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<Esri>
<CreaDate>20210106</CreaDate>
<CreaTime>16283500</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<MapLyrSync>TRUE</MapLyrSync>
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<dataIdInfo>
<idCitation>
<resTitle>Population of ethno linguistic family (Savannakhet, 2015)</resTitle>
</idCitation>
<idAbs>Population of ethno linguistic family (Lao-Tai 80 - 99, Lao-Tai &gt;99, Sino-Tibetan 80 - 99, Sino-Tibetan &gt;99, Hmong-Mien 80 - 99, Hmong-Mien &gt;99, Mon-Khmer 81 - 99, Mon-Khmer &gt;99, No domination by a group more than 80%)&lt;br&gt;&lt;br&gt;Data Source: Lao Population and Housing Census 2015&lt;br&gt;Contact: Ministry of Planning and Investment, Lao Statistics Bureau,
Dongnasokneua Village, Sikhottabong District, Vientiane Capital
Email: lstats@lsb.gov.la ; Tel: (+85621) 214740, Fax: (+86521) 242022&lt;br&gt;&lt;br&gt;ປະຊາກອນຂອງຄອບຄົວພາສາຊົນເຜົ່າ (ລາວ-ໄຕ 80 - 99, ລາວ-ໄຕ &gt;99, ຈືນ-ທີເບດ 80 - 99, ຈີນ-ຕີເບດ &gt;99, ມົ້ງ-ມຽນ 80 - 99, ມົ້ງ-ມຽນ &gt;99, ມອນ-ຂະແມ 81 - 99, ມອນ-ຂະແມ &gt;99, ບໍ່ສະແດງໃຫ້ເຫັນວ່າມີກຸ່ມພາສາປາກເວົ້າຫຼາຍກວ່າ 80 ສ່ວນຮ້ອຍ )&lt;br&gt;&lt;br&gt;ການສຳຫລວດສຳມະໂນປະຊາກອນ 2015&lt;br&gt;ກະຊວງແຜນການ ແລະ ການລົງທຶນ, ສູນສະຖິຕິແຫ່ງຊາດ ບ້ານດົງນາໂຊກເໜືອ, ເມືອງສີໂຄດຕະບອງ, ແຂວງນະຄອນຫລວງວຽງຈັນ. ໂທ: (+856 21)214740, ແຟັກ: (+856 21)242022. ອີເມລວ: lstats@lsb.gov.la</idAbs>
<idPurp/>
<idCredit>Lao Statistics Bureau
ສູນສະຖິຕິແຫ່ງຊາດ</idCredit>
<searchKeys>
<keyword>Social</keyword>
<keyword>Ethnicity</keyword>
<keyword>Population</keyword>
<keyword>Laos</keyword>
<keyword>2015</keyword>
<keyword>Savannakhet</keyword>
</searchKeys>
<resConst>
<Consts>
<useLimit>With proper citation of the data sources, the data can be used freely.</useLimit>
</Consts>
</resConst>
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</Data>
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