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Pennsylvania 17th Congressional District Reapportionment Plan (119.6 KiB)

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Pennsylvania
Control #:
PA-SKU-1908
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Description

17th Congressional District Reapportionment Plan (119.6 KiB)

The Pennsylvania 17th Congressional District Reapportionment Plan (119.6 KiB) is a document that outlines the new boundaries of the 17th Congressional District of Pennsylvania following the 2020 United States Census. The plan was released by the Pennsylvania Supreme Court on February 19th, 2021. The plan was the result of the Pennsylvania Supreme Court's decision to draw their own congressional district maps after the Republican-controlled General Assembly failed to submit a plan for approval. The plan divides Pennsylvania's 17th Congressional District into two separate districts; a western district that follows the traditional 17th Congressional District boundaries and an eastern district that is made up of parts of the former 9th and 10th Congressional Districts. Under the plan, the 17th District will be represented by a Republican and the new eastern district will be represented by a Democrat. The Pennsylvania 17th Congressional District Reapportionment Plan (119.6 KiB) is a detailed document that outlines the new district boundaries, population demographics and voting rights for the 17th Congressional District. The plan is divided into two separate plans; Plan A and Plan B. Plan A is the preferred plan of the Pennsylvania Supreme Court and is the plan that will be enacted unless the Pennsylvania General Assembly can come up with an alternative plan that meets the requirements of the court. Plan B is an alternative plan that was included with the document as a backup in the event that the General Assembly is unable to submit an alternative plan.

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FAQ

The U.S. House of Representatives Congressional apportionment (or reapportionment) is the process of dividing seats for the House among the 50 states following the decennial census.

Redistricting changes the legislative district boundaries in Pennsylvania, based on the 2020 census, for the next 10 years. Your polling place has not changed, unless your county changed your polling place for reasons unrelated to redistricting.

What is redistricting? In order to get an updated count of the country's population, the U.S. Constitution requires a federal census every ten years. California uses that census data to redraw the Congressional, State Senate, State Assembly, and State Board of Equalization districts based on population changes.

Redistricting in the United States is the process of drawing electoral district boundaries. For the United States House of Representatives, and state legislatures, redistricting occurs after each decennial census.

The process of setting up new congressional districts after reapportionment is called. Redistricting.

Redistricting is the process by which new congressional and state legislative district boundaries are drawn. Reapportionment is the reassignment of representation in congressional and state legislative districts due to changes in population, reflected in the Census population data.

Reapportionment is the redistribution of seats in the U.S. House of Representatives based on changes in population. These changes are recorded by the U.S. Census, which is conducted every 10 years. In the House, federal law requires that there is always a total of 435 seats (with each seat representing one district).

More info

Orangetown. Haverstraw. Mount Pleasant. Reapportionment ensures each political district has been created equally using census data.StateLegislative or CongressionalCriteriaAlaskaCongressionalOnly one congressional districtArkansasCongressionalRequired: No requirements>ConnecticutCongressionalRequired: No Requirements Various rules limit where district lines may or may not be drawn. House District 1House District 2House District 3House District 4House District 5House District 6House District 7House District 8House District 9House District 10House District 11House District 12

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Pennsylvania 17th Congressional District Reapportionment Plan (119.6 KiB)