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<CreaDate>20201028</CreaDate>
<CreaTime>13302400</CreaTime>
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<idCitation>
<resTitle>Inequality (Savannakhet, 2015)</resTitle>
</idCitation>
<idAbs>Inequality&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;ຄວາມບໍ່ສະເໝີພາບ&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>Economy</keyword>
<keyword>Welfare</keyword>
<keyword>Inequality</keyword>
<keyword>Poverty</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>
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