Expires:202406040815;;415380 FPUS54 KMAF 040710 ZFPMAF Zone Forecast Product for Texas National Weather Service Midland/Odessa TX 210 AM CDT Tue Jun 4 2024 Zone forecast text represents an average of conditions over an entire zone. For point-specific forecasts, please refer to the Point Forecast Matrices product, issued by the National Weather Service Office in Midland/Odessa, WMO header FOUS54 KMAF. NMZ029-033-034-TXZ045-046-050-040815- Northern Lea County-Central Lea County-Southern Lea County-Gaines- Dawson-Andrews- Including the cities of Tatum, Hobbs, Lovington, Eunice, Jal, Seminole, Lamesa, and Andrews 210 AM CDT Tue Jun 4 2024 /110 AM MDT Tue Jun 4 2024/ .TODAY...Sunny this morning, then becoming partly cloudy. Hot with highs around 101. West winds 10 to 15 mph. .TONIGHT...Partly cloudy in the evening, then becoming mostly cloudy. Lows in the upper 60s. West winds around 10 mph with gusts up to 20 mph, becoming northeast after midnight. .WEDNESDAY...Partly cloudy in the morning, then clearing. Highs in the upper 90s. East winds 10 to 15 mph. .WEDNESDAY NIGHT...Partly cloudy. Lows in the upper 60s. East winds 5 to 10 mph with gusts up to 20 mph. .THURSDAY...Sunny, hot with highs around 101. Southeast winds 5 to 10 mph. .THURSDAY NIGHT...Partly cloudy. Lows around 70. .FRIDAY...Partly cloudy. Highs in the upper 90s. .FRIDAY NIGHT...Partly cloudy. A slight chance of showers and thunderstorms in the evening. Lows around 70. Chance of rain 20 percent. .SATURDAY...Mostly sunny. Highs in the upper 90s. .SATURDAY NIGHT...Partly cloudy. A slight chance of showers and thunderstorms in the evening. Lows around 70. Chance of rain 20 percent. .SUNDAY...Mostly sunny. A slight chance of showers and thunderstorms in the afternoon. Highs in the upper 90s. Chance of rain 20 percent. .SUNDAY NIGHT...Partly cloudy. A chance of showers and thunderstorms, mainly in the evening. Lows in the mid 60s. Chance of rain 50 percent. .MONDAY...Mostly sunny. A slight chance of showers and thunderstorms in the afternoon. Highs in the mid 90s. Chance of rain 20 percent. $$