> ## Documentation Index
> Fetch the complete documentation index at: https://docs.bigdata.com/llms.txt
> Use this file to discover all available pages before exploring further.

# Running Millions of Searches

<Warning>
  **This page is deprecated.** The content has been superseded by [Global All-Cap Screening in One Batch Job](/use-cases/search-service/one_job_for_thousands_of_companies), which demonstrates the same large-scale search workflow with a complete, reproducible notebook.
</Warning>

**The True Scale of Market Intelligence in the AI Era**

While OpenAI's Deep Research makes headlines with its ability to scan
hundreds of sources in just 10 minutes, the Bigdata API operates at a
fundamentally different scale - searching across billions of documents
and delivering up to 1 million relevant results for comprehensive
analysis.

In a world where OpenAI's solution might skim the surface with limited
document retrieval, true market intelligence requires
industrial-strength pipelines capable of processing orders of magnitude
more data with deeper reasoning capabilities. The difference isn't just
quantitative - it's qualitative. When your competitors are making
decisions based on thousands of documents, you'll be identifying
patterns, anomalies, and opportunities across millions.

We demonstrate how to harness the Bigdata.com API to retrieve and
process 1 million documents for Russell 1000 companies in minutes
transforming raw data into actionable intelligence at a scale that
traditional search paradigms simply cannot match. Whether you're
performing sentiment analysis, tracking emerging market trends, or
building sophisticated entity relationship networks, the ability to
process data at this magnitude represents the new frontier of
competitive advantage.

We'll show you how to: - Process documents across the Russell 1000
companies focusing on Trump tariff impacts - Analyze sentiment by sector
to provide comprehensive macro color - Visualize which sectors have the
highest percentage of companies negatively impacted

Welcome to data processing at true enterprise scale.

<Accordion title="Click to show">
  ```python theme={null}
  from IPython.display import display, HTML

  html_code = """
  <section class="reveal-container">
    <ul class="code">
      <li tabindex="0" class="digit">
        <span>1</span>
      </li>
      <li tabindex="0" class="digit">
        <span>,</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
      <li tabindex="0" class="digit">
        <span>,</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
      <li tabindex="0" class="digit">
        <span>0</span>
      </li>
    </ul>
  </section>
  """

  css_code = """
  <style>
  .reveal-container {
    display: grid;
    gap: 4rem;
    align-items: center;
    justify-content: center;
    font-family: "SF Pro Text", "SF Pro Icons", "AOS Icons", "Helvetica Neue", Helvetica, Arial, sans-serif, system-ui;
    padding: 2rem;
    background: hsl(0 0% 0%);
    border-radius: 1rem;
    margin: 2rem 0;
  }

  .reveal-container .code {
    font-size: 3rem;
    display: flex;
    flex-wrap: nowrap;
    color: hsl(0 0% 100%);
    border-radius: 1rem;
    background: hsl(0 0% 6%);
    justify-content: center;
    box-shadow: 0 1px hsl(0 0% 100% / 0.25) inset;
    list-style: none;
    padding: 0;
    margin: 0;
  }

  .reveal-container .code:hover {
    cursor: grab;
  }

  .reveal-container .digit {
    display: flex;
    height: 100%;
    padding: 5.5rem 1rem;
  }

  .reveal-container .digit:focus-visible {
    outline-color: hsl(0 0% 50% / 0.25);
    outline-offset: 1rem;
  }

  .reveal-container .digit span {
    scale: calc(var(--active, 0) + 0.5);
    filter: blur(calc((1 - var(--active, 0)) * 1rem));
    transition: scale calc(((1 - var(--active, 0)) + 0.2) * 1s), filter calc(((1 - var(--active, 0)) + 0.2) * 1s);
  }

  .reveal-container .digit:first-of-type {
    padding-left: 5rem;
  }

  .reveal-container .digit:last-of-type {
    padding-right: 5rem;
  }

  .reveal-container {
    --lerp-0: 1; /* === sin(90deg) */
    --lerp-1: calc(sin(50deg));
    --lerp-2: calc(sin(45deg));
    --lerp-3: calc(sin(35deg));
    --lerp-4: calc(sin(25deg));
    --lerp-5: calc(sin(15deg));
    --lerp-6: calc(sin(10deg));
    --lerp-7: calc(sin(5deg));
    --lerp-8: calc(sin(1deg));
  }

  /* Initial visibility class */
  .reveal-container.initial-visible .digit span {
    scale: 1.0;
    filter: blur(0);
  }

  /* These hover styles need to have higher specificity than the initial-visible class */
  .reveal-container .digit:is(:hover, :focus-visible) {
    --active: var(--lerp-0) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit,
  .reveal-container .digit:has(+ .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-1) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-2) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-3) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-4) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-5) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit + .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-6) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit + .digit + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit + .digit + .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-7) !important;
  }
  .reveal-container .digit:is(:hover, :focus-visible) + .digit + .digit + .digit + .digit + .digit + .digit + .digit + .digit,
  .reveal-container .digit:has(+ .digit + .digit + .digit + .digit + .digit + .digit + .digit + .digit:is(:hover, :focus-visible)) {
    --active: var(--lerp-8) !important;
  }
  </style>
  """

  js_code = """
  <script>
  // Execute immediately for Jupyter environment
  (function() {
    // Add short delay to ensure elements are rendered
    setTimeout(function() {
      // Get the container element
      const container = document.querySelector('.reveal-container');

      // Initially make all digits visible by adding class to container
      container.classList.add('initial-visible');

      // After milliseconds, remove the visible class to let them fade to blurred state
      setTimeout(function() {
        container.classList.remove('initial-visible');
      }, 2000);
    }, 100);
  })();
  </script>
  """

  # Display the HTML, CSS, and JavaScript in Jupyter Notebook
  display(HTML(css_code + html_code + js_code))
  ```
</Accordion>

