Computer Assisted Tools for Septuagint/Scriptural Studies (CATSS) Project
Textual Variants, NUMBERS (based on the Goettingen edition by John Wevers)

This is the penultimate draft of the text and variants for Greek LXX Numbers,
edited by Gil Renberg in three files (1-10, 11-23, 24-36) which are combined
here for more convenient searching. Many queries and calls for verification or
correction remain in the file, but rather  than hold this material back from 
circulation until there is time to edit it more fully, we hereby make it available 
with this warning about its unfinished character. 

Robert Kraft, director of the CATSS variants sub-project at the 
  University of Pennsylvania (18 January 1999).

Need to do:
1:30 [DH]MOUS—1:40 AUTWN #4] absc 624(||)
	om. 2{{9}} SUN—3{{39}} fin 527
	om. 3{{43}} TREIS—8{{22}} fin 527
	om. 4{{33}}—4{{49}} fin 72
2{{15}} RAGOUHL—2{{30}} PEN[THKONTA] absc 624
3{{26}} KAI #2—5{{13}} SPERMATOS] absc 624
4{{43}} LEITOURGEIN—6{{7}} AUTW] absc 121
om. 4{{43}} LEITOURGEIN—6{{7}} AUTW 53'
	om. 5{{11}} init.—8{{7}} AUTWN #2 646(||)
5{{24}}—6{{6}} PA[SH] ] absc 624 (||)
6{{7}} ADELFW—7{{7}} EDWKEN] absc Syh{T}
6{{12}} KAI #2—6{{21}} fin] absc 414
om. 6{{14}} KAI #3—18{{11}} META SOU 53'
om. 77{{1}}-8{{3}} fin] 799
7{{7}} UIOIS—7{{41}} ENIAUSIAS] absc 624(||)
7{{78}} NEFQALI—8{{2}} EPITIQHS] absc 624(||)
	7{{85}} DISXILIOI—11{{18}} LEGONTES] absc G(||)
	om. 8{{5}}—8{{19}} fin] 799
	8{{16}} EILHFA—11{{3}} EMPURI[SMOS] absc 624(||)
	om. 9{{1}} init—9{{23}} fin] 799
	9{{15}} THN—10{{34}}MW[USHS] absc 630(||)
	om. 10{{8}} UMWN—10{{36}}] 527
	om 10{{14}} SUN—10{{28}} fin] 799
11{{18}} KAI 2_11{{35}} EPIQUMIAS] absc 630(||)
	11{{35}} init_16{{40}} PROS[ELQH]] absc 646 (||)
13{{12}}_13{{28}} MELI] absc 624(||)
	14{{34}} TESSARAKONTA #2_15{{3}} BOWN] absc 624(||)
	14{{36}} ECENEGKAI_15{{20}} AUTON] om. 320
	init. 15{{1}}-15{{31}} fin.] om. 799
	15{{20}} AFAIREMA #1_15{{32}} HMERA] absc 624(||)
16{{31}} LOGOUS_16{{44}} KAI #2] absc 624(||)
18{{2}} LEUI_18{{30}} KAI #1] absc G(||)
18{{4}} PROS #2_18{{15}} PASHS] absc 624(||)
	init. 18{{5}}_19{{22}} fin] om. 527
	init 18{{6}}_18{{11}} fin] om. 799
18{{21}} OSA_18{{26}} fin] om. 799
18{{26}} ISRAHL_21{{15}} XEIMARROUS] absc 624(||)
	init 20{{6}}_21{{13}} MWAB #1] absc 314(||)
	20{{22}} UIOI_25{{2}} QUSIWN] absc G(||)
21{{10}} init_24{{9}} fin] absc 646(||)
	21{{10}} KAI #2_21{{20}} BAMWQ] om. 527
21{{16}} [SU]NAGAGE_22{{16}} LEGEI] absc 630(||)
21{{28}} MWAB_22{{29}} fin] absc 624(||)
22{{41}} EKEIQEN_23{{12}} TO] absc 624(||)
	23{{2}} EPI TON BWMON_23{{14}}] homoioteleuton 72
23{{27}} [ARE]SEI_26{{54}} ELATTWSEIS] absc 624(||)
23{{30}} KRION_26{{44}} DHMOS] absc 28(||)
init. 25{{4}}—26{{9}} AARWN] absc 129(||)
init 25{{16}}—30{{17}} fin] om. 527
26{{1}} init—27{{5}} fin] om. 799
26{{3}} MWUSHS—29{{12}} KAI #2] absc G(||)
27{{11}} MH—28{{24}} KURI/W</>] absc 407
init 27{{16}}—28{{7}} TO] absc 624(||)
init 28{{1}} – 30{{17}} fin] om. 799
28{{2}} <gk>LEGWN – 30{{2}} fin] om. 767
28{{22}} PERI UMWN—29{{5}}] homoi. Bo
init 29{{12}} – 30{{1}} fin] om. 55
29{{16}} <gk>PLHN</> -- 29{{22}}] om. fin 72
29{{23}} <gk>DU(O</>--31{{4}} <gk>A)POSTEI/LATE</>] absc M(||)
29{{27}} [KA]TA/ #2—31{{16}} SUNA[GWGH]] absc 28(||)
29{{36}} [OLOKAU]TW/MATA—30{{8}} fin] absc 624(||)
init 31{{1}} – 35{{24}} fin] absc 646(||)
31{{48}} PANTES—32{{7}} ISRAHL</>] absc 624(||)
33{{5}} EIS--35{{3}} TOIS #1] absc 624(||)
init 33{{8}}—33{{36}} fin] om. 55
33{{29}} init—33{{47}} fin] om 527
AUTWN 33{{55}}—35{{15}} ISRAHL] absc 767(||)
34{{17}} OI – 36{{2}} TOU] absc 799(||)
init 35{{1}} --FIN LIBRI</>] absc 57(||)
35{{17}} QANATOUSQW – 36{{6}} GUNAIKES #1] absc 624(||)


~bc"Num"x"t"
 +< <gk>BIBLION</> 314 799{txt} 126 319(1st) Aeth
 +< <gk><uD>u</> 314
 +< <gk>TETARTON</> 799{txt}
 +< <gk>OI</> 799{txt} 126 319(1st) Aeth
 +< <gk>ARXH</> 75 246-664
 +< <gk>SUN</> 75
 +< <gk>Q_W_</> 75
 +< <gk>TWN</> 246-664
 +< <lt>liber</> Sa{12}
<gk>{1<20*A*R*I*Q*M*O*I</>0}1</> A B F M' V <it>O</>'`{-58}{72} 16-46-77-422-500'-529-
<it>cI</>{-528} 108-118-537 56-129 <it>n</>{-75} <it>s</>{-30} <it>t</> 509-527 <it>y</>{-
318<smg>} 18-68-120'-128-669 55 59 424 624 646 {Lat}cod 100 Arm Bo (no variants for: 30 131 
19 <it>d</>{-44} 71' 318{mg} 628 314 799{txt} 126 319(1st) Aeth 551 53 52'-313-414-528 319(2nd) 58 
417)]
 > 44 122 799{mg}
 : <gk>ARHQMOI</> 75
 : <gk>ARIQMWN</> 72 246-664
 : <lt>numerorum</> Sa{12}
 + <gk>TWN</> (+9) 53 (+9) (+5) 52'-528 319(2nd) (+5) 
   (+6) 313-414 319 (+6) (+9) 417 (+9)
 + <gk>UIWN</> 551 (+9) 53 (+9) (+5) 52'-528 319(2nd) (+5) 
   (+6) 313-414 319 (+6) (+9) 417 (+9)
 + <gk><uIHL>u</> 551 (+9) 53 (+9) (+5) 52'-528 319(2nd) (+5) 
   (+6) 313-414 319 (+6) (+9) 417 (+9)
 + <gk>SUGGRAFH</> (+9) 53 (+9) (+5) 52'-528 319(2nd) (+5) 
   (+6) 313-414 319 (+6)
 +: <gk>MWUSEWS</> (+5) 52'-528 319(2nd) (+5)
 :+ <gk>MWSEWS</> (+9) 53 (+9) (+6) 313-414 319 (+6) (+9) 417 (+9)
 + <gk>TOU</> (+9) 417 (+9)
 + <gk>QEOPTOU</> (+9) 417 (+9)
 + <gk>SUGGRAFH</> (+9) 417 (+9)
 + <gk>PROFHTOU</> (+9) 53 (+9) (+6) 313-414 319 (+6)
 + <gk>ARXH</> 30 (+9) 53 (+9)
 +: <gk>BIBLION</> 131 19 <it>d</>{-44} 71'{-619} 318{mg} 628
 :+ <gk>BIBLHWN</> 619
 + <gk>BIBLOS</> (+9) 417 (+9)
 + <gk>TETARTON</> 131 19 <it>d</>{-44} 71' 318{mg} 628
 + <gk>TETARTOS</> (+9) 417 (+9)
 + <gk>BIBLION</> 799{mg}
 + <gk><uD>u</> 799{mg}
 + <gk>TWN</> (+9) 53 (+9)
 + <gk>ARIQMWN</> (+9) 53 (+9)
 + <gk>LOIPON</> (+4) 58 (+4)
 + <gk>THN</> (+4) 58 (+4)
 + <gk>APARXHN</> (+4) 58 (+4)
 + <gk>POIOUNTAI</> (+4) 58 (+4)
 + <lt>ab</> Sa{12}
 + <lt>moyse</> Sa{12}
~x1y1
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>]
 : <gk>TW</> 318
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSHN</> 58-426 <it>n</> Cyr I 309
 : <gk>MWUSH</> 318
<gk>E)N</>] > (>5 homoi.) 46 (>5)
 + <gk>EN</> 134(|)
<gk>TH=|</>] > (>5 homoi.) 46 (>5)
 : <gk>TW</> 730 59{c} Bo
 : <gk>TO</> 59
<gk>E)RH/MW|</>] > (>5 homoi.) 46 (>5)
 : <gk>OREI</> 730 59{c} Bo
 + <gk>EN</> 509
 + <gk>TW</> 509
 + <gk>OREI</> 509
<gk>TH=|</> (sub % G)] > F*(c pr m) V 72 417-528 537 44-125 
   127-458 509 59*(c pr m) 319 799 Cyr I 316 = MT (>5 homoi.) 46 (>5)
 : <gk>TOU</> 414' 71' 318
 : <gk>TW</> 424 = Compl
<gk>*SINA/</>] > (>5 homoi.) 46 (>5)
 : <gk>SEINA</> B*
 : <gk>SHNA</> 30
 : <gk>SINAI</> 426 54-75' 18
 : <gk>SI<s>N</></> 126
 + <gk> LEGWN</> 19
<gk>,</>] > Ra
<gk>E)N</>
<gk>TH=|</>] > 619
<gk>SKHNH=|</>
<gk>TOU=</>
<gk>MARTURI/OU</>
 + <gk>LEGWN</> 53'
<gk>,</>] > Ra
<gk>E)N</>] > 72 (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6)
 : <gk>HS</> 106{(mg)}(vid)
 +< <gk>TH</> 15 106{(mg)}(vid)
<gk>MIA=|</>] > (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6)
<gk>TOU=</>] > 107{(mg)} (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6)
<gk>MHNO\S</>] > (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6) 
   (~) 107{(mg)} (~)
<gk>TOU=</>] > Ald (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6)
<gk>DEUTE/ROU</>] > Ald (>6) 44-106{txt}-107{txt}-125-610 <it>t</> (>6)
 + <gk>MHNOS</> (~) 107{(mg)} (~)
 + <gk>EN</> (+5) F*(c pr m): ex praec (+5)
 + <gk>TH</> (+5) F*(c pr m): ex praec (+5)
 + <gk>SKHNH</> (+5) F*(c pr m): ex praec (+5)
 + <gk>TOU</> (+5) F*(c pr m): ex praec (+5)
 + <gk>MARTURIOU</> (+5) F*(c pr m): ex praec (+5)
 +< <gk>EN</> V 319 = MT
 +< <gk>TW</> V 319 = MT
 +< <gk>ETEI</> 319 = MT
 +< <gk>ETI</> V
<gk>E)/TOUS</>] > (>2 homoi.) 46-320-413-528' 19' 53' 75 
   85*(c pr m)-130-321': homoiot (>2)
 : <gk>TW</> V 319 = MT
 + <gk>TOU</> F G-82-426-707*(vid) 56' <it>n</>{-75} 18 799 = Ald
<gk>DEUTE/ROU</>] > 68'-120' Cyr I 309 {Lat}cod 100 
   (>2 homoi.) 46-320-413-528' 19' 53' 75 85*(c pr m)-130-321': homoiot (>2)
 : <gk>DEUTERW</> V 319 = MT
<gk>E)CELQO/NTWN</>]
 : <gk>ECELHLUQOTWN</> <it>b</> <it>n</>{-75} 18
 : <gk>ECELHLUQWTWN</> 75
<gk>AU)TW=N</>] > <it>C</>'` 392 646
<gk>E)K</>
<gk>GH=S</>]
 : <gk>THS</> V 53'-56 {Lat}Aug <lt>Num</> 30
<gk>*AI)GU/PTOU</>
<gk>,</>] > Ra
<gk>LE/GWN</>] > 19 246
~x1y2
<gk>*LA/BETE</>]
 : <gk>LABE</> <it>C</>'`{-46} <it>b</> 767 730 646 Arab
 +< <gk>THN</> <it>b</> 58-426 319 Bo = MT
<gk>A)RXH\N</>]
 : <gk>APARXHN</> <it>b</> 767 Bas II 145
 : <gk>ARXAS</> 376
 +< <gk>APO</> Procop 1833
<gk>PA/SHS</>
<gk>SUNAGWGH=S</>]
 : <gk>SUGGENEIAS</> Cyr I 309
 +< <gk>TWN</> 129
<gk>UI(W=N</>] > B(|) <it>x</> Bas II 145 {Lat}cod 100 = Compl
<gk>*)ISRAH\L</>
 +< <gk>KAI</> Cyr I 309
