Mock Pagination Response

Runs in browser Mocking

Choose the pagination style, page size and total count to generate first, middle and last page responses including links, cursors and totals.

TEST DATA ONLY — all generated names, contacts, identifiers and numbers are synthetic and do not belong to real people or accounts.
Privacy: This tool runs entirely in your browser. Your input never leaves your device.

How to use Mock Pagination Response

  1. Choose the style, total item count and page size.
  2. Select first/middle/last or a specific page.
  3. Generate and use each page to test list, scroll and "load more" states.

Mock Pagination Response features

  • Page, offset, cursor, keyset and Link-header pagination styles
  • First, middle and last pages in one run, or any specific page
  • Sequential item ids across pages and decodable base64url cursors
  • Links, hasNext/hasPrev flags, totals and X-Total-Count header
  • Custom item fields and resource name; seedable

Mock Pagination Response example

Second page of three

Input:

Style: page, total: 25, page size: 10, page: 2

Output:

{ "data": [ { "id": 11, … }, …, { "id": 20, … } ], "meta": { "page": 2, "pageSize": 10, "total": 25, "totalPages": 3, "hasPrev": true, "hasNext": true }, "links": { "prev": "…?page=1&pageSize=10", "next": "…?page=3&pageSize=10" } }

Frequently asked questions about Mock Pagination Response

Which pagination styles are supported?

Page-based (page/pageSize/totalPages), offset/limit, cursor (pageInfo with opaque base64url cursors), keyset (after_id) and GitHub-style Link headers.

Why first, middle and last pages?

They exercise the three states a client must handle: no previous link, both links, and a partially filled final page with no next link. Generate a specific page when you need another one.

Are the cursors decodable?

Yes. Cursors are base64url-encoded JSON such as {"id":10,"dir":"next"} so you can inspect and craft them in tests.

How are item ids assigned?

Sequentially across pages (page 2 of size 10 starts at id 11), so ordering and de-duplication logic can be verified.