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วิกิพีเดีย

รายชื่อโบราณสถานในจังหวัดเลย

ต่อไปนี้เป็นรายชื่อโบราณสถานในจังหวัดเลย รวบรวมโดยกรมศิลปากร

  1. กรณีที่การประกาศในราชกิจจานุเบกษา เป็นการขึ้นทะเบียนตามพระราชบัญญัติโบราณสถาน โบราณวัตถุ ศิลปวัตถุ และพิพิธภัณฑสถานแห่งชาติ พ.ศ. ๒๕๐๔

แหล่งข้อมูลอื่น

รายช, อโบราณสถานในจ, งหว, ดเลย, อไปน, เป, รวบรวมโดยกรมศ, ลปากร, ทะเบ, ยน, ตำบล, อำเภอ, ดภ, ศาสตร, ภาพ, ประกาศ, หมายเหต, งก, 0002637, โนนบ, านเร, อกกตาล, ปากตม, เช, ยงคาน, 790000, 630000, 790000, 630000, 0002637, แผนท, งไม, นทะเบ, ยนตาม, 0002638, านป, งก, ชมเจร. txipniepnraychuxobransthanincnghwdely rwbrwmodykrmsilpakr thaebiyn chux thitng tabl xaephx phikdphumisastr phaph prakas hmayehtu 1 lingk0002637 onnbaneruxkktal m 3 paktm echiyngkhan 17 47 24 N 101 37 48 E 17 790000 N 101 630000 E 17 790000 101 630000 SL No 0002637 duaephnthi yngimkhunthaebiyntam ph r b 0002638 banpngkum m 5 chmecriy pakchm 17 49 12 N 101 52 48 E 17 820000 N 101 880000 E 17 820000 101 880000 SL No 0002638 duaephnthi yngimkhunthaebiyntam ph r b 0002639 aehlngnaylxng pakchm pakchm 17 58 12 N 101 52 12 E 17 970000 N 101 870000 E 17 970000 101 870000 SL No 0002639 duaephnthi yngimkhunthaebiyntam ph r b 0002640 banehmuxngthxng m 9 echiyngklm pakchm 17 54 00 N 101 57 00 E 17 900000 N 101 950000 E 17 900000 101 950000 SL No 0002640 duaephnthi yngimkhunthaebiyntam ph r b 0002641 thapakkwang m 3 hwybxsun pakchm 17 46 48 N 101 58 48 E 17 780000 N 101 980000 E 17 780000 101 980000 SL No 0002641 duaephnthi yngimkhunthaebiyntam ph r b 0002642 pakkthxng m 4 chmecriy pakchm 17 51 00 N 101 53 24 E 17 850000 N 101 890000 E 17 850000 101 890000 SL No 0002642 duaephnthi yngimkhunthaebiyntam ph r b 0002643 onnhwysn m 5 chmecriy pakchm 17 48 36 N 101 52 48 E 17 810000 N 101 880000 E 17 810000 101 880000 SL No 0002643 duaephnthi yngimkhunthaebiyntam ph r b 0002644 thaphasumesa m 7 pakchm pakchm 18 02 24 N 101 48 36 E 18 040000 N 101 810000 E 18 040000 101 810000 SL No 0002644 duaephnthi yngimkhunthaebiyntam ph r b 0002645 aehlngnaysali m 1 hwyphichy pakchm 17 58 48 N 101 57 36 E 17 980000 N 101 960000 E 17 980000 101 960000 SL No 0002645 duaephnthi yngimkhunthaebiyntam ph r b 0002646 thaechiyngklm m 1 echiyngklm pakchm 17 48 00 N 101 57 36 E 17 800000 N 101 960000 E 17 800000 101 960000 SL No 0002646 duaephnthi yngimkhunthaebiyntam ph r b 0002647 wdophnaekw m 2 pakchm pakchm 17 57 36 N 101 53 24 E 17 960000 N 101 890000 E 17 960000 101 890000 SL No 0002647 duaephnthi yngimkhunthaebiyntam ph r b 0002648 bankhxnsa m 4 echiyngklm pakchm 17 52 12 N 101 58 48 E 17 870000 N 101 980000 E 17 870000 101 980000 SL No 0002648 duaephnthi yngimkhunthaebiyntam ph r b 0002649 thaphuphaphung thaphaphung m 6 hwybxsun pakchm 17 44 24 N 101 58 48 E 17 740000 N 101 980000 E 17 740000 101 980000 SL No 0002649 duaephnthi yngimkhunthaebiyntam ph r b 0002650 nangthxnghyxn pakchm pakchm 17 58 12 N 101 52 48 E 17 970000 N 101 880000 E 17 970000 101 880000 SL No 0002650 duaephnthi yngimkhunthaebiyntam ph r b 0002651 thaokhkih m 3 hwybxsun pakchm 17 46 48 N 101 58 48 E 17 780000 N 101 980000 E 17 780000 101 980000 SL No 0002651 duaephnthi yngimkhunthaebiyntam ph r b 0002652 nkhrhngs m 8 pakchm pakchm 17 58 12 N 101 54 00 E 17 970000 N 101 900000 E 17 970000 101 900000 SL No 0002652 duaephnthi yngimkhunthaebiyntam ph r b 0002653 onnhwyphichy m 6 pakchm pakchm 17 57 00 N 101 55 48 E 17 950000 N 101 930000 E 17 950000 101 930000 SL No 0002653 duaephnthi yngimkhunthaebiyntam ph r b 0002654 hwypraka m 9 echiyngklm pakchm 17 54 00 N 101 57 00 E 17 900000 N 101 950000 E 17 900000 101 950000 SL No 0002654 duaephnthi yngimkhunthaebiyntam ph r b 0002655 thaphra m 3 hwybxsun pakchm 17 46 48 N 101 58 48 E 17 780000 N 101 