| 39:1 | (36:8) kai {<2532> CONJ} epoihsen {<4160> V-AAI-3S} pav {<3956> A-NSM} sofov {<4680> A-NSM} en {<1722> PREP} toiv {<3588> T-DPM} ergazomenoiv {<2038> V-PMPDP} tav {<3588> T-APF} stolav {<4749> N-APF} twn {<3588> T-GPN} agiwn {<40> A-GPN} ai {<3739> R-NPF} eisin {<1510> V-PAI-3P} aarwn {<2> N-PRI} tw {<3588> T-DSM} ierei {<2409> N-DSM} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:2 | (36:9) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} thn {<3588> T-ASF} epwmida {N-ASF} ek {<1537> PREP} crusiou {<5553> N-GSN} kai {<2532> CONJ} uakinyou {<5192> N-GSF} kai {<2532> CONJ} porfurav {<4209> N-GSF} kai {<2532> CONJ} kokkinou {<2847> A-GSM} nenhsmenou {<3514> V-RMPGS} kai {<2532> CONJ} bussou {<1040> N-GSF} keklwsmenhv {V-RMPGS} |
| 39:3 | (36:10) kai {<2532> CONJ} etmhyh {V-API-3S} ta {<3588> T-NPN} petala {N-NPN} tou {<3588> T-GSN} crusiou {<5553> N-GSN} tricev {<2359> N-NPF} wste {<5620> CONJ} sunufanai {V-AAN} sun {<4862> PREP} th {<3588> T-DSF} uakinyw {<5192> N-DSF} kai {<2532> CONJ} th {<3588> T-DSF} porfura {<4209> N-DSF} kai {<2532> CONJ} sun {<4862> PREP} tw {<3588> T-DSN} kokkinw {<2847> A-DSN} tw {<3588> T-DSN} dianenhsmenw {V-RMPDS} kai {<2532> CONJ} sun {<4862> PREP} th {<3588> T-DSF} bussw {<1040> N-DSF} th {<3588> T-DSF} keklwsmenh {V-RMPDS} ergon {<2041> N-ASN} ufanton {<5307> A-ASN} |
| 39:4 | (36:11) epoihsan {<4160> V-AAI-3P} auto {<846> D-ASN} epwmidav {N-APF} sunecousav {<4912> V-PAPAP} ex {<1537> PREP} amfoterwn {A-GPN} twn {<3588> T-GPN} merwn {<3313> N-GPN} |
| 39:5 | (36:12) ergon {<2041> N-ASN} ufanton {<5307> A-ASN} eiv {<1519> PREP} allhla {D-APN} sumpeplegmenon {V-RMPAS} kay {<2596> PREP} eauto {<1438> D-ASN} ex {<1537> PREP} autou {<846> D-GSN} epoihsan {<4160> V-AAI-3P} kata {<2596> PREP} thn {<3588> T-ASF} autou {<846> D-GSN} poihsin {<4162> N-ASF} ek {<1537> PREP} crusiou {<5553> N-GSN} kai {<2532> CONJ} uakinyou {<5192> N-GSF} kai {<2532> CONJ} porfurav {<4209> N-GSF} kai {<2532> CONJ} kokkinou {<2847> A-GSN} dianenhsmenou {V-RMPGS} kai {<2532> CONJ} bussou {<1040> N-GSF} keklwsmenhv {V-RMPGS} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:6 | (36:13) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} amfoterouv {A-APM} touv {<3588> T-APM} liyouv {<3037> N-APM} thv {<3588> T-GSF} smaragdou {<4665> N-GSF} sumpeporphmenouv {V-RMPAP} kai {<2532> CONJ} perisesialwmenouv {V-RMPAP} crusiw {<5553> N-DSN} geglummenouv {V-RMPAP} kai {<2532> CONJ} ekkekolammenouv {V-RMPAP} ekkolamma {N-ASN} sfragidov {<4973> N-GSF} ek {<1537> PREP} twn {<3588> T-GPN} onomatwn {<3686> N-GPN} twn {<3588> T-GPM} uiwn {<5207> N-GPM} israhl {<2474> N-PRI} |
