=LDR 02410cam a2200529Ki 4500
=001 ocn645164688
=003 OCoLC
=005 20160718041145.0
=006 m\\\\\o\\d\\\\\\\\
=007 cr\bn||||||abp
=007 cr\bn||||||ada
=008 100630s1979\\\\dk\\\\\\obm\\\001\0\fre\d
=019 \\$a609362831
=035 \\$a(OCoLC)645164688$z(OCoLC)609362831
=040 \\$aOCLCE$beng$epn$cOCLCE$dOCLCQ$dCRL$dOCLCO$dOCLCQ$dOCLCF$dCRL$dOCLCQ
=042 \\$adlr
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=049 \\$aCRLL
=050 \4$aBL1605.I8$bH85
=082 04$a299/.26
=084 \\$a11.13$2bcl
=100 1\$aHvidberg-Hansen, O.
=245 13$aLa déesse TNT :$bune étude sur la religion canaanéo-punique /$cpar F.O. Hvidberg-Hansen ; [traduction française par Françoise Arndt]
=260 \\$aCopenhague :$b[F.O. Hvidberg-Hansen] :$ben dépôt chez Gad,$c1979.
=300 \\$a1 online resource (2 volumes)
=336 \\$atext$btxt$2rdacontent.
=337 \\$acomputer$bc$2rdamedia.
=338 \\$aonline resource$bcr$2rdacarrier.
=502 \\$cCopenhagen.
=504 \\$aIncludes bibliographical references (v. 2, pages 173-197)
=505 0\$a1. Texte.--2. Notes.
=506 \\$3Use copy$fRestrictions unspecified$2star$5MiAaHDL.
=533 \\$aElectronic reproduction.$b[S.l.] :$cHathiTrust Digital Library,$d2010.$5MiAaHDL.
=538 \\$aMaster and use copy. Digital master created according to Benchmark for Faithful Digital Reproductions of Monographs and Serials, Version 1. Digital Library Federation, December 2002.$uhttp://purl.oclc.org/DLF/benchrepro0212$5MiAaHDL.
=583 1\$adigitized$c2010$hHathiTrust Digital Library$lcommitted to preserve$2pda$5MiAaHDL.
=588 0\$aPrint version record.
=650 \0$aIshtar (Assyro-Babylonian deity)
=650 \0$aMythology, Semitic.
=650 \6$aMythologie sémitique.
=650 \6$aIshtar (Divinité assyro-babylonienne)
=650 \7$aIshtar (Assyro-Babylonian deity)$2fast$0(OCoLC)fst00979754.
=650 \7$aMythology, Semitic.$2fast$0(OCoLC)fst01031897.
=650 17$aTNT.$2gtt.
=776 08$iPrint version:$aHvidberg-Hansen, O.$tDéesse TNT.$dCopenhague : [F.O. Hvidberg-Hansen] : en dépôt chez Gad, 1979$w(DLC) 80467069$w(OCoLC)6377776.
=856 40$3Center for Research Libraries$uhttps://dds.crl.edu/crldelivery/22207$zCenter for Research Libraries
=907 \\$a.b2871247x$b07-27-16$c12-16-13
=998 \\$adisse$b12-16-13$cm$do$e-$ffre$gdk $h3$i1\n