Flood Warning
Issued by NWS Kansas City/Pleasant Hill, MO
Issued by NWS Kansas City/Pleasant Hill, MO
Versions:
1
307 WGUS43 KEAX 080754 FLWEAX BULLETIN - IMMEDIATE BROADCAST REQUESTED Flood Warning National Weather Service Kansas City/Pleasant Hill MO 254 AM CDT Sat Jun 8 2024 ...The National Weather Service in Pleasant Hill MO has issued a Flood Warning for the following rivers in Kansas... Stranger Creek at Easton affecting Leavenworth and Atchison Counties. PRECAUTIONARY/PREPAREDNESS ACTIONS... Turn around, don`t drown when encountering flooded roads. Most flood deaths occur in vehicles. This product along with additional weather and stream information is available at www.weather.gov/kc/. && KSC005-103-090800- /O.NEW.KEAX.FL.W.0077.240608T1544Z-240610T0612Z/ /ESTK1.2.ER.240608T1544Z.240608T2200Z.240609T0611Z.NO/ 254 AM CDT Sat Jun 8 2024 ...FLOOD WARNING IN EFFECT FROM THIS MORNING TO EARLY MONDAY MORNING... * WHAT...Moderate flooding is forecast. * WHERE...Stranger Creek at Easton. * WHEN...From this morning to early Monday morning. * IMPACTS...At 17.0 feet, Water enters low-lying fields south of Easton. At 18.0 feet, 1st street in Easton and 231st street north and south of Easton begin to flood. At 19.5 feet, Highway 192 just east of Easton is closed due to swift current of water over the road. At 20.0 feet, All roads out of Easton except for highway 192 west of 231st street in Easton are closed. In addition, water covers Millwood Road, 3 miles north of Easton. Water depth is 6 inches across the eastbound lane. * ADDITIONAL DETAILS... - At 2:31 AM CDT Saturday the stage was 3.4 feet. - Forecast...The river is expected to rise above flood stage late this morning to a crest of 18.9 feet late this afternoon. It will then fall below flood stage just after midnight tonight. - Flood stage is 17.0 feet. - http://www.weather.gov/safety/flood && Fld Obs Forecasts Location Stg Stg Day/Time Sat Sat Sun 3am 3pm 3am Stranger Creek Easton 17.0 3.4 Sat 2am 3.7 18.7 16.0 && LAT...LON 3947 9519 3948 9511 3920 9500 3918 9511 $$ SAW