| 39:7 | (36:14) kai {<2532> CONJ} epeyhken {<2007> V-AAI-3S} autouv {<846> D-APM} epi {<1909> PREP} touv {<3588> T-APM} wmouv {<3676> N-APM} thv {<3588> T-GSF} epwmidov {N-GSF} liyouv {<3037> N-APM} mnhmosunou {<3422> N-GSN} twn {<3588> T-GPM} uiwn {<5207> N-GPM} israhl {<2474> N-PRI} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:8 | (36:15) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} logeion {N-ASN} ergon {<2041> N-ASN} ufanton {<5307> A-ASN} poikilia {N-DSF} kata {<2596> PREP} to {<3588> T-ASN} ergon {<2041> N-ASN} thv {<3588> T-GSF} epwmidov {N-GSF} ek {<1537> PREP} crusiou {<5553> N-GSN} kai {<2532> CONJ} uakinyou {<5192> N-GSF} kai {<2532> CONJ} porfurav {<4209> N-GSF} kai {<2532> CONJ} kokkinou {<2847> A-GSN} dianenhsmenou {V-RMPGS} kai {<2532> CONJ} bussou {<1040> N-GSF} keklwsmenhv {V-RMPGS} |
| 39:9 | (36:16) tetragwnon {<5068> A-ASN} diploun {<1362> A-ASN} epoihsan {<4160> V-AAI-3P} to {<3588> T-ASN} logeion {N-ASN} spiyamhv {N-GSF} to {<3588> T-ASN} mhkov {<3372> N-ASN} kai {<2532> CONJ} spiyamhv {N-GSF} to {<3588> T-ASN} eurov {N-ASN} diploun {<1362> A-ASN} |
| 39:10 | (36:17) kai {<2532> CONJ} sunufanyh {V-API-3S} en {<1722> PREP} autw {<846> D-DSN} ufasma {N-NSN} kataliyon {A-NSN} tetrasticon {A-NSN} sticov {N-NSM} liywn {<3037> N-GPM} sardion {N-NSN} kai {<2532> CONJ} topazion {<5116> N-NSN} kai {<2532> CONJ} smaragdov {<4665> N-NSF} o {<3588> T-NSM} sticov {N-NSM} o {<3588> T-NSM} eiv {<1519> A-NSM} |
| 39:11 | (36:18) kai {<2532> CONJ} o {<3588> T-NSM} sticov {N-NSM} o {<3588> T-NSM} deuterov {<1208> A-NSM} anyrax {<440> N-NSM} kai {<2532> CONJ} sapfeirov {<4552> N-NSF} kai {<2532> CONJ} iaspiv {<2393> N-NSF} |
| 39:12 | (36:19) kai {<2532> CONJ} o {<3588> T-NSM} sticov {N-NSM} o {<3588> T-NSM} tritov {<5154> A-NSM} ligurion {N-NSN} kai {<2532> CONJ} acathv {N-NSM} kai {<2532> CONJ} ameyustov {<271> N-NSF} |
| 39:13 | (36:20) kai {<2532> CONJ} o {<3588> T-NSM} sticov {N-NSM} o {<3588> T-NSM} tetartov {<5067> A-NSM} crusoliyov {<5555> N-NSM} kai {<2532> CONJ} bhrullion {N-NSN} kai {<2532> CONJ} onucion {N-NSN} perikekuklwmena {<4033> V-RMPAP} crusiw {<5553> N-DSN} kai {<2532> CONJ} sundedemena {<4887> V-RMPNP} crusiw {<5553> N-DSN} |
| 39:14 | (36:21) kai {<2532> CONJ} oi {<3588> T-NPM} liyoi {<3037> N-NPM} hsan {<1510> V-IAI-3P} ek {<1537> PREP} twn {<3588> T-GPN} onomatwn {<3686> N-GPN} twn {<3588> T-GPM} uiwn {<5207> N-GPM} israhl {<2474> N-PRI} dwdeka {<1427> N-NUI} ek {<1537> PREP} twn {<3588> T-GPN} onomatwn {<3686> N-GPN} autwn {<846> D-GPM} eggegrammena {<1449> V-RMPNP} eiv {<1519> PREP} sfragidav {<4973> N-APF} ekastov {<1538> A-NSM} ek {<1537> PREP} tou {<3588> T-GSN} eautou {<1438> D-GSN} onomatov {<3686> N-GSN} eiv {<1519> PREP} tav {<3588> T-APF} dwdeka {<1427> N-NUI} fulav {<5443> N-APF} |
| 39:15 | (36:22) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} epi {<1909> PREP} to {<3588> T-ASN} logeion {N-ASN} krossouv {N-APM} sumpeplegmenouv {V-RMPAP} ergon {<2041> N-ASN} emplokiou {N-GSN} ek {<1537> PREP} crusiou {<5553> N-GSN} kayarou {<2513> A-GSN} |