<gk>KATA\</>
 + <gk>TAS</> 130
<gk>SUGGENEI/AS</>]
 : <gk>SUGGENEIAN</> 417
<gk>AU)TW=N</>] > B 414' <it>d</> <it>n</>{-767} <it>t</> 
   <it>x</> 18 Bas II 145 Cyr VI 453 X 624 {Lat}cod 100 
   PsBas <lt>Is</> I 5 Arm (>9 homoi.) Sixt (>9)
<gk>,</>] > Ra
 +< <gk>KAI</> 46{s} 799 Cyr I 309 Aeth
 +< <gk>KATA</> Bas II 145 {Lat}PsBas <lt>Is</> I 5
 +< <gk>DHMOUS</> Bas II 145 {Lat}PsBas <lt>Is</> I 5
<gk>KAT'</>] > (>9 homoi.) Sixt (>9)
 : <lt>et</> {Lat}cod 100
<gk>OI)/KOUS</>] > (>9 homoi.) Sixt (>9)
 : <gk>OIKOU</> 527
<gk>PATRIW=N</>] > (>9 homoi.) Sixt (>9)
<gk>AU)TW=N</>] > B V <it>d</> <it>n</>{-767} <it>t</> <it>x</> 
   18 319 Bas II 145 Cyr VI 453 X 624 {Lat}cod 100 
   Hi <lt>Eph</> II 3 PsBas <lt>Is</> I 5 
   Arm (sed hab Ruf <lt>Num</> XV 3) (>9 homoi.) Sixt (>9)
<gk>,</>] > Ra
 +< <gk>et</> Aeth
<gk>KATA\</>] > (>9 homoi.) Sixt (>9)
 : <gk>KAT'</> V G-426 <it>b</> 53' 126
 : <gk>secundum</> Aeth
<gk>A)RIQMO\N</>] > (>5) Aeth (>5) (>9 homoi.) Sixt (>9)
 : <gk>ARIQMWN</> 376 320* 246 344* 619* 120 Arm
<gk>E)C</>] > Hi <lt>Eph</> II 3 <it>b</> {Lat}cod 100 = MT 
   (>5) Aeth (>5) (>9 homoi.) Sixt (>9)
<gk>O)NO/MATOS</>] > (>9 homoi.) Sixt (>9)
 : <gk>ONOMATWN</> F 29 319 Bo <it>b</> {Lat}cod 100 = MT
 : <gk>nomina</> Aeth
<gk>AU)TW=N</> (sub % G)] > B 19 <it>d</> 127 <it>t</> 
   <it>x</> 18 319 Cyr VI 453 X 624 {Lat}cod 100 Arm = MT Sam
 : <gk>AUTOU</> 458
 : <gk>eorum</> Aeth
 + <gk>PAN</> 53'-56{mg}-246
 +: <gk>ARSHN</> 56{mg}-246
 :+ <gk>ARSEN</> 53'
 + <lt>uniuscuiusque</> Aeth
<gk>,</>] > Ra
<gk>KATA\</>] > (>5) Aeth (>5) (~) G-376 129 Arab = Compl MT (~)
 : <lt>secundum</> {Lat}cod 100 PsBas <lt>Is</> I 5 Arm{te} Bo: cf MT
<gk>KEFALH\N</>] > (>5) Aeth (>5) (~) G-376 129 Arab = Compl MT (~)
 : <gk>KEFALHS</> 84
 : <lt>capita</> {Lat}cod 100 PsBas <lt>Is</> I 5 Arm{te} Bo: cf MT
<gk>AU)TW=N</>] > G 121 (>5) Aeth (>5) 
   (~) G-376 129 Arab = Compl MT (~)
 : <lt>eorum</> {Lat}cod 100 PsBas <lt>Is</> I 5 Arm{te} Bo: cf MT
<gk>,</>
~x1y3
<gk>PA=S</>] > 426
 : <gk>PAN</> 129 509 669{c} 72 131{c<s1>s} <it>b</> 125{c pr m} 
   126-669* 319
<gk>A)/RSHN</>] > 426
 : <gk>ARSEN</> 72 131{c<s1>s} <it>b</> 125{c pr m} 126-669* 319 
   <it>d</>{-125<sc>s} 458 <it>t</> <it>x</>{-509}
 : <gk>ANHR</> <it>f</>{-129} 799
 + <gk>KATA</> (~) G-376 129 Arab = Compl MT (~)
 + <gk>KEFALHN</> (~) G-376 129 Arab = Compl MT (~)
 + <gk>AUTWN</> (~) G-376 129 Arab = Compl MT (~)
	[How handle different beginning of verse 3?]
<gk>A)PO\</>] > 130-346 669*
 : <gk>KATA</> 376
<gk>EI)KOSAETOU=S</>]
 : <gk>ARIQMWN</> 376
 : <gk>EIKOSI..</> 130-346
 + <gk>..ETOUS</> 130-346
<gk>KAI\</>
<gk>E)PA/NW</>
<gk>,</>
<gk>PA=S</>]
 : <lt>omnis</> {Lat}cod 100 = Tar{P}
<gk>O(</>]
 : <lt>qui</> {Lat}cod 100 = Tar{P}
<gk>E)KPOREUO/MENOS</>]
 : <gk>EISPOREUOMENOS</> 18
 : <lt>proficiscuntur</> {Lat}cod 100 = Tar{P}
<gk>E)N</>]
 : <gk>SUN</> 392 Aeth
 + <gk>TH</> 129-246 = Compl
<gk>DUNA/MEI</>
<gk>*)ISRAH/L</>
<gk>,</>
<gk>E)PISKE/YASQE</>] > (>8) 321 (>8)
 : <gk>EPISKEYASQAI</> A B*(vid) F V 15-376-<it>oII</>{-72} 
   <it>C</>'`{-52'}{313}{414}{417} 537 610 <it>f</> 75 343 
   74*-76-84-134 509-527 <it>y</>{-392<sc>s} 68'-120-126 55 59 
   319 624 646 Arm
 : <gk>EPESKEYASQAI</> G
 : <gk>EPISKEYAS<s>Q</></> 767
 : <gk>EPISKEYESQE</> 19
 inc 370
<gk>AU)TOU\S</>] > (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
 : <gk>AUTON</> 19
 : <gk>AUTWN</> 19*
<gk>SU\N</>] > 707 120'-126-128-628-669 (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
 : <gk>EN</> G-72 767 Cyr I 312 {Lat}cod 100
 +< <gk>TH</> Compl
<gk>DUNA/MEI</>] > 120'-126-128-628-669 (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
<gk>AU)TW=N</>] > 120'-126-128-628-669 (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
<gk>,</>
 +< <gk>KAI</> 120'-126-128-628-669
<gk>SU\</>] > (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
 : <gk>MWUSHS</> 318
<gk>KAI\</>] > (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
<gk>*)AARW\N</>] > (>8) 321 (>8) 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
<gk>E)PISKE/YASQE</> (sub % G)] > Aeth{CG} = Compl MT 
   (>8 homoi.) 618{txt} 53' 458 527 122*(c pr m) (>8)
 : <gk>ARIQMHSEIS</> 321'{mg}
 : <gk>EPISKEYESQE</> 72
 : <gk>EPISKEYHSQE</> 68 (sed hab Ald)
<gk>AU)TOU/S</> (sub % G)] > 417(|) Aeth{CG} = Compl MT
 + <gk>SUN</> (+8 dittogr.) 44 (+8)
 + <gk>DUNAMEI</> (+8 dittogr.) 44 (+8)
 + <gk>AUTWN</> (+8 dittogr.) 44 (+8)
 + <gk>SU</> (+8 dittogr.) 44 (+8)
 + <gk>KAI</> (+8 dittogr.) 44 (+8)
 + <gk>AARW\N</> (+8 dittogr.) 44 (+8)
 + <gk>E)PISKE/YASQE</> (+8 dittogr.) 44 (+8)
 + <gk>AUTOUS</> (+8 dittogr.) 44 (+8)
<gk>.</>
~x1y4
<gk>KAI\</>
<gk>MEQ'</>
<gk>U(MW=N</>]
 : <gk>HMWN</> 56
<gk>E)/SONTAI</>] > (~) <it>b</> (~)
 + <gk>SUN</> <it>z</>{-18}: ex 1{{3}}
 + <gk>DUNAMEI</> <it>z</>{-18}: ex 1{{3}}
 + <gk>AUTWN</> <it>z</>{-18}: ex 1{{3}}
<gk>E(/KASTOS</> F{a}] > 761* 610
 + <gk>SUN</> (+4) 246 (+4)
 + <gk>DUNAMEI</> (+4) 246 (+4)
 + <gk>AUTWN</> (+4) 246 (+4)
 + <gk>EKASTOS</> A F G-29-426 56 <it>y</>{-318} <it>z</>{-18} 
   59 624 Syh (^) (+4) 246 (+4)
 + <gk>ESONTAI</> (~) <it>b</> (~)
<gk>KATA\</>
<gk>FULH\N</> F{a}]
 : <gk>FUGHN</> 669*(c pr m)
 : <gk>KEFALHN</> F 53 319 {Lat}Aug <lt>Loc in hept</> IV 1 Bo
 : <lt>capita</> {Lat}cod 100
<gk>E(KA/STOU</>] > 107'-125
 : <gk>EKASTOS</> M' 64*(vid) <it>C</>'` 44' <it>n</>{-767} 
   30'-85{mg} <it>t</> 318 18 646 Arm
 +< <gk>TWN</> 246
<gk>A)RXO/NTWN</>]
 : <gk>ARXONTOS</> <it>b</> 129*(c pr m) 392 Cyr I 312
 : <gk>ARXWN</> <it>d</> <it>n</>{-54}{767} <it>t</> 18 319 Arm = MT
 : <gk>ARXON</> 54
<gk>:</>]
 : <gk>,</> Ra
 +< <gk>KAI</> B* 128
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>
 + <gk>AUTWN</> 16-46 106-107' <it>t</> 392 319 Co: cf MT
<gk>E)/SONTAI</>] > 16-46 Aeth{CG}
 + <gk>KATA</> (+17) 16-46 (+17)
 +: <gk>ARIQMON</> (+17) 16-46 (+17)
 :+ <gk>ARIQMWN</> 46{s}
 + <gk>EC</> (+17) 16-46 (+17)
 + <gk>ONOMATOS</> (+17) 16-46 (+17)
 + <gk>AUTWN</> (+17) 16-46 (+17)
 + <gk>PAS</> (+17) 16-46 (+17)
 + <gk>ARSHN</> (+17) 16-46 (+17)
 + <gk>APO</> (+17) 16-46 (+17)
 + <gk>EIKOSAETOUS</> (+17) 16-46 (+17)
 + <gk>KAI</> (+17) 16-46 (+17)
 + <gk>EPANW</> (+17) 16-46 (+17)
 + <gk>PAS</> (+17) 16-46 (+17)
 + <gk>O</> (+17) 16-46 (+17)
 + <gk>EKPOREUOMENOS</> (+17) 16-46 (+17)
 + <gk>EN</> (+17) 16-46 (+17)
 + <gk>DUNAMEI</> (+17) 16-46 (+17)
 + <gk>ISRAHL</> (+17) 16-46 (+17)
<gk>.</>
~x1y5
<gk>KAI\</>
<gk>TAU=TA</>
<gk>TA\</>
<gk>O)NO/MATA</>
<gk>TW=N</>
<gk>A)NDRW=N</>
<gk>,</>
<gk>OI(/TINES</>
<gk>PARASTH/SONTAI</>]
 : <gk>STHSONTAI</> <it>C</>'`{-46}{131<sc>s} <it>s</>{-30'} 646 (^)
 : <lt>stabunt</> {Lat}cod 100
<gk>MEQ'</>] > 730(||)
<gk>U(MW=N</>] > 730(||)
 : <gk>HMWN</> 46{s} 56*(c pr m)
<gk>:</>
<gk>TW=N</>] > Bo = Tar{P}
 : <gk>TON</> 58-72-376 19' 53' 509-527 <it>y</>{-121} 59 319 799
 : <gk>TW</> A 29 <it>d</> <it>n</>{-767} 30 <it>t</> 121 18 55* 
   Arm = MT Sam Tar{O}
 + <lt>e</> Bo = Tar{P}
 + <lt>tribu</> Bo = Tar{P}
 +< <gk>UIWN</> B* V {Lat}cod 100 Arab = Tar{P}
<gk>*(ROUBH\N</>]
 : <gk>ROUBEIM</> 381' 550' 106 416
 : <gk>ROUBEIN</> 15
 : <gk>ROUBHM</> F{b} 376 528 55{c}
 : <gk>ROUBIM</> 72' <it>C</>'`{- 46}{528}{550'} 44-125-610 
   <it>f</>{-129} 767 84 71' 126-128-628-669 59 646
 : <gk>ROUBIN</> 426 107 129 321' <it>t</>{-84} 527 <it>y</>{-121} 18 799
 : <lt>r<uo>ub<ue>ul</> Aeth
 : <lt>r<uu>ub<ui>ul</> Arab Syh
<gk>*)ELISOU\R</>]
 : <gk>EDISOUR</> 376 127
 : <gk>ELEISOUR</> B G
 : <gk>ELISSOUR</> 56-664 799
 : <gk>ELKOUR</> <it>C</>'`{46}{52'}{528}
 : <lt>elsur</> Bo
<gk>UI(O\S</> F{c pr m} F{b}] > F* 125
 : <gk>UION</> 72 59
 : <gk>UIOUS</> 53'
<gk>*SEDIOU/R</> F{c pr m} F{b}] > F* 125
 : <gk>EDIOUR</> A G <it>C</>'`{-46}{52'}{413}{528} 
   53'-56{c}-246 <it>s</> 121
 : <gk>ELIOUR</> 82 <it>b</> 56* 319
 : <gk>ESDIOUR</> 413
 : <gk>SEDEIOUR</> 129 = Compl
 : <lt>sadiur</> Arm
 : <lt>semiur</> Bo
<gk>:</>
~x1y6
 +< <lt>et</> Aeth Arab
<gk>TW=N</>]
 : <gk>TON</> 58-72 53' 527* <it>y</>{-121} 59 319 799
 : <gk>TW</> A 528-551 <it>d</> <it>n</>{-767} <it>t</> 121 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*SUMEW\N</>]
 : <gk>SIMEWN</> 619
 : <gk>SUMAIWN</> 54-75
 +< <gk>UIOS</> 413
<gk>*SALAMIH\L</>]
 : <gk>SALAMAHL</> 314 54
 : <gk>SALAMEHL</> 126
 : <gk>SALAMHIL</> 767
 : <gk>SALAMIEID</> 246
 : <gk>SALAMIHD</> 53'-56
 : <gk>SAMAHL</> 646
 : <gk>SAMIHL</> 417
 : <sy>slmw'yl</> Syh			How do we get the symbol over the 's'?
