Talált 21 Eredmények: anabaqmwn
kai dwdeka leonteV estwteV epi twn ex anabaqmwn enqen kai enqen ou gegonen outwV pash basileia (I Reis 10, 20)
kai akousanteV espeusan kai elabon ekastoV to imation autou kai eqhkan upokatw autou epi garem twn anabaqmwn kai esalpisan en keratinh kai eipon ebasileusen iou (II Reis 9, 13)
kai dwdeka leonteV esthkoteV ekei epi twn ex anabaqmwn enqen kai enqen ouk egenhqh outwV en pash basileia (II Crônicas 9, 19)
wdh twn anabaqmwn proV kurion en tw qlibesqai me ekekraxa kai eishkousen mou (Salmos 119, 1)
wdh twn anabaqmwn hra touV ofqalmouV mou eiV ta orh poqen hxei h bohqeia mou (Salmos 120, 1)
wdh twn anabaqmwn eufranqhn epi toiV eirhkosin moi eiV oikon kuriou poreusomeqa (Salmos 121, 1)
wdh twn anabaqmwn proV se hra touV ofqalmouV mou ton katoikounta en tw ouranw (Salmos 122, 1)
wdh twn anabaqmwn ei mh oti kurioV hn en hmin eipatw dh israhl (Salmos 123, 1)
wdh twn anabaqmwn oi pepoiqoteV epi kurion wV oroV siwn ou saleuqhsetai eiV ton aiwna o katoikwn ierousalhm (Salmos 124, 1)
wdh twn anabaqmwn en tw epistreyai kurion thn aicmalwsian siwn egenhqhmen wV parakeklhmenoi (Salmos 125, 1)
wdh twn anabaqmwn tw salwmwn ean mh kurioV oikodomhsh oikon eiV mathn ekopiasan oi oikodomounteV auton ean mh kurioV fulaxh polin eiV mathn hgrupnhsen o fulasswn (Salmos 126, 1)
wdh twn anabaqmwn makarioi panteV oi foboumenoi ton kurion oi poreuomenoi en taiV odoiV autou (Salmos 127, 1)