| 39:16 | (36:23) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} duo {<1417> N-NUI} aspidiskav {N-APF} crusav {A-APF} kai {<2532> CONJ} duo {<1417> N-NUI} daktuliouv {<1146> N-APM} crusouv {A-NSM} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} touv {<3588> T-APM} duo {<1417> N-NUI} daktuliouv {<1146> N-APM} touv {<3588> T-APM} crusouv {A-ASM} ep {<1909> PREP} amfoterav {A-APF} tav {<3588> T-APF} arcav {<746> N-APF} tou {<3588> T-GSN} logeiou {N-GSN} |
| 39:17 | (36:24) kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} ta {<3588> T-APN} emplokia {N-APN} ek {<1537> PREP} crusiou {<5553> N-GSN} epi {<1909> PREP} touv {<3588> T-APM} daktuliouv {<1146> N-APM} ep {<1909> PREP} amfoterwn {A-GPN} twn {<3588> T-GPN} merwn {<3313> N-GPN} tou {<3588> T-GSN} logeiou {N-GSN} |
| 39:18 | (36:25) kai {<2532> CONJ} eiv {<1519> PREP} tav {<3588> T-APF} duo {<1417> N-NUI} sumbolav {N-APF} ta {<3588> T-APN} duo {<1417> N-NUI} emplokia {N-APN} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} epi {<1909> PREP} tav {<3588> T-APF} duo {<1417> N-NUI} aspidiskav {N-APF} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} epi {<1909> PREP} touv {<3588> T-APM} wmouv {<3676> N-APM} thv {<3588> T-GSF} epwmidov {N-GSF} ex {<1537> PREP} enantiav {<1727> A-GSF} kata {<2596> PREP} proswpon {<4383> N-ASN} |
| 39:19 | (36:26) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} duo {<1417> N-NUI} daktuliouv {<1146> N-APM} crusouv {A-NSM} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} epi {<1909> PREP} ta {<3588> T-APN} duo {<1417> N-NUI} pterugia {<4419> N-APN} ep {<1909> PREP} akrou {A-GSN} tou {<3588> T-GSN} logeiou {N-GSN} epi {<1909> PREP} to {<3588> T-ASN} akron {A-ASN} tou {<3588> T-GSN} opisyiou {A-GSN} thv {<3588> T-GSF} epwmidov {N-GSF} eswyen {<2081> ADV} |
| 39:20 | (36:27) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} duo {<1417> N-NUI} daktuliouv {<1146> N-APM} crusouv {A-NSM} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} ep {<1909> PREP} amfoterouv {A-APM} touv {<3588> T-APM} wmouv {<3676> N-APM} thv {<3588> T-GSF} epwmidov {N-GSF} katwyen {ADV} autou {<846> D-GSN} kata {<2596> PREP} proswpon {<4383> N-ASN} kata {<2596> PREP} thn {<3588> T-ASF} sumbolhn {N-ASF} anwyen {<509> ADV} thv {<3588> T-GSF} sunufhv {N-GSF} thv {<3588> T-GSF} epwmidov {N-GSF} |
| 39:21 | (36:28) kai {<2532> CONJ} sunesfigxen {V-AAI-3S} to {<3588> T-ASN} logeion {N-ASN} apo {<575> PREP} twn {<3588> T-GPM} daktuliwn {<1146> N-GPM} twn {<3588> T-GPM} ep {<1909> PREP} autou {<846> D-GSN} eiv {<1519> PREP} touv {<3588> T-APM} daktuliouv {<1146> N-APM} thv {<3588> T-GSF} epwmidov {N-GSF} sunecomenouv {<4912> V-PMPAP} ek {<1537> PREP} thv {<3588> T-GSF} uakinyou {<5192> N-GSF} sumpeplegmenouv {V-RMPAP} eiv {<1519> PREP} to {<3588> T-ASN} ufasma {N-ASN} thv {<3588> T-GSF} epwmidov {N-GSF} ina {<2443> CONJ} mh {<3165> ADV} calatai {<5465> V-PMS-3S} to {<3588> T-NSN} logeion {N-NSN} apo {<575> PREP} thv {<3588> T-GSF} epwmidov {N-GSF} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:22 | (36:29) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} ton {<3588> T-ASM} upoduthn {N-ASM} upo {<5259> PREP} thn {<3588> T-ASF} epwmida {N-ASF} ergon {<2041> N-ASN} ufanton {<5307> A-ASN} olon {<3650> A-ASN} uakinyinon {<5191> A-ASN} |
