Sunrise & Sunset in Loei, Thailand πŸ‡ΉπŸ‡­ Today

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20:31:18 +07
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Loei is a province in Thailand. This page combines its current local time and time zone information using Loei as a representative location, plus today's sunrise, sunset, twilight, and daylight duration. Browse 3 listed cities in Loei below for location-specific solar times.

Loei, Thailand sees the sun up at about 05:55 and down at about 18:39 today, for about 12h 43m of daylight (based on Loei).

This province covers 3 places with their own daily sun times on Sunrise.am, keeping +07:00 time β€” Tap a city below for daily sun times and month-by-month daylight for Loei.

Country: Thailand πŸ‡ΉπŸ‡­

Population: 642,950

Time Zone: GMT+7

Representative IANA Timezone: Asia/Bangkok

UTC Offset: UTC+07:00

The time for Loei shown above is based on the time in its most populous city, Loei . Times for other cities within the region may vary.

Cities in Loei Province

CityCurrent Time
Loei Fri 20:31
Phu Kradueng Fri 20:31
Wang Saphung Fri 20:31

IANA Timezones in Loei Province

  • Asia/Bangkok Fri 20:31
TimezoneCurrent Time
Asia/Bangkok Fri 20:31

Frequently Asked Questions about Loei

What time does the sun rise and set in Loei today?

Today in Loei, Thailand the sun rises around 05:55 and sets around 18:39, giving about 12h 43m of daylight (based on Loei).

How many hours of daylight does Loei get today?

Loei, Thailand gets about 12h 43m of daylight today. Open a city below for its exact figure and how it changes month to month.

What time zone is Loei in?

Loei, Thailand uses UTC offset +07:00 and the Asia/Bangkok time zone. All sun and clock times on this page use that local time, with daylight saving applied automatically.

Which cities in Loei can I get sun times for?

We list 3 cities across this province, including Loei. Select any of them below for daily sunrise, sunset, twilight and day-length times.

How accurate are these sunrise and sunset times?

They are computed from each place's exact latitude, longitude and time zone using standard astronomical algorithms, accurate to about a minute.