 : <lt>salamichel</> {Lat}cod 100
 +< <gk>O</> 15
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
 +< <gk>TOU</> 246
<gk>*SOURISADAI/</>] > 125
 : <gk>RISABAI</> 246
 : <gk>SOUREISADAI</> B
 : <gk>SOURHSADAI</> 72
 : <gk>SOURISADA</> 527
 : <gk>SOURISADAM</> 126
 : <gk>SOURISADDAI</> 58-426 127
 : <gk>SOURISADDE</> 767
 : <gk>SOURISADE</> <it>b</> 319 799 {Lat}cod 100 Bo
 : <gk>SOURISADEM</> 18
 : <gk>SOURISALAI</> 56
 : <gk>SOURISAMAI</> 53'
 litt <gk>D</> sup ras F
<gk>:</>
~x1y7
 +< <lt>et</> Aeth Arab
<gk>TW=N</>]
 : <gk>TON</> 58-72 313-320 53' 509* 318*-392 55 59 319 799
 : <gk>TOU</> 416
 : <gk>TW</> A <it>d</> <it>n</>{-767} <it>t</> 121 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*)IOU/DA</>]
 : <gk>IOUDAN</> 58 16'-73'-313-422-500'-615* 509 59
<gk>*NAASSW\N</>]
 : <gk>MAASSWN</> 343
 : <gk>NAAKSWN</> <it>C</>'`{-46}{52'}{526}
 : <gk>NAASWN</> V 30' 59 646 Arm = Compl
 : <gk>NASSWN</> B 72 528 130-321' 68 624 Bo (sed hab Ald)
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*)AMINADA/B</> F{a}] > 125
 : <gk>AMEINADAB</> B M' G 127
 : <gk>AMINABAD</> 422
 : <gk>AMINADAM</> F 618-707 528 130 84 527 68'
 : <gk>NAMEINADAB</> 46{s}
<gk>:</>
~x1y8
 +< <lt>et</> Aeth Arab
<gk>TW=N</>]
 : <gk>TON</> 58-72 53' 392 59 319 799
 : <gk>TW</> A{c} 46{s} <it>d</> <it>n</>{-767} <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*)ISSAXA\R</>]
 : <gk>EISSAXAR</> 127
 : <gk>IESAXAR</> 59
 : <gk>IESSAXAR</> 59*
 : <gk>ISAXAR</> 72-376-618 46{s}-73'-414'-417-550* <it>d</> 
   53'-246 54-75' 30'-321* 74-76 619 18-68'-126-669 646 
   {Lat}cod 100 Arm Co = Compl
 : <gk>ISSAR</> 527
<gk>*NAQANAH\L</>]
 : <gk>NAQAHL</> 77-131-500'-529
 : <gk>NAQAQNAHL</> 75
 : <gk>QANAHL</> 414*
 : <gk>SALAMIHL</> 121
 : <lt>nathaniel</> {Lat}cod 100 Bo
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*SWGA/R</>] > 125
 : <gk>SAGAR</> 59
 : <gk>SOGAR</> 72
 : <gk>SSWGAR</> 130
 : <gk>SWGWR</> 628*(vid)
 : <gk>SWGXAR</> 246
<gk>:</>
~x1y9
 +< <lt>et</> Aeth Arab
<gk>TW=N</>]
 : <gk>TON</> 58-72 53' 392 59 319 799
 : <gk>TW</> A{c} <it>d</> <it>n</>{-767} <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100: cf Tar{P}
<gk>*ZABOULW\N</>]
 : <gk>ZABOLWN</> 73'-550
 : <gk>ZABOULW</> 127
<gk>*)ELIA\B</>]
 : <gk>ELEIAB</> G
 : <gk>ELIAM</> 68'
 : <gk>ELIAQ</> 509
 : <gk>ELIAD</> 72
 : <gk>ELIABD</> 84
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*XAILW/N</> A B F M' G-58-707-<it>oI</>{-15} 127-
767 85'-321'-344 <it>x</> <it>y</>{-318} 68'-120' 55 59]
 > 125
 : <gk>AXAILWN</> <it>C</>'`{-46}{77}{414'}{523}{761*} 30
 : <gk>AXELLWN</> 730
 : <gk>AXELWN</> 77-414'-528-761*
 : <gk>XAIDWN</> 426
 : <gk>XEILWN</> 46{s}(vid)
 : <gk>XELLWN</> 15 Arm Bo Sa{12}
 : <gk>XELWM</> <it>f</>{-129} 18 799 {Lat}cod 100
 : <gk>XELWN</> rell
 : <lt>achil<uo>un</> Sa{4}
<gk>:</>
[~x1y10 Ra]		???
 +< <lt>et</> Aeth Arab
 +< ras 1 litt 59
<gk>TW=N</>] > (~) Ra (~)
 : <gk>TON</> 72 392 59
<gk>UI(W=N</>] > (~) Ra (~)
 : <gk>UION</> 72 392 59
<gk>*)IWSH/F</>] > (~) Ra (~)
 : <gk>IWSF</> 527
<gk>,</>] > (~) Ra (~)
<gk>TW=N</>] > (~) Ra (~)
 : <gk>TON</> 58-72 313 53' 392 59 319 799
 : <gk>TW</> 73'-550'-761* <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>ab </> {Lat}cod 100
 +< <gk>UIWN</> 46 Arab
<gk>*)EFRA/IM</>] > (~) Ra (~)
 : <gk>EFREM</> 30
<gk>*)ELISAMA\</>] > (~) Ra (~)
 : <gk>ELEISAMA</> B Sa{4}
 : <gk>ELKAMA</> <it>C</>'`
 : <lt>elismama</> {Lat}cod 100
<gk>UI(O\S</>] > 125 (~) Ra (~)
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*)EMIOU/D</>] > 125 (~) Ra (~)
 : <gk>AMIOUD</> G
 : <gk>ELIOUD</> 624
 : <gk>EMIOUL</> 318 799
 : <gk>SAMIOUD</> 82 68'-120'
 : <gk>SEMIOUD</> A F V 72-376-<it>oI</> <it>b</> 129 <it>n</> <it>x</>{-509} 121 18'-126-628-
669 55 59 646 Bo{A} = Ald
 : <lt>emiut</> {Lat}cod 100
 : <lt>nemiud</> Sa{4}
<gk>,</>] > (~) Ra (~)
~x1y10
 +< <gk>TW=N</> (~) Ra (~)
 +< <gk>UI(W=N</> (~) Ra (~)
 +< <gk>*IWSHF</> (~) Ra (~)
 +< <gk>,</> (~) Ra (~)
 +< <gk>TW=N</> (~) Ra (~)
 +< <gk>*EFRAIM</> (~) Ra (~)
 +< <gk>*ELISAMA</> (~) Ra (~)
 +< <gk>UI(O\S</> (~) Ra (~)
 +< <gk>*EMIOUD</> (~) Ra (~)
 +< <gk>,</> (~) Ra (~)
 +< <lt>et</> Aeth Arab
<gk>TW=N</>]
 : <gk>TON</> 58-72 118' 53' 392 59 319 799
 : <gk>TW</> 618 <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*MANASSH\</>]
 : <gk>MANNASSH</> A 458 121
 : <gk>MANASH</> 72-618 417*-422 128
<gk>*GAMALIH\L</>]
 : <gk>GALAHL</> 528
 : <gk>GAMAHL</> 527 {Lat}cod 100
 : <gk>GAMAIHL</> 53'
 : <gk>GAMALHIL</> 767
 : <gk>GAMIHL</> 799
 : <lt>galami<ue>ul</> Bo{B}
 : <lt>kalami<ue>ul</> Sa{12}
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*FADASOU/R</> B 72-426-618 528 <it>d</>{(-125)} 53' 54-75' 
   30'-343 76-84 <it>x</>{-509} 18-68'-120'-669 624 646 799 
   {Lat}cod 100 Arm{te} Bo]
 > 125
 : <gk>FADDASOUR</> 414'
 : <gk>FAIDASSOUR</> 126
 : <gk>FALASSOUR</> V
 : <gk>FALDASSOUR</> <it>b</>
 : <gk>FIDDASOUR</> 55
 : <gk>FWDASOUR</> 59
 : <gk>SFADASOUR</> 246
 : <lt>phAldasur</> Sa{12}
 : <lt>pharasur</> Arm{ap}
 : <gk>FADASSOUR</> rell = Ra
<gk>:</>
~x1y11
 +< <lt>et</> Aeth Arab
<gk>TW=N</>] > 75(|)
 : <gk>TON</> 58-72 53' 509 392 55 59 319 799
 : <gk>TW</> <it>d</> <it>n</>{-75} <it>t</> 18 Arm = MT
 + <gk>UIWN</> 624 {Lat}cod 100 Arab: cf Tar{P}
<gk>*BENIAMI\N</>] > 75(|)
 : <gk>BAINIAMIN</> 15 528
 : <gk>BEANIMIN</> 53
 : <gk>BEANIMHN</> 53*
 : <gk>BENIAMEIM</> 29 416
 : <gk>BENIAMEIN</> A B F M V G-58-82-376-707 413-422 118'-537 
   56-246{c} 127 30-85-343' 509 <it>y</>{-318} 68{c}-120'-122 
   319 624 = Ald
 : <gk>BENIAMHN</> 313 246*-664 54 527 59* 646
 : <gk>BENIAMIM</> 52* = Sam
 : <gk>BENIA<s>M</></> 529 126
<gk>*)ABIDA\N</>] > 527
 : <gk>ABDAN</> 320(|)
 : <gk>ABEIDAN</> B F M' G-707 <it>C</>'`{-73'}{414'} 127 
   30'-85-343' 509
 : <gk>ABIDA</> 392
 : <gk>ABIDAAN</> V{c}
 : <gk>ABIDAM</> 53'
 : <gk>ADAB</> 319
 : <gk>AMIDAN</> 321' 126 = Compl
 : <gk>AMINADAB</> 376 Bo{B}
 : <gk>AMINADAN</> 799
 : <lt>abiadan</> Sa{4}
 : <lt>abinadab</> Bo{A}
<gk>UI(O\S</>] > 125 (>4) 314{txt} 318 (>4)
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*GADEWNI/</>] > 125 (>4) 314{txt} 318 (>4)
 : <gk>ADEWNI</> 58-72 59
 : <gk>BEDEWNI</> 46{s}
 : <gk>GADAIONI</> 528*
 : <gk>GADAIWN</> 68'-120'
 : <gk>GADAIWNEI</> G 319
 : <gk>GADAIWNI</> 82 528{c}
 : <gk>GADEWN</> <it>f</>{-56*} 799 {Lat}cod 100
 : <gk>GADEWNEI</> M{mg} 416
 : <gk>GADE[.]WN[.]</> 56*
 : <gk>GALEWNI</> 426
 : <gk>GEDEWN</> <it>d</>{(-125)} <it>t</> 71' Bo
 : <gk>GEDEWNEI</> B M{txt} 767 392
 : <gk>GEDEWNH</> 18
 : <gk>GEDEWNI</> V <it>n</>{-767} 85 527 Arm(vid)
 : <gk>GEDWNI</> 509 Sa{4}
<gk>:</>
~x1y12
 +< <lt>et</> Aeth Arab
<gk>TW=N</>] > (>4) 314{txt} 318 (>4)
 : <gk>TON</> 58-72 53' 346* 392 59 319{c} 799
 : <gk>TW</> <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*DA\N</>] > (>4) 314{txt} 318 (>4)
 : <gk>DAZ</> 72
<gk>*)AXIE/ZER</>]
 : <gk>ARXIEZER</> 129
 : <gk>AXEEZER</> 318
 : <gk>EXIEZER</> 528
 : <lt>eachieser</> Bo{B}
<gk>UI(O\S</>] > 125 509
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*)AMISADAI/</>] > 125
 : <gk>ABIELDE</> 799
 : <gk>AMEISADAI</> B G
 : <gk>AMEISADAN</> M'
 : <gk>AMINADAB</> 53'
 : <gk>AMISADAH</> 318
 : <gk>AMISADAN</> <it>d</>{(-125)} <it>t</>
 : <gk>AMISADE</> V 319 Bo
 : <gk>AMISAI</> 54
 : <gk>AMISA[.]AI</> 56*
 : <gk>AMMISADDAI</> 426
