Dave Leip's Atlas of U.S. Presidential Elections - Data Graphs

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Map

Adams	Yeakel	41.8%
	Specter	51.4%
		0.0%
	Other	6.9%

Allegheny	Yeakel	46.7%
	Specter	49.4%
		0.0%
	Other	4.0%

Armstrong	Yeakel	43.4%
	Specter	49.7%
		0.0%
	Other	6.8%

Beaver	Yeakel	53.6%
	Specter	39.7%
		0.0%
	Other	6.7%

Bedford	Yeakel	36.7%
	Specter	55.0%
		0.0%
	Other	8.3%

Berks	Yeakel	44.6%
	Specter	50.1%
		0.0%
	Other	5.2%

Blair	Yeakel	37.9%
	Specter	54.4%
		0.0%
	Other	7.6%

Bradford	Yeakel	40.3%
	Specter	52.6%
		0.0%
	Other	7.1%

Bucks	Yeakel	45.8%
	Specter	50.7%
		0.0%
	Other	3.5%

Butler	Yeakel	41.1%
	Specter	51.1%
		0.0%
	Other	7.8%

Cambria	Yeakel	47.7%
	Specter	46.8%
		0.0%
	Other	5.5%

Cameron	Yeakel	43.1%
	Specter	49.4%
		0.0%
	Other	7.4%

Carbon	Yeakel	51.1%
	Specter	45.9%
		0.0%
	Other	3.1%

Centre	Yeakel	47.2%
	Specter	46.7%
		0.0%
	Other	6.1%

Chester	Yeakel	42.5%
	Specter	51.8%
		0.0%
	Other	5.7%

Clarion	Yeakel	41.3%
	Specter	50.7%
		0.0%
	Other	8.1%

Clearfield	Yeakel	46.5%
	Specter	44.9%
		0.0%
	Other	8.5%

Clinton	Yeakel	49.1%
	Specter	42.0%
		0.0%
	Other	9.0%

Columbia	Yeakel	45.9%
	Specter	48.9%
		0.0%
	Other	5.2%

Crawford	Yeakel	42.4%
	Specter	50.3%
		0.0%
	Other	7.3%

Cumberland	Yeakel	37.0%
	Specter	59.2%
		0.0%
	Other	3.8%

Dauphin	Yeakel	38.3%
	Specter	56.1%
		0.0%
	Other	5.6%

Delaware	Yeakel	43.4%
	Specter	53.2%
		0.0%
	Other	3.4%

Elk	Yeakel	48.1%
	Specter	44.6%
		0.0%
	Other	7.3%

Erie	Yeakel	48.1%
	Specter	45.8%
		0.0%
	Other	6.1%

Fayette	Yeakel	53.0%
	Specter	42.4%
		0.0%
	Other	4.6%

Forest	Yeakel	44.0%
	Specter	51.3%
		0.0%
	Other	4.8%

Franklin	Yeakel	36.6%
	Specter	54.9%
		0.0%
	Other	8.5%

Fulton	Yeakel	38.2%
	Specter	56.4%
		0.0%
	Other	5.3%

Greene	Yeakel	55.4%
	Specter	40.3%
		0.0%
	Other	4.3%

Huntingdon	Yeakel	38.8%
	Specter	53.0%
		0.0%
	Other	8.2%

Indiana	Yeakel	45.4%
	Specter	48.4%
		0.0%
	Other	6.2%

Jefferson	Yeakel	40.3%
	Specter	50.6%
		0.0%
	Other	9.2%

Juniata	Yeakel	37.5%
	Specter	56.1%
		0.0%
	Other	6.4%

Lackawanna	Yeakel	49.2%
	Specter	47.7%
		0.0%
	Other	3.1%

Lancaster	Yeakel	32.7%
	Specter	57.6%
		0.0%
	Other	9.7%

Lawrence	Yeakel	53.5%
	Specter	41.2%
		0.0%
	Other	5.3%

Lebanon	Yeakel	35.4%
	Specter	59.0%
		0.0%
	Other	5.6%

Lehigh	Yeakel	48.0%
	Specter	48.6%
		0.0%
	Other	3.4%

Luzerne	Yeakel	48.0%
	Specter	49.3%
		0.0%
	Other	2.7%

Lycoming	Yeakel	41.2%
	Specter	52.4%
		0.0%
	Other	6.5%

McKean	Yeakel	43.1%
	Specter	51.9%
		0.0%
	Other	5.0%

Mercer	Yeakel	52.7%
	Specter	43.2%
		0.0%
	Other	4.1%

Mifflin	Yeakel	43.0%
	Specter	51.6%
		0.0%
	Other	5.4%

Monroe	Yeakel	47.0%
	Specter	49.2%
		0.0%
	Other	3.8%

Montgomery	Yeakel	41.7%
	Specter	54.4%
		0.0%
	Other	3.9%

Montour	Yeakel	43.7%
	Specter	50.3%
		0.0%
	Other	6.0%

Northampton	Yeakel	52.2%
	Specter	44.5%
		0.0%
	Other	3.4%

Northumberland	Yeakel	45.1%
	Specter	49.8%
		0.0%
	Other	5.1%

Perry	Yeakel	31.3%
	Specter	59.6%
		0.0%
	Other	9.1%

Philadelphia	Yeakel	59.2%
	Specter	39.3%
		0.0%
	Other	1.6%

Pike	Yeakel	43.1%
	Specter	54.0%
		0.0%
	Other	2.9%

Potter	Yeakel	35.7%
	Specter	54.9%
		0.0%
	Other	9.5%

Schuylkill	Yeakel	43.6%
	Specter	52.1%
		0.0%
	Other	4.4%

Snyder	Yeakel	33.0%
	Specter	58.3%
		0.0%
	Other	8.6%

Somerset	Yeakel	41.1%
	Specter	51.4%
		0.0%
	Other	7.4%

Sullivan	Yeakel	43.3%
	Specter	51.4%
		0.0%
	Other	5.3%

Susquehanna	Yeakel	42.1%
	Specter	51.2%
		0.0%
	Other	6.7%

Tioga	Yeakel	36.7%
	Specter	55.7%
		0.0%
	Other	7.6%

Union	Yeakel	38.1%
	Specter	54.7%
		0.0%
	Other	7.2%

Venango	Yeakel	42.9%
	Specter	50.1%
		0.0%
	Other	7.1%

Warren	Yeakel	47.1%
	Specter	48.5%
		0.0%
	Other	4.4%

Washington	Yeakel	51.3%
	Specter	44.0%
		0.0%
	Other	4.6%

Wayne	Yeakel	40.2%
	Specter	54.9%
		0.0%
	Other	4.9%

Westmoreland	Yeakel	47.1%
	Specter	48.7%
		0.0%
	Other	4.2%

Wyoming	Yeakel	38.7%
	Specter	54.1%
		0.0%
	Other	7.1%

York	Yeakel	41.1%
	Specter	53.3%
		0.0%
	Other	5.6%

National DataGraph for 1992 - Pennsylvania Results for 1992

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