| 39:23 | (36:30) to {<3588> T-NSN} de {<1161> PRT} peristomion {N-NSN} tou {<3588> T-GSM} upodutou {N-GSM} en {<1722> PREP} tw {<3588> T-DSN} mesw {<3319> A-DSN} diufasmenon {V-RMPAS} sumplekton {A-NSN} wan {N-ASF} econ {<2192> V-PAPNS} kuklw {N-DSM} to {<3588> T-ASN} peristomion {N-ASN} adialuton {A-ASN} |
| 39:24 | (36:31) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} epi {<1909> PREP} tou {<3588> T-GSN} lwmatov {N-GSN} tou {<3588> T-GSM} upodutou {N-GSM} katwyen {ADV} wv {<3739> CONJ} exanyoushv {V-PAPGS} roav {N-GSF} roiskouv {N-APM} ex {<1537> PREP} uakinyou {<5192> N-GSF} kai {<2532> CONJ} porfurav {<4209> N-GSF} kai {<2532> CONJ} kokkinou {<2847> A-GSN} nenhsmenou {<3514> V-RMPGS} kai {<2532> CONJ} bussou {<1040> N-GSF} keklwsmenhv {V-RMPGS} |
| 39:25 | (36:32) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} kwdwnav {N-APM} crusouv {A-APM} kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} touv {<3588> T-APM} kwdwnav {N-APM} epi {<1909> PREP} to {<3588> T-ASN} lwma {N-ASN} tou {<3588> T-GSM} upodutou {N-GSM} kuklw {N-DSM} ana {<303> PREP} meson {<3319> A-ASN} twn {<3588> T-GPM} roiskwn {N-GPM} |
| 39:26 | (36:33) kwdwn {N-NSM} crusouv {A-NSM} kai {<2532> CONJ} roiskov {N-NSM} epi {<1909> PREP} tou {<3588> T-GSN} lwmatov {N-GSN} tou {<3588> T-GSM} upodutou {N-GSM} kuklw {N-DSM} eiv {<1519> PREP} to {<3588> T-ASN} leitourgein {<3008> V-PAN} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:27 | (36:34) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} citwnav {<5509> N-APM} bussinouv {<1039> A-APM} ergon {<2041> N-ASN} ufanton {<5307> A-ASN} aarwn {<2> N-PRI} kai {<2532> CONJ} toiv {<3588> T-DPM} uioiv {<5207> N-DPM} autou {<846> D-GSM} |
| 39:28 | (36:35) kai {<2532> CONJ} tav {<3588> T-APF} kidareiv {N-APF} ek {<1537> PREP} bussou {<1040> N-GSF} kai {<2532> CONJ} thn {<3588> T-ASF} mitran {N-ASF} ek {<1537> PREP} bussou {<1040> N-GSF} kai {<2532> CONJ} ta {<3588> T-APN} periskelh {A-APN} ek {<1537> PREP} bussou {<1040> N-GSF} keklwsmenhv {V-RMPGS} |
| 39:29 | (36:36) kai {<2532> CONJ} tav {<3588> T-APF} zwnav {<2223> N-APF} autwn {<846> D-GPN} ek {<1537> PREP} bussou {<1040> N-GSF} kai {<2532> CONJ} uakinyou {<5192> N-GSF} kai {<2532> CONJ} porfurav {<4209> N-GSF} kai {<2532> CONJ} kokkinou {<2847> A-GSN} nenhsmenou {<3514> V-RMPGS} ergon {<2041> N-ASN} poikiltou {N-GSM} on {<3739> R-ASM} tropon {<5158> N-ASM} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:30 | (36:37) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} to {<3588> T-ASN} petalon {N-ASN} to {<3588> T-ASN} crusoun {A-ASN} aforisma {N-ASN} tou {<3588> T-GSN} agiou {<40> A-GSN} crusiou {<5553> N-GSN} kayarou {<2513> A-GSN} kai {<2532> CONJ} egraqen {<1125> V-AAI-3S} ep {<1909> PREP} autou {<846> D-GSN} grammata {<1121> N-APN} ektetupwmena {V-RMPAP} sfragidov {<4973> N-GSF} agiasma {N-NSN} kuriw {<2962> N-DSM} |