 : <gk>AXIMSADE</> <it>b</>{-19*}
 : <gk>AXISADEM</> 19*
 : <gk>MIEADAI</> 72
 : <gk>MISADAI</> <it>x</>{-509} 59
 : <gk>MISADAN</> 127-767 18 Arm
 : <gk>SAMISADAI</> 15-58
 : <lt>amisale</> {Lat}cod 100
<gk>:</>
~x1y13
 +< <lt>et</> Aeth Arab
<gk>TW=N</>] > (~) Arm{te} (~)
 : <gk>TON</> 58-72 53' 392 59 319 799
 : <gk>TW</> <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*)ASH\R</>] > (~) Arm{te} (~)
 : <gk>ASSHR</> 64 46{s}{vid} 56 127 619 318 126 Bo 
Sa{12} = Compl
 : <gk>ASUR</> 528
 : <gk>SASHR</> 509
<gk>*FAGAIH\L</>] > (~) Arm{te} (~)
 : <gk>FAGAHL</> 15-72 <it>C</>'`{-46}{761} 76(vid) 318 
126-128-628-669 646
 : <gk>FAGAHR</> 246
 : <gk>FAGALIHL</> 376 59
 : <gk>FAGEH</> 75
 : <gk>FAGEHL</> V 46 <it>b</> <it>d</>{-44} 53'-129 
   <it>n</>{-75} <it>x</>{-509} 319 Co
 : <gk>FAGELIHL</> 18
 : <gk>FEGAIHL</> 799
 : <lt>faceel</> {Lat}cod 100
 : <lt>phagiel</> Arm
<gk>UI(O\S</>] > 125 (~) Arm{te} (~)
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*)EXRA/N</>] > 125 (~) Arm{te} (~)
 : <gk>AIXRAN</> 29 127-767 18 624
 : <gk>AXRAN</> 527
 : <gk>EXQRAN</> <it>b</> 129 <it>y</>{-318}
 : <gk>EXRAM</> 58
 : <gk>EXRANEIN</> 528
 : <lt>aechraraan</> {Lat}cod 100
 : <lt>nechran</> Sa{4}
<gk>:</>
~x1y14
 +< <lt>et</> Aeth Arab
<gk>TW=N</>] > (~) Arm{te} (~)
 : <gk>TON</> 58-72 53' 392 59 319 799
 : <gk>TW</> 551 <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*GA\D</>] > (~) Arm{te} (~)
 : <gk>GAN</> 458
 : <gk>DAN</> 74
<gk>*)ELISA\F</>] > (~) Arm{te} (~)
 : <gk>ELEISAF</> B
 : <gk>ELHSAF</> 55
 : <gk>ELIAFH</> 59
 : <gk>ELIASAF</> 426{c}
 : <gk>ELISAFA</> G
 : <gk>ELISAFAD</> 53' Sa{12}
 : <gk>ELISAFAN</> V <it>b</> 127
 : <gk>ELISAFAT</> 458
 : <gk>ESAF</> 767
 : <lt>eliasphan</> Arm
 : <lt>eliphas</> Bo{B}
 : <lt>elisab</> {Lat}cod 100
<gk>UI(O\S</>] > 125 (~) Arm{te} (~)
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*(RAGOUH/L</>] > 125 (~) Arm{te} (~)
<gk>:</>
~x1y15
 +< <lt>et</> Aeth Arab
<gk>TW=N</>] > 82*
 : <gk>TON</> 58-72 53' 392 59 319 799
 : <gk>TW</> <it>d</> <it>n</> <it>t</> 18 Arm = MT
 : <lt>filiorum</> {Lat}cod 100 Arab: cf Tar{P}
<gk>*NEFQALI\</>]
 : <gk>NEFALEIM</> 767
 : <gk>NEFALI</> 54
 : <gk>NEFQALEIM</> 58-64{c}-376-381' 52'-77-414'-417-528' 
   <it>b</> <it>d</> 53' 730 <it>x</>{-527} 392 18-68'-120'-126 
   646 799
 : <gk>NEFQALEI</> B F V G-15-64*-72-426 127 85 55 59 319 (sed hab Sixt)
 : <gk>NEFQALHM</> 413 75' Aeth
 : <gk>NEFQALIM</> 82 56'-129 321 <it>t</> 128-628-669 = Compl
 : <lt>ephthalei</> Sa{4}
 : <lt>nepthalim</> {Lat}cod 100 Arm Bo Sa{12}
<gk>*)AXIRE\</>]
 : <gk>ARXIEREUS</> 59
 : <gk>AXEINAI</> 799
 : <gk>AXEIR</> 68'-120'
 : <gk>AXEIRA</> 319
 : <gk>AXEIRAI</> G-29 129 127 318 = Compl
 : <gk>AXEIRAR</> V
 : <gk>AXEIRE</> B M' 72-376'-<it>oI</> 106 <it>f</>{-129} 
   <it>x</>{-509} = Ald
 : <gk>AXEIREU</> 509 121
 : <gk>AXHR</> 18
 : <gk>AXIR</> 82
 : <gk>AXIRAI</> 54-75' Sa{4}
 : <gk>XEIRAI</> 767
 litt <gk>RE</> sup ras 58
<gk>UI(O\S</>] > 125
 : <gk>UION</> 72
 : <gk>UIOUS</> 53'
<gk>*)AINA/N</>] > 125
 : <gk>AEINAN</> 509
 : <gk>ENAN</> 72 15-58-376*-707 <it>C</>'` <it>b</>{-314} 
   56'-129 54-75' 343 84*(vid) 71'-59 799 Bo
 : <gk>ENNAN</> 527
 : <gk>ENWN</> 53'
 : <gk>ERAN</> 314
 : <lt>senan</> {Lat}cod 100
<gk>.</>
 + <gk>TWN</> (~) Arm{te} (~)
 + <gk>GAD</> (~) Arm{te} (~)
 + <gk>ELISAF</> (~) Arm{te} (~)
 + <gk>UIOS</> (~) Arm{te} (~)
 + <gk>RAGOUHL</> (~) Arm{te} (~)
 + <gk>:</> Arm{te}
 + <gk>TWN</> (~) Arm{te} (~)
 + <gk>ASHR</> (~) Arm{te} (~)
 + <gk>FAGAIHL</> (~) Arm{te} (~)
 + <gk>UIOS</> (~) Arm{te} (~)
 + <gk>EXRAN</> (~) Arm{te} (~)
~x1y16
<gk>OU(=TOI</>
 +< <gk>EISIN</> <it>n</>{-127} {Lat}cod 100 Hi <lt>Eph</> II 3 
   Aeth Arm Bo
 +< <gk>OI</> 458 G 129 = Compl
<gk>E)PI/KLHTOI</>]
 : <gk>EPIBLHTOI</> 313*
<gk>TH=S</>] > 628(|)
<gk>SUNAGWGH=S</>
<gk>,</>
<gk>A)/RXONTES</>
<gk>TW=N</>] > {Lat}cod 100 (sed hab Hi <lt>Eph</> II 3)
<gk>FULW=N</>]
 : <gk>PULWN</> F*(c pr m)
 : <lt>tribus</> {Lat}cod 100 (sed hab Hi <lt>Eph</> II 3)
<gk>KATA\</>] > (>6) 82*(c pr m) (>6)
 : <gk>KAI</> 376
 +< <gk>TAS</> 15
<gk>PATRIA\S</>] > (>6) 82*(c pr m) (>6)
<gk>AU(TW=N</>] > B V <it>n</>{-767} <it>x</>{-619} 18-628 319 
   {Lat}cod 100 Arm Bo{B} (sed hab Hi <lt>Eph</> II 3) = Ra 
   (>6) 82*(c pr m) (>6)
 : <gk>AUTOU</> 82{(c)}
 + <gk>KATA</> (+4) 73*: ex par (+4)
 + <gk>ARIQMON</> (+4) 73*: ex par (+4)
 + <gk>ONOMATWN</> (+4) 73*: ex par (+4)
 + <gk>AUTWN</> (+4) 73*: ex par (+4)
<gk>:</>]
 : <gk>,</> Ra
 +< <lt>et</> Aeth{C}
<gk>XILI/ARXOI</>] > (>6) 82*(c pr m) (>6)
 +< <gk>TOU</> 381'
<gk>*)ISRAH/L</>] > (>6) 82*(c pr m) (>6) (~) 72 (~)
<gk>EI)SIN</>] > {Lat}cod 100 Hi <lt>Eph</> II 3 Arm Co (>6) 82*(c pr m) (>6)
 : <gk>ESTIN</> 30
 + <gk>ISRAHL</> (~) 72 (~)
<gk>.</>
~x1y17
	om init—(44)fin 527
<gk>KAI\</>
<gk>E)/LABEN</> F* F{b}]
 : <gk>ELABON</> F{c pr m} Aeth Arm
<gk>*MWUSH=S</>]
 : <gk>MWSHS</> 58-72-426 <it>n</> 18
<gk>KAI\</>
<gk>*)AARW\N</>
<gk>TOU\S</>
<gk>A)/NDRAS</>
<gk>TOU/TOUS</>] > 458 Bo
<gk>TOU\S</>] > 107'-125 75 319: haplogr
<gk>A)NAKLHQE/NTAS</>]
 : <gk>EPIKLHQENTAS</> <it>z</>{-18}{126} 646
 : <gk>KLHQENTAS</> 417 126
<gk>E)C</>]
 : <lt>in</> Aeth Arab: cf MT Tar
<gk>O)NO/MATOS</>]
 : <lt>nominibus</> Aeth Arab: cf MT Tar
 + <lt>eorum</> Aeth Arab: cf MT Tar
<gk>,</>] > Ra
~x1y18
<gk>KAI\</>
<gk>PA=SAN</>
<gk>TH\N</>] > A 72
<gk>SUNAGWGH\N</>]
 : <gk>SUGGENIAN</> 55
<gk>SUNH/GAGON</>] > 392
 : <gk>ECEKKLHSIASEN</> 121
 : <gk>ECEKKLHSIASAN</> A M'{txt} <it>oI</>{-618*}-29-707{mg}(vid) 
   <it>C</>'`{-73}{313}{320}{414}{528}{551} <it>b</>{-19} 
   <it>s</>{-30}{343} 318 55 624 (^)
 : <gk>ECEKKLHSIASASAN</> 414
 : <gk>ECEKLHSIASAN</> 618* 313 19 30-343
 : <gk>ECEKKLHSIAN</> 528
 : <gk>ECEGKLHSIASAN</> 73'
 : <gk>EKKLHSIASASAN</> 551
 : <gk>SUNHGAGEN</> 376(|) 767
 : <gk>SUNHGAGAGEN</> 376
 : <gk>SUNHGAGWSAN</> 319
<gk>E)N</>] > G(|)
<gk>MIA=|</>
<gk>TOU=</>
 +< <gk>DEUTEROU</> 106
<gk>MHNO\S</>] > (~) 107'-125 (~)
<gk>TOU=</>] > 107'-125
<gk>DEUTE/ROU</>
 + <gk>MHNO\S</> (~) 107'-125 (~)
 + <gk>TOU</> <it>n</> <it>t</>{-84} 18 Aeth{CG}
 + <gk>DEUTEROU</> <it>n</> <it>t</>{-84} 18 Aeth{CG}
<gk>E)/TOUS</>] > 426 46 <it>d</>{-106} {Lat}cod 100 Arab = MT
 + <gk>TOU</> 84 Arm
 + <gk>DEUTEROU</> 84 Arm
<gk>,</>] > Ra
<gk>KAI\</>
<gk>E)PHCONOU=SAN</> (<gk>EPICONOUSAN</> 619; <gk>EPECONOUSAN</> 509) B 
<it>x</>]
 : <gk>EPESKEFQHSAN</> 53'
 : <gk>EPESKEYANTO</> <it>d</> 129 127-767 <it>t</> 18 = Compl
 : <gk>EPESKEPHSAN</> (c var) rell
 : <gk>EPESKEYATO</> 54-75'
 : <lt>disposuerunt</> {Lat}cod 100
 : <lt>recensuerunt</> Aeth Sa
 + <lt>eos</> Aeth Sa
<gk>KATA\</>
<gk>GENE/SEIS</>]
 : <gk>GENEAS</> 127
 : <gk>GENNESEIS</> 619
<gk>AU)TW=N</>] > (>7 homoi.) 314 53' (>7)
<gk>,</>] > Ra
 +< <gk>KAI</> 551 127 Aeth
<gk>KATA\</>] > (>7 homoi.) 314 53' (>7)
 : <gk>KAI</> 458
 +< <gk>TAS</> Compl
<gk>PATRIA\S</>] > (>7 homoi.) 314 53' (>7)
<gk>AU)TW=N</>] > (>7 homoi.) 314 53' (>7) 
   (>4 homoi.) 529{txt} 134 (>4)
<gk>,</>] > Ra
<gk>KATA\</>] > (>7 homoi.) 314 53' (>7) 
   (>4 homoi.) 529{txt} 134 (>4)
 : <gk>KAT'</> 56 54-75 126
<gk>A)RIQMO\N</>] > (>7 homoi.) 314 53' (>7) 
   (>4 homoi.) 529{txt} 134 (>4)
 : <gk>ARIQMWN</> 376 246 767
<gk>O)NOMA/TWN</>] > (>7 homoi.) 314 53' (>7) 
   (>4 homoi.) 529{txt} 134 (>4)
<gk>AU)TW=N</> (sub % G Syh)] > 417{txt} 458 {Lat}cod 100 = MT Sam 
