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<Esri>
<CreaDate>20201125</CreaDate>
<CreaTime>17574000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
<MapLyrSync>TRUE</MapLyrSync>
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<dataIdInfo>
<idCitation>
<resTitle>Dependency ratio (Savannakhet, 2005)</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 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) 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 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>
<idPurp/>
<idCredit>Lao Statistics Bureau
ສູນສະຖິຕິແຫ່ງຊາດ</idCredit>
<searchKeys>
<keyword>Social</keyword>
<keyword>Demography</keyword>
<keyword>Dependency</keyword>
<keyword>Population</keyword>
<keyword>Laos</keyword>
<keyword>2005</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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yrgL0GDyRnitOVB5of2xWPa6VLa6y15FJGlvtx5ag5IwOMduRmrOpm+UQz23zRRnMsQXLOM84/Cu/F0qeMkoQnzN+9d6a/lfobVIqdW6le/fv2Lw4OamU7hnGKqQTJcQrKhyrDIp8W5V5PPevFpVpUKnJJPz+RhKPRj5bWGeMxyoHRuqtTo4Y4YRFCioijAUDgVg6prk2nagiLHG6NGGIOc9T3rY066a9sY7h4/LL5O3Oe9e9HDzWGU7WhLbUupRqwpqcvhZUi09UnnkncyebKsgXoFKnjH6A+uKnvrq1jQW87qvnAqu4cH61adGJznIrM1YRmy3vZfaSnCgDpnv646dK5qFacq6p1G7aW29F5dhwftJrm/Ao+HgLGW4tLhFjmIDq5P3l6cH0/xrp64i38P317aRSmSNRjCrJnIXr2HvXQ6VJbxR/YUkPnW/yurdSe5Ht/8AWr2MdSjJupGV5dbfmb42nFyc4yu+prVl6zefYLLz1CltwUA/xeo/LNalUtSshqFjJb7tpbBU46EV59KNOU0qqvG+px0nFVFz7HL3HiW5cYgjWL3J3H/D9K2dJ1a3/smF7meNHXKHc3PH8+MVir4YvfO2SNEqf3gc/pWlb+GoPsTpMVe4ydkgJG3jjjPPNenUWWQiqVNpPTbV/ieriFg+RRT+4htdMgk1l72CZJbYMXAAPDHnHpx1/KuhrI0fTbvT2nhmAaIkMrKc5P8AP/8AVWwoBYA18/nEp1MVyuV0kkn5f59zjxM+adlK6WxIrfIM/hSZIUneMnpQ7RrtjYqN3Cqe/tTY4Vjwo2gdlFOcKkVGK1OXTcHUKQWbg8c0f6x/ankB+uDj270iqVbHasJ0Gp2XwtoE9BjgBsCozDhw5PXtTJ7u3guFilmVXfopPJqywLjdXNWwiqXco9br5dS9YpPuQuiyIUdQynggjINUIdQsYrp7ddsUm87lK7QW9c+9agIC4K5rmNX0a7u9SeaCIGN1BLFgADjHc+1ehllClWk6dWpZWv8ANd76G+HjCbcajsjpoyC6kdMir9YOmWX2CySEkF+rEHjJ9K2kbcgPtXXlcoQnUpRd0no+5y1opS0d0SUUUV7ZgFFFFAGddzMJti88dKhQv5nzdDzinzIwvWJ+v4UifO5fkDoK/NsVOtVxk5Tb+N2Xkv6/E7FZRJaKKK6yQqGWeKBC0kiqo6knFSsCARnB9arNBEbdi6RzqRnBUOCfYVVOM3VipRfJ1fby9So26lsI2wMcdM8HNJUNhczy20bXUIilYcqP88fSrKgb8da7K+HgqnLTfW3ch3i2mVZ4ppYGSCQRvwRJjOOfSrnzgnkdKTGxixGQabnPJ5zxxVQl7KPI97vy/L8N+om7oiWMRggLtGScD1Jyf1NVb3UrWwX9/JhiMhRyTWgzFgAcDNZeo6Bb3rGbzXjl/vZyPyrXC4ahVrN1pPl6vrc1oum5fvXZHLQQT6rqBC/fkYs7dlHc130caxRLGgwqgKB6AVnaZYx6ZbmNcNI3LuR96r7skURklYKAMlieleri8wjipqnQV4x2/r8jXG1/bSUY/CtiVgT0OKq3guBZS/Zj+/2/J06/jxTLS9gv4PMjkzjg47Gp2ZihUHHGMjrXmutGjVvUjquj/Vf1c5uWUJWe6JhkAZOT3Nct4hD6fqdvf22RIwIY44JHr9Qf0qrBqWqafdyvKJriLJDb87TjuD2qW38TXE10kc8cIt5GAYeinjr+tfRUMHVoz542lG3ffyPQo4WrSnzq0lbvuaNl4mtZ0xcZhkA54JU/T/P51cttYtrzzfIZsRAFmYYGOf8ACud1nSoLG9hfcUtZW5C8lPXFb+naXb2UJe2eRhIFP7wj8Ow9a5sfSw8cO6lG95bffqZ16eGjBThfXbsXLa5gvoBLC+9CSM4xUhIRvl/GmL8nCjA9BTSDkYOPWvmsRioy96nGz/E42lfTYLy9hsrR7iU/KvQDqT6CuZi8US+YfPt1KE/wnBArpJoYri3eGdA8bDoazx4f0/zBIIW4/h3Eg+9erh8VgXS5cVByk+3/AA6OnDyw8ItVFdjNatX1DTIbi3yzqVeMAckH+XY1nNpOq3hha4nCNEAFLMSRznPHf39hXURRgRhF4RcYAqURqD606OYYiFJQoJW11erFDFypx5Y9NinbmaKLZMweQADfjG4euO3epp7kRW7ybWJVScKMk49KsMu4YpoiHqTXE4Voz93Z/L19Pkc3Mm7tHIWFmde1OW9mHlwKwyBzuOOmfoOf/r12EnCV5/4y1fVtIvbbT/DvnLJ5bT3CxW4l+82FJypx0b9K6LQLjWLrSI59ZtY7a4bkKhOcdiyn7p6cZP4dK9fNI1Hh1VjbktZK+qX6noYqlOVKFdtKL0Svqvl5mzuJGKMswAA6elIo3ECpIwwY+lfN0lObV72ehwOyDaSVBHHepExGCf60yQkLxSpnb83evRpONOraO66kPVD/AD03KuRuboPWp6gRBngAe4qevcwtSc4XnuZyS6BRRRXSSVrmATpwcMOlUYxJGWRlxgZxWvTWUMMEZrw8fkkMTVWIhLln+D9TWNRpWexmxuX/AIcetSoMsKinDQTAZ/dnpQtwqvnBPvXy9OrHD1PZYiXvRdnf+tvM2aurokID5yeTVOOFbNfKiiWJScnA6+9WgQwyOlOc+YuGHFa1uarSlyTabts9H6/owUmtOhWgjmQt5s/mg/d+QLj8uvarQYr0qI7goUdfWk3kSqvX1pSxbU1Jqzdlokt/66DauWJXKKvG7JxUDyNH8wXOB61ICO4zRWtec6kuaMrbW8rf5+pMdNzA1jVVjsjEGeO7kCkqpPyc5PP5jiqWgahL/aXl3Fy7RupGJJDjPbr3/wAabYTWWo+ILm01AA3GMLFuI2Hr655HP51bsPDX+kSG8OYkbChTjf7n0Ffa0aeGwuFdCt8Uld+ba+zrsv6fU9VqhSpSpz0dr/f2Ni71KzspTHLIBIELhcH8Oe2az9Khv5gYtQQzQSxK6Mx3BcdAffn9Ku63L5WkXLBFwy7enXJxUGna5a3ccVuw8qYqBgL8uR2H5frXDQilhJToU9Or9Fe67HFCMvYuUI37vtbquxatNKhtbuSaFtqOu1owOM56/wA60RGo7VW85Y9zF1AUZYk9B71Baa1aXt49tEWLr/Fj5T64NcFFyxac5Ru4rV+XTUwkqs