980000 E 17 780000 101 980000 SL No 0002655 duaephnthi yngimkhunthaebiyntam ph r b 0002656 aehlngnayxxd m 5 chmecriy pakchm 17 49 48 N 101 52 48 E 17 830000 N 101 880000 E 17 830000 101 880000 SL No 0002656 duaephnthi yngimkhunthaebiyntam ph r b 0002657 thahwylaw m 5 chmecriy pakchm 17 51 36 N 101 51 00 E 17 860000 N 101 850000 E 17 860000 101 850000 SL No 0002657 duaephnthi yngimkhunthaebiyntam ph r b 0002658 nahwynaphung m 12 pakchm pakchm 17 56 24 N 101 51 36 E 17 940000 N 101 860000 E 17 940000 101 860000 SL No 0002658 duaephnthi yngimkhunthaebiyntam ph r b 0002659 wdsriphumi m 2 nahx dansay 17 19 12 N 101 09 00 E 17 320000 N 101 150000 E 17 320000 101 150000 SL No 0002659 duaephnthi yngimkhunthaebiyntam ph r b 0002660 thasarika m 7 wngyaw dansay 17 11 24 N 101 18 36 E 17 190000 N 101 310000 E 17 190000 101 310000 SL No 0002660 duaephnthi yngimkhunthaebiyntam ph r b 0002661 phrathatusrisxngrks m 14 dansay dansay 17 16 12 N 101 09 00 E 17 270000 N 101 150000 E 17 270000 101 150000 SL No 0002661 duaephnthi 21 tulakhm 2525elm 99 txnthi 1550002662 wdophthichy m 1 naphung naaehw 17 24 36 N 101 03 00 E 17 410000 N 101 050000 E 17 410000 101 050000 SL No 0002662 duaephnthi 1 kumphaphnth 2530txnthi 180002663 wdsriophthichy aesngpha naaehw 17 29 24 N 101 00 00 E 17 490000 N 101 000000 E 17 490000 101 000000 SL No 0002663 duaephnthi yngimkhunthaebiyntam ph r b 0002664 phrathatuaetngom m 1 rxngcik phuerux 17 21 00 N 101 20 24 E 17 350000 N 101 340000 E 17 350000 101 340000 SL No 0002664 duaephnthi yngimkhunthaebiyntam ph r b 0002665 ecdiysbengin m 6 xahi thali 17 39 36 N 101 21 36 E 17 660000 N 101 360000 E 17 660000 101 360000 SL No 0002665 duaephnthi yngimkhunthaebiyntam ph r b 0002666 wdphrathatusccaladpu m 2 thali thali 17 38 24 N 101 24 36 E 17 640000 N 101 410000 E 17 640000 101 410000 SL No 0002666 duaephnthi yngimkhunthaebiyntam ph r b 0002667 phrathatuaemnangediyw phrathatumanawediyw m 6 xahi thali 17 39 36 N 101 21 36 E 17 660000 N 101 360000 E 17 660000 101 360000 SL No 0002667 duaephnthi yngimkhunthaebiyntam ph r b 0002668 aethnwdpakhwy m 6 hnxngphux thali 17 42 00 N 101 25 12 E 17 700000 N 101 420000 E 17 700000 101 420000 SL No 0002668 duaephnthi yngimkhunthaebiyntam ph r b 0002669 emuxngtum m 1 xahi thali 17 39 36 N 101 20 24 E 17 660000 N 101 340000 E 17 660000 101 340000 SL No 0002669 duaephnthi yngimkhunthaebiyntam ph r b 0002670 banopng m 8 hnxngphux thali 17 39 00 N 101 25 12 E 17 650000 N 101 420000 E 17 650000 101 420000 SL No 0002670 duaephnthi yngimkhunthaebiyntam ph r b 0002671 ehlaaethn m 8 hnxngphux thali 17 38 24 N 101 26 24 E 17 640000 N 101 440000 E 17 640000 101 440000 SL No 0002671 duaephnthi yngimkhunthaebiyntam ph r b 0002672 banxahi m 1 xahi thali 17 39 36 N 101 21 36 E 17 660000 N 101 360000 E 17 660000 101 360000 SL No 0002672 duaephnthi yngimkhunthaebiyntam ph r b 0002673 thaphaphung m 4 ekhahlwng wngsaphung 17 19 12 N 101 40 12 E 17 320000 N 101 670000 E 17 320000 101 670000 SL No 0002673 duaephnthi yngimkhunthaebiyntam ph r b 0002674 bannaykn thraykhaw wngsaphung 17 14 24 N 101 42 36 E 17 240000 N 101 710000 E 17 240000 101 710000 SL No 0002674 duaephnthi yngimkhunthaebiyntam ph r b 0002675 onnhnxngpha m 3 phabing wngsaphung 17 13 48 N 101 43 12 E 17 230000 N 101 720000 E 17 230000 101 720000 SL No 0002675 duaephnthi yngimkhunthaebiyntam ph r b 0002676 onnxumung m 4 pakpwn wngsaphung 17 22 48 N 101 46 12 E 17 380000 N 101 770000 E 17 380000 101 770000 SL No 0002676 duaephnthi yngimkhunthaebiyntam ph r b 0002677 thaphadin thaphadinda m 1 phanxy wngsaphung 17 23 24 N 101 52 12 E 17 390000 N 101 870000 E 17 390000 101 870000 SL No 0002677 duaephnthi yngimkhunthaebiyntam ph r b 0002678 onnkksathxn m 2 ekhahlwng