| 39:31 | (36:38) kai {<2532> CONJ} epeyhkan {<2007> V-AAI-3P} ep {<1909> PREP} auto {<846> D-ASN} lwma {N-ASN} uakinyinon {<5191> A-ASN} wste {<5620> CONJ} epikeisyai {<1945> V-PMN} epi {<1909> PREP} thn {<3588> T-ASF} mitran {N-ASF} anwyen {<509> ADV} on {<3739> R-ASM} tropon {<5158> N-ASM} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} |
| 39:32 | (39:10) kai {<2532> CONJ} epoihsan {<4160> V-AAI-3P} oi {<3588> T-NPM} uioi {<5207> N-NPM} israhl {<2474> N-PRI} kaya {<2505> ADV} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} outwv {<3778> ADV} epoihsan {<4160> V-AAI-3P} (39:11) to {<3588> T-ASN} de {<1161> PRT} loipon {A-ASN} crusion {<5553> N-ASN} tou {<3588> T-GSN} afairematov {N-GSN} epoihsan {<4160> V-AAI-3P} skeuh {<4632> N-APN} eiv {<1519> PREP} to {<3588> T-ASN} leitourgein {<3008> V-PAN} en {<1722> PREP} autoiv {<846> D-DPN} enanti {<1725> PREP} kuriou {<2962> N-GSM} (39:12) kai {<2532> CONJ} thn {<3588> T-ASF} kataleifyeisan {<2641> V-APPAS} uakinyon {<5192> N-ASF} kai {<2532> CONJ} porfuran {<4209> N-ASF} kai {<2532> CONJ} to {<3588> T-ASN} kokkinon {<2847> A-ASN} epoihsan {<4160> V-AAI-3P} stolav {<4749> N-APF} leitourgikav {<3010> A-APF} aarwn {<2> N-PRI} wste {<5620> CONJ} leitourgein {<3008> V-PAN} en {<1722> PREP} autaiv {<846> D-DPF} en {<1722> PREP} tw {<3588> T-DSN} agiw {<40> A-DSN} |
| 39:33 | (39:13) kai {<2532> CONJ} hnegkan {<5342> V-AAI-3P} tav {<3588> T-APF} stolav {<4749> N-APF} prov {<4314> PREP} mwushn {N-ASM} kai {<2532> CONJ} thn {<3588> T-ASF} skhnhn {<4633> N-ASF} kai {<2532> CONJ} ta {<3588> T-APN} skeuh {<4632> N-APN} authv {<846> D-GSF} kai {<2532> CONJ} tav {<3588> T-APF} baseiv {<939> N-APF} kai {<2532> CONJ} touv {<3588> T-APM} moclouv {N-APM} authv {<846> D-GSF} kai {<2532> CONJ} touv {<3588> T-APM} stulouv {<4769> N-APM} |
| 39:34 | (39:14) kai {<2532> CONJ} thn {<3588> T-ASF} kibwton {<2787> N-ASF} thv {<3588> T-GSF} diayhkhv {<1242> N-GSF} kai {<2532> CONJ} touv {<3588> T-APM} diwsthrav {N-APM} authv {<846> D-GSF} (39:20) kai {<2532> CONJ} tav {<3588> T-APF} difyerav {N-APF} dermata {<1192> N-APN} kriwn {N-GPM} hruyrodanwmena {V-RMPAP} kai {<2532> CONJ} ta {<3588> T-APN} kalummata {N-APN} dermata {<1192> N-APN} uakinyina {<5191> A-APN} kai {<2532> CONJ} twn {<3588> T-GPN} loipwn {A-GPN} ta {<3588> T-APN} epikalummata {N-APN} |
| 39:35 |  |
| 39:36 | (39:17) kai {<2532> CONJ} thn {<3588> T-ASF} trapezan {<5132> N-ASF} thv {<3588> T-GSF} proyesewv {<4286> N-GSF} kai {<2532> CONJ} panta {<3956> A-APN} ta {<3588> T-APN} authv {<846> D-GSF} skeuh {<4632> N-APN} kai {<2532> CONJ} touv {<3588> T-APM} artouv {<740> N-APM} touv {<3588> T-APM} prokeimenouv {<4295> V-PMPAP} |
