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Diagram. Bracket.
1 John 1:5-10
Diagram. Bracket.
1 John 1:1-4
Diagram.
1 John 2:1-2
Diagram. Arc.
Hebrews 4:14-16
Paul commands the beloved to TEST the spirits to see if they are from God and then goes about explai...
1 John 4:1-6
Main Point: Paul is stating in verses 21-22 that the righteousness of God has come and is recieved b...
Romans 3:21-26
The LORD proclaims his name by showing his characteristics and actions.
Exodus 34:6-7
The Central Idea: John desires his brothers not to sin and so he tells them the purpose of his letter.
1 John 2:1-2
The Central Idea : God is blessed and to be worshiped because he has lavished salvation upon us for ...
Ephesians 1:3-14
Main Thought: My initial thought as to the main point is that Paul desires that they would know that...
Ephesians 1:15-23
The Main Point that Paul is trying to show is that we were formerly dead sinners destined for the wr...
Ephesians 2:1-10
The central idea is 20a and 21a.
Galatians 2:20-21
This was a chaotic text to Arc but that does not take away from the gloriousness of the passage.
Ephesians 3:1-13
The main text and point of this passage seems to be v.
Ephesians 2:11-22
The main point of the verse is fortunately in v.
Ephesians 4:1-16
V
Ephesians 3:14-21
Commentary: Verses 29 and 30 and carbon copies of each other in almost every regard.
Matthew 5:29-30
1.
Ephesians 4:17-24
O
Ephesians 6:1-9
f
Ephesians 5:3-14
F
Ephesians 4:25-5:2
How are we to understand the command to be filled by the Spirit? And how to we go about obeying this...
Ephesians 5:15-21
i
Ephesians 6:10-20
How is the participle καθαρίσας functioning in relat...
Ephesians 5:22-33
f
Romans 8:12-14
F
Romans 9:1-5
f
Romans 9:6-13
f
Romans 9:14-18
f
Romans 9:19-23
F
Romans 9:24-29
f
Romans 9:30-33
F
Romans 10:1-4
F
Romans 11:1-6
F
Romans 11:7-10
F
Romans 11:11-16
F
Romans 11:33-36
F
Romans 11:25-32
Arc-Driven Outline: I.
Psalms 1:1-6
view all (39 total)
Love of the World
1 John 2:15-17
Diagram.
Published May 11th, 2014
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Diagram
notes
Special note
This page was automatically converted from a module that was shared prior to the release of Published Pages.
notes 1452680590603 Special note This page was automatically converted from a module that was shared prior to the release of Published Pages.
Diagram
2014-05-04 11:18:04
2014-10-14 19:10:39
studyinfo
components
NT
1 John 2:15-17
na28
subjectverb
solid
drop
equal
revrocket
line
pred
ἀγαπᾶτε
Μὴ
rocketship
cword
τὸν
κόσμον
τὰ
vertical
prepphrase
pstack
ἐν
τῷ
κόσμῳ
μηδὲ
obtuse
ἀγάπη
ἔστιν
οὐκ
indirectobj
ἐν
αὐτῷ
τοῦ
πατρὸς
τις
ἀγαπᾷ
τὸν
κόσμον
ἐάν
text
(for)?
