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<idAbs>&lt;DIV STYLE="text-align:Left;"&gt;&lt;DIV&gt;&lt;DIV&gt;&lt;P&gt;&lt;SPAN&gt;Boundaries (polygons) of NYS Senate districts with name and contact info for each member of the NYS Senate. Districts based on Legislative Task Force redistricting 2022.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;Please contact Geospatial Services at &lt;/SPAN&gt;&lt;/SPAN&gt;&lt;A href="mailto:nysgis@its.ny.gov"&gt;&lt;SPAN&gt;&lt;SPAN&gt;nysgis@its.ny.gov&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/A&gt;&lt;SPAN&gt;&lt;SPAN&gt; if you have any questions.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN&gt;&lt;SPAN&gt;All district boundaries have been clipped to the NYS shoreline. This affects the following counties: Bronx, Cayuga, Chautauqua, Clinton, Erie, Essex, Franklin, Jefferson, Kings, Monroe, Nassau, New York, Niagara, Orleans, Oswego, Queens, Richmond, St. Lawrence, Suffolk, Washington, Wayne, Westchester.&lt;/SPAN&gt;&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;SPAN /&gt;&lt;/P&gt;&lt;/DIV&gt;&lt;/DIV&gt;&lt;/DIV&gt;</idAbs>
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