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<CreaDate>20201028</CreaDate>
<CreaTime>12303200</CreaTime>
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<idCitation>
<resTitle>Sex ratio in secondary education (Savannakhet, 2015)</resTitle>
</idCitation>
<idAbs>Sex ratio in secondary education&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;ອັດຕາສ່ວນເພດໃນຊັ້ນມັດທະຍົມຕອນປາຍ&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>Education</keyword>
<keyword>School</keyword>
<keyword>Attendance</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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</Data>
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