11%"],
        ["2", "China", "$17,794,800,000,000", "5.25%", "1,422,584,933", "$12,509", "16.76%"],
        ...
      ],
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        {"rank": "1", "country": "United States", "gdp_usd": "$27,720,700,000,000", "gdp_growth": "2.89%", "population": "343,477,335", "gdp_per_capita": "$80,706", "share_of_world_gdp": "26.11%"},
        {"rank": "2", "country": "China", "gdp_usd": "$17,794,800,000,000", "gdp_growth": "5.25%", "population": "1,422,584,933", "gdp_per_capita": "$12,509", "share_of_world_gdp": "16.76%"},
        ...
      ]
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      "list": [
        {
          "snippet": "Nominal GDP values represent the total market value of goods and services produced, calculated at official exchange rates.",
          "snippet_highlighted_words": ["Nominal GDP", "calculated at official exchange rates"]
        },
        {
          "snippet": "GDP per capita indicates the average economic output per person. Higher values usually correlate with higher living standards.",
          "snippet_highlighted_words": ["GDP per capita"]
        },
        {
          "snippet": "These figures are compiled from World Bank, UN, and other statistical agencies 2.",
          "snippet_links": [
            { "text": "These figures are compiled from World Bank, UN, and other statistical agencies", "link": "https://www.worldometers.info/gdp/gdp-by-country/" }
          ],
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        }
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    },
    {
      "type": "paragraph",
      "snippet": "You can access a full global table of countries ranked by GDP here: Wikipedia: List of countries by GDP (nominal)Wikipedia .",
      "snippet_links": [
        { "text": "You can access a full global table of countries ranked by GDP here: Wikipedia: List of countries by GDP (nominal)", "link": "https://en.wikipedia.org/wiki/List_of_countries_by_GDP_%28nominal%29" }
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      "snippet_highlighted_words": ["full global table of countries ranked by GDP"],
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    { "index": 1, "title": "GDP by Country - Worldometer", "link": "https://www.worldometers.info/gdp/gdp-by-country/", "snippet": "Countries in the world ranked by Gross Domestic Product (GDP). ...", "source": "Worldometer" },
    { "index": 2, "title": "GDP - Countries - List - TRADING ECONOMICS", "link": "https://tradingeconomics.com/country-list/gdp", "snippet": "This page provides values for GDP reported in several countries. ...", "source": "TRADING ECONOMICS" }
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    "q": "python bubble sort example"
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  "header_video": {
    "title": "Bubble Sort in Python – Step-by-Step Explanation #python #bubblesort (Python for beginners)",
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    "duration": "1:34",
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    "channel": "AshMit Academy",
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    "published": "7 months ago"
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    {
      "type": "paragraph",
      "snippet": "Bubble Sort is a simple sorting algorithm that repeatedly steps through the list, compares adjacent elements, and swaps them if they are in the wrong order. This process is repeated until the list is sorted."
    },
    {
      "type": "code_block",
      "language": "python",
      "code": "# Python implementation of Bubble Sort

def bubble_sort(arr):
    n = len(arr)
    for i in range(n):
        # Track if any swaps are made during this pass
        swapped = False
        # Last i elements are already in place
        for j in range(0, n - i - 1):
            if arr[j] > arr[j + 1]:
                # Swap if elements are in wrong order
                arr[j], arr[j + 1] = arr[j + 1], arr[j]
                swapped = True
        # If no two elements were swapped, the array is already sorted
        if not swapped:
            break
    return arr

# Usage example
if __name__ == "__main__":
    sample_list = [64, 34, 25, 12, 22, 11, 90]
    print("Original list:", sample_list)
    sorted_list = bubble_sort(sample_list)
    print("Sorted list:", sorted_list)"
    },
    { "type": "heading", "snippet": "Key Points:", "level": 3 },
    {
      "type": "list",
      "list": [
        { "snippet": "Time Complexity:", "snippet_highlighted_words": ["Time Complexity:"] },
        { "snippet": "Space Complexity: O(1) (in-place sorting)", "snippet_highlighted_words": ["Space Complexity:"] },
        { "snippet": "Optimization: The swapped flag helps to stop early if the list is already sorted, reducing unnecessary comparisons.", "snippet_highlighted_words": ["Optimization:"] },
        { "snippet": "Usage Example Output:", "snippet_highlighted_words": ["Usage Example Output:"] }
      ]
    },
    { "type": "paragraph", "snippet": "Bubble Sort is intuitive and easy to understand but not efficient for large datasets. For larger or performance-critical tasks, consider more advanced algorithms like Quick Sort or Merge Sort." }