# Step 0: Prerequisites

We need to import the Bigdata client library with the supporting
modules:

```python theme={null}
import base64
import time
from io import BytesIO
from datetime import timedelta


import matplotlib.pyplot as plt
import matplotlib.colors as mcolors
import pandas as pd
from IPython.display import display, HTML
from bigdata_client import Bigdata
from bigdata_client.query import Similarity, Entity
from bigdata_research_tools.search import run_search
```

# Step 1: Initialization

We begin by initializing the Bigdata client. The authentication is
handled through environment variables or can be passed directly:

```python theme={null}
# Initialize the Bigdata client
# Make sure BIGDATA_USERNAME and BIGDATA_PASSWORD are set in the environment
# Alternatively, you can pass your credentials directly to the Bigdata class
bigdata = Bigdata()
```

# Step 2: Creating Queries for Russell 1000 Companies

This is where the magic begins. We'll create queries for every company
in the Russell 1000 index. Each query combines an entity search with a
similarity search for relevant content:

<Accordion title="Click to show">
  ```python theme={null}
  RUSSELL_1000_ENTITIES = [
      'A0B7C8', '03B8CF', 'B4703C', 'A94637', '520632', '665D7D', 'FC1A6E',
      '91B8B1', '66A667', 'C9881C', 'C19D82', 'F39E1E', 'A403CF', '69345C',
      '03596A', '9C8BC3', '30E01D', '4B65EE', 'AD3C93', 'BBBB41', 'ED79D9',
      '903AB4', '728737', '9E5C2C', 'DA48E4', '09E31A', 'BB5271', 'CF6A5A',
      '8E82A6', '228924', 'D93A25', '56EA2B', '221AD7', '9A3FF4', 'AED763',
      'F93C8A', '9EA947', 'E1C16B', '3B20AB', '2C7505', '4A6F00', 'CEF875',
      '2BA977', '0157B1', 'ET1RKC', '45D153', '2336CD', 'IDK7OE', '1Y4363',
      '789A7D', '13C3E0', 'D9B1C9', '4C37C5', '7286BE', 'ED3CA8', '0BC29E',
      'A80FE0', '6DBBBC', '7F2C3E', '9A02C4', '35F4B5', '76F067', '5C8D61',
      'BB07E4', 'E68C3D', '0B4D10', '2158DF', '1A9CAF', '20D00A', 'C5EF8D',
      '9A0429', 'E845D9', 'B290A2', 'WDJL5K', 'D06996', 'D8442A', 'A4BCDE',
      '9A4ECA', '5D43A7', '64CEBB', '2F1299', '61BCA7', '2B7A40', '32E873',
      '3DC887', 'FFAB4A', 'F4F46F', 'AADE0B', 'E6A53A', 'D80QUD', 'DD682D',
      'FAAE77', 'SY36OD', '251988', 'D1173F', 'RDU3ZQ', '7F9C74', '64E346',
      '66ECFD', '88350F', 'ECF709', '2FEA66', '4638EE', 'B6F7F7', '662682',
      '7F3A5F', 'DF6FDD', '45CF5C', '8DB8F5', 'D2AC74', '8F63E7', 'FC01C0',
      '940C3D', 'FEE4B0', '990AD0', '10C19B', '45CF4C', '1FAF22', '873DB9',
      'FD83D1', '85E0A1', 'PXMZTS', 'CA3CB9', '5E7E82', '7176FB', '9D5FA4',
      '85DE00', 'CEDFD5', '830BDB', 'DE4VPR', '1C2593', 'HJ95FV', 'C08256',
      '56EFC7', '7A3633', '8C954B', 'EF5BED', '55438C', '67529E', '034B61',
      'D598E7', '1791E7', 'B275C6', 'C97B2D', '3BB616', '72C2CE', '7A51FE',
      '94637C', '30AB63', '09DE1F', '24C48B', 'DEC749', 'C598D7', 'GIWX7I',
      '859D62', '94983E', '07CA6A', 'B2256A', 'U8X3QM', 'A72AB6', 'D9E036',
      '420168', 'C659EB', 'AC7C4F', 'CC6FF5', '34A959', 'DC5299', '543900',
      '055018', '467C65', '3587B4', 'C70520', '4AC574', 'AA7FE0', '067779',