   (>7 homoi.) 314 53' (>7) (>43 homoi.) 319 (>43)
<gk>,</>] > Ra
 +< <gk>KAI</> 458
<gk>A)PO\</>] > (>43 homoi.) 319 (>43)
<gk>EI)KOSAETOU=S</>] > (>43 homoi.) 319 (>43)
 : <gk>EIKOSI</> 72
 + <gk>ETOUS</> 72
<gk>KAI\</>] > Sa{4} (>43 homoi.) 319 (>43)
<gk>E)PA/NW</>] > Sa{4} (>43 homoi.) 319 (>43)
<gk>,</>] > Ra
<gk>PA=N</>] > G-426 Aeth{M} (^) Arab = MT (>43 homoi.) 319 (>43)
<gk>A)RSENIKO\N</> (sub % G Syh)] > Arab = MT (>43 homoi.) 319 (>43)
<gk>KATA\</>] > (>43 homoi.) 319 (>43)
 : <lt>per</> {Lat}cod 100 Arm Syh: cf MT
<gk>KEFALH\N</>] > (>43 homoi.) 319 (>43)
 : <gk>KEFALHS</> 458 71*
 : <lt>capita</> {Lat}cod 100 Arm Syh: cf MT
<gk>AU)TW=N</>] > (>43 homoi.) 319 (>43)
 : <gk>AUTOU</> F{b} 15 Bo
<gk>,</>
~x1y19
<gk>O(\N</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>TRO/PON</>] > 120* (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>SUNE/TACEN</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>KU/RIOS</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>TW=|</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>*MWUSH=|</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <gk>MWSEI</> 72-426 52'-529-<it>cI</>{-413<sc>s} (^)
 : <gk>MWSH</> 58 131-313-413{c}-500' <it>n</>
 : <gk>MWUSEI</> 18-68'-120'
 : <gk>MWU<s>S</></> 126
<gk>:</>
<gk>KAI\</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>E)PESKE/PHSAN</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <gk>EPESKEPHSEN</> 458
 : <lt>considerunt</> {Lat}cod 100
 +: <gk>AUTOUS</> 767 (^)
 :+ <gk>AUTOI</> <it>O</>-72 <it>b</> 129 68'-120' 59 Aeth Syh (^)
<gk>E)N</>] > 458 (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <lt>in</> Aeth Bo
<gk>TH=|</> B V <it>O</> 44-107' 54-75 74'-76'-84{c pr m} <it>x</> 
   126-128-628-669]
 > <it>oI</>{-64*}-72 125 53' 127-458-767 84* 18 (^) Aeth Bo 
   (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <gk>TO</> 799
 : <gk>TOU</> rell = Tar
 : <gk>TW</> 106 30
<gk>E)RH/MW|</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <lt>monte</> Aeth Bo
<gk>TH=|</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
<gk>*SINA/</>] > (>13) 343 (>13) (>43 homoi.) 319 (>43)
 : <gk>SEINA</> B* G 509{c}
 : <gk>SINAI</> 58 54'-75 18 (^)
 : <gk>SUNA</> 664
 : <gk>SUNAI</> 458
<gk>.</>
~x1y20
<gk>*KAI\</>] > Sa{12} (>43 homoi.) 319 (>43)
<gk>E)GE/NONTO</>] > (>43 homoi.) 319 (>43)
 : <gk>EGENETO</> 314*
<gk>OI(</>] > M' 15*-29-58 52 <it>b</> <it>d</>{-44} 129-246 767 
   30-343 74-76-84*(c pr m) 509 <it>y</> 18-68'-120'-628 624 799 
   (>43 homoi.) 319 (>43)
 : <gk>TOU</> 71'
<gk>UI(OI\</>] > (>43 homoi.) 319 (>43)
 : <gk>UIOU</> 71'
 +< <gk>TOU</> 127
<gk>*ROUBHN</>] > (>43 homoi.) 319 (>43)
 : <gk>ROBHN</> 767
 : <gk>ROUBEIM</> 381' 77-550' 106 619 424
 : <gk>ROUBEIN</> M
 : <gk>ROUBHM</> 376 55{c}
 : <gk>ROUBIM</> 72 <it>C</>'`{-46<ss>s}{77}{550'} 44-125-610 
   <it>f</>{-129} 75' 730 76*-84-134* 71 18'-126-628-669 59 646 799
 : <gk>ROUBIN</> 15-426 46{s} 107 129 130-321' 74-76{c}-134{c}-370 392
 : <lt>r<uo>ub<ue>ul</> Aeth
 : <lt>r<uu>ub<ui>ul</> Arab Syh
<gk>PRWTOTO/KOU</>] > (>43 homoi.) 319 (>43)
 : <gk>PRWTOTOKOI</> 58-72 552 59
 : <gk>PRWTOTOKOS</> 127
<gk>*ISRAHL</>] > (>43 homoi.) 319 (>43)
 : <gk>IAKWB</> 121
<gk>KATA\</>] > (>43 homoi.) 319 (>43)
<gk>SUGGENEI/AS</>] > (>43 homoi.) 319 (>43)
<gk>AU)TW=N</>] > (>43 homoi.) 319 (>43)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>3 homoi.) 30': homoiot (>3) 
   (>43 homoi.) 319 (>43) (~) 458 (~)
<gk>DH/MOUS</>] > (>3 homoi.) 30': homoiot (>3) 
   (>43 homoi.) 319 (>43) (~) 458 (~)
<gk>AU)TW=N</>] > {Lat}cod 100 (>3 homoi.) 30': homoiot (>3) 
   (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43) (~) 458 (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth {Lat}cod 100 (sed hab Aug <lt>Num</> 2)
<gk>KAT'</>] > {Lat}cod 100 (sed hab Aug <lt>Num</> 2) 
   (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
<gk>OI)/KOUS</>] > (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
 : <lt>domos</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2)
<gk>PATRIW=N</>] > {Lat}cod 100 (sed hab Aug <lt>Num</> 2) 
   (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
<gk>AU)TW=N</>] > {Lat}cod 100 (sed hab Aug <lt>Num</> 2) 
   (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
 + <lt>et</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2)
 + <lt>pagos</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2)
 + <gk>KATA</> (~) 458 (~)
 + <gk>DHMOUS</> (~) 458 (~)
 + <gk>AUTWN</> (~) 458 (~)
 %%4th 53'
<gk>,</>] > Ra
 +< <lt>et</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2) Aeth
<gk>KATA\</>] > (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
 : <gk>KAT'</> 426 54-75 126
<gk>A)RIQMO\N</>] > (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
 : <gk>ARIQMOUS</> G
 : <gk>ARIQMWN</> 376 313*-528
<gk>O)NOMA/TWN</>] > (>8 homoi.) 53' (>8) (>43 homoi.) 319 (>43)
<gk>AU)TW=N</> (sub % G Syh)] > <it>b</> = MT Sam
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>]
 : <lt>per</> {Lat}cod 100 Aug <lt>Num</> 2 Arab Arm Bo Syh: cf MT
<gk>KEFALH\N</>]
 : <lt>capita</> {Lat}cod 100 Aug <lt>Num</> 2 Arab Arm Bo Syh: cf MT
<gk>AU)TW=N</>] > 106
<gk>,</>
<gk>PA/NTA</>]
 : <gk>PAN</> 120* <it>b</> 53' 458 Arm = MT
 : <gk>PANT'</> 126
 + <gk>TA</> 16-46 44 799
<gk>A)RSENIKA\</>]
 : <gk>ARSENIKON</> <it>b</> 53' 458 Arm = MT
 + <gk>AUTWN</> 75 458
<gk>A)PO\</>
<gk>EI)KOSAETOU=S</>]
 : <gk>EIKOSI..</> 107* 246 54
 +: <gk>..ETOUS</> 107* 54
 :+ <gk>..AETOUS</> 246
<gk>KAI\</>
<gk>E)PA/NW</>
 + <gk>AUTOU</> 107'-125
<gk>,</>
<gk>PA=S</>] > 53
 : <lt>omnes</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2) = Tar{P}
<gk>O(</>] > 376
 : <lt>qui</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2) = Tar{P}
<gk>E)KPOREUO/MENOS</>]
 : <lt>proficiscebantur</> {Lat}cod 100 (sed hab Aug <lt>Num</> 2) = Tar{P}
<gk>E)N</>
<gk>TH=|</>] > 71'
<gk>DUNA/MEI</>
 + <gk>AUTWN</> 72 413
 + <gk><uIHL>u</> 58-376-707 <it>d</> <it>n</> <it>t</> 18 Arm Syh
<gk>:</>]
 : <gk>,</> Ra
~x1y21
 +< <gk>KAI</> 29
<gk>H(</>] > 426 707 (>45) Aeth{M} (>45)
<gk>E)PI/SKEYIS</>] > (>45) Aeth{M} (>45)
 : <gk>EPISKOPH</> B <it>O</> <it>n</> <it>x</>{-509} 18 319 (^)
<gk>AU)TW=N</>] > (>45) Aeth{M} (>45)
<gk>E)K</>] > (>4) A* (>4) (>45) Aeth{M} (>45)
<gk>TH=S</>] > (>4) A* (>4) (>45) Aeth{M} (>45)
<gk>FULH=S</>] > (>4) A* (>4) (>45) Aeth{M} (>45)
<gk>*(ROUBH\N</>] > (>4) A* (>4) (>45) Aeth{M} (>45)
 : <gk>ROBIM</> 458
 : <gk>ROUBEIM</> 381' 77-550' 106
 : <gk>ROUBHM</> 55{c} 319
 : <gk>ROUBIM</> 72 <it>C</>'`{-46<ss>s}{77}{550'} 44-125-610 
   <it>f</>{-129} 127*(vid) 84 <it>x</>{-509} 126-628-669{c} 59 
   646 799
 : <gk>ROUBIN</> 15-426 107 129 130-321' <it>t</>{-84} 392 18'-669*
 : <lt>r<uo>ub<ue>ul</> Aeth
 : <lt>r<uu>ub<ui>ul</> Arab Syh
<gk>E(\C</>] > 458 107' 319 343{mg<s1>s} (>45) Aeth{M} (>45) 
   (~) 799 (~) (~) <it>x</>{-509} (~)
 : <gk><uS>u</> 85{mg}
<gk>KAI\</>] > 72 458 107' 319 799 <it>x</>{-509} 343{mg<s1>s} 
   (>45) Aeth{M} (>45)
<gk>TESSARA/KONTA</> F{b}] > 458 343{mg<s1>s} (>45) Aeth{M} (>45) 
   (~) <it>x</>{-509} (~)
 : <gk>TESSERAKONTA</> A B* F M' V 129 55 624
 : <gk><uMF>u</> 85{mg}
 : <gk>MS</> 107' 319
<gk>XILIA/DES</>] > 85{mg} (>45) Aeth{M} (>45)
 : <gk>XILIADAS</> 55 59 126
 : <gk><u,M,S>u</> 458				???????????