wngsaphung 17 20 24 N 101 40 12 E 17 340000 N 101 670000 E 17 340000 101 670000 SL No 0002678 duaephnthi yngimkhunthaebiyntam ph r b 0002679 bankkekliyng m 4 phabing wngsaphung 17 15 00 N 101 45 00 E 17 250000 N 101 750000 E 17 250000 101 750000 SL No 0002679 duaephnthi yngimkhunthaebiyntam ph r b 0002680 bannaww m 16 thraykhaw wngsaphung 17 13 12 N 101 40 48 E 17 220000 N 101 680000 E 17 220000 101 680000 SL No 0002680 duaephnthi yngimkhunthaebiyntam ph r b 0002681 nahwybng m 1 ekhahlwng wngsaphung 17 21 00 N 101 40 12 E 17 350000 N 101 670000 E 17 350000 101 670000 SL No 0002681 duaephnthi yngimkhunthaebiyntam ph r b 0002682 onnbkxad m 3 wngsaphung wngsaphung 17 16 48 N 101 45 36 E 17 280000 N 101 760000 E 17 280000 101 760000 SL No 0002682 duaephnthi yngimkhunthaebiyntam ph r b 0002683 onnhnxngpawan m 4 pakpwn wngsaphung 17 22 48 N 101 45 00 E 17 380000 N 101 750000 E 17 380000 101 750000 SL No 0002683 duaephnthi yngimkhunthaebiyntam ph r b 0002684 ibesmawdphththsimaram m 3 wngsaphung wngsaphung 17 16 48 N 101 45 36 E 17 280000 N 101 760000 E 17 280000 101 760000 SL No 0002684 duaephnthi yngimkhunthaebiyntam ph r b 0002685 onnhnxngpasang m 14 phanxy wngsaphung 17 23 24 N 101 49 48 E 17 390000 N 101 830000 E 17 390000 101 830000 SL No 0002685 duaephnthi yngimkhunthaebiyntam ph r b 0002704 onncapa m 4 naaekhm emuxngely 17 42 00 N 101 43 12 E 17 700000 N 101 720000 E 17 700000 101 720000 SL No 0002704 duaephnthi yngimkhunthaebiyntam ph r b 0002705 phukhum 2 m 9 nadinda emuxngely 17 24 36 N 101 49 48 E 17 410000 N 101 830000 E 17 410000 101 830000 SL No 0002705 duaephnthi yngimkhunthaebiyntam ph r b 0002706 wdnkhrbal m 1 naopng emuxngely 17 25 48 N 101 45 00 E 17 430000 N 101 750000 E 17 430000 101 750000 SL No 0002706 duaephnthi yngimkhunthaebiyntam ph r b 0002707 klumaehlngbanirtham m 5 naxan emuxngely 17 28 12 N 101 48 00 E 17 470000 N 101 800000 E 17 470000 101 800000 SL No 0002707 duaephnthi yngimkhunthaebiyntam ph r b 0002708 chumchnobranwdsrixphywn m 11 naxx emuxngely 17 34 12 N 101 43 48 E 17 570000 N 101 730000 E 17 570000 101 730000 SL No 0002708 duaephnthi yngimkhunthaebiyntam ph r b 0002709 khaywngklm m 6 naxx emuxngely 17 33 36 N 101 44 24 E 17 560000 N 101 740000 E 17 560000 101 740000 SL No 0002709 duaephnthi yngimkhunthaebiyntam ph r b 0002710 banophn m 6 naxx emuxngely 17 34 12 N 101 44 24 E 17 570000 N 101 740000 E 17 570000 101 740000 SL No 0002710 duaephnthi yngimkhunthaebiyntam ph r b 0002711 thaphakham m 1 nadinda emuxngely 17 25 12 N 101 52 12 E 17 420000 N 101 870000 E 17 420000 101 870000 SL No 0002711 duaephnthi yngimkhunthaebiyntam ph r b 0002712 hnxnghlm m 11 emuxng emuxngely 17 31 48 N 101 43 12 E 17 530000 N 101 720000 E 17 530000 101 720000 SL No 0002712 duaephnthi yngimkhunthaebiyntam ph r b 0002713 onnthatu m 8 naopng emuxngely 17 25 12 N 101 43 48 E 17 420000 N 101 730000 E 17 420000 101 730000 SL No 0002713 duaephnthi yngimkhunthaebiyntam ph r b 0002714 banphubxbid kudpxng emuxngely 17 28 48 N 101 45 00 E 17 480000 N 101 750000 E 17 480000 101 750000 SL No 0002714 duaephnthi yngimkhunthaebiyntam ph r b 0002715 pachanaymi m 9 naopng emuxngely 17 22 48 N 101 42 36 E 17 380000 N 101 710000 E 17 380000 101 710000 SL No 0002715 duaephnthi yngimkhunthaebiyntam ph r b 0002716 aehlngaerphurwk m 14 nadinda emuxngely 17 27 00 N 101 49 12 E 17 450000 N 101 820000 E 17 450000 101 820000 SL No 0002716 duaephnthi yngimkhunthaebiyntam ph r b 0002717 tha Nong Khuan Phai II thahnxngkwniph2 m 2 naswy emuxngely 17 32 24 N 101 52 12 E 17 540000 N 101 870000 E 17 540000 101 870000 SL No 0002717 duaephnthi yngimkhunthaebiyntam ph r b 0002718 onnkhikratay emuxng emuxngely 17 31 48 N 101 43 48 E 17 530000 N 101 730000 E 17 530000 101 