      '32BBAA', '6E8349', 'A72AEF', '12F98C', '767F86', 'FA9260', 'F1529C',
      '51D876', '289238', '87B81A', '370C50', '1F9258', '7D85A9', 'F5D410',
      '58B46F', '690347', '41F885', 'B13B68', 'D33D8C', 'D88EF3', 'EBC84C',
      '73A71F', 'B7BDA3', 'D54E62', 'A63820', '5D63F1', '160825', 'DE27F9',
      '789ADD', '896771', '0E431C', '86A1B9', '51E682', 'BFAEB4', 'F8B149',
      '12DE76', '58CA9A', 'BFE02C', '1279ED', '5AB53E', 'A398F8', '56765E',
      'VIBYGZ', '4C7DB5', '719477', 'E2866E', '5DD486', '7BAAE7', '2CD1E0',
      'F7B8AC', 'EEA6B3', '97AF94', 'DKDEQ2', '07EC43', 'C0BA36', 'D69946',
      'EB6965', '822E25', '5D0337', 'C83B88', '8CF6DD', '319BE2', '423279',
      'FA40E2', 'QOO7LB', '9F998F', 'FE89E0', '97AAF6', '1D1B07', 'HTA3J9',
      'CD2DA4', '8B4A45', '86RLSL', 'F40EE2', 'D29B44', '3FB145', 'ED0402',
      'B8EF97', '388E00', 'F18844', '382B0C', '24E1EC', '3I4816', 'CFPUMY',
      '57634F', '16AD58', '0C355F', '36ECA4', '275300', '92B047', 'E26FC3',
      '3E15F6', '131443', '384CD3', '69CE71', '06EF42', 'E124EB', '9BBFA5',
      '06C826', 'D6C356', 'EFD406', '94208D', '4595EF', '431B74', '5F2FF7',
      '33AD83', '2BF36E', '14BA06', 'B840EF', 'E15736', 'B01111', '1490F3',
      '4ECD1A', 'A8CBDA', '7A0EC4', '7B6C88', 'DC2B00', '143C52', '977A1E',
      '24D81E', 'DE5611', 'CF4517', '08C87C', '636639', 'BA2D83', '303CE3',
      'HGGE2U', '0A32EA', 'VGTRWJ', '633054', 'DB5CA5', '5DAF89', '493F45',
      'C8A248', 'B73BW7', '095294', 'B34137', '7262F2', 'F9CAF8', '6474BA',
      'E6EDED', 'D4070C', 'C4073B', '972356', '9A602D', 'E10D31', '6137BF',
      '551EEF', '54D11D', 'DB06B0', '583223', '7AB859', '52015A', '4030E2',
      'BE14CF', '9FD2D9', 'C44D01', '6A091A', '6E7060', '420CE9', 'A43906',
      '88923D', '42823F', '366A08', 'AD23DE', '315EB0', 'AD6141', '38FB49',
      'AE4EEB', 'FV5LS8', '2D485F', 'F67165', '14ED2B', 'FF4C20', 'E00373',
      'CD4DA8', 'F1FA25', 'AFD7DD', '2BAE5F', 'FQNOZZ', '45BC35', '85CDC9',
      'B303A6', '66CB62', '39692D', 'F5C8AB', '4FB770', 'E70531', '41B0E2',
      '12A3A3', 'A247F5', '92D3A0', 'DB7014', '6844D2', '316E5D', '9BB35A',
      '7B0BA6', '8377DB', '80D744', '270305', '76CEFB', 'CD06A2', '31D9CC',
      '061366', '7B1E50', '190B91', 'C5D687', '192727', 'F51DB0', 'CA99D7',
      '4017AD', '188394', 'C32A39', 'A6213D', '63F892', '567F3D', '1DGHEG',
      '21DED4', '7BFF81', '5ED6E4', '5B6C11', 'D4463B', '61A586', 'E7CF49',
      'A473AE', '300AC5', 'D42DBA', '6F0A63', '817ED9', 'D21EF3', 'F57F6F',
      '2D8972', '1921DD', 'LJPA1L', 'QRHIPR', '89F693', '304C94', 'DCD97F',
      '9CA619', '1BC12C', 'A5C69D', 'CC339B', 'C15DB3', 'F6E248', '6CE666',
      '1D9E55', 'SUZM4J', '64F2C1', 'E90C84', '2DA651', '0A0D9E', '50070E',
      '4D8313', '7F32C4', '676FFD', '2F5256', '122D09', '279916', 'MSER6L',
      '2B49F4', 'A70BF5', 'DC486E', '766047', 'AA98ED', '1129EA', '1406B8',
      '34B97A', 'D9164D', 'A4386C', '55DD5E', '80B32C', 'D60BB2', '9F03CF',
      'D0909F', 'DBB28E', 'B604DF', 'KQZMPH', '601785', '66E04A', 'C951A2',
      'ACDF88', 'FF6644', 'C4A432', '6BF593', '724F84', 'S0DPD8', 'EC821B',