 + <gk><uMS>u</> 343{mg<s1>s}
<gk>KAI\</>] > 799 85{mg} <it>x</>{-509} (>45) Aeth{M} (>45)
<gk>PENTAKO/SIOI</>] > 85{mg} (>45) Aeth{M} (>45)
 : <lt>quadringenti</> Sa
 + <gk>TESSARAKONTA</> (~) <it>x</>{-509} (~)
 + <gk><uLB>u</> 343{mg<s2>s}
 + <gk>EC</> (~) 799 (~) (~) <it>x</>{-509} (~)
<gk>.</>
~x1y22
 +< <gk>KAI</> <it>O</> 68'-120' Arm Sa Syh
<gk>TOI=S</>] > La (>45) Aeth{M} (>45)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (>45) Aeth{M} (>45)
 : <lt>filii</> {Lat}cod 100 Aeth Arab
<gk>*SUMEW\N</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <gk>SIMEWN</> 53
 : <gk>SUMAIWN</> 528 54-75
<gk>KATA\</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <lt>per</> Bo{AB*}
<gk>SUGGENEI/AS</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <lt>synagogas</> Bo{AB*}
<gk>AU)TW=N</>] > 82 <it>x</>{-509} (>45) Aeth{M} (>45) 
   (>36 homoi.) 106-125 (>36)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <gk>KAI</> <it>x</>{-509}
<gk>DH/MOUS</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>AU)TW=N</>] > 44 (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>OI)/KOUS</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>PATRIW=N</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <gk>PATRIAS</> 767
<gk>AU)TW=N</>] > 319 {Lat}cod 100 (>45) Aeth{M} (>45) 
   (>36 homoi.) 106-125 (>36)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
 +< ( # G Syh) <gk>AI</> <it>O</>{-G}{376} Syh = Sam: cf MT Tar{O}
 +< <gk>KAI</> G-376
 +< <gk>H</> 767
 +< ( # G Syh) <gk>EPISKEYEIS</> <it>O</>{-G}{376} Syh = Sam: cf MT Tar{O}
 +< <gk>EPISKEYIS</> G-376 767
 +< ( # G Syh) <gk>AUTWN</> <it>O</> 767 Syh = Sam: cf MT Tar{O}
<gk>KATA\</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) M' <it>C</>-46 (>4)
 : <gk>KAT'</> 426 417 126 = Compl
<gk>A)RIQMO\N</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) M' <it>C</>-46 (>4)
 : <gk>ARIQMWN</> 376 343 68-120 (sed hab Ald)
<gk>O)NOMA/TWN</>] > 44 (>45) Aeth{M} (>45) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) M' <it>C</>-46 (>4)
<gk>AU)TW=N</> (sub % G Syh)] > 44 Compl = MT Sam 
   (>45) Aeth{M} (>45) (>3 homoi.) 107' 246 (>3) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) M' <it>C</>-46 (>4)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KATA\</>] > (>45) Aeth{M} (>45) (>3 homoi.) 107' 246 (>3) 
   (>36 homoi.) 106-125 (>36)
<gk>KEFALH\N</>] > (>45) Aeth{M} (>45) (>3 homoi.) 107' 246 (>3) 
   (>36 homoi.) 106-125 (>36)
 : <gk>KEFALHS</> 529*(vid)-739 75'
 : <gk>KEFALAS</> 77 {Lat}cod 100 Arab Arm Bo Syh: cf MT
<gk>AU)TW=N</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>,</>
<gk>PA/NTA</>] > G (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <gk>PAN</> <it>z</>{-18} 646 Arm = MT
 + <gk>TA</> 16-46 107' 54-75' 799
<gk>A)RSENIKA\</>] > G (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <gk>ARSENIKON</> <it>z</>{-18} 646 Arm = MT
<gk>A)PO\</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>EI)KOSAETOU=S</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>KAI\</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>E)PA/NW</>] > (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>,</>
 +< <gk>KAI</> 664
<gk>PA=S</>] > (>13) 107' <it>x</>{-509} (>13) (>45) Aeth{M} (>45) 
   (>36 homoi.) 106-125 (>36)
 : <lt>omnes</> {Lat}cod 100 = Tar{P}
 : <lt>omnis</> Arm{ap}
 + <lt>masculus</> Arm{ap}
<gk>O(</>] > 76 (>13) 107' <it>x</>{-509} (>13) 
   (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <lt>qui</> {Lat}cod 100 = Tar{P}
<gk>E)KPOREUO/MENOS</>] > (>13) 107' <it>x</>{-509} (>13) 
   (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 : <lt>proficiscebantur</> {Lat}cod 100 = Tar{P}
<gk>E)N</>] > (>13) 107' <it>x</>{-509} (>13) (>45) Aeth{M} (>45) 
   (>36 homoi.) 106-125 (>36)
 : <gk>SUN</> 767
<gk>TH=|</>] > 58-72 458 (>13) 107' <it>x</>{-509} (>13) 
   (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
<gk>DUNA/MEI</>] > (>13) 107' <it>x</>{-509} (>13) 
   (>45) Aeth{M} (>45) (>36 homoi.) 106-125 (>36)
 + <gk>AUTWN</> 381'
 + <lt>israel</> Arm{te}
<gk>:</>]
 : <gk>,</> Ra
~x1y23
<gk>H(</>] > 313 59* (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
<gk>E)PI/SKEYIS</>] > 59* (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
<gk>AU)TW=N</>] > 59* (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
<gk>E)K</>] > Bo (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
<gk>TH=S</>] > 381' 761 Bo (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
 : <gk>TWN</> 129
<gk>FULH=S</>] > Bo (>13) 107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36)
 : <gk>UIWN</> 129
<gk>*SUMEW\N</>] > (>13) 107' <it>x</>{-509} (>13)
 : <gk>SUMAIWN</> 528 54-75
 +< <gk>XILIADES</> 343{mg}
<gk>E)NNE/A</>] > 107'-125 126 458 319 (~) <it>x</>{-509} (~) 
   (~) <it>b</>{-108}{537} = Tar (~) (~) 108 (~)
 : <gk><uQ>u</> 85{mg}
 : <gk><u,QNT>u</> 321{mg}
<gk>KAI\</>] > 107'-125 126 458 319 <it>x</>{-509} 
   (>5) 321{mg} (>5) (~) <it>b</>{-537} = Tar (~)
<gk>PENTH/KONTA</>] > 107'-125 126 458 (~) <it>x</>{-509} (~) 
   (>5) 321{mg} (>5)
 : <gk><uNT>u</> 85{mg}
 : <gk><uNQ>u</> 319
 + <gk>KAI</> (~) <it>b</>{-537} = Tar (~)
 +: <gk>ENNEA</> (~) <it>b</>{-108}{537} = Tar (~)
 :+ <gk>ENEA</> (~) 108 (~)
<gk>XILIA/DES</>] > 85{mg} (>5) 321{mg} (>5)
 : <gk>XEILIADAS</> G
 : <gk>XILIADAS</> 44 59* 126
 : <gk><u,N,Q>u</> 458
 + <gk><uNQ>u</> 107'-125 126
<gk>KAI\</>] > 318 <it>x</>{-509} 85{mg} (>5) 321{mg} (>5)
<gk>TRIAKO/SIOI</>] > 318 85{mg} (>5) 321{mg} (>5)
 : <gk>TRIAKOSIAI</> <it>x</>{-509}
 : <gk>TETRAKOSIOI</> <it>b</> 416
 + <gk>PENTHKONTA</> (~) <it>x</>{-509} (~)
 + <gk>ENNEA</> (~) <it>x</>{-509} (~)
<gk>.</>
~x1y24
 +< <gk>KAI</> 72 318 Arm Sa
<gk>TOI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>filii</> {Lat}cod 100 Aeth Arab
<gk>*)IOU/DA</>] > (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KATA\</>] > (>36 homoi.) 106-125 (>36) (>3 homoi.) 376 (>3) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAQ'</> <it>b</>
 + <gk>OMOIOTHTA</> <it>b</>
 + <gk>TWN</> <it>b</>
 + <gk>PRWTWN</> <it>b</>
 +< <gk>TAS</> 53'-56
<gk>SUGGENEI/AS</>] > (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>3 homoi.) 376 (>3) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 458(|) <it>x</>{-509} (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>3 homoi.) 376 (>3) 
   (>3 homoi.) {Lat}cod 100* (>3) (>7 homoi.) 53' (>7) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KATA\</>] > (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) {Lat}cod 100* (>3) (>7 homoi.) 53' (>7) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAI</> <it>x</>{-509}
<gk>DH/MOUS</>] > (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) {Lat}cod 100* (>3) (>7 homoi.) 53' (>7) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 107' (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 53' (>7) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> 15
 + <gk>OIKOUS</> 15
 + <gk>AUTWN</> 15
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>] > (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 53' (>7) 
   (~) Sa{12} (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>OI)/KOUS</>] > (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 53' (>7) 
   (~) Sa{12} (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PATRIW=N</>] > (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 53' (>7) (~) Sa{12} (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 529* 75 (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 107' 509 (>4) 
   (~) Sa{12} (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 107' 509 (>4) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAT'</> G-426 53' 54 126
<gk>A)RIQMO\N</>] > (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 107' 509 (>4) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMWN</> 376
<gk>O)NOMA/TWN</>] > 529{txt} (>14) 44 (>14) (>28) <it>b</> (>28) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 107' 509 (>4) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) Sa{12} (~)
 + <gk>OIKOUS</> (~) Sa{12} (~)
 + <gk>PATRIWN</> (~) Sa{12} (~)
 + <gk>AUTWN</> (~) Sa{12} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KEFALHS</> 75
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > 107' (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 82 767 126 Arm
 + <gk>TA</> 16-46-73' 54-75'
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > (>14) 44 (>14) 
   (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 72* 126 Arm
<gk>A)PO\</>] > (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36)
<gk>EI)KOSAETOU=S</>] > (>28) <it>b</> (>28) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
   (>36 homoi.) 106-125 (>36)
<gk>KAI\</>] > (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>28) <it>b</> (>28) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > 107' 71 (>28) <it>b</> (>28) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>omnes</> {Lat}cod 100 = Tar{P}
<gk>O(</>] > 71 (>28) <it>b</> (>28) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>qui</> {Lat}cod 100 = Tar{P}
<gk>E)KPOREUO/MENOS</>] > 71 (>28) <it>b</> (>28) 
   (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>EISPOREUOMENOS</> 129 18
 : <lt>proficiscebantur</> {Lat}cod 100 = Tar{P}
<gk>E)N</>] > 767 (>28) <it>b</> (>28) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 53' 134* 71 392 (>28) <it>b</> (>28) 
   (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>28) <it>b</> (>28) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> 72
<gk>:</>]
 : <gk>,</> Ra
~x1y25
<gk>H(</>] > 19' (>7) 107' 71 (>7) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>7) 107' 71 (>7) (>13) 44 (>13) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 53 (>5) <it>b</> (>5) (>7) 107' 71 (>7) 
   (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > 458 (>5) <it>b</> (>5) (>7) 107' 71 (>7) 
   (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=S</>] > 53' 128-669 458 (>5) <it>b</> (>5) 
   (>7) 107' 71 (>7) (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>FULH=S</>] > (>5) <it>b</> (>5) (>7) 107' 71 (>7) 
   (>13) 44 (>13) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>*)IOU/DA</>] > (>5) <it>b</> (>5) (>7) 107' 71 (>7) 
   (>13) 44 (>13) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TE/SSARES</>] > 107'-125 343{mg} 126 458 319 
   (~) <it>b</> = Tar (~) (~) 71 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uD>u</> 85{mg}
 : <gk>TESSARAKONTA</> 426*(c pr m)
<gk>KAI\</>] > 54 71 107'-125 343{mg} 126 458 319 
   (~) <it>b</> = Tar (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E(BDOMH/KONTA</>] > 107'-125 343{mg} 126 (~) 71 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uNK>u</> 85{mg}
 : <gk><u,O,D>u</> 458
  : <gk><uOD>u</> 319
 + <gk>KAI</> (~) <it>b</> = Tar (~)
 + <gk>TESSARES</> (~) <it>b</> = Tar (~)
<gk>XILIA/DES</>] > 85{mg} 458 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>XILIADAS</> 126 246*
 + <gk><uOD>u</> 107'-125 343{mg} 126
<gk>KAI\</>] > 71 85{mg} (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E(CAKO/SIOI</>] > 85{mg} 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ECAKOSIAI</> 18 71
 + <gk>EBDOMHKONTA</> (~) 71 (~)
 + <gk>TESSARES</> (~) 71 (~)
<gk>.</>
~x1y26
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > 664* (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>filii</> {Lat}cod 100 Aeth Arab
<gk>*)ISSAXA\R</>] > (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>EISSAXAR</> 313
 : <gk>ISAXAR</> 72-376-618 46-417-529-551-739 <it>d</> 53'-246 
   54-767 84 619 392 18-68-126-669 59 646 {Lat}cod 100 Arm 
   Bo = Ald Compl
 : <gk>SAXAR</> 82 458
 : <lt>iesachar</> Sa{12}
<gk>KATA\</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>SUGGENEI/AS</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 44 71 799 (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>3 homoi.) 318(||) = Tar{P} (>3) 
   (>11 homoi.) 107 (>11) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 619 68'-120 Aeth
<gk>KATA\</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>3 homoi.) 318(||) = Tar{P} (>3) 
   (>11 homoi.) 107 (>11) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAI</> 71
 : <lt>per</> {Lat}cod 100
<gk>DH/MOUS</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>3 homoi.) 318(||) = Tar{P} (>3) 
   (>11 homoi.) 107 (>11) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMON</> 44
 : <lt>plebem</> {Lat}cod 100
<gk>AU)TW=N</>] > 44 (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) 30' (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KAT'</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) 30' (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>OI)/KOUS</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) 30' (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PATRIW=N</>] > (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) 30' (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 619 (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) F (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>9) 44 (>9) (>19) 610 (>19) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>11 homoi.) 107 (>11) 
   (>4 homoi.) F (>4) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAT'</> G-426 77 53' 75 126
<gk>A)RIQMO\N</>] > (>9) 44 (>9) (>19) 610 (>19) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>11 homoi.) 107 (>11) (>4 homoi.) F (>4) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMWN</> 376 528 458
<gk>O)NOMA/TWN</>] > 664*(c pr m) (>9) 44 (>9) (>19) 610 (>19) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>11 homoi.) 107 (>11) (>4 homoi.) F (>4) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > 528 (>9) 44 (>9) 
   (>19) 610 (>19) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> {Lat}cod 100
<gk>KATA\</> (sub % G Syh = MT)] > (>9) 44 (>9) (>19) 610 (>19) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> Arab Arm Bo Syh {Lat}cod 100
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>9) 44 (>9) 
   (>19) 610 (>19) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>3 homoi.) Compl (>3) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KEFALHS</> 72 75
 : <lt>capita</> Arab Arm Bo Syh {Lat}cod 100
 sup ras 58
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>9) 44 (>9) (>19) 610 (>19) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > (>9) 44 (>9) (>19) 610 (>19) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 126 Arm
 + <gk>TA</> 16-46
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > (>9) 44 (>9) 
   (>19) 610 (>19) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 126 Arm
 + <gk>AUTWN</> 376
 +< <gk>KAI</> 313
<gk>A)PO\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>EI)KOSAETOU=S</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KAI\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > 610* (>13) 44 <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>O(</>] > 528 (>13) 44 <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44 <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)N</>] > (>13) 44 <it>x</>{-509} (>13) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 458 (>13) 44 <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>13) 44 <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y27
<gk>H(</>] > (>13) 44 <it>x</>{-509} (>13) (>7) 107' (>7) 
   (>36 homoi.) 106-125 (>36) (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>13) 44 <it>x</>{-509} (>13) 
   (>7) 107' (>7) (>36 homoi.) 106-125 (>36) (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 134 (>13) 44 <it>x</>{-509} (>13) 
   (>7) 107' (>7) (>5) <it>b</> (>5) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > 767 (>13) 44 <it>x</>{-509} (>13) (>7) 107' (>7) 
   (>5) <it>b</> (>5) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=S</>] > 53' 75 767 (>13) 44 <it>x</>{-509} (>13) 
   (>7) 107' (>7) (>5) <it>b</> (>5) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>FULH=S</>] > (>13) 44 <it>x</>{-509} (>13) (>7) 107' (>7) 
   (>5) <it>b</> (>5) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 130 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>*)ISSAXA\R</>] > (>13) 44 <it>x</>{-509} (>13) (>7) 107' (>7) 
   (>5) <it>b</> (>5) (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ISAXAR</> 72-82-376-618 46-417-529-739 53-246 392 
   18-68-126-669 59 646 {Lat}cod 100 Arm Bo = Ald Compl
 : <lt>iesachar</> Sa{12}