730000 SL No 0002718 duaephnthi yngimkhunthaebiyntam ph r b 0002719 banekananxy m 3 nadinda emuxngely 17 23 24 N 101 48 36 E 17 390000 N 101 810000 E 17 390000 101 810000 SL No 0002719 duaephnthi yngimkhunthaebiyntam ph r b 0002720 wdthaphapu m 1 naxx emuxngely 17 34 48 N 101 42 36 E 17 580000 N 101 710000 E 17 580000 101 710000 SL No 0002720 duaephnthi yngimkhunthaebiyntam ph r b 0002721 onnnabng m 6 naxan emuxngely 17 27 00 N 101 44 24 E 17 450000 N 101 740000 E 17 450000 101 740000 SL No 0002721 duaephnthi yngimkhunthaebiyntam ph r b 0002722 phuthaphra m 8 kkdu emuxngely 17 38 24 N 101 38 24 E 17 640000 N 101 640000 E 17 640000 101 640000 SL No 0002722 duaephnthi 21 minakhm 2532elm 106 txnthi 430002723 xakharthiwakarxaephxemuxngely th ecriyrth kudpxng emuxngely 17 28 48 N 101 43 48 E 17 480000 N 101 730000 E 17 480000 101 730000 SL No 0002723 duaephnthi 26 minakhm 2544elm 1180002724 wdsricnthr naxx emuxngely 17 34 48 N 101 44 24 E 17 580000 N 101 740000 E 17 580000 101 740000 SL No 0002724 duaephnthi yngimkhunthaebiyntam ph r b 0002725 nanxynaokhk m 2 srisxngrk emuxngely 17 36 00 N 101 42 36 E 17 600000 N 101 710000 E 17 600000 101 710000 SL No 0002725 duaephnthi yngimkhunthaebiyntam ph r b 0002726 thanalay 2 kudpxng emuxngely 17 28 48 N 101 45 36 E 17 480000 N 101 760000 E 17 480000 101 760000 SL No 0002726 duaephnthi yngimkhunthaebiyntam ph r b 0002727 onnkhay 2 m 6 naxx emuxngely 17 34 12 N 101 44 24 E 17 570000 N 101 740000 E 17 570000 101 740000 SL No 0002727 duaephnthi yngimkhunthaebiyntam ph r b 0002728 swnnanghnuewiyng m 1 nahman emuxngely 17 30 00 N 101 40 12 E 17 500000 N 101 670000 E 17 500000 101 670000 SL No 0002728 duaephnthi yngimkhunthaebiyntam ph r b 0002729 onnkhay 4 m 6 naxx emuxngely 17 34 12 N 101 44 24 E 17 570000 N 101 740000 E 17 570000 101 740000 SL No 0002729 duaephnthi yngimkhunthaebiyntam ph r b 0002730 wdophthichy m 6 naxan emuxngely 17 27 00 N 101 44 24 E 17 450000 N 101 740000 E 17 450000 101 740000 SL No 0002730 duaephnthi yngimkhunthaebiyntam ph r b 0002731 klumaehlngbannaephiy m 2 naswy emuxngely 17 30 00 N 101 48 36 E 17 500000 N 101 810000 E 17 500000 101 810000 SL No 0002731 duaephnthi yngimkhunthaebiyntam ph r b 0002732 klumaehlngbannathray m 5 nadinda emuxngely 17 28 48 N 101 50 24 E 17 480000 N 101 840000 E 17 480000 101 840000 SL No 0002732 duaephnthi yngimkhunthaebiyntam ph r b 0002733 onnkhay 1 m 6 naxx emuxngely 17 34 12 N 101 44 24 E 17 570000 N 101 740000 E 17 570000 101 740000 SL No 0002733 duaephnthi yngimkhunthaebiyntam ph r b 0002734 orngkhieba m 8 nadinda emuxngely 17 27 00 N 101 50 24 E 17 450000 N 101 840000 E 17 450000 101 840000 SL No 0002734 duaephnthi yngimkhunthaebiyntam ph r b 0002735 onnsasx m 8 emuxng emuxngely 17 31 48 N 101 43 48 E 17 530000 N 101 730000 E 17 530000 101 730000 SL No 0002735 duaephnthi yngimkhunthaebiyntam ph r b 0002736 phuphatha m 6 chyphvks emuxngely 17 33 36 N 101 46 12 E 17 560000 N 101 770000 E 17 560000 101 770000 SL No 0002736 duaephnthi yngimkhunthaebiyntam ph r b 0002737 onnehlapatng m 5 naxan emuxngely 17 27 36 N 101 48 00 E 17 460000 N 101 800000 E 17 460000 101 800000 SL No 0002737 duaephnthi yngimkhunthaebiyntam ph r b 0002738 xakharsukhsalacnghwdelyaelaxakharphanichy kudpxng emuxngely 17 28 48 N 101 43 48 E 17 480000 N 101 730000 E 17 480000 101 730000 SL No 0002738 duaephnthi 26 minakhm 2544elm 1180002739 wdonnswrrkh m 5 esiyw emuxngely 17 27 00 N 101 37 12 E 17 450000 N 101 620000 E 17 450000 101 620000 SL No 0002739 duaephnthi yngimkhunthaebiyntam ph r b 0002740 banfakely th ely nadwng kudpxng emuxngely 17 29 24 N 101 44 24 E 17 490000 N 101 740000 E 17 490000 101 740000 SL No 0002740 duaephnthi yngimkhunthaebiyntam ph r b 0002741 tha Nong Khuan