τὸ
πᾶν
ἐν
τῷ
κόσμῳ
ἔστιν
οὐκ
ἐστίν
ἐκ
τοῦ
πατρὸς
ἐκ
τοῦ
κόσμου
ἀλλʼ
ὅτι
equals
ἐπιθυμία
ἀλαζονεία
ἐπιθυμία
τῆς
σαρκὸς
τῶν
ὀφθαλμῶν
τοῦ
βίου
καὶ
καὶ
table
καὶ
παράγεται
μένει
κόσμος
ἐπιθυμία
αὐτοῦ
καὶ
εἰς
τὸν
αἰῶνα
δὲ
participle
ποιῶν
τὸ
θέλημα
τοῦ
θεοῦ
dashed
free
line1
line1
diagram
11399202284426 1399202284424 Diagram 2014-05-04 11:18:04 2014-10-14 19:10:39 studyinfo components NT 62 2 15 2 17 1 John 2:15-17 na28 1399202315781 subjectverb 20 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 0 1 ἀγαπᾶτε Μὴ 20 20 85 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 32 1399202371175 1399780026112 20 2 20 38 2 rgba(44,44,48,1) solid 0 0 0 1399202371175 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 τὸν κόσμον 62 2 145 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 0 τὰ 62 82 98 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1399202391266 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)); }) 1399202391266 prepphrase 20 2 2 38 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἐν τῷ κόσμῳ 2 38 104 38 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 20 2 2 2 2 38 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 162 120 μηδὲ 100 40 1399780026112 obtuse 2 2 85 168 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 85 168 105 168 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 52 0 0 1399202504874 2 2 -2 2 85 168 -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 1399202504874 subjectverb ἡ 39 ἀγάπη 54 107 20 41 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 32 1399202524866 1 2 ἔστιν οὐκ 107 20 187 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 48 1399202515714 1399780049077 107 2 107 38 2 rgba(44,44,48,1) solid 0 0 0 1399202515714 indirectobj 27 2 11 34 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἐν αὐτῷ 11 34 80 34 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 2 34 11 34 2 rgba(44,44,48,1) solid equal equal 1 1 9 0 0 27 2 2 2 11 34 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 315 246 1399202524866 prepphrase 20 2 2 38 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τοῦ πατρὸς 2 38 91 38 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 20 2 2 2 2 38 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 194 246 1399780049077 obtuse 2 2 53 104 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 53 104 73 104 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 52 0 0 1399202441170 2 2 -2 2 53 104 -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 1399202441170 subjectverb τις 29 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 0 1 ἀγαπᾷ 29 20 81 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 0 1399202473787 29 2 29 38 2 rgba(44,44,48,1) solid 0 0 0 1399202473787 subjectverb 20 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 0 1 2 τὸν κόσμον 20 20 103 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 0 20 2 20 38 2 rgba(44,44,48,1) solid 0 0 0 506 330 427 330 ἐάν 356 246 187 228 84 80 17 62 1399202634062 text (for)? 74 140 1399202726320 obtuse 2 2 183 364 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 183 364 203 364 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 52 0 0 1399202920991 2 2 -2 2 183 364 -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 1399202920991 subjectverb τὸ πᾶν 68 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 32 1399202950338 1 68 20 122 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 0 1399203065899 122 68 2 68 38 2 rgba(44,44,48,1) solid 0 0 0 1399202950338 prepphrase 26 2 2 50 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἐν τῷ κόσμῳ 2 50 104 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 253 442 1399203065899 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 ἔστιν οὐκ 62 2 172 2 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1399203127040 ἐστίν 62 82 104 82 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1399203134932 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)); }) 1399203127040 prepphrase 19.5 2 2 37 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἐκ τοῦ πατρὸς 2 37 111 37 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 19.5 2 2 2 2 37 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 517.5 402 1399203134932 prepphrase 19 2 2 36 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 ἐκ τοῦ κόσμου 2 36 113 36 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 19 2 2 2 2 36 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 