Pennsylvania / PA-12
Pennsylvania District 12
Score
Irregularity score 45 Middle of the packLess compact than 45% of other congressional districts.
236th least compact of 429 nationally, 7th of 17 in Pennsylvania.
A score describes shape, not intent. Coastlines, rivers and the Voting Rights Act can all make a district irregular. How scores work
The three measures
- Polsby-Popper
- 0.19at least as compact as 32% of districts on this measure
Area compared with perimeter. Low for jagged or snaking edges.
- Reock
- 0.62at least as compact as 82% of districts on this measure
Area compared with the smallest circle around the district, counting only land. Low for stretched shapes.
- Convex hull
- 0.78at least as compact as 51% of districts on this measure
Area compared with a rubber band stretched around the district, counting only land. Low for bites and tentacles.
Each measure runs from 0 to 1, where 1 is a perfect circle or a shape with no dents.
Cities and towns
The largest places with people in this district, from the 2020 Census. A place split between districts shows how many of its residents live in this one.
- Pittsburgh city302,949 of its 302,971 residents
- Bethel Park municipalityall 33,577 residents
- Monroeville municipalityall 28,640 residents
- Plum boroughall 27,144 residents
- Baldwin boroughall 21,510 residents
- Murrysville municipalityall 21,006 residents
- West Mifflin boroughall 19,589 residents
- McKeesport cityall 17,727 residents
- Whitehall boroughall 15,064 residents
- Jefferson Hills boroughall 12,424 residents
And 52 smaller places. 17% of this district's people live outside any city, town or named community. How places are counted
ZIP codes
96 ZIP codes have residents in this district. 36 of them are split with other districts. A percentage is the share of that ZIP code's 2020 residents who live here.
Show all 96 ZIP codes
- 15017 (28%)
- 15018
- 15020
- 15025
- 15028
- 15034
- 15035
- 15037
- 15045
- 15047
- 15063 (13%)
- 15068 (12%)
- 15083
- 15085
- 15088
- 15089 (18%)
- 15102 (99%)
- 15104
- 15106 (2%)
- 15110
- 15112
- 15120
- 15122
- 15123
- 15129 (99%)
- 15131
- 15132
- 15133
- 15135
- 15136 (1%)
- 15137
- 15139 (1%)
- 15140
- 15145 (98%)
- 15146
- 15147 (8%)
- 15148
- 15201
- 15203
- 15204 (99%)
- 15205 (32%)
- 15206 (99%)
- 15207
- 15208 (99%)
- 15210
- 15211
- 15212 (92%)
- 15213
- 15214 (76%)
- 15216 (37%)
- 15217
- 15218 (54%)
- 15219
- 15220 (40%)
- 15221 (22%)
- 15222
- 15224
- 15226 (92%)
- 15227
- 15228 (2%)
- 15232
- 15233
- 15234 (18%)
- 15235 (10%)
- 15236
- 15239
- 15241 (99%)
- 15243 (4%)
- 15260
- 15282
- 15332 (19%)
- 15601 (2%)
- 15611
- 15615
- 15617
- 15623
- 15625
- 15626 (28%)
- 15632 (82%)
- 15636
- 15637
- 15640
- 15642
- 15644 (88%)
- 15647
- 15660
- 15663
- 15665
- 15668 (98%)
- 15672 (23%)
- 15675
- 15678
- 15679 (11%)
- 15691
- 15692
- 15698 (94%)
These are the Census Bureau's ZIP code areas, which match residential ZIP codes closely. ZIP codes used only for PO boxes or a single organization aren't included. How ZIP codes are matched
2024 presidential vote
Shares of the votes for the two of them; other candidates are left out. Pennsylvania used the same lines in 2024, so this is added up from precinct results. A precinct split between districts is divided by its House votes, so the figures are close estimates. Where the votes come from
U.S. House
Summer Lee, Democrat
Elected November 3, 2026, takes office January 3, 2027.
Unofficial results from the Pennsylvania Department of State, checked November 6, 2026. A race shows a winner once news decision desks have called it. Results become official when the state certifies them. Where this comes from
Pennsylvania's senators
- John Fetterman, Democrat
- David McCormick, Republican
Senators are elected by the whole state, so district lines don't change who they are. Senators serving as of November 6, 2026. Senators elected in November 2026 take office January 3, 2027. Where this comes from
Where it sits in Pennsylvania
- Very compact (0 to 19)
- Compact (20 to 39)
- Middle (40 to 59)
- Irregular (60 to 79)
- Very irregular (80 to 100)
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