7yeti9LEs0LRNnaylTg84NcpqHh1kAeyy2Bho2PJ98/wBK67POKy7631Oa4UWs8MMORuYjLe/BGK66FevConQkl3vt8+v3F4WtOnL3Xb12Oa04faNZjg1LfJ1XbKx4OOK7uuBtYbh/EQVQ0ksdxucgejck+gru2YKpZiAoGST2r0M01lDXpsdGZfHG3Yr3DLAjSuQsajJJ7VWtL+2vQ32eTft68EY/OsbWtfiuoHtbTftbhpDxkeg71laPLPHqkIgxmQ7GB6Fe/wDj+Fcf9gc1CdRu0t0unzLp4GTouc9GduyNIVx2IzUkmAwA7CpQABgVSe6gNw0fnx+YOq7xkfhXhTwrpQbim5O1/keeryehx2qy3MOrTs0jq4J2kHB29sYq9o9/4uuMyS6fZm1fBiM8+x9uOp2Buv04qPxI8El3F5bqZFBD47en9asaBdRWtjK8saInmbTKWOST0GMdB9a+unNzy6FRU1zWSs18tOp7NX3sKpcib21X5ao6VXkCDeVLkfNt6D6U+InJHaoVZZFDoQykZBB4Ipi3kEV2luzgSyA7V/X8K+TpTq1a6026djxuVu9kO1C+h02A3EqsckJ8uMnrj+tPsr2G/tlnhJ2njB6g+hrkb1rvWtWEKiRYS+EVgQFUfxY/M/pXX2lrFZ2yW8IIjTOMnPU5/rX0OIw8KNKKk/fevyN61GFKnFP4n+RZpMjOO9Rl2VuRxTAcsMnFeLPFRi7Le5yqJg+ItTubO5jit5tm+PcRtBPU/wCfwrXtZlubCCZWJDIO+ecc5981ZZInyHVTkYORnj0pqwKihYgqoOijgD6V14utCphlTpw95btf1c3lUg6cYqNmuvclhY+verVVkXaKpPrNvDqcdgwJkcDlcEL7H/PeurLOdQ5Hva5h7OU2+VXNaim7hjNKDkZr0VOL2ZiLRRRVAUr6NpEDr/BnIqmJAE2hea1yMgj1rNms2iQuG3Adsc4r4viHLa6qvF4dXuve20t118u3Y6KU1blZXRihyKnjk38HrVelVivQ18dhMXKjJJv3ex0yjcuVg6zLdyp9nt7SXhgfN9MdCCD/ADrbjfeM9CKfX1uCxcaclWjFS7XuRTn7OfM1exm6XBdR25N5KzytgAE52gf19/pWg2cfL1pSeeBxS1OIquvOUno320XyJlLmlzMoXOm2l3d21zc26vLbkmIuoOwnHP14q1LCs1u8LlwrjB2tg/nTyobGexzT1AJ5OKKVWspLXbbX+luJyemuxl6qwnt5NOVWSSQARlhlWxz1/Ajmucu9LuNOt47mSVVYsFAQ8qeT1/Cu6xuYgjjsagnsYLuMx3EYdM5AJI59a+jwmYVqUoxivcb179uvy/rQ6MPi/YpR6dTz15HdmZ3Zmb7xJyT9a1/DO3+1sscYjYjnvx/TNR6xoz6dJ5keXt2PH+z7GtTSdCC2bveRgvMOEI5Qf0Ne/jMXRWEc09Hppv8Ad5HqYivSlh7p6PQ23vbc2ktwkiyRxAsxjYN0Gfzrnn8WylGC2aB/4cuSB9RjmrEGl3OnW10IZ/NEikCIrj8evXFZWrraCCD7DbOsQzulZCMn0yfTmvPwNPCVZtR9/XfVW0vrt8u/yOHDUKDnytcyez+XX+tSz4amabW55ZCN8kbMfqWBrU8T3KxaZ5AI3zMBjvgck/oKyPCse7VHfBwkR5BxySPz71s6roI1K4Wf7Q0bBQuNuRjn3HrW2IdKGNTm7JJDxDpxxic3ZK3/AADi61fD1ol1qal5GBhAkUL3II/Sqmo2TafevASWAwVYjG4H/OPwrY8K26eZLdu4BH7tBnGSeTx+Vejiqq+rSnF7rT5noYqqvq7nF7rT5nT3Ev2e1llC7iilseuBXnE0jTzSSvjc7Fjj1JzXaa3qo0622RFTcyD5R12j+9j/AD+lVryGwTRo3FrEZZohHCFUFizDjn69/wDGvMy+bw8eZxvzOyPOwM/YLmlG/M7IxJdIW201bye5AMgBijVSd2RkZPGOKuNf6bb+H1tokWaaQfMpBGHxyefT2q5rGjSzWELrI0k8EaoV7N64/wA9qdouipbwGa9iRpmbKqcNtA/r/wDWrSpjKLpKdWd2ne23p8vM1liISpKdSV2nstPQxbbT9XubcxwrOIeQQz7V9+Ca0NM8NzrMJrpzCY2BQIQTkc5zyAK6gy+gphdm715NfP3Zqmkr9l/X5HNPHVZppJK5YzTH3bflqEEjocVLG24HPUV5lPExre49GzgatqRH3oAJ6Vm6nZ3U15BJa3DRrkeaAxAwD19+/FbOAoqHgI6NVE+/deprKyimnv8AgRhNxGOOOakVdvfNMLKXU5qWtaFOnduO6Mm2ITgZPSvOGne31Mzh1ldJi+/sxBzn8a9HA3HHrXM6x4ZIxJpsWeSXQt9MYz+NfRZS4rm5tmd2ArU6cnGb3OgtbhLq2jnj+66ggHt7VaT7tYnh7Tbmztc3Er/PyICBhOetbwAAwKzWGdOq7O6OKuoxm4wd0LRRRXSYBSUtFAGXcWhjLOnKdcelQxR7yc5xW1WbOUhdgo47Cvhs4yTD4aaxMXaD3Xn5eXl9x006rl7ow4hTgE09W3LkCmh0k+X17UoZeQCOK4KUoqV4SXJbReZb8x0cg5IHfHNOZtxA6Cot4GCOVJxTmG5SD3rphXm6XInf+rr7yWtbiSSxpLFEzAO4O0Hvjr/OphEe5xWLr+nTX9tG9vlpEOCm7gjB5Ge/+e1M0Sz1FHeS8kkwBhFeUtj1OM4r31gMPKgq6nd2+Hq35G3so+x51LXsdADg7T+FPpirj+Imn0QvbU5GMdFdSrqGU9QRkUjuI1LEHAGeBmpKiR8naxXcOynPFaataAjDuPENkyTpGXWVVO0lcAtjp+dYWj6kLC52THNtJw64yAexxXQ6p4djv5/Pik8qRvvZGQff61nWHhq5S+DXTKIomBBU58z29h9a9rDPAwoytpdarrc9ijPCKjJX33T3+RdmvDp+pS3dxEfs00arG6jnIGcEE8Hr+lXjdG+0xZLab7O83ETSAZznpj8D/OrN6rtayeUoaYKSgOOGxwea51NAvruOSTUJnMu3MS+ZuwfQ9sfSuan7KrFTm+Vqy73+X5nJT9lUipSfK1bz/D8yTX7C4lsLV/L864jG2WRFyTx+eM5rnrOYW97DOylljdWIHoDW9BqN3oAFpexiRCuY9rcj2+lT22v6bJNJG9uIUlwWdlGGb3x/OvQpTrUqbhyc0ejXZndTnVp03Hl5o912MHVryK+vzPD5u0qBiTHGPTB6f/Xre8JzeZbTwnkxMGBPow6fp+tYWqrYreYsCDGBhscjdk9D3FR6dqMunXQlQkoeHXPDCt6tD22E5IK3a5vUoqrheSCt2uegyn5QPWud1bWJdPvUijVWXZuYEd8nvWxBdxXsCTQnKMO/Y+lTpbxI24RrvJBZsck18hQUPrUnWhzJaW8zxaco0pfvI38irp90mo2ayqpRujK3Y/1HvVllKnmrFIQCMGoxGGp1G3TXKZOS5m0tCvRUwRR/DTWjz04rjlg6kVdahzIjqYuo4JqEjBIorKlWlRukhtXAj5uv41QvPEFlZts3GZx1EfIH41amiWaJ4nGVcEH6GsO28OxpdT/aEDw5/dfOQfxxXpZZPCQU54hvTouv9XN6MKLu6r26dzW0XWDqhkH2Zotn8W7cv0zxzW3VKzjjiUxxgKoHCgcVdr3MLWp1qfPTVl23OSs4ubcFZBRRRXSZBRRRQAUUUUAFZl4AjlQPvc5rTqtcxhlViMlTXj55hZYjByjDdf0/wNKUrSMtSUIIqyiiVOOpHPvUcykHd2p0L8YHDDpXwODj7HEOhU+F/wBfkdUtVdEVtd29w8sMLZaFsMCCMGrdZthpa2kjTuxkuX3b3HAOTnpWkrhDk/SvocRTw0KvLRl7nd/1t22FV5VL3NUKMg7emarm5ij1KO0AZpGQscAYUe9WGYsc1XltIJbiK6ZczR5AatcPOgpP2l2lt+n4kx5ftf0zQoqBZCOvNOEvXIrpji6TWrsZcrB3IJArmdUaDR45BaApc3WcsD9xe+PTP+PTAromO5s1x