450 482 ἀλλʼ 381 402 261 424 ὅτι 60 80 1399202932571 equals 7 2 16 2 2 rgba(44,44,48,1) solid 9 0 0 7 6 16 6 2 rgba(44,44,48,1) solid 9 0 0 2 11 21 11 2 rgba(0,0,0,0) solid equal equal 19 0 0 1399202791667 1399202791667 rocketship 212 59 202 59 2 rgba(44,44,48,1) solid equal line equal revrocket 10 0 0 202 59 152 2 2 rgba(44,44,48,1) solid 1 50 0 0 202 59 152 168 2 rgba(44,44,48,1) solid 1 50 0 0 152 2 152 168 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 ἡ ἐπιθυμία 152 2 2 2 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 32 1399202824895 ἡ ἀλαζονεία 152 168 66 168 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 32 1399202884605 ἡ ἐπιθυμία 152 83 2 83 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 40 0 32 1399202860028 152 2 vertical 152 168 vertical 152 83 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)); }) 1399202824895 prepphrase 17 2 2 32 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τῆς σαρκὸς 2 32 91 32 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 17 2 2 2 2 32 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 23 403 1399202860028 prepphrase 17 2 2 32 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τῶν ὀφθαλμῶν 2 32 116 32 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 17 2 2 2 2 32 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 23 484 1399202884605 prepphrase 18.5 2 2 35 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τοῦ βίου 2 35 74 35 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 18.5 2 2 2 2 35 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 85.5 569 καὶ καὶ 22 403 1 232 451 1399203162714 table καὶ 2 2 32 2 2 rgba(44,44,48,1) solid drop revrocket equal line equal 54 0 0 238 589 1399204035321 rocketship 137 42 127 42 2 rgba(44,44,48,1) solid equal line equal revrocket 10 0 0 127 42 77 2 2 rgba(44,44,48,1) solid 1 50 0 0 127 42 77 97 2 rgba(44,44,48,1) solid 1 50 0 0 77 2 77 97 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 παράγεται 77 2 2 2 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 0 1399203188261 μένει 77 97 35 97 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 32 1399204338129 77 2 vertical 77 97 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)); }) 1399203188261 rocketship 140 42 130 42 2 rgba(44,44,48,1) solid equal line equal revrocket 10 0 0 130 42 80 2 2 rgba(44,44,48,1) solid 1 50 0 0 130 42 80 82 2 rgba(44,44,48,1) solid 1 50 0 0 80 2 80 82 2 rgba(0,0,0,0.2) solid cword 1 1 0 0 0 ὁ κόσμος 80 2 12 2 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 0 ἡ ἐπιθυμία 80 82 2 82 2 rgba(44,44,48,1) solid drop equal line equal 1 1 40 0 32 1399203217196 80 2 vertical 80 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)); }) 1399203217196 prepphrase 17.5 2 2 33 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 αὐτοῦ 2 33 56 33 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 68 0 0 17.5 2 2 2 2 33 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 232 705 καὶ 232 625 1 1399204338129 prepphrase 16 2 2 30 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 εἰς τὸν αἰῶνα 2 30 106 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 405 760 δὲ 370 665 1 1399204096492 subjectverb ὁ 27 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 20 1399204294771 1 27 20 81 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 0 27 2 27 38 2 rgba(44,44,48,1) solid 0 0 0 1399204294771 participle 2 2 2 78 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 0 0 0 ποιῶν 2 78 49 78 2 rgba(44,44,48,1) solid drop pred equal line equal 1 1 66 0 0 1399204302887 2 2 vertical 2 2 78 vertical 1 resizepts[1].y - resizepts[0].y > 25 1399204302887 subjectverb 20 20 2 20 2 rgba(44,44,48,1) solid drop equal revrocket line pred equal 18 0 0 1 τὸ θέλημα 20 20 96 20 2 rgba(44,44,48,1) solid drop pred equal line equal 54 0 32 1399204319906 20 2 20 38 2 rgba(44,44,48,1) solid 0 0 0 1399204319906 prepphrase 16.5 2 2 31 2 rgba(44,44,48,1) solid pstack cword pstack drop 1 1 24 0 0 τοῦ θεοῦ 2 31 74 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 484 836 421 818 374 760 364 742 1399779802844 line 5 2 2 149 2 rgba(44,44,48,.3) dashed 1 1 54 0 0 5 2 free 2 2 149 free Math.sqrt(Math.pow(resizepts[1].y - resizepts[0].y,2) + Math.pow(resizepts[1].x - resizepts[0].x,2)) > 15 1399202726320 line line1 1 -829 13 1399203162714 line line1 0 -57 93 238 442 84 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.