<gk>TE/SSARES</>] > 107'-125 458 343{mg} 126 319 
   (>45 homoi.) 130 (>45) (~) 71 (~) (~) 619 (~) 
   (~) <it>b</> = Tar (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uD>u</> 85{mg}
<gk>KAI\</>] > 71 619 107'-125 458 343{mg} 126 319 
   (>45 homoi.) 130 (>45) (~) <it>b</> = Tar (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PENTH/KONTA</>] > 107'-125 458 343{mg} 126 
   (>45 homoi.) 130 (>45) (~) 71 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uNU>u</> 85{mg}
 : <gk><uND>u</> 319
 + <gk>KAI</> (~) <it>b</> = Tar (~)
 + <gk>TESSARES</> (~) 619 (~) (~) <it>b</> = Tar (~)
<gk>XILIA/DES</>] > 85{mg} (>45 homoi.) 130 (>45) (~) 619 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>XILIADAS</> 126
 + <gk><uND>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 106{txt} 71 85{mg} (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TETRAKO/SIOI</>] > 106{txt} 85{mg} (>45 homoi.) 130 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>TETRAKOSIAI</> 71 246 619
 : <gk>TRIAKOSIOI</> 72 59
 + <gk>PENTHKONTA</> (~) 71 (~)
 + <gk>TESSARES</> (~) 71 (~)
 + <gk>XILIADES</> (~) 619 (~)
<gk>.</>
~x1y28
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*ZABOULW\N</>] > (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>SABOULWN</> 551*
 : <gk>ZABOLWN</> 509 126*
<gk>KATA\</>] > 127{txt}(c pr m) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 127{mg}-767 18 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>SUGGENEI/AS</>] > 127{txt}(c pr m) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 127{mg}-767 18 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>SUGGENIAN</> V
<gk>AU)TW=N</>] > 44 68' 127{txt}(c pr m) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 127{mg}-767 18 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
<gk>KATA\</>] > 72-376{txt}(c pr m) 30 318 59 319 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) 414' (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DE</> 313 Aeth
<gk>DH/MOUS</>] > 72-376{txt}(c pr m) 30 318 59 319 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) 414' (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMON</> 414*(c pr m)
<gk>AU)TW=N</>] > 44 72-376{txt}(c pr m) 30 318 59 319 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) 414' (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) 127{mg}-767 18 (~)
 + <gk>SUGGENEIAS</> (~) 127{mg}-767 18 (~)
 + <gk>AUTWN</> (~) 127{mg}-767 18 (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KAT'</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAI</> 68'-120' (sed hab Ald)
<gk>OI)/KOUS</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PATRIW=N</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) 414' (~)
 + <gk>DHMOUS</> (~) 414' (~)
 + <gk>AUTWN</> (~) 414' (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>4) 381' 52-615{c} (>4) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAT'</> G-426 53' 54-75 126
 inc 615*
<gk>A)RIQMO\N</>] > (>4) 381' 52-615{c} (>4) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMWN</> 376 44 458 59* 646
 inc 615*
<gk>O)NOMA/TWN</>] > (>4) 381' 52-615{c} (>4) 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 inc 615*
<gk>AU)TW=N</> (sub % G Syh = MT)] > 18(|) (>4) Compl (>4) 
   (>4) 381' 52-615{c} (>4) (>29) <it>b</> (>29) 
   (>3 homoi.) 16-46 107' (>3) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>AUTAS</> 646*(c pr m)
 inc 615*
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>5) 44 (>5) (>4) Compl (>4) 
   (>29) <it>b</> (>29) (>3 homoi.) 16-46 107' (>3) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>5) 44 (>5) 
   (>4) Compl (>4) (>29) <it>b</> (>29) 
   (>3 homoi.) 16-46 107' (>3) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KEFALHS</> 75
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>5) 44 (>5) 
   (>4) Compl (>4) (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > 107' Arab (>5) 44 (>5) 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 72-82 54-767 18-126 Arm
 + <gk>TA</> 16-46 107'
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > Arab (>5) 44 (>5) 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 54-767 18-126 Arm
 +< <gk>KAI</> 313
<gk>A)PO\</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>EI)KOSAETOU=S</>] > (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KAI\</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107' (>13) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>O(</>] > (>13) 44-107' (>13) (>29) <it>b</> (>29) 
   (>45 homoi.) 130 (>45) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' (>13) 
   (>45 homoi.) 130 (>45) (>29) <it>b</> (>29) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)N</>] > 15-64*(c pr m) (>13) 44-107' (>13) 
   (>29) <it>b</> (>29) (>45 homoi.) 130 (>45) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 53 509 319 (>13) 44-107' (>13) 
   (>29) <it>b</> (>29) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>13) 44-107' (>13) (>29) <it>b</> (>29) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTOU</> 646
<gk>:</>]
 : <gk>,</> Ra
~x1y29
<gk>H(</>] > (>13) 44-107' (>13) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107' (>13) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 72 (>13) 44-107' (>13) (>45 homoi.) 799 (>45) 
   (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > 72 (>4) <it>b</> 68'-120' (>4) (>13) 44-107' (>13) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
<gk>TH=S</>] > 53' (>4) <it>b</> 68'-120' (>4) (>13) 44-107' (>13) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
<gk>FULH=S</>] > (>4) <it>b</> 68'-120' (>4) (>13) 44-107' (>13) 
   (>45 homoi.) 799 (>45) (>36 homoi.) 106-125 (>36) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
 +< <gk>UIWN</> 343* = Tar{P}
<gk>*ZABOULW\N</>] > (>4) <it>b</> 68'-120' (>4) 
   (>13) 44-107' (>13) (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
<gk>E(PTA\</>] > 107'-125 343{mg} 126 (>45 homoi.) 799 (>45) 
   (~) 71 (~) (~) 458 619 319 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>TESSARES</> 55 {Lat}cod 100
 : <gk><uZ>u</> 85{mg}
 sup ras A
<gk>KAI\</>] > 71 458 619 319 107'-125 343{mg} 126 
   (>45 homoi.) 799 (>45) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
<gk>PENTH/KONTA</>] > 107'-125 343{mg} 126 
   (>45 homoi.) 799 (>45) (~) 71 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>EBDOMHKONTA</> 55
 : <gk><uNU>u</> 85{mg}
 sup ras A
 + <gk>EPTA</> (~) 458 619 319 (~)
<gk>XILIA/DES</>] > 85{mg} (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>XILIADAS</> 126
 sup ras A
 + <gk><uNZ>u</> 107'-125 343{mg} 126
<gk>KAI\</>] > 71 85{mg} (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 sup ras A
<gk>TETRAKO/SIOI</>] > 85{mg} (>45 homoi.) 799 (>45) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PENTAKOSIOI</> A
 sup ras A
 + <gk>PENTHKONTA</> (~) 71 (~)
 + <gk>EPTA</> (~) 71 (~)
<gk>.</>
~x1y30
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > 376(|) 669 (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>filii</> {Lat}cod 100 Aeth Arab
<gk>*)IWSH\F</>] > (~) 106 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 +< <gk>TOIS</> 125 54-75'
 +< <gk>OI</> 53'-246
<gk>UI(OI=S</> 246] > 106 376(|) 669 (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>UIOI</> 53' 58 56-129 59 319 {Lat}cod 100 Aeth Arab
 : <gk>UIOS</> A* <it>x</>{-509} 121 55
 : <gk>UIOUS</> 72 343
<gk>*)EFRA/IM</>] > (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>EFRAI</> 46*
 : <gk>EFREM</> 56 30
 : <gk>EUFRAIM</> 130
 + <gk>TOU</> 106
 + <gk>IWSHF</> (~) 106 (~)
<gk>KATA\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > (>29) <it>b</> (>29) 
   (>3 homoi.) <it>C</>{-529<smg>s}-46 68'-120 (sed hab Ald) (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KATA\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>3 homoi.) <it>C</>{-529<smg>s}-46 68'-120 (sed hab Ald) (>3) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAI</> 72
1:30 [DH]MOUS—1:40 AUTWN #4] absc 624(||)
<gk>DH/MOUS</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>3 homoi.) <it>C</>{-529<smg>s}-46 68'-120 (sed hab Ald) (>3) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 44 (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 {Lat}cod 100 Aeth
<gk>KAT'</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>OI)/KOUS</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PATRIW=N</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 75 (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 107' (>7) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> {Lat}cod 100 Aeth
<gk>KATA\</>] > (>9) 44 (>9) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAT'</> G-426 53' 54-75 126
<gk>A)RIQMO\N</>] > (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMWN</> 376 52* 458
<gk>O)NOMA/TWN</>] > 56* (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</> (sub % G Syh)] > (>4) Compl (>4) 
   (>6) 107' = MT (>6) (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh)] > (>4) Compl (>4) 
   (>6) 107' = MT (>6) (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh)] > (>4) Compl (>4) 
   (>6) 107' = MT (>6) (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KEFALHS</> 75
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh)] > (>4) Compl (>4) 
   (>6) 107' = MT (>6) (>9) 44 (>9) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>AUTOU</> 376*(c pr m)
 + <gk>AUTWN</> 370*
<gk>,</>
<gk>PA/NTA</> (sub % G Syh)] > Arab (>6) 107' = MT (>6) 
   (>9) 44 (>9) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 126 59 Arm
 + <gk>TA</> 16-46
<gk>A)RSENIKA\</> (sub % G Syh)] > Arab (>6) 107' = MT (>6) 
   (>9) 44 (>9) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 75 126 59 Arm
 +< <gk>KAI</> 343
<gk>A)PO\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>EI)KOSAETOU=S</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KAI\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>O(</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)N</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 319 (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (+3 dittogr.) 376 (+3)
 + <gk>TH</> (+3 dittogr.) 376 (+3)
 + <gk>DUNAMEI</> (+3 dittogr.) 376 (+3)
<gk>:</>]
 : <gk>,</> Ra
~x1y31
 +< <gk>PANTA</> 618
<gk>H(</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > (>13) 44-107' (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>13) 44-107' (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=S</>] > 75 (>4) <it>b</> (>4) (>13) 44-107' (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>13) 44-107' (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>*)EFRA/IM</>] > (>4) <it>b</> (>4) (>13) 44-107' (>13) 
   (>33) 799 (>33) (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <gk>EUFRAIM</> 130
<gk>TESSARA/KONTA</> F{b}] > 85{mg} (~) 71 (~) (~) 246 (~)
   (~) <it>d</>{-106} 343{mg} 126 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>SARAKONTA</> 106 318
 : <gk>TESSERAKONTA</> A B* F M' 707 129 509 55
 : <gk>THSSERAKONTA</> A*
<gk>XILIA/DES</>] > (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uM>u</> 85{mg}
 : <gk>XILIADAS</> 126
 + <gk>TESSARAKONTA</> (~) <it>d</>{-106} 343{mg} 126 (~)
<gk>KAI\</>] > 71 321'{mg} <it>d</>{-106} 343{mg} 126 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PENTAKO/SIOI</>] > <it>d</>{-106} 343{mg} 126 (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uF>u</> 85{mg}
 : <gk>PENTAKOSIAI</> 71 619
 : <gk>PENTAKOSIES</> 54
 : <gk>PENTEKOSIOI</> 30
 : <lt>quadringenti</> Sa
 + <gk>TESSARAKONTA</> (~) 71 (~)
<gk>.</>
~x1y32
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*MANASSH\</>] > (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>MANASH</> 72 529 Arm
 : <gk>MANNASSH</> A {Lat}cod 100
<gk>KATA\</>] > (>29) <it>b</> (>29) (>3 homoi.) Arab (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) (>3 homoi.) Arab (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 44 (>29) <it>b</> (>29) (>3 homoi.) Arab (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KATA\</>] > 72 107 (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DH/MOUS</>] > 72 107 (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 72 107 (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (+3 dittogr.) 319 (+3)
 + <gk>DHMOUS</> (+3 dittogr.) 319 (+3)
 + <gk>AUTWN</> (+3 dittogr.) 319 (+3)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>] > (>4) 44 (>4) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 53 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>OI)/KOUS</>] > (>4) 44 (>4) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 53 (~) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>OIKWN</> 126
<gk>PATRIW=N</>] > (>4) 44 (>4) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 53 (~) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 75 (>4) 44 (>4) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) B{txt} 318 Sa{4} (>4) (~) 53 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) B{txt} 318 Sa{4} (>4) 
   (~) 53 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <gk>KAI</> 44
 : <gk>KAT'</> G-426 53' 54-75 126
<gk>A)RIQMO\N</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) B{txt} 318 Sa{4} (>4) 
   (~) 53 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <gk>ARIQMWN</> 376 458 646
<gk>O)NOMA/TWN</>] > 107' (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) B{txt} 318 Sa{4} (>4) 
   (~) 53 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
<gk>AU)TW=N</> (sub % G Syh{T})] > 107' (>4) Compl (>4) 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 53 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % Syh{L}) (sub % G Syh{T})] > (>4) Compl (>4) 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % Syh{L}) (sub % G Syh{T})] > (>4) Compl (>4) 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KEFALHS</> 75 130
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % Syh{L}) (sub % G Syh{T})] > (>4) Compl (>4) 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) 53 (~)
 + <gk>OIKOUS</> (~) 53 (~)
 + <gk>PATRIWN</> (~) 53 (~)
 + <gk>AUTWN</> (~) 53 (~)
 + <gk>KATA</> (~) 53 (~)
 + <gk>ARIQMON</> (~) 53 (~)
 + <gk>ONOMATWN</> (~) 53 (~)
 + <gk>AUTWN</> (~) 53 (~)
<gk>,</>
<gk>PA/NTA</> (sub % Syh{L}) (sub % G Syh{T})] > Aeth{-C} Arab 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 126 Arm
 + <gk>TA</> 16-46 458
<gk>A)RSENIKA\</> (sub % Syh{L}) (sub % G Syh{T})] > Arab 
   (>6) 44 = MT (>6) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 126 Arm
 + <gk>AUTWN</> 381' = Ald
<gk>A)PO\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>EI)KOSAETOU=S</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KAI\</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>O(</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' 71 (>13) 
   (>33) 799 (>33) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)N</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 16'-46'-73'-77-417-422-550'-739-761 318 319 
   (>13) 44-107' 71 (>13) (>33) 799 (>33) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y33
<gk>H(</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > (>13) 44-107' 71 (>13) (>33) 799 (>33) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>13) 44-107' 71 (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=S</>] > 761 53' (>4) <it>b</> (>4) (>13) 44-107' 71 (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>13) 44-107' 71 (>13) 
   (>33) 799 (>33) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>*MANASSH\</>] > (>4) <it>b</> (>4) (>13) 44-107' 71 (>13) 
   (>33) 799 (>33) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>MANASH</> 72 529 Arm
 : <gk>MANNASSH</> A 121 {Lat}cod 100
<gk>DU/O</>] > 107'-125 458 343{mg} 126 {Lat}cod 100 (~) 71 (~) 
   (~) 619 319 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uB>u</> 85{mg}
<gk>KAI\</>] > 71 107'-125 458 343{mg} 126 619 319 {Lat}cod 100 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TRIA/KONTA</>] > 107'-125 458 343{mg} 126 (~) 71 (~) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uLS>u</> 85{mg}				Need final-sigma
 : <lt>XXVI</> {Lat}cod 100
 + <gk>DUO</> (~) 619 319 (~)
<gk>XILIA/DES</>] > 85{mg} (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>XILIADAS</> 126
 + <gk><uLB>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 71 85{mg} (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DIAKO/SIOI</>] > 85{mg} (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>DIAKOSIAI</> 71 129
