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<Esri>
<CreaDate>20201028</CreaDate>
<CreaTime>13291900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<MapLyrSync>TRUE</MapLyrSync>
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<dataIdInfo>
<idCitation>
<resTitle>Dependency ratio (Savannakhet, 2015)</resTitle>
</idCitation>
<idAbs>The dependency ratio is calculated as the number of economically dependent (children from 0-14 years and the elderly aged 65 year and older) to the population in working age (15-64 years old).&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;ອັດຕາສ່ວນການເພິ່ງພາອາໄສແມ່ນຄິດໄລ່ເປັນ ຈຳນວນຜູ້ທີ່ເພິ່ງພາທາງດ້ານເສດຖະກິດ (ເດັກນ້ອຍອາຍຸ 0-14 ປີແລະຜູ້ສູງອາຍຸ 65 ປີຂຶ້ນໄປ) ຕໍ່ປະຊາກອນໃນເກນອາຍຸການເຮັດວຽກ (ອາຍຸ 15-64 ປີ).&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>Demography</keyword>
<keyword>Dependency</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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