In-Text |
Beza and Grotius think, that the Apostle might have respect hereunto in this place, and so doth Bodius. 2dly, Others take it to be a Metaphor drawn from Mathematicians, who make the dimensions of solid bodies to be the bredth and length and depth, which dimensions the Apostle transfers to the love of Christ, and one more than is usually attributed unto bodies, viz height: for indeed the love of Christ is beyond all natural dimensions: |
Beza and Grotius think, that the Apostle might have respect hereunto in this place, and so does Bodius. 2dly, Others take it to be a Metaphor drawn from Mathematicians, who make the dimensions of solid bodies to be the breadth and length and depth, which dimensions the Apostle transfers to the love of christ, and one more than is usually attributed unto bodies, videlicet height: for indeed the love of christ is beyond all natural dimensions: |
np1 cc np1 vvb, cst dt n1 vmd vhi n1 av p-acp d n1, cc av vdz np1. av, n2-jn vvb pn31 pc-acp vbi dt n1 vvn p-acp n2, r-crq vvb dt n2 pp-f j n2 pc-acp vbi dt n1 cc n1 cc n1, r-crq n2 dt n1 vvz p-acp dt n1 pp-f np1, cc crd dc cs vbz av-j vvn p-acp n2, av n1: p-acp av dt n1 pp-f np1 vbz p-acp d j n2: |
Note 0 |
Vide B•z. Grot. & Bod. in loc. |
Vide B•z. Grot. & Bod. in loc. |
fw-la fw-la. np1 cc np1 p-acp fw-la. |
Note 1 |
Quae addita hic sunt, a Mathematicis d•sumpta sunt, qui solidum corpus ferè sic definiunt, quòd habeat latitudinem, longitudinem, & prefunditatem, quos terminos ad Christi dilectionem transfert. Aret. Thus Ba•dvin. Rolloc. &c. on the place. |
Quae addita hic sunt, a Mathematicis d•sumpta sunt, qui Solidum corpus ferè sic definiunt, quòd habeat latitudinem, longitudinem, & prefunditatem, quos terminos ad Christ dilectionem transfert. Aret. Thus Ba•dvin. Rollock. etc. on the place. |
fw-la fw-la fw-la fw-la, dt fw-la fw-la fw-la, fw-la fw-la fw-la fw-la fw-la fw-la, fw-la fw-la fw-la, fw-la, cc fw-la, fw-la fw-la fw-la fw-la fw-la fw-la. np1 av np1. np1. av p-acp dt n1. |
Note 2 |
Infinitae re•nquenda sunt ab arte. Bed. Ax. Philos. p. 99. |
Infinitae re•nquenda sunt ab arte. Bed Ax. Philos. p. 99. |
np1 fw-la fw-la fw-la fw-la. n1 np1 np1 n1 crd |