Phai I thahnxngkwniph1 m 2 naswy emuxngely 17 32 24 N 101 52 12 E 17 540000 N 101 870000 E 17 540000 101 870000 SL No 0002741 duaephnthi yngimkhunthaebiyntam ph r b 0002742 nanxynaphu m 4 emuxng emuxngely 17 33 00 N 101 42 36 E 17 550000 N 101 710000 E 17 550000 101 710000 SL No 0002742 duaephnthi yngimkhunthaebiyntam ph r b 0002743 thaphanxy 2 m 3 naswy emuxngely 17 33 36 N 101 51 00 E 17 560000 N 101 850000 E 17 560000 101 850000 SL No 0002743 duaephnthi yngimkhunthaebiyntam ph r b 0002744 bannaokhk m 2 srisxngrk emuxngely 17 35 24 N 101 43 12 E 17 590000 N 101 720000 E 17 590000 101 720000 SL No 0002744 duaephnthi yngimkhunthaebiyntam ph r b 0002745 banwd m 6 nadinda emuxngely 17 24 36 N 101 49 12 E 17 410000 N 101 820000 E 17 410000 101 820000 SL No 0002745 duaephnthi yngimkhunthaebiyntam ph r b 0002746 onnkhay 3 m 6 naxx emuxngely 17 34 12 N 101 44 24 E 17 570000 N 101 740000 E 17 570000 101 740000 SL No 0002746 duaephnthi yngimkhunthaebiyntam ph r b 0002747 thaphaphim m 2 naswy emuxngely 17 33 00 N 101 51 36 E 17 550000 N 101 860000 E 17 550000 101 860000 SL No 0002747 duaephnthi yngimkhunthaebiyntam ph r b 0002748 banhwfay m 2 chyphvks emuxngely 17 31 12 N 101 45 00 E 17 520000 N 101 750000 E 17 520000 101 750000 SL No 0002748 duaephnthi yngimkhunthaebiyntam ph r b 0002749 klumaehlngbansub m 4 naswy emuxngely 17 37 48 N 101 50 24 E 17 630000 N 101 840000 E 17 630000 101 840000 SL No 0002749 duaephnthi yngimkhunthaebiyntam ph r b 0002750 swnnayefux m 1 nahman emuxngely 17 28 48 N 101 40 12 E 17 480000 N 101 670000 E 17 480000 101 670000 SL No 0002750 duaephnthi yngimkhunthaebiyntam ph r b 0002751 thaphasungnxy m 3 naswy emuxngely 17 33 36 N 101 51 00 E 17 560000 N 101 850000 E 17 560000 101 850000 SL No 0002751 duaephnthi yngimkhunthaebiyntam ph r b 0002752 wdhwyhaw naxx emuxngely 17 34 12 N 101 45 00 E 17 570000 N 101 750000 E 17 570000 101 750000 SL No 0002752 duaephnthi yngimkhunthaebiyntam ph r b 0002753 irkhawophd m 3 naswy emuxngely 17 33 36 N 101 51 00 E 17 560000 N 101 850000 E 17 560000 101 850000 SL No 0002753 duaephnthi yngimkhunthaebiyntam ph r b 0002754 thanalay 1 m 5 naxan emuxngely 17 29 24 N 101 48 36 E 17 490000 N 101 810000 E 17 490000 101 810000 SL No 0002754 duaephnthi yngimkhunthaebiyntam ph r b 0002755 thaphalxm naswy emuxngely 17 33 00 N 101 52 12 E 17 550000 N 101 870000 E 17 550000 101 870000 SL No 0002755 duaephnthi yngimkhunthaebiyntam ph r b 0002756 chumchnobranewiynglxm m 12 nadwng nadwng 17 28 48 N 101 59 24 E 17 480000 N 101 990000 E 17 480000 101 990000 SL No 0002756 duaephnthi yngimkhunthaebiyntam ph r b 0002757 thaphaya m 4 nadxkkha nadwng 17 34 48 N 101 54 00 E 17 580000 N 101 900000 E 17 580000 101 900000 SL No 0002757 duaephnthi yngimkhunthaebiyntam ph r b 0002758 onnhintng m 3 cxmsri echiyngkhan 17 45 36 N 101 44 24 E 17 760000 N 101 740000 E 17 760000 101 740000 SL No 0002758 duaephnthi yngimkhunthaebiyntam ph r b 0002759 wdsrikhunemuxng m 1 echiyngkhan echiyngkhan 17 53 24 N 101 39 36 E 17 890000 N 101 660000 E 17 890000 101 660000 SL No 0002759 duaephnthi yngimkhunthaebiyntam ph r b 0002760 wdbanthatu m 1 thatu echiyngkhan 17 43 12 N 101 43 12 E 17 720000 N 101 720000 E 17 720000 101 720000 SL No 0002760 duaephnthi yngimkhunthaebiyntam ph r b 0002761 onnnanxy m 1 paktm echiyngkhan 17 46 48 N 101 34 48 E 17 780000 N 101 580000 E 17 780000 101 580000 SL No 0002761 duaephnthi yngimkhunthaebiyntam ph r b 0002762 onnbaneka m 5 ekhaaekw echiyngkhan 17 48 36 N 101 45 00 E 17 810000 N 101 750000 E 17 810000 101 750000 SL No 0002762 duaephnthi yngimkhunthaebiyntam ph r b 0002763 wdlumphiniwnaram m 4 echiyngkhan echiyngkhan 17 54 36 N 101 42 00 E 17 910000 N 101 700000 E 17 910000 101 700000 SL No 0002763 