Less than a week left for absentee ballots for June 26 election

Ponca City Now - June 15, 2018 3:15 pm

Less than a week remains for registered voters in Kay County to apply for absentee ballots to be mailed to them for the Statewide Primary Election, County Election Board Secretary Cheryl Howard said.

Applications for absentee ballots must be in the hands of the County Election Board no later than 5 p.m. on Wednesday, June 20, to be processed.

Any registered voter eligible to vote in the election may vote by absentee ballot without stating a reason, Howard said. Absentee voters may apply in person at the County Election Board office or they may send their applications by mail, or fax.

Voters also may apply for absentee ballots for the following reasons:

–Registered voters who are physically incapacitated and voters who care for physically incapacitated persons who cannot be left unattended may apply for absentee ballots only by mail, or by fax.

–Registered voters who are confined to nursing homes in the county may apply only by mail, or by fax.

–Military personnel, residents of Kay County living overseas and the spouses and dependents of each group are entitled to vote without being registered. They may apply by mail, by e-mail, or by fax.

For more information on absentee voting, contact the County Election Board at 201 S. Main, Newkirk or call 580-362-2130. The County Election Board’s fax number is 580-362-1100.

Information on absentee voting in Oklahoma also may be found on the Internet at www.elections.ok.gov.

 

Latest Stories

Protest Held at Ponca City High School Thursday

Some students at Ponca City High School held a peaceful protest on Thursday afternoon regarding a...

Area School Closings

Ponca City-distance learning Frontier-distance learning Newkirk Blackwell Tonkawa Medford Deer Creek/Lamont Pioneer Tech Northern Oklahoma College...

NOC, Ponca City Rotary Donate Dictionaries at Tonkawa Elementary School

Northern Oklahoma College and the Ponca City Rotary Club partnered to provide dictionaries for each 3rd...