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Paul prie que l'amour de Dieu appliqué en Église déborde sur le monde. Telle est la sainteté qui le glorifiera au retour de Christ.
1 Tesalonicenses 3:11-13
Discourse.
Romains 9:22-23
Discourse.
Romains 9:22-23
Discourse.
Romains 9:19-23
Discourse.
Romains 9:19-23
Discourse.
Jean 15:12-15
Discourse.
Jean 15:12-15
Discourse.
Romains 9:14-18
Discourse.
Romains 9:14-18
Discourse.
Romains 9:9-13
Discourse.
Romains 9:9-13
Discourse.
Romains 9:6-8
Discourse.
Romains 9:6-8
Main point summary. Rom. 9.1-5 Le comble de la douleur de Paul.
Romains 9:1-5
Main point summary. Rom. 9.1-5 Le comble de la douleur de Paul.
Romains 9:1-5
Bracket.
Psaumes 50:8-15
Bracket.
Psaumes 50:8-15
Ex. 19.4-6 [phrasing].
Exode 19:4-6
Ex. 19.4-6 [Bracket].
Exode 19:4-6
[LAB17] No condemnation [bracket].
Romains 7:22-8:2
[LAB17] No condemnation [bracket].
Romains 7:22-8:2
L'espérance du chrétien triste [Phrasing].
Lamentations de Jérémie 3:31-33
[LAB16] The Book of Life (6) [Bracket].
Luc 10:17-20
[LAB16] The Book of Life (6) [Bracket].
Luc 10:17-20
[LAB13] The Book of life (3) [Bracket].
Apocalypse 3:1-6
[LAB13] The Book of life (3) [Bracket].
Apocalypse 3:1-6
[LAB12] The Book of life (2) [Bracket].
Apocalypse 21:22-27
Bracket.
Apocalypse 20:12-15
Bracket.
Apocalypse 20:12-15
[Bracket] Ésaïe 48:9-11 | "À cause de mon nom".
Ésaïe 48:9-11
[Bracket] Ésaïe 48:9-11 | "À cause de mon nom".
Ésaïe 48:9-11
[Bracket] Luke 12:32-34.
Luc 12:32-34
[Bracket] Luke 12:32-34.
Luc 12:32-34
Phrasé 1 Thes. 1:2-5.
1 Thessaloniciens 1:2-5
Six éléments-lés de l'Évangile en un verset.
1 Peter 1:3
Arc.
Romans 6:20-23
222.
Le jour où pharaon faillit réussir !
Arc.
Exodus 5:1-9
Le thème : un croyant fidèle et humble supplie Dieu de le délivr
Supplication humble et confiante pour la délivrance
Arc.
1 Peter 5:6-11
Arc.
Psalms 32:1-11
Plus que ce pour quoi David prie, sa conception de la prière m'intéresse ic
Psalms 28:1-9
Diagram. Arc.
Philippians 3:8-11
Arc.
Romans 12:1-2
Diagram. Arc.
Philippians 1:9-11
Le moment opportun : le bon kairos .
Hebrews 4:16
Arc.
Romans 10:8-10
Arc.
Psalms 115:1-18
I think 6b gives the general ground of the Psalm.
Psalms 1:1-6
Voici une réaction étrange face à une situation effryante : David ne s'inquiète pas.
Psalms 3:1-8
L'un des plus courts mais denses.
Psalms 117:1-2
(En cours) Sauve.
Psalms 83:1-18
Christ est notre paix.
Ephesians 2:11-22
Paul's 2nd prayer Each time he unfolds the mystery, he ends his teaching by praying that God helps u...
Ephesians 3:14-21
view all (55 total)
Phil. 1:9-11
Philippians 1:9-11
Arc. Diagram.
Published 21/08/2013
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Arc
Diagram
notes
Disclaimer
This page was automatically converted from a module that was shared prior to the release of Published Pages. Additionally, the arc below was auto-converted from the arc created by the author (which used the old module), and so it is possible there are misplaced logical relationships.
notes 1452680589812 Disclaimer This page was automatically converted from a module that was shared prior to the release of Published Pages. Additionally, the arc below was auto-converted from the arc created by the author (which used the old module), and so it is possible there are misplaced logical relationships.
