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WorldTimer.neT / Countries / Asia / Lao
Coordinates: 17° 58' N, 102° 36' O
Local Time Zone: Indochina Time (ICT)
Normal Difference from UTC: +7
Current Difference from UTC: +7
No Daylight Saving adjustments known.
Lao
Sun Mar 7, 2021
Int.Country Code +856 ccTLD .la Car: LAO
local numbers 
3
Int.Country Code +856 ccTLD .la Car: LAO
local numbers 316:11
Current Time / Date in Lao
| State/Region: | Lao |
| City/Community: | Vientiane |
| Local Time: | 16:11 or 4:11 pm |
| Local Date: | Sunday, 7.March 2021 |
| Current difference from CET: | +6 hours |
Distances
| Frankfurt, D | 8.756 km |
| Moscow, RUS | 6.807 km |
| Mumbai, IND | 2.842 km |
| Hong Kong, HK | 1.299 km |
| Seoul, Korea | 3.222 km |
| Rio, Brazil | 16.415 km |
| Cape Town, ZA | 10.594 km |
| Sydney, AUS | 7.724 km |
| Los Angeles | 12.791 km |
| New York City | 13.478 km |
Differences to World Time (UTC)
Current World Time(UTC): 9:11 or 9:11 am
Current Date(UTC): Sun Mar 7, 2021
Sunday, 7.3.2021
Coordinates: 17° 58' N, 102° 36' O
Local Time Zone: Indochina Time (ICT)
Normal Difference from UTC: +7
Current Difference from UTC: +7
No Daylight Saving adjustments known.
Pictures from Lao
Astronomical Data
Signs of the Zodiac: PISCES (20.2.2021 - 20.3.2021)
Longitude: 17,9667°
Lattitude: 102,6000°
 | day before yesterday | yesterday | today | tomorrow | day after tomorrow |
| Sunrise | 06:24 | 06:23 | 06:22 | 06:21 | 06:21 |
| Sunset | 18:17 | 18:18 | 18:18 | 18:18 | 18:19 |
| Sun hours [hh:mm] | 11:53 | 11:55 | 11:56 | 11:57 | 11:58 |
| Twilights: | yesterday | today | tomorrow | ||
| Civilian Twilight | Begin | 06:01 | 06:00 | 06:00 | |
| Civilian Twilight | End | 18:40 | 18:40 | 18:40 | |
| Nautical Twilight | Begin | 05:36 | 05:35 | 05:34 | |
| Nautical Twilight | End | 19:05 | 19:05 | 19:05 | |
| Astronomical Twilight | Begin | 05:11 | 05:10 | 05:09 | |
| Astronomical Twilight | End | 19:30 | 19:30 | 19:31 |
| March 2021 | ||||||
|---|---|---|---|---|---|---|
| Su | Mo | Tu | We | Th | Fr | Sa |
| 1 | 2 | 3 | 4 | 5 | 6 | 7 |
| 8 | 9 | 10 | 11 | 12 | 13 | 14 |
| 15 | 16 | 17 | 18 | 19 | 20 | 21 |
| 22 | 23 | 24 | 25 | 26 | 27 | 28 |
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All distances are calculated using an optimzed model of the globe as a perfect ball. Therfore they are not always accurate enough.
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