Fact check: What are the congressional districts in Connecticut

1. Summary of the results

Based on the analyses provided, Connecticut has 5 congressional districts ^{[1] [2] [3] [4]}. The districts are clearly identified with their current representatives:

• 1st Congressional District - represented by Rep. John B. Larson ^{[5] [6] [4]}
• 2nd Congressional District - represented by Rep. Joe Courtney ^{[6] [4]}
• 3rd Congressional District - represented by Rep. Rosa DeLauro ^{[6] [4]}
• 4th Congressional District - represented by Rep. Jim Himes ^{[7] [6] [4]}
• 5th Congressional District - represented by Rep. Hayes ^[4]

The sources confirm that Connecticut underwent redistricting in 2022, with minimal changes made to the existing district lines ^[1]. The redistricting process was managed by the Connecticut Reapportionment Commission ^{[2] [3]}.

2. Missing context/alternative viewpoints

The original question is straightforward and factual, asking for basic information about Connecticut's congressional districts. However, the analyses reveal some additional context that wasn't requested:

• The redistricting process and timeline - Connecticut has a specific governmental structure for handling redistricting through the Connecticut Reapportionment Commission ^{[2] [3]}
• Recent redistricting activity - The state completed redistricting in 2022, which is relevant for understanding the current district boundaries ^[1]
• Political representation - The current representatives provide insight into the political landscape of each district ^{[6] [4]}

3. Potential misinformation/bias in the original statement

The original statement contains no misinformation or bias - it is simply a factual question asking for information about Connecticut's congressional districts. The question is neutral and seeks basic civic information that is publicly available and well-documented. All sources consistently confirm the same factual information about Connecticut having 5 congressional districts, with no conflicting claims or controversial elements present in the analyses.