Arc
2013-08-21 08:27:48
2013-08-22 09:54:46
editing
NT
Philippians 1:9-11
na27
mine
Καὶ τοῦτο προσεύχομαι,
Et ce que je demande dans mes prières,
ἵνα ἡ ἀγάπη ὑμῶν ἔτι μᾶλλον καὶ μᾶλλον περισσεύῃ
c’est que votre amour augmente de plus en plus
ἐν ἐπιγνώσει καὶ πάσῃ αἰσθήσει
en connaissance et en pleine intelligence
actionmanner
εἰς τὸ δοκιμάζειν ὑμᾶς τὰ διαφέροντα,
10 pour le discernement des choses les meilleures,
actionpurpose
ἵνα ἦτε εἰλικρινεῖς καὶ ἀπρόσκοποι εἰς ἡμέραν Χριστοῦ,
afin que vous soyez purs et irréprochables pour le jour de Christ,
πεπληρωμένοι καρπὸν δικαιοσύνης
11 remplis du fruit de justice
τὸν διὰ Ἰησοῦ Χριστοῦ
qui est par Jésus-Christ,
temporal
εἰς δόξαν καὶ ἔπαινον θεοῦ.
à la gloire et à la louange de Dieu.
na27
discourse
11377073668108 1377073666304 Arc 2013-08-21 08:27:48 2013-08-22 09:54:46 editing 4 NT 50 1 9 1 11 Philippians 1:9-11 na27 mine i1154630 Καὶ τοῦτο προσεύχομαι, Et ce que je demande dans mes prières, i1154638 i1154639 i1154640 i1154641 i1154631 ἵνα ἡ ἀγάπη ὑμῶν ἔτι μᾶλλον καὶ μᾶλλον περισσεύῃ c’est que votre amour augmente de plus en plus i1154632 ἐν ἐπιγνώσει καὶ πάσῃ αἰσθήσει en connaissance et en pleine intelligence actionmanner 1 i1154633 εἰς τὸ δοκιμάζειν ὑμᾶς τὰ διαφέροντα, 10 pour le discernement des choses les meilleures, actionpurpose 2 i1154642 i1154634 ἵνα ἦτε εἰλικρινεῖς καὶ ἀπρόσκοποι εἰς ἡμέραν Χριστοῦ, afin que vous soyez purs et irréprochables pour le jour de Christ, i1154643 i1154635 πεπληρωμένοι καρπὸν δικαιοσύνης 11 remplis du fruit de justice i1154636 τὸν διὰ Ἰησοῦ Χριστοῦ qui est par Jésus-Christ, actionmanner 1 temporal 1 1 actionpurpose 2 i1154637 εἰς δόξαν καὶ ἔπαινον θεοῦ. à la gloire et à la louange de Dieu. actionpurpose 2 1 1 1 na27 25 mine 25 a 50 90 80 discourse
Diagram
2013-08-21 08:29:50
2013-08-22 09:55:02
scripturetext
components
Philippians 1:9-11
na27
subjectverb
προσεύχομαι
solid
drop
equal
revrocket
line
pred
τοῦτο
participle
pstack
cword
ἀγάπη
vertical
directobject
περισσεύῃ
prepphrase
ἔτι
rocketship
μᾶλλον
μᾶλλον
καὶ
ἐν
ἐπιγνώσει
πάσῃ
αἰσθήσει
καὶ
quoteshelf
τὸ
δοκιμάζειν
τὰ
διαφέροντα
ὑμᾶς
ἦτε
εἰλικρινεῖς
ἀπρόσκοποι
καὶ
ἡμέραν
Χριστοῦ
εἰς
ἵνα
(ἦτε)
predicate
πεπληρωμένοι
καρπὸν
δικαιοσύνης
τὸν
διὰ
Ἰησοῦ
Χριστοῦ
εἰς
δόξαν
ἔπαινον
θεοῦ
θεοῦ
καὶ
(ἵνα)
εἰς
ὑμῶν
ἵνα
vsnum
Philippians 1:9
Philippians 1:11
Philippians 1:10
diagram
11377073790162 1377073666304 Diagram 2013-08-21 08:29:50 2013-08-22 09:55:02 scripturetext components 4 NT 50 1 9 1 11 Philippians 1:9-11 na27 1377073840831 subjectverb προσεύχομαι 90 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 20 1377073858990 1 τοῦτο 90 20 135 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 0 90 2 90 38 2 rgba(44,44,48,1) solid 0 0 0 1377073858990 participle 2 2 2 54 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 0 0 0 ἡ ἀγάπη 2 54 66 54 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 66 0 32 1377073935380 1377073887540 2 2 vertical 2 2 54 vertical 1 resizepts[1].y - resizepts[0].y > 25 1377073935380 directobject 2 2 2 20 2 rgba(44,44,48,1) solid 0 0 0 περισσεύῃ 0 2 20 74 20 2 rgba(44,44,48,1) solid drop pred equal line pred equal 54 0 66 1377073962982 1377074031185 1377074290441 255 1377073962982 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἔτι 2 50 37 50 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 1377074063866 26 2 2 2 2 50 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 1377074063866 rocketship 2 42 