{"id":2267,"date":"2022-09-23T23:37:56","date_gmt":"2022-09-24T04:37:56","guid":{"rendered":"https:\/\/www.biblia.work\/bible-commentary\/exegetical-and-hermeneutical-commentary-of-exodus-2623\/"},"modified":"2022-09-23T23:37:56","modified_gmt":"2022-09-24T04:37:56","slug":"exegetical-and-hermeneutical-commentary-of-exodus-2623","status":"publish","type":"post","link":"https:\/\/www.biblia.work\/bible-commentary\/exegetical-and-hermeneutical-commentary-of-exodus-2623\/","title":{"rendered":"Exegetical and Hermeneutical Commentary of Exodus 26:23"},"content":{"rendered":"<h3 align='center'><b><i> And two boards shalt thou make for the corners of the tabernacle in the two sides. <\/i><\/b><\/h3>\n<p> <strong> 23, 24<\/strong>. The two corner frames.<\/p>\n<h4 align='right'><i><b>Fuente: The Cambridge Bible for Schools and Colleges<\/b><\/i><\/h4>\n<p><P> Which were of another fashion than the former, as may be gathered both from the distinct nomination and use of them, and from the laws of building. And whereas the rest were but single boards, these were double, for greater strength and conveniency of joining them together. <\/P> <\/p>\n<h4 align='right'><i><b>Fuente: English Annotations on the Holy Bible by Matthew Poole<\/b><\/i><\/h4>\n<p><strong>And two boards shalt thou make for the corners of the tabernacle in the two sides.<\/strong> For the northwest and southwest corners, in the north and south sides; concerning which Dr. Lightfoot thus writes t: and the west end had six planks entire, besides a plank at either corner, joining end and sides together; these corner planks were of the same breadth that all the others were, and, thus set, the middle of the breadth of the one plank was laid close to the end of the south side, or to that plank that was furthest west; so that a quarter of a yard of the breadth of the corner plank was inward, to make up the tabernacle breadth, a quarter was taken up with the thickness of the side plank to which it joined, and a quarter lay outward: thus at the southwest, just so was it at the northwest corner: then count; the two corner planks were inward a quarter of a yard apiece, and the six planks that stood between them of three quarters apiece, behold five yards, just the breadth of the house between wall and wall: these corners knit end and side together, and were the strength of the building; as, adds he,<\/p>\n<p> &#8220;Christ is of his church, making Jews and Gentiles one spiritual temple.&#8221;<\/p>\n<p>t Ut supra. (Works, vol 1. p. 719.)<\/p>\n<h4 align='right'><i><b>Fuente: John Gill&#8217;s Exposition of the Entire Bible<\/b><\/i><\/h4>\n<p> <strong> 23-25<\/strong>. <strong> <\/strong> <strong> Two boards for the corners <\/strong> The exact form and purpose of these boards it seems impossible to determine with absolute certainty . They were to be somehow <strong> coupled together <\/strong> at base and top <strong> unto one ring<\/strong>. Some have thought that the two westward corners consisted of two boards so fastened together at right angles as to make one double piece from top to bottom. This of course would add one board, a cubit and a half less the thickness, to the length of the tabernacle. Another solution is, to suppose that the boards for the two corners were to be made double (Hebrews <em> twins<\/em>) and clasped together with rings <strong> beneath <\/strong> and <strong> above<\/strong>, so as to form one united piece just double the width of the other boards. Thus the <strong> eight boards <\/strong> which filled up the west end would be equal in width to ten other boards, and make the breadth of the tabernacle one half its length. But according to Philo ( <em> Life of Moses, 3:<\/em> 7) and Josephus, ( <em> Ant., 3:<\/em> 6, 3,) and all Jewish tradition, the dimensions of the tabernacle were thirty by ten cubits, and this corresponds with the relative measures of the Solomonic temple. <span class='bible'>1Ki 6:2<\/span>. It is better, therefore, to suppose these corner boards to have been composed each of two narrow boards <strong> coupled together <\/strong> at right angles, and made to lap around the northwest and southwest corners . By joining the two pieces so as to allow one half a cubit of each corner board to fill out the supposed ten cubits interior breadth of the tabernacle, we have a simple and reasonable explanation. The six boards made nine cubits of this breadth, and the two corner boards supplied the other cubit. Thus also, as Dr. James Strong has observed in his recent work on the Tabernacle, &ldquo;the whole angle would be greatly strengthened, as well as ornamented, by the overlapping on the lower side.&rdquo; The west end, accordingly, was made up of <strong> eight boards<\/strong>, and each of these, corner boards as well as the rest, had <strong> two sockets<\/strong>, like those on the north and south sides. Josephus says: &ldquo;As to the wall behind, where the six boards together made up only nine cubits, they made two other pillars, and cut them out of one cubit, which they placed in the corners, and made them equally fine with the other.&rdquo;<\/p>\n<p><img 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' style='max-width:100%' \/><\/p>\n<h4 align='right'><i><b>Fuente: Whedon&#8217;s Commentary on the Old and New Testaments<\/b><\/i><\/h4>\n<p>corners: [Strong&#8217;s H4742], Exo 36:28 <\/p>\n<p>Reciprocal: 1Ki 6:16 &#8211; built them<\/p>\n<h4 align='right'><i><b>Fuente: The Treasury of Scripture Knowledge<\/b><\/i><\/h4>\n","protected":false},"excerpt":{"rendered":"<p>And two boards shalt thou make for the corners of the tabernacle in the two sides. 23, 24. The two corner frames. Fuente: The Cambridge Bible for Schools and Colleges Which were of another fashion than the former, as may be gathered both from the distinct nomination and use of them, and from the laws &hellip; <a href=\"https:\/\/www.biblia.work\/bible-commentary\/exegetical-and-hermeneutical-commentary-of-exodus-2623\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Exegetical and Hermeneutical Commentary of Exodus 26:23&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"class_list":["post-2267","post","type-post","status-publish","format-standard","hentry","category-commentary"],"_links":{"self":[{"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/posts\/2267","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/comments?post=2267"}],"version-history":[{"count":0,"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/posts\/2267\/revisions"}],"wp:attachment":[{"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/media?parent=2267"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/categories?post=2267"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.biblia.work\/bible-commentary\/wp-json\/wp\/v2\/tags?post=2267"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}