/iMAaqSCSSgJ56V15LN1sa4t+7Z6dHZ6HfgIc1Tle35m1oGqPdWphlJaWLqzHJIPStgSNuGTxXE6BK0erxKDhXDBvfgn+YrqDqVkuc3cPHo4NLOMPVp4y1FNppOy/ryDGYflqtQW+omraxFpiKNu+ZhlUBxgeprKk1vUZtNDQ2kiTbhmVYiV2+2c+3rWVrV9Hf6gZYl+RVCA/3sZ5q/f+IpdkMVniMqql3ABycdB7D/AD7+9SwXLCHuXk9XfodEMHyQh7l5PV36GPdXU93L5lxIXkA25IAwPTioaknuJLqZppmDSN1IUDP5VHXsRVopWsevBWilawUUUscbyttjRnb0UZNO9im7ak1pe3FlL5kD7T3HUH612+kai2pWokaBoyOCcfKfoa4JlZThgQfQiu/8PY/sG1wP73/oRrz8dh6U48zWvc8nNYwVNTtre1zREfJyaTYQCampK8x4WnbQ8DmZDRTgh3cjinbBnNccMNOWpXMipL9/8KWKIu3P3e9WyoI5ANOrOOURdVznK67D9ppYhFugzxmmC3G45PHarNFdssBh3b3FoTzMaqhRgU6iiuqMVFWS0JCiiiqAKKKKACiiigAooooAiaCNs7lHNV2tNseInwfcVdorgr5bha2soK/daP8AApTkjLMM6j5vXmo5ZDym3HvWxTNqnqB+VeLX4avFxo1Wr91c1VbujIj3ggjOCakSUl9revar7W8TLt24HtxUD2CtjYxX2IzXlTyDH4ZL2D5kul7eu+n4lqrGW42inNAYkXkEdKFQg5KnAGa1eHqxlyTjZiuhFALYaq1zpFleyiSeEswG375HH4GrLEE5FSocqK78BU9nNqG/dbhzyi+aLsc3d+FVEe6zlYSc8SHgj6gcVzM0TwTPFIu10JUj3r0eaaK3jMk0iog6sxwKx9V0+HUkivIAspGQQrBfMX6+or6bCZjOP8bWPf8A4Ox6OEx007VdV3OOrQ0bTl1K+MchIiRSzFevsM/56GtPS9FeOaf7XbqYSBt3EE5/DpWxptnHpsUkaZIdy2fQdhVYvOqEOanCWtlZ9Nf8jpxOOiouNPcqR+F7JJCztI69kZsY/EVd/sPTghAtU5GOc1oA55HSori4htYWlnkCIOpNeY8VXq7Sb/ryPIeIrzduZlb7LbuixNBGY+yFRgfhVmC1t7cN5MKR7uu1QM/lVeyvLe/VpLd8qrYOetYGo6jqVvrgSMKrsAkaDlXBJwTnvk1lgMHiJOdKbs1rqXCjUqSdO9rdzM17zr74i2umxXKKjWOWjcnG8F2GB69Pw/Cus8MwTW+k7Jcg+a21T/CBxj8waow+F7VfEsfiGV3+3eXtZVb5C+3aWGeenGKv6XcSx3t1YTqxKs0sT9RsJ4BP+e/pXtU66nBUoPSKX363N8TWjUoRp09opX9db2+9G3RRRQeSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhAI5opaKVkBC0CEEAYPrQIdvAPFTUVzfUqHNzKNn5FczOQ8XpJ/ozf8swWGe2eP8ACl8MspsZUz8wkyR6AgY/ka6mWGOZNkqK6+hGRVdNPghLmFBGXYs2B1NPGwdTBPDwWv8AwTtWMTw6otfMdt+QADrTGAVx6VZKEDjmoHUs3ygk45rwcXhZU4LTXSxzRldj1YMOKiurdbq1lgfIWRSpI7e9KsbqwzxmrCpkZNdOE9tPdWkgvyu6OfsPD8lhqCTwXJMXIdWGCRj9eah1vSdRuNSS7tQreWF2cgFSDnv711WMUte/CUlJTlrK1jVY2qqntHZu1inZiZ7dGuUCybfmUEYzVoADoKdRWUaUYfCjmcru4UUUVoSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUgExS0UUWAKKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==</Data>
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