12 42 2 rgba(44,44,48,1) solid equal line pred equal 10 0 0 12 42 62 2 2 rgba(44,44,48,1) solid 1 50 0 0 12 42 62 82 2 rgba(44,44,48,1) solid 1 50 0 0 62 2 62 82 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 μᾶλλον 62 2 116 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 μᾶλλον 62 82 116 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 62 2 vertical 62 82 vertical resizepts[0].y = lines[0].y2 + 26 resizepts.slice(2).every(function(rpt,rptIdx) { return (rpt.y > resizepts[0].y+10 && rpt.y resizepts[rptIdx+1].y+4)); }) καὶ 221 109 186 101 1377074031185 prepphrase 78 2 2 154 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 2 154 22 154 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 1377074051274 78 2 2 2 2 154 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 1377074051274 rocketship 2 42 12 42 2 rgba(44,44,48,1) solid equal line pred equal 10 0 0 12 42 62 2 2 rgba(44,44,48,1) solid 1 50 0 0 12 42 62 82 2 rgba(44,44,48,1) solid 1 50 0 0 62 2 62 82 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 ἐν ἐπιγνώσει 62 2 152 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 πάσῃ αἰσθήσει 62 82 163 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 62 2 vertical 62 82 vertical resizepts[0].y = lines[0].y2 + 26 resizepts.slice(2).every(function(rpt,rptIdx) { return (rpt.y > resizepts[0].y+10 && rpt.y resizepts[rptIdx+1].y+4)); }) καὶ 138 213 118 101 1377074290441 quoteshelf τὸ 0 δοκιμάζειν 19 11 230 106 230 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 54 0 67 1377074321390 1377074312699 1377074627613 1377074688295 370 11 11 11 230 2 rgba(44,44,48,1) solid cword 1 1 0 0 0 11 11 2 2 2 rgba(44,44,48,1) solid 1 1 9 0 0 20 2 11 11 2 rgba(44,44,48,1) solid drop 1 1 9 0 0 11 230 vertical 1 11 11 vertical 2 resizepts[0].y - resizepts[1].y > 18 1377074321390 directobject 2 2 2 20 2 rgba(44,44,48,1) solid 0 0 0 τὰ διαφέροντα 2 20 103 20 2 rgba(44,44,48,1) solid drop pred equal line pred equal 54 0 0 755 311 1377074312699 prepphrase 16.5 2 2 31 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ὑμᾶς 2 31 50 31 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 16.5 2 2 2 2 31 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 450 329 1377074627613 quoteshelf ἦτε 11 77 47 77 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 54 0 32 1377074440283 1377074487798 11 11 11 77 2 rgba(44,44,48,1) solid cword 1 1 0 0 0 11 11 2 2 2 rgba(44,44,48,1) solid 1 1 9 0 0 20 2 11 11 2 rgba(44,44,48,1) solid drop 1 1 9 0 0 11 77 vertical 1 11 11 vertical 2 resizepts[0].y - resizepts[1].y > 18 1377074440283 rocketship 2 42 12 42 2 rgba(44,44,48,1) solid equal line pred equal 10 0 0 12 42 62 2 2 rgba(44,44,48,1) solid 1 50 0 0 12 42 62 82 2 rgba(44,44,48,1) solid 1 50 0 0 62 2 62 82 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 εἰλικρινεῖς 62 2 136 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 ἀπρόσκοποι 62 82 144 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 62 2 vertical 62 82 vertical resizepts[0].y = lines[0].y2 + 26 resizepts.slice(2).every(function(rpt,rptIdx) { return (rpt.y > resizepts[0].y+10 && rpt.y resizepts[rptIdx+1].y+4)); }) καὶ 534 364 1377074487798 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἡμέραν 2 50 64 50 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 32 1377074499299 26 2 2 2 2 50 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 1377074499299 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 