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    { "index": 0, "title": "Bubble Sort - Python - GeeksforGeeks", "link": "https://www.geeksforgeeks.org/python/python-program-for-bubble-sort/", "snippet": "The algorithm iterates through the array multiple times, with each pass pushing the largest unsorted element to its correct position at the end. Code includes an optimization: if n…", "source": "GeeksForGeeks" },
    { "index": 1, "title": "Bubble Sort with Python - W3Schools", "link": "https://www.w3schools.com/python/python_dsa_bubblesort.asp", "snippet": "Run the simulation to see how it looks like when the Bubble Sort algorithm sorts an array of values. Each value in the array is represented by a column. The word 'Bubble' comes fro…", "source": "W3School" },
    { "index": 2, "title": "Bubble Sort Program In Python", "link": "https://pythonguides.com/python-program-for-bubble-sort/", "snippet": "Learn how to implement Bubble Sort in Python with step-by-step practical examples. Simple explanations, multiple methods, and full code for beginners and pros.", "source": "Python Guides" }
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    "q": "how do I calculate the velocity of a train if i know it's mass and acceleration and time, return result instructions formatted as a nested list (top ordered one, unordered for children of each)"
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    { "type": "paragraph", "snippet": "To calculate the velocity of a train when you know its mass, acceleration, and time, follow these steps:" },
    {
      "type": "list",
      "list": [
        {
          "snippet": "Understand the relationship between velocity, acceleration, and time",
          "snippet_highlighted_words": ["Understand the relationship between velocity, acceleration, and time"],
          "list": [
            { "snippet": "Velocity is the rate at which an object changes its position." },
            {
              "snippet": "The formula connecting velocity (v), initial velocity (v_0), acceleration (a), and time (t) is:",
              "list": [
                { "snippet": "\(v = v_0 + a \cdot t\)", "snippet_highlighted_words": ["\(v = v_0 + a \cdot t\)"] }
              ]
            },
            {
              "snippet": "Here, v_0 is the initial velocity of the train.",
              "list": [ { "snippet": "If the train starts from rest, v_0 = 0." } ]
            }
          ]
        },
        {
          "snippet": "Apply the velocity formula",
          "snippet_highlighted_words": ["Apply the velocity formula"],
          "list": [
            { "snippet": "Multiply the acceleration by the time:", "list": [ { "snippet": "a \cdot t" } ] },
            { "snippet": "Add the initial velocity (v_0) to this result:", "list": [ { "snippet": "v = v_0 + (a \cdot t)" } ] }
          ]
        },
        {
          "snippet": "Calculate final velocity",
          "list": [
            { "snippet": "Substitute the values of a and t into the formula." },
            { "snippet": "Example calculation:", "list": [ { "snippet": "If v_0 = 0, a = 1.5 m/s^2, and t = 20 s:", "list": [ { "snippet": "v = 30 m/s" } ] } ] }
          ]
        }
      ]
    }
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  "references": [
    { "index": 0, "title": "Speed of Train | How to Calculate the Motion or Speed of a Train?", "link": "https://www.bing.com/ck/a?!...", "source": "www.learncbse.in" },
    { "index": 1, "title": "Velocity Calculator v = u + at", "link": "https://www.bing.com/ck/a?!...", "source": "Calculator Soup" },
    { "index": 2, "title": "Kinematic Equations - The Physics Classroom", "link": "https://www.bing.com/ck/a?!...", "source": "The Physics Classroom" },
    { "index": 3, "title": "Calculating Train Velocity ...", "link": "https://www.bing.com/ck/a?!...", "source": "YouTube" }
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  "search_parameters": {
    "engine": "bing_copilot",
    "q": "how to tie a tie"
  },
  "header": "Tying a tie involves following simple steps to create a neat, symmetrical knot that complements your outfit, with the Windsor, Half Windsor, and Four-in-Hand being the most common knots.",
  "header_video": {
    "title": "How to tie a tie EASY WAY (Slowly & Mirrored) Windsor knot",
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    "duration": "03:33",
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    "channel": "How to tie a tie",
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    "published": "Sep 3, 2020"
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    { "type": "heading", "snippet": "Choosing the Knot", "level": 2 },
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      "type": "list",
      "list": [
        { "snippet": "Four-in-Hand Knot: Simple, slightly asymmetrical, works for most occasions and collar types.", "snippet_highlighted_words": ["Four-in-Hand Knot"] },
        { "snippet": "Half Windsor Knot: Medium size, symmetrical, suitable for work or formal events.", "snippet_highlighted_words": ["Half Windsor Knot"] },
        ...
      ]
    },
    { "type": "heading", "snippet": "Step-by-Step: Four-in-Hand Knot (Beginner-Friendly)", "level": 2 },
    { "type": "list", "list": [ { "snippet": "Start Position: Drape the tie around your neck with the wide end on your right extending about 12 inches below the narrow end.", "snippet_highlighted_words": ["Start Position", "wide end on your right"] }, ... ] }
  ]
}