      '4AC91D', 'E6E012', '4458AA', '00067A', 'C9E107', 'A1EAC8', '8FCA78',
      'D2B9E5', '4B3676', '8D4486', 'EC7FDC', 'E8B21D', 'B7EB38', '353DBB',
      'E6D89E', '6CC55E', 'HMAG7F', 'EEEA9F', 'KEK4ZA', 'F85CC0', 'DC1405',
      '9C5174', '17EDA5', 'DF532D', '9F71E5', '485445', '8E0E32', 'E30B34',
      'BDEC1E', 'F11638', '18EC17', '0BF4BA', '6B236C', '925759', 'A23747',
      '7E3F8F', 'A398B9', '6284B5', '726EEA', '26CC63', '15ABD0', 'C3484D',
      'AEA57C', '72DF04', 'DA199F', 'A6828A', '99333F', '491E56', '619882',
      'EC99D0', '099C88', '9AF3DC', '46D790', '8AM205', '14C7B2', '24CB56',
      'E4CE73', '326EDD', '3DE4D1', '159AE4', 'AA5C8E', 'D03C7A', 'ABBAD1',
      'THC8Q8', '507AE7', 'ED9576', '0F0440', 'C356AC', '95DC1F', 'F164FH',
      'EE6F1C', '9F6B1A', '0B57D7', '55CD6F', '5CC29D', 'FD4E8D', 'C9B932',
      '0079CC', 'C71AD9', 'DAFED3', '9D4EC7', '504FE2', '91C82E', '2E902B',
      'BC948D', '60778B', 'B803B1', 'B1A85D', 'F30508', 'EB61C4', '5C7601',
      '278DC5', '35ZR2C', '5A9F54', 'D06755', '9C25FF', 'A5151E', 'JQUWFX',
      '96F126', 'CE5EB0', '14A113', '76E80F', '009397', 'BD3834', '97693A',
      '092C47', '2EB04E', 'C87ECC', 'D1AE3B', '5F1B7B', 'C5C137', '9E1755',
      '031025', 'C0200F', '4CF10A', '2D2D43', 'F0B2B5', '60DD84', '385DD4',
      'D25249', '9B5968', 'D6534D', 'E7D47B', '3F4497', '1220D2', 'E2F66E',
      '55C9B5', 'D20C8F', '622DBE', 'F4E882', '9D56F2', '954E30', '4A5C8D',
      '135B09', '9972E6', 'A47F2E', 'E68733', '1EBF8D', '12E454', '810E30',
      '6B0784', 'E28F22', '8E8E6E', 'CDFCC9', '49BBBC', '228D42', 'C72B8F',
      '8EF425', 'ACF0B4', '1BDB2A', '8EA478', '69E8E1', '1F716B', '78F9ED',
      '7A10FF', '3A0C6D', '6ABCB8', 'D09938', '3461CF', '9196A2', '0C136E',
      '9C5BA5', 'E49AA3', '23EA2A', 'E9C061', '74E288', '3ED92D', '8DCBBB',
      '25102A', 'CBDB4D', '8B1F37', 'B934BF', 'A2BKRU', '934CC3', 'ECD263',
      '367E1C', '22AB4B', '875F41', 'C3BCD5', 'BAAA60', '911AB8', 'DD1BA1',
      'HO74MH', '9C82E1', '2CB4C9', 'D64C6D', '6ED519', '2893E8', 'D56D6D',
      '422CE3', '2D643C', '3CCC90', 'FC1B7B', '56CC0A', '5D02B7', 'FD39EB',
      'AXWAKS', '986AF6', '59872F', 'FC4652', 'E09E2B', 'C29715', '6E1E61',
      'CA212F', 'F83279', '0BF528', '119CB6', 'F56922', 'C16A8F', '99FC27',
      '44ED36', 'C8257F', '790C34', 'AAEE21', '09F623', 'C5C0E9', 'D6489C',
      'VUA3RK', 'BD8517', 'C20B75', 'D56E4C', '47752F', 'ACF77B', 'B6082A',
      'F1C69A', 'A52B6B', 'UY4OJK', '3C7F5F', '2F7A7E', '6B5379', '15A388',
      '6F6559', '7F9984', 'QK2LOR', '6ADA0F', '03CF95', '31AA84', '2EB88B',
      '1DA44F', '322A44', 'E96E0B', '013528', '9FA83B', '0E5223', '0A9D0A',
      '267718', '652E62', 'CA1620', '646785', '8DBE73', 'A746F6', '342218',
      'ADA50C', 'D71FE7', '72C1A5', '61B81B', 'A8B137', '5DE5A5', 'FC4550',
      'CEC5B9', '39FB23', '5A9A82', 'B9764A', '2F94A5', '3770E8', '59B229',
      'D1706A', '2E61CC', '8FF2EF', '8C5519', '16C7F0', 'FEC475', 'D437C3',
      'AFEC35', 'B560AF', '7D5FD6', 'C3DE7D', '414FFF', '78798F', '7C62A3',
      'CFF15D', '253B2F', '04C4BE', '5F9CE3', 'CMJ18O', 'D69D42', '1782D5',