Χριστοῦ 2 50 71 50 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 26 2 2 2 2 50 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 516 452 εἰς 494 404 ἵνα 489 329 1377074688295 quoteshelf (ἦτε) 11 201 73 201 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 54 0 0 1377074781969 11 11 11 201 2 rgba(44,44,48,1) solid cword 1 1 0 0 0 11 11 2 2 2 rgba(44,44,48,1) solid 1 1 9 0 0 20 2 11 11 2 rgba(44,44,48,1) solid drop 1 1 9 0 0 11 201 vertical 1 11 11 vertical 2 resizepts[0].y - resizepts[1].y > 18 1377074781969 predicate 2 2 20 20 2 rgba(44,44,48,1) solid 18 0 0 πεπληρωμένοι 0 20 20 118 20 2 rgba(44,44,48,1) solid drop pred equal line pred equal 54 0 48 1377074793407 1377074824142 1377074841833 149 1377074793407 directobject 2 2 2 20 2 rgba(44,44,48,1) solid 0 0 0 καρπὸν 2 20 57 20 2 rgba(44,44,48,1) solid drop pred equal line pred equal 54 0 32 1377074798526 1377074798526 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 δικαιοσύνης 2 50 93 50 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 26 2 2 2 2 50 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 923 528 908 510 1377074824142 prepphrase 42.5 2 2 83 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τὸν διὰ Ἰησοῦ Χριστοῦ 2 83 165 83 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 42.5 2 2 2 2 83 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 820 528 1377074841833 prepphrase 75.5 2 2 149 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 εἰς 2 149 36 149 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 1377074862542 75.5 2 2 2 2 149 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 1377074862542 rocketship 2 42 12 42 2 rgba(44,44,48,1) solid equal line pred equal 10 0 0 12 42 62 2 2 rgba(44,44,48,1) solid 1 50 0 0 12 42 62 82 2 rgba(44,44,48,1) solid 1 50 0 0 62 2 62 82 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 δόξαν 0 62 2 107 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1377074957627 121 ἔπαινον 62 82 119 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1377074961496 62 2 vertical 62 82 vertical resizepts[0].y = lines[0].y2 + 26 resizepts.slice(2).every(function(rpt,rptIdx) { return (rpt.y > resizepts[0].y+10 && rpt.y resizepts[rptIdx+1].y+4)); }) 1377074957627 prepphrase 16 2 2 30 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 θεοῦ 2 30 47 30 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 16 2 2 2 2 30 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 831 635 1377074961496 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 θεοῦ 2 50 47 50 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 26 2 2 2 2 50 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 836 715 καὶ 759 635 725 528 761 510 (ἵνα) 708 329 εἰς 387 101 164 83 1377073887540 prepphrase 36 2 2 70 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ὑμῶν 2 70 52 70 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 36 2 2 2 2 70 2 1 Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 25 resizepts[1].y > resizepts[0].y 114 101 ἵνα 100 49 88 31 1377074992663 vsnum Philippians 1:9 50001009 749 34 1377075003466 vsnum Philippians 1:11 50001011 753 413 1377075005916 vsnum Philippians 1:10 50001010 745 166 53 diagram
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Disclaimer: The opinions and conclusions expressed on this page are those of the author and may or may not accord with the positions of Biblearc or Bethlehem College & Seminary.