duaephnthi yngimkhunthaebiyntam ph r b 0002764 wdsntiwnaram m 1 echiyngkhan echiyngkhan 17 53 24 N 101 39 36 E 17 890000 N 101 660000 E 17 890000 101 660000 SL No 0002764 duaephnthi yngimkhunthaebiyntam ph r b 0002765 bannxy m 4 echiyngkhan echiyngkhan 17 54 36 N 101 42 00 E 17 910000 N 101 700000 E 17 910000 101 700000 SL No 0002765 duaephnthi yngimkhunthaebiyntam ph r b 0002766 wdthakhk m 1 echiyngkhan echiyngkhan 17 54 00 N 101 39 36 E 17 900000 N 101 660000 E 17 900000 101 660000 SL No 0002766 duaephnthi yngimkhunthaebiyntam ph r b 0002767 kudongng m 14 thatu echiyngkhan 17 43 12 N 101 42 36 E 17 720000 N 101 710000 E 17 720000 101 710000 SL No 0002767 duaephnthi yngimkhunthaebiyntam ph r b 0002768 banxumung m 5 10 buhm echiyngkhan 17 53 24 N 101 45 36 E 17 890000 N 101 760000 E 17 890000 101 760000 SL No 0002768 duaephnthi yngimkhunthaebiyntam ph r b 0002769 wdsrisxngnang wdhxsxngnang m 4 echiyngkhan echiyngkhan 17 54 00 N 101 40 48 E 17 900000 N 101 680000 E 17 900000 101 680000 SL No 0002769 duaephnthi yngimkhunthaebiyntam ph r b 0002770 aehlngnayhwa m 5 10 buhm echiyngkhan 17 52 48 N 101 46 12 E 17 880000 N 101 770000 E 17 880000 101 770000 SL No 0002770 duaephnthi yngimkhunthaebiyntam ph r b 0002771 chayfngaemnaokhng m 1 th chayokhng echiyngkhan echiyngkhan 17 53 24 N 101 39 00 E 17 890000 N 101 650000 E 17 890000 101 650000 SL No 0002771 duaephnthi yngimkhunthaebiyntam ph r b 0002772 banhwytm m 1 paktm echiyngkhan 17 47 24 N 101 34 48 E 17 790000 N 101 580000 E 17 790000 101 580000 SL No 0002772 duaephnthi yngimkhunthaebiyntam ph r b 0002773 nanxykhxlx m 8 ekhaaekw echiyngkhan 17 46 48 N 101 47 24 E 17 780000 N 101 790000 E 17 780000 101 790000 SL No 0002773 duaephnthi yngimkhunthaebiyntam ph r b 0002774 thaeca m 8 buhm echiyngkhan 17 54 36 N 101 45 36 E 17 910000 N 101 760000 E 17 910000 101 760000 SL No 0002774 duaephnthi yngimkhunthaebiyntam ph r b 0002775 hnxngerux m 14 thatu echiyngkhan 17 43 12 N 101 42 36 E 17 720000 N 101 710000 E 17 720000 101 710000 SL No 0002775 duaephnthi yngimkhunthaebiyntam ph r b 0002776 wdophnswang m 3 cxmsri echiyngkhan 17 46 12 N 101 45 00 E 17 770000 N 101 750000 E 17 770000 101 750000 SL No 0002776 duaephnthi yngimkhunthaebiyntam ph r b 0002777 banechiyngkhanehnux m 1 echiyngkhan echiyngkhan 17 53 24 N 101 39 36 E 17 890000 N 101 660000 E 17 890000 101 660000 SL No 0002777 duaephnthi yngimkhunthaebiyntam ph r b 0002778 phraphuththbathphukhwayengin phaaebn m 5 10 buhm echiyngkhan 17 54 00 N 101 45 00 E 17 900000 N 101 750000 E 17 900000 101 750000 SL No 0002778 duaephnthi 8 minakhm 24780002779 wdmhathatu m 1 echiyngkhan echiyngkhan 17 53 24 N 101 39 36 E 17 890000 N 101 660000 E 17 890000 101 660000 SL No 0002779 duaephnthi 26 thnwakhm 2545elm 1190002780 banklang m 3 paktm echiyngkhan 17 48 00 N 101 37 48 E 17 800000 N 101 630000 E 17 800000 101 630000 SL No 0002780 duaephnthi yngimkhunthaebiyntam ph r b 0002781 ewiyngkwy m 6 paktm echiyngkhan 17 46 12 N 101 36 00 E 17 770000 N 101 600000 E 17 770000 101 600000 SL No 0002781 duaephnthi yngimkhunthaebiyntam ph r b 0002782 wdonnswangsida m 4 hadthraykhaw echiyngkhan 17 43 48 N 101 37 48 E 17 730000 N 101 630000 E 17 730000 101 630000 SL No 0002782 duaephnthi yngimkhunthaebiyntam ph r b 0002783 banechiyngkhannxy m 2 echiyngkhan echiyngkhan 17 53 24 N 101 39 36 E 17 890000 N 101 660000 E 17 890000 101 660000 SL No 0002783 duaephnthi yngimkhunthaebiyntam ph r b 0002784 esmabanehmuxngaebnghruxkhumsila m 1 hnxnghyaplxng wngsaphung 17 14 24 N 101 52 48 E 17 240000 N 101 880000 E 17 240000 101 880000 SL No 0002784 duaephnthi yngimkhunthaebiyntam ph r b 0002785 onnhlkemuxng 1 m 6 wngsaphung wngsaphung 17 19 12 N 101 46 12 E 17 320000 N 101 770000 E 17 320000 