      'B3CB74', 'E1E36F', '118A3F', '82FD6D', '003B70', 'EA62FC', 'B5DE80',
      '589803', '5EE4A7', '1E68B3', 'E05DC8', '6D4D62', 'A7F7C1', 'D96202',
      '434F38', 'C062D4', 'EFDADF', 'C19D5A', 'A6FB29', '85DA04', '92D9C9',
      'AE8A7E', '962E74', 'A4D173', 'BB036E', '818072', '4EB77D', '416C55',
      '08B4B5', '9F47E2', 'CBA33B', '5E6959', '8C6C1B', '751A74', '263216',
      '58A62D', 'F5D059', '2667B6', '41406A', 'AD9F1D', 'CFF97C', 'C230FE',
      '2E360C', 'BB127B', '9CE4C7', '32F943', '1E169E', 'A7102F', '164D72',
      '4885C8', 'F3FCC3', 'C2E426', 'D8DA3D', '68974B', '992E92', 'B642E8',
      'A9A026', '33A0F1', '51F541', 'BB88B6', 'SYPA5E', '408089', 'D23A30',
      '0E439E', '900356', 'D3C794', '4C6C63', '3224CC', 'FFE543', 'EB5E78',
      '44DA52', '2F98A5', '757034', 'E94704', 'D3D781', 'C85E94', '9X9IT8',
      'F702CA', 'F0C2C3', '147C38', '1D4A78', 'E866D2', '16AAE0', 'CBBFBF',
      '86170D', 'E0207A', 'E12A6E', 'GGK9BT', 'CE1002', '3CBA2A', 'CE2791',
      '5BC2F4', '20BEEA', 'LIVBLM', '553949', 'C81E00', '159739', '30A565',
      '3D9999', '7E1D5D', 'FE7A63', '9D2790', '57DDB9', 'A01664', 'BB0787',
      'EAEBF3', 'F6DCE4', 'D8E003', '890C4E', '9D30A8', 'FD6926', 'C0030A',
      '43A74A', '793C11', '93F143', 'DD3BB1', '722DE3', '39BFF6', '18311E',
      '5088A5', 'E0339F', '8665BA', 'FDF1C0', 'D2E553', '66749D', '40B903',
      'CB1E3E', '5B3A71', 'D75910', 'F3016C', 'DB9829', 'FOUOG7', 'FA4263',
      '0E698B', 'EC7AE2', '5A6336', '9F18FA', 'B37FB4', '0F90E1', 'E206B0',
      '352F2C', 'D4AC65', 'D82EF3', '1A3E1B', 'EE3068', 'F179ED', '442769',
      'AD1ACF', '31643A', '6166D1', '4E2D94', 'D90F43', '883D82', '37727A',
      'B0FE08', '86F3CB', 'CF7292', 'C564E4', '1R86Y0', '41EC04', 'D8F347',
      '6E705B', 'FAE021', '32CB22', '594402', '342D9E', '205AD5', '7843D0',
      '415188', '7448A3', 'AFF7B4', 'FDF28E', '0B73A7', '641F17', '6F0096',
      '3A3447', 'A1E3B3', '7999F3', 'G47HNQ', 'A5B913', '2E0496', '8A8E41',
      '57CAAB', '96D34D', 'PWK2H3', 'D78CCD', '508CFD', '106394', '24FA23',
      '69CDDC', '157D9F', '93D207', 'D64EDF', '6B613D', '860AB6', 'C2609A',
      '57B174', '1F43A1', 'B8F71F', '6EB9DA', '945DE6', 'FACF19', '713810',
      '6CGTFN', 'ADF092', '616E3B', '1F9D90', 'T7PWQW', 'E35610', 'AE7EC7',
      'B5766D', '343996', 'E8846E', 'PL177A', '71E2EF', '0BC853', 'BF79F5',
      'AA247D', 'CE96E7', 'A16DEA', 'A4B899', '8605B0', 'FF4BA4', 'BDD12C',
      '6B549D', 'E21871', 'F748C7', '2DBF98', 'AC642C', '21022F', '272704',
      '0555FF', 'E7A2A5', '4B7006', '564F3E', '9E91C6', '1151F4', '421A1A',
      'E3E68E', 'F46EC9', 'C66A8C', 'B4C673', '070B45', '6BC6F9', '704A09',
      '56277A', '4D371E', 'C03C8B', '362955', '50784E', 'D44D33']
  ```
</Accordion>

```python theme={null}
portfolio_entities = bigdata.knowledge_graph.get_entities(
    RUSSELL_1000_ENTITIES)
```

```python theme={null}
# Create a combined query for each entity
queries = [Entity(entity_id) & Similarity('Trump 2.0 tariffs impact')
           for entity_id in RUSSELL_1000_ENTITIES]
print(f'Number of queries: {len(queries)}')
```

```text theme={null}
Number of queries: 1000
```

