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<idCitation>
<resTitle>Gini index of inequality (Savannakhet, 2005)</resTitle>
</idCitation>
<idAbs>Gini index of inequality&lt;br&gt;&lt;br&gt;Data Source: Lao Population and Housing Census 2005&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) 242025&lt;br&gt;&lt;br&gt;ດັດຊະນີ ຄວາມບໍ່ສະເໝີພາບ&lt;br&gt;&lt;br&gt;ການສຳຫລວດສຳມະໂນປະຊາກອນ 2005&lt;br&gt;ກະຊວງແຜນການ ແລະ ການລົງທຶນ
ສູນສະຖິຕິແຫ່ງຊາດ ບ້ານດົງນາໂຊກເໜືອ, ເມືອງສີໂຄດຕະບອງ, ແຂວງນະຄອນຫລວງວຽງຈັນ. ໂທ: (+856 21)214740, ແຟັກ: (+856 21)242022. ອີເມລວ: lstats@lsb.gov.la</idAbs>
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<idCredit>Lao Statistics Bureau
ສູນສະຖິຕິແຫ່ງຊາດ</idCredit>
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<keyword>Social</keyword>
<keyword>Demography</keyword>
<keyword>Population</keyword>
<keyword>Laos</keyword>
<keyword>2005</keyword>
<keyword>Savannakhet</keyword>
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</Data>
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