101 770000 SL No 0002785 duaephnthi yngimkhunthaebiyntam ph r b 0002786 banhnxngplasiw m 1 thraykhaw wngsaphung 17 15 00 N 101 43 12 E 17 250000 N 101 720000 E 17 250000 101 720000 SL No 0002786 duaephnthi yngimkhunthaebiyntam ph r b 0002787 wdpracharasdrnimit m 6 wngsaphung wngsaphung 17 18 36 N 101 46 12 E 17 310000 N 101 770000 E 17 310000 101 770000 SL No 0002787 duaephnthi yngimkhunthaebiyntam ph r b 0002788 wdething rang m 5 thraykhaw wngsaphung 17 14 24 N 101 42 00 E 17 240000 N 101 700000 E 17 240000 101 700000 SL No 0002788 duaephnthi 26 minakhm 2544elm 1180002789 banbunghlwng m 1 srisngkhram wngsaphung 17 18 36 N 101 46 48 E 17 310000 N 101 780000 E 17 310000 101 780000 SL No 0002789 duaephnthi yngimkhunthaebiyntam ph r b 0002790 ekhaphabing m 2 phabing wngsaphung 17 13 48 N 101 44 24 E 17 230000 N 101 740000 E 17 230000 101 740000 SL No 0002790 duaephnthi 8 minakhm 2478elm 520002791 onnbungkktal m 6 srisngkhram wngsaphung 17 16 12 N 101 46 12 E 17 270000 N 101 770000 E 17 270000 101 770000 SL No 0002791 duaephnthi yngimkhunthaebiyntam ph r b 0002792 onnhlkemuxng 2 m 9 wngsaphung wngsaphung 17 18 00 N 101 46 12 E 17 300000 N 101 770000 E 17 300000 101 770000 SL No 0002792 duaephnthi yngimkhunthaebiyntam ph r b 0002793 phukhum 1 m 14 phanxy wngsaphung 17 23 24 N 101 50 24 E 17 390000 N 101 840000 E 17 390000 101 840000 SL No 0002793 duaephnthi yngimkhunthaebiyntam ph r b 0002794 hnxngsim m 1 ekhahlwng wngsaphung 17 20 24 N 101 40 48 E 17 340000 N 101 680000 E 17 340000 101 680000 SL No 0002794 duaephnthi yngimkhunthaebiyntam ph r b 0002795 wdyxdaekw m 16 thraykhaw wngsaphung 17 12 36 N 101 40 48 E 17 210000 N 101 680000 E 17 210000 101 680000 SL No 0002795 duaephnthi yngimkhunthaebiyntam ph r b 0002796 onnbanhwyphukeka m 1 ekhahlwng wngsaphung 17 20 24 N 101 40 48 E 17 340000 N 101 680000 E 17 340000 101 680000 SL No 0002796 duaephnthi yngimkhunthaebiyntam ph r b 0002797 onnkkaehn m 11 thraykhaw wngsaphung 17 14 24 N 101 41 24 E 17 240000 N 101 690000 E 17 240000 101 690000 SL No 0002797 duaephnthi yngimkhunthaebiyntam ph r b 0002798 onnnapha m 3 thraykhaw wngsaphung 17 14 24 N 101 40 48 E 17 240000 N 101 680000 E 17 240000 101 680000 SL No 0002798 duaephnthi yngimkhunthaebiyntam ph r b 0002799 wdkukha m 5 thraykhaw wngsaphung 17 14 24 N 101 41 24 E 17 240000 N 101 690000 E 17 240000 101 690000 SL No 0002799 duaephnthi yngimkhunthaebiyntam ph r b 0002800 wdthng wdthung m 5 thraykhaw wngsaphung 17 14 24 N 101 42 36 E 17 240000 N 101 710000 E 17 240000 101 710000 SL No 0002800 duaephnthi yngimkhunthaebiyntam ph r b 0002801 thaphanakha m 13 phanxy wngsaphung 17 21 36 N 101 51 00 E 17 360000 N 101 850000 E 17 360000 101 850000 SL No 0002801 duaephnthi yngimkhunthaebiyntam ph r b 0002802 banxielis m 3 srithan phukradung 16 57 00 N 101 49 48 E 16 950000 N 101 830000 E 16 950000 101 830000 SL No 0002802 duaephnthi yngimkhunthaebiyntam ph r b 0002803 thalayaethng m 4 phankekha phukradung 16 50 24 N 101 57 00 E 16 840000 N 101 950000 E 16 840000 101 950000 SL No 0002803 duaephnthi yngimkhunthaebiyntam ph r b 0002804 thamux m 7 srithan phukradung 16 49 48 N 101 49 12 E 16 830000 N 101 820000 E 16 830000 101 820000 SL No 0002804 duaephnthi yngimkhunthaebiyntam ph r b 0002805 thaphra m 7 srithan phukradung 16 49 48 N 101 49 12 E 16 830000 N 101 820000 E 16 830000 101 820000 SL No 0002805 duaephnthi yngimkhunthaebiyntam ph r b 0002806 bannaok m 6 srithan phukradung 16 49 48 N 101 51 00 E 16 830000 N 101 850000 E 16 830000 101 850000 SL No 0002806 duaephnthi yngimkhunthaebiyntam ph r b 0002807 thakhiwwiw m 7 srithan phukradung 16 49 48 N 101 49 12 E 16 830000 N 101 820000 E 16 830000 101 820000 SL No 0002807 duaephnthi yngimkhunthaebiyntam ph r