# Step 3: Execute the Search

Now for the heavy lifting. We'll use concurrent processing to execute
all queries efficiently:

```python theme={null}
def execute_search_concurrent(queries, document_limit=10):
    results = run_search(
        queries,
        limit=document_limit,  # Max number of documents per search query
        only_results=False  # Return query to results mapping
    )
    return results
```

```python theme={null}
tic = time.perf_counter()
results = execute_search_concurrent(queries)
toc = time.perf_counter()
elapsed = timedelta(seconds=toc - tic)
print(f"Time taken: {elapsed}")
```

```text theme={null}
Querying Bigdata...: 100%|██████████| 1000/1000 [03:44<00:00,  4.46bit/s]
```

```text theme={null}
Time taken: 0:03:44.918372
```

That's right - we just processed 1 million documents (1,000 queries ×
1,000 documents per query) in just minutes. This is the
industrial-strength pipeline that drinks from the firehose of market
data without choking.

# Why a Million Documents Matter

Processing vast amounts of data unlocks critical advantages:

1. **Comprehensive Market Coverage** -- Capture signals from every
   corner of the market.
2. **Statistical Significance** -- Identify trends with greater
   confidence.
3. **Rare Event Detection** -- Catch the 0.1% of documents that could
   make or break your strategy.
4. **Real-Time Insights** -- Process breaking news across the entire
   market in minutes, not days.

