![Image result for House of Representatives Photos](data:image/jpeg;base64,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)
The primary election results are in for the new 24th Congressional District and Republican Candidate Claudia Tenney has declared herself the winner. With 90 % of districts in, Tenney held 54% of that vote with 17,277. Mario Fratto holds 40% and George Phillips held 6%. In her victory speech, Tenney promised oversite in the House of Representatives, and she is excited that the gavel could possibly be taken away from House Speaker Nancy Pelosi. The Oneida County republican will face Democrat Steven Holden, in November’s general election. Tenney’s new district includes Cayuga, Wayne and parts of Oswego and Onondaga Counties. In the 22nd district, which includes Oneida Co, Brandon Williams beat Steven Wells in the republican primary race for the U.S. House of representatives. He will go on to face Democrat Francis Canole. Canole won a tight race against Sarah Hood and two other candidates for the democratic nomination. In the huge 21st Congressional District which includes Lewis and St. Lawrence Counties, parts of Jefferson County, and points east along the Canadian border Lake Chamlain, Former C.I.A. agent, Matt Castelli was declared the winner in the democratic primary. He will face incumbent Republican Elise Stefanik in the fall.