| 39:37 | (39:16) kai {<2532> CONJ} thn {<3588> T-ASF} lucnian {<3087> N-ASF} thn {<3588> T-ASF} kayaran {<2513> A-ASF} kai {<2532> CONJ} touv {<3588> T-APM} lucnouv {<3088> N-APM} authv {<846> D-GSF} lucnouv {<3088> N-APM} thv {<3588> T-GSF} kausewv {<2740> N-GSF} kai {<2532> CONJ} to {<3588> T-ASN} elaion {<1637> N-ASN} tou {<3588> T-GSN} fwtov {<5457> N-GSN} |
| 39:38 | (39:15) kai {<2532> CONJ} to {<3588> T-ASN} yusiasthrion {<2379> N-ASN} kai {<2532> CONJ} panta {<3956> A-APN} ta {<3588> T-APN} skeuh {<4632> N-APN} autou {<846> D-GSN} kai {<2532> CONJ} to {<3588> T-ASN} elaion {<1637> N-ASN} thv {<3588> T-GSF} crisewv {N-GSF} kai {<2532> CONJ} to {<3588> T-ASN} yumiama {<2368> N-ASN} thv {<3588> T-GSF} sunyesewv {N-GSF} |
| 39:39 | |
| 39:40 | (39:19) kai {<2532> CONJ} ta {<3588> T-APN} istia {N-APN} thv {<3588> T-GSF} aulhv {<833> N-GSF} kai {<2532> CONJ} touv {<3588> T-APM} stulouv {<4769> N-APM} kai {<2532> CONJ} to {<3588> T-ASN} katapetasma {<2665> N-ASN} thv {<3588> T-GSF} yurav {<2374> N-GSF} thv {<3588> T-GSF} skhnhv {<4633> N-GSF} kai {<2532> CONJ} thv {<3588> T-GSF} pulhv {<4439> N-GSF} thv {<3588> T-GSF} aulhv {<833> N-GSF} kai {<2532> CONJ} panta {<3956> A-APN} ta {<3588> T-APN} skeuh {<4632> N-APN} thv {<3588> T-GSF} skhnhv {<4633> N-GSF} kai {<2532> CONJ} panta {<3956> A-APN} ta {<3588> T-APN} ergaleia {N-APN} authv {<846> D-GSF} (39:21) kai {<2532> CONJ} touv {<3588> T-APM} passalouv {N-APM} kai {<2532> CONJ} panta {<3956> A-APN} ta {<3588> T-APN} ergaleia {N-APN} ta {<3588> T-APN} eiv {<1519> PREP} ta {<3588> T-APN} erga {<2041> N-APN} thv {<3588> T-GSF} skhnhv {<4633> N-GSF} tou {<3588> T-GSN} marturiou {<3142> N-GSN} |
| 39:41 | (39:18) kai {<2532> CONJ} tav {<3588> T-APF} stolav {<4749> N-APF} tou {<3588> T-GSN} agiou {<40> A-GSM} ai {<3739> R-NPF} eisin {<1510> V-PAI-3P} aarwn {<2> N-PRI} kai {<2532> CONJ} tav {<3588> T-APF} stolav {<4749> N-APF} twn {<3588> T-GPM} uiwn {<5207> N-GPM} autou {<846> D-GSM} eiv {<1519> PREP} thn {<3588> T-ASF} ierateian {<2405> N-ASF} |
| 39:42 | (39:22) osa {<3745> A-APN} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} outwv {<3778> ADV} epoihsan {<4160> V-AAI-3P} oi {<3588> T-NPM} uioi {<5207> N-NPM} israhl {<2474> N-PRI} pasan {<3956> A-ASF} thn {<3588> T-ASF} aposkeuhn {N-ASF} |
| 39:43 | (39:23) kai {<2532> CONJ} eiden {<3708> V-AAI-3S} mwushv {N-NSM} panta {<3956> A-APN} ta {<3588> T-APN} erga {<2041> N-APN} kai {<2532> CONJ} hsan {<1510> V-IAI-3P} pepoihkotev {<4160> V-RAPNP} auta {<846> D-APN} on {<3739> R-ASM} tropon {<5158> N-ASM} sunetaxen {<4929> V-AAI-3S} kuriov {<2962> N-NSM} tw {<3588> T-DSM} mwush {N-DSM} outwv {<3778> ADV} epoihsan {<4160> V-AAI-3P} auta {<846> D-APN} kai {<2532> CONJ} euloghsen {<2127> V-AAI-3S} autouv {<846> D-APM} mwushv {N-NSM} |
Keluaran 39 - Analytic Septuagint