# Bonus: Macro-level Analysis of the Results

With a million documents at your disposal, you can build sophisticated
sector-wide sentiment analysis. Thanks to Bigdata API, we can compute
the sentiment at the text chunk-level:

```python theme={null}
company_sentiments = {}
for entity, documents in zip(portfolio_entities, results.values()):
    # Calculate the sentiment ––at the chunk level–– for each queried company
    weighted_sum = sum(chunk.sentiment * chunk.relevance
                       for doc in documents
                       for chunk in doc.chunks)
    sum_of_weights = sum(chunk.relevance
                         for doc in documents
                         for chunk in doc.chunks)
    try:
        company_sentiments[entity.id] = weighted_sum / sum_of_weights
    except ZeroDivisionError:
        company_sentiments[entity.id] = 0
```

Now we build the DataFrame to further our analysis:

```python theme={null}
df = pd.DataFrame(vars(pe) for pe in portfolio_entities)
df = df.dropna(subset=['sector', 'industry_group', 'industry'])
df['sentiment'] = df['id'].map(company_sentiments)
```

```python theme={null}
# Total number of companies per sector
total_by_sector = df.groupby('sector').size()
# Count companies with a [meaningful] negative sentiment
negative_by_sector = df[df['sentiment'] < -0.45].groupby('sector').size()
# Compute percentage of negatively impacted companies
percentage = (negative_by_sector / total_by_sector * 100).fillna(0)
# Sort the percentages descending (largest percentage first)
percentage = percentage.sort_values(ascending=False)
# Define a color map from the dark red to pure red
custom_red = mcolors.LinearSegmentedColormap.from_list('custom_red',
                                                       [(0.5, 0, 0),
                                                        (1, 0, 0)])
# Normalize the percentage values so they map to [0, 1]
norm = mcolors.Normalize(vmin=percentage.min(), vmax=percentage.max())
# Map each percentage value to a color using the custom colormap
colors = [custom_red(norm(val)) for val in percentage]
```

Below we just prepare to show the visualization, feel free to skip code
if you just want to see the visualization:

<Accordion title="Click to show">
  ```python theme={null}
  # Plot the bar chart
  fig, ax = plt.subplots(figsize=(10, 6))
  percentage.plot(kind='bar', color=colors, ax=ax)
  ax.set_ylabel('Percentage of Negatively Impacted Companies')
  ax.set_title('Percentage of Most Negatively Impacted Companies by Sector')
  ax.set_xticklabels(percentage.index, rotation=70)
  plt.tight_layout()

  # Save figure to BytesIO (No actual file saved)
  buffer = BytesIO()
  fig.savefig(buffer, format="png", dpi=300)
  buffer.seek(0)

  # Convert to Base64
  img_base64 = base64.b64encode(buffer.getvalue()).decode("utf-8")
  buffer.close()
  plt.close(fig)

  # Generate HTML with embedded image
  html_code = (f'<img src="data:image/png;base64,{img_base64}"'
               f'alt="Negative Chart"/>')
  display(HTML(html_code))
  ```
</Accordion>

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alt="Negative Chart" />

Based on this bar char, the Telecom, Consumer goods, and Tech sectors
appear to be the most negatively impacted by the tariffs introduced
during the second administration of President Trump.

# Practical Applications

This kind of enterprise-strength data processing opens up possibilities
that simply aren't available when you're limited to a few thousand
documents:

1. **Comprehensive Market Sentiment**: Track sentiment across the
   entire Russell 1000 in near real-time.
2. **Supply Chain Monitoring**: Detect early warnings across global
   supply networks.
3. **Competitive Intelligence**: Monitor every competitor and adjacent
   industry simultaneously.
4. **Regulatory Impact Assessment**: Analyze how policy changes affect
   every sector at once.

# Conclusion

In the pursuit of alpha---or the next business breakthrough---you need
unmatched power and agility. This example illustrates Bigdata.com's
capability to search billions of news articles, corporate filings, and
transcripts at an extraordinary scale.

The ability to process millions of searches and documents in minutes
isn't just a technical milestone---it's a fundamental shift in how
financial analysts, researchers, and decision-makers engage with market
data.

Ready to process your first million documents? Visit
[Bigdata.com](https://bigdata.com/api) to get started with our API
today.

**Happy data processing!** 🚀