b 0002808 thaphakhxng 1 m 7 phankekha phukradung 16 53 24 N 101 57 36 E 16 890000 N 101 960000 E 16 890000 101 960000 SL No 0002808 duaephnthi yngimkhunthaebiyntam ph r b 0002809 thaphakhxng 2 m 7 phankekha phukradung 16 53 24 N 101 57 36 E 16 890000 N 101 960000 E 16 890000 101 960000 SL No 0002809 duaephnthi yngimkhunthaebiyntam ph r b 0002810 wddxyswrrkh m 6 hnxngkhn phuhlwng 17 07 48 N 101 42 00 E 17 130000 N 101 700000 E 17 130000 101 700000 SL No 0002810 duaephnthi yngimkhunthaebiyntam ph r b 0002811 bannamultun m 5 6 7 8 hwysiesiyd phuhlwng 17 10 12 N 101 43 48 E 17 170000 N 101 730000 E 17 170000 101 730000 SL No 0002811 duaephnthi yngimkhunthaebiyntam ph r b 0002812 bannaykhala m 6 phuhx phuhlwng 17 08 24 N 101 39 36 E 17 140000 N 101 660000 E 17 140000 101 660000 SL No 0002812 duaephnthi yngimkhunthaebiyntam ph r b 0002813 wdchumaesng m 3 hnxngkhn phuhlwng 17 07 48 N 101 40 48 E 17 130000 N 101 680000 E 17 130000 101 680000 SL No 0002813 duaephnthi yngimkhunthaebiyntam ph r b 0002814 klumaehlngsaaekhn m 6 hnxngkhn phuhlwng 17 07 48 N 101 42 36 E 17 130000 N 101 710000 E 17 130000 101 710000 SL No 0002814 duaephnthi yngimkhunthaebiyntam ph r b 0002815 onnphrik hnxngkhn phuhlwng 17 08 24 N 101 43 12 E 17 140000 N 101 720000 E 17 140000 101 720000 SL No 0002815 duaephnthi yngimkhunthaebiyntam ph r b 0002816 enindinirnaysa hnxngkhn phuhlwng 17 07 48 N 101 42 00 E 17 130000 N 101 700000 E 17 130000 101 700000 SL No 0002816 duaephnthi yngimkhunthaebiyntam ph r b 0002817 aehlngnaysk hnxngkhn phuhlwng 17 07 48 N 101 43 48 E 17 130000 N 101 730000 E 17 130000 101 730000 SL No 0002817 duaephnthi yngimkhunthaebiyntam ph r b 0002818 orngeriynbanhnxngbw m 1 phuhx phuhlwng 17 07 48 N 101 38 24 E 17 130000 N 101 640000 E 17 130000 101 640000 SL No 0002818 duaephnthi yngimkhunthaebiyntam ph r b 0002819 onnhwysmpxy m 2 phuhx phuhlwng 17 07 12 N 101 37 48 E 17 120000 N 101 630000 E 17 120000 101 630000 SL No 0002819 duaephnthi yngimkhunthaebiyntam ph r b 0002820 onnnaaekngli m 5 hnxngkhn phuhlwng 17 07 12 N 101 42 36 E 17 120000 N 101 710000 E 17 120000 101 710000 SL No 0002820 duaephnthi yngimkhunthaebiyntam ph r b 0002821 hwysiesiyd m 1 hwysiesiyd phuhlwng 17 08 24 N 101 44 24 E 17 140000 N 101 740000 E 17 140000 101 740000 SL No 0002821 duaephnthi yngimkhunthaebiyntam ph r b 0002822 klumaehlngirfay m 6 hnxngkhn phuhlwng 17 07 48 N 101 42 36 E 17 130000 N 101 710000 E 17 130000 101 710000 SL No 0002822 duaephnthi yngimkhunthaebiyntam ph r b 0002823 onnnahnxngkhxng m 1 phuhx phuhlwng 17 08 24 N 101 39 36 E 17 140000 N 101 660000 E 17 140000 101 660000 SL No 0002823 duaephnthi yngimkhunthaebiyntam ph r b 0002824 phuhmakekhng m 6 hnxngkhn phuhlwng 17 07 48 N 101 42 00 E 17 130000 N 101 700000 E 17 130000 101 700000 SL No 0002824 duaephnthi yngimkhunthaebiyntam ph r b 0002825 banpwnphu m 1 pwnphu hnxnghin 17 05 24 N 101 48 00 E 17 090000 N 101 800000 E 17 090000 101 800000 SL No 0002825 duaephnthi yngimkhunthaebiyntam ph r b 0002826 phuthamohlar m 1 hnxnghin hnxnghin 17 06 36 N 101 52 48 E 17 110000 N 101 880000 E 17 110000 101 880000 SL No 0002826 duaephnthi yngimkhunthaebiyntam ph r b 0002827 thasung m 1 hnxnghin hnxnghin 17 06 00 N 101 52 48 E 17 100000 N 101 880000 E 17 100000 101 880000 SL No 0002827 duaephnthi yngimkhunthaebiyntam ph r b krnithikarprakasinrachkiccanuebksa epnkarkhunthaebiyntamphrarachbyytiobransthan obranwtthu silpwtthu aelaphiphithphnthsthanaehngchati ph s 2504aehlngkhxmulxun aekikhkhxmmxns miphaphaelasuxekiywkb obransthanincnghwdelyekhathungcak https th wikipedia org w index php title raychuxobransthanincnghwdely amp oldid 5581181, wikipedia, วิกิ หนังสือ, หนังสือ, ห้องสมุด,

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