 : <gk>TETRAKOSIOI</> 509
 : <gk>TRIAKOSIOI</> B <it>d</>{-106<sc>s} 54' <it>t</> 392 799 
   {Lat}cod 100 Arm
 + <gk>TRIAKONTA</> (~) 71 (~)
 + <gk>DUO</> (~) 71 (~)
<gk>.</>
~x1y34
 +< <gk>[.]OIS</> 376*
 +< <gk>FUL</> 376*
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>et</> {Lat}cod l00 Aeth Arab
<gk>UI(OI=S</>] > 120*(c pr m) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>fili(i)</> {Lat}cod l00 Aeth Arab
<gk>*BENIAMI\N</>] > (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>BAINIAMEIN</> 15*
 : <gk>BENIAMEIM</> 29 416
 : <gk>BENIAMEIN</> A B F M V G-15{c}-58-376-381'-707 <it>b</> 
   56'-664*(vid) 127 30{c}-85'-343' <it>x</>{-71} 
   <it>y</>{-318} 68'-120' 319*
 : <gk>BENIAMHN</> 610* 54-75' 30* 319{c} 646
 : <gk>BENIMEIN</> 767
 + <gk>KATA</> 55
 + <gk>DHMOUS</> 55
 + <gk>AUTWN</> 55
<gk>KATA\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 44 (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > 72 (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DH/MOUS</>] > 72 (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > 72 44 344*(c pr m) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 619 Aeth
<gk>KAT'</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>OI)/KOUS</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>PATRIW=N</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > {Lat}cod 100 (>29) <it>b</> (>29) 
   (>4 homoi.) 381' (>4) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > {Lat}cod 100 (>29) <it>b</> (>29) 
   (>4 homoi.) 381' (>4) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAT'</> V G-426 53' 54-75 126 
<gk>A)RIQMO\N</>] > {Lat}cod 100 (>29) <it>b</> (>29) 
   (>4 homoi.) 381' (>4) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARIQMWN</> 376 246 458
 +< <gk>TWN</> 16-46
<gk>O)NOMA/TWN</>] > (>5) 107' (>5) (>29) <it>b</> (>29) 
   (>4 homoi.) 381' (>4) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</> (sub % G Syh{T} = MT)] > (>4) Compl (>4) 
   (>5) 107' (>5) (>29) <it>b</> (>29) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh{T} = MT)] > (>4) Compl (>4) 
   (>5) 107' (>5) (>29) <it>b</> (>29) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh{T} = MT)] > (>4) Compl (>4) 
   (>5) 107' (>5) (>29) <it>b</> (>29) (>7 homoi.) 44 30' (>7) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>KAIFALHS</> 75
 : <gk>KEFALHS</> 18
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh{T} = MT)] > (>4) Compl (>4) 
   (>5) 107' (>5) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh{T} = MT)] > 44 Arab 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>PAN</> 126 Arm
 + <gk>TA</> 46 458 799
<gk>A)RSENIKA\</> (sub % Syh{L}) (sub % G Syh{T} = MT)]
 > 44 Arab (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>ARSENIKON</> 126 Arm
 + <gk>AUTWN</> 381' = Ald
<gk>A)PO\</>] > (>4) 618{txt} (>4) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>EI)KOSAETOU=S</>] > (>4) 618{txt} (>4) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>KAI\</>] > (>4) 618{txt} (>4) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PA/NW</>] > (>4) 618{txt} (>4) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>,</>
<gk>PA=S</>] > Aeth{M} (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>O(</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)N</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=|</>] > 319 (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>DUNA/MEI</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTOU</> 767
<gk>:</>]
 : <gk>,</> Ra
~x1y35
<gk>H(</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>AU)TW=N</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>E)K</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>4) 72 <it>b</> (>4) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TH=S</>] > F*(c pr m) 618*(c pr m) 53' 84 
   (>4) 72 <it>b</> (>4) (>13) 44-107' <it>x</>{-509} (>13) 
   (>36 homoi.) 106-125 (>36) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>FULH=S</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>4) 72 <it>b</> (>4) (>36 homoi.) 106-125 (>36) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>*BENIAMI\N</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>4) 72 <it>b</> (>4) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>BAINHAMEIN</> 30
 : <gk>BAINIAMEIN</> 15*
 : <gk>BANIAMIN</> 134*(vid)
 : <gk>BENIAMEIM</> 29 416
 : <gk>BENIAMEIN</> A B F M V <it>O</>{-426}-15{c}-381-707 56' 
   127-767 85-343' <it>y</>{-318} 407
 : <gk>BENIAMHN</> 618{(mg)} 46{s} 75' 68'-120 59* 319 646
 : <gk>BENIAMIM</> 52*
 : <gk>MENIAMIN</> 313
<gk>PE/NTE</>] > 107'-125 343{mg} 458 {Lat}cod 100 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) (~) 71 (~) 
   (~) 619 319 (~) (~) <it>O</>{-58} Arab Syh = Compl (^) (~) 
   (~) 246 (~)
 : <gk><uE>u</> 85{mg}
<gk>KAI\</>] > 71 619 319 107'-125 343{mg} 458 {Lat}cod 100 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> 551
<gk>TRIA/KONTA</>] > 107'-125 343{mg} 458 (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (~) 71 (~) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk><uLU>u</> 85{mg}
 : <gk>TETRAKOSIOI</> 739{txt}
 : <lt>XXXIIII</> {Lat}cod 100
 + <gk>PENTE</> (~) 619 319 (~)
<gk>XILIA/DES</>] > 85{mg} (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk><uLE>u</> 107'-125 343{mg} 458
<gk>KAI\</>] > 71 85{mg} (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
<gk>TETRAKO/SIOI</>] > 669*(c pr m) 85{mg} (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 : <gk>TRIAKOSIOI</> <it>d</>{-106<sc>s} 85*(vid) <it>t</> 392 799
 : <gk>DIAKOSIOI</> 52'-313-414'
 : <gk><uG>u</> 458
 + <gk>TRIAKONTA</> (~) 71 (~)
 + <gk>PENTE</> (~) 71 (~)
<gk>.</>
~x1y36
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > 669*(c pr m) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) Arm{te} (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) (~) 246 (~) 
   (~) Arm{te} (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*GA\D</>] > (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>KATA\</>] > (>29) <it>b</> (>29) (>44) 618{txt} (>44) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 44 (~) (~) 246 (~) (~) Arm{te} (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) 
   (~) 44 (~) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 44 (~) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth{-M}
<gk>KATA\</>] > 72 107' 458 Aeth{M} (>7) 44 (>7) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>DH/MOUS</>] > 72 107' 458 Aeth{M} (>7) 44 (>7) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > 72 107' 458 Aeth{M} (>7) 44 (>7) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>] > (>7) 44 (>7) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>OI)/KOUS</>] > (>7) 44 (>7) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>PATRIW=N</>] > (>7) 44 (>7) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>7) 44 (>7) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <gk>AI</> 426
 +< <gk>EPISKEYEIS</> 426
 +< <gk>AUTWN</> 426
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>9) 107' (>9) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>KAT'</> 426 53' 54-75
<gk>A)RIQMO\N</>] > (>9) 107' (>9) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ARIQMWN</> 376 458-767 321* 646
<gk>O)NOMA/TWN</>] > 44 (>9) 107' (>9) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > 376(|) 509 (>4) Compl (>4) 
   (>9) 107' (>9) (>29) <it>b</> (>29) (>44) 618{txt} (>44) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>3 homoi.) {Lat}cod 100 (>3) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 + <gk>KATA</> (~) 44 (~)
 + <gk>SUGGENEIAS</> (~) 44 (~)
 + <gk>AUTWN</> (~) 44 (~)
<gk>,</>
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>4) Compl (>4) (>9) 107' (>9) 
   (>5) 44 (>5) (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>3 homoi.) {Lat}cod 100 (>3) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <lt>per</> Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>4) Compl (>4) 
   (>9) 107' (>9) (>5) 44 (>5) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>3 homoi.) {Lat}cod 100 (>3) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>KEF<sL>s</> 75
 : <lt>capita</> Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>4) Compl (>4) 
   (>9) 107' (>9) (>5) 44 (>5) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>
 +< <gk>KAI</> 313
<gk>PA/NTA</> (sub % G Syh = MT)] > (>9) 107' (>9) (>5) 44 (>5) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>PAN</> 799 Arm
 + <gk>TA</> 46{s}
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > (>9) 107' (>9) 
   (>5) 44 (>5) (>29) <it>b</> (>29) (>44) 618{txt} (>44) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>ARSENIKON</> 799 Arm
 + <gk>AUTWN</> 381-618{(mg)} = Ald
<gk>A)PO\</>] > (>4) 381-618{(mg)} (>4) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>EI)KOSAETOU=S</>] > (>4) 381-618{(mg)} (>4) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>KAI\</>] > (>4) 381-618{(mg)} (>4) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)PA/NW</>] > (>4) 381-618{(mg)} (>4) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>44) 618{txt} (>44) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>O(</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>45 homoi.) 126 (>45) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)N</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>TH=|</>] > <it>C</>'{-528}{529}-313-414'-422 319 
   (>13) 44-107' <it>x</>{-509} (>13) (>29) <it>b</> (>29) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>45 homoi.) 126 (>45) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>DUNA/MEI</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>29) <it>b</> (>29) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>44) 618{txt} (>44) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y37
<gk>H(</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>44) 618{txt} (>44) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>44) 618{txt} (>44) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>13) 44-107' <it>x</>{-509} (>13) 
   (>44) 618{txt} (>44) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>13) 44-107' <it>x</>{-509} (>13) 
   (>44) 618{txt} (>44) (>47) Syh{L}: cf 1{{24}} (>47) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>TH=S</>] > 381-618{(mg)} 529 664 (>4) <it>b</> (>4) 
   (>13) 44-107' <it>x</>{-509} (>13) (>44) 618{txt} (>44) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>44) 618{txt} (>44) 
   (>13) 44-107' <it>x</>{-509} (>13) 
   (>47) Syh{L}: cf 1{{24}} (>47) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>*GA\D</>] > (>4) <it>b</> (>4) (>44) 618{txt} (>44) 
   (>13) 44-107' <it>x</>{-509} (>13) (>47) Syh{L}: cf 1{{24}} (>47) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>DAN</> 370*(vid; c pr m) 18
<gk>PE/NTE</>] > 71 107'-125 458 343{mg} 126 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 619 319 799 (~) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk><uE>u</> 85{mg}
<gk>KAI\</>] > 71 107'-125 458 343{mg} 126 619 319 799 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) (~) Arm{te} (~)
<gk>TESSARA/KONTA</> F{b}] > 71 107'-125 458 343{mg} 126 
   (>6) 85{mg} (>6) (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>SARAKONTA</> 106
 : <gk>SARA<sK>s</> 56
 : <gk>TESSERAKONTA</> A B* F M' V 707 55
 + <gk>PENTE</> (~) 619 319 799 (~)
<gk>XILIA/DES</>] > 53 (>6) 85{mg} (>6) 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) (~) Arm{te} (~)
 : <gk>XILIADAS</> 126
 + <gk><uME>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 71 799 (>6) 85{mg} (>6) 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) (~) Arm{te} (~)
<gk>E(CAKO/SIOI</>] > (>6) 85{mg} (>6) 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) (~) Arm{te} (~)
<gk>KAI\</>] > <it>oI</>{-15}-72 528 537 <it>d</>{-125} 343{mg} 
   84 <it>x</>{-509} 126-128*(c pr m) 319 799 125 54-75' Bo{A} 
   (>6) 85{mg} (>6) (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>PENTH/KONTA</>] > 125 54-75' Bo{A} (>6) 85{mg} (>6) 
   (>47) Syh{L}: cf 1{{24}} (>47) (~) 246 (~) (~) Arm{te} (~)
 + <gk><uMXN>u</> 85{mg}
<gk>.</>
 + <gk>TOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>IOUDA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</>  (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>IOUDA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TESSARES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI\</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EBDOMHKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIADES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ECAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>TOI=S</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ISSAXAR</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ISSAXAR</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TESSARES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PENTHKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIADES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TETRAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>TOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ZABOULWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ZABOULWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PENTHKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIADES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TETRAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>TOI=S</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>IWSHF</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EFRAIM</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EFRAIM</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TESSARAKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIA/DES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PENTAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>TOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>MANASSH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>MANASSH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TRIAKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIADES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DIAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>TOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>UIOIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>BENIAMIN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>SUGGENEIAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DHMOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAT'</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>OIKOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PATRIWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARIQMON</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ONOMATWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KATA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KEFALHN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PANTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>ARSENIKA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>APO</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EIKOSAETOUS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPANW</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PAS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>O</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EKPOREUOMENOS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TH</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>DUNAMEI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>:</> <it>O</>{-58} Arab Syh = Compl (^)
 + <gk>H</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EPISKEYIS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>AUTWN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>EK</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>THS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>FULHS</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>BENIAMIN</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>PENTE</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TRIAKONTA</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>XILIADES</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>KAI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>TETRAKOSIOI</> (~) <it>O</>{-58} Arab Syh = Compl (^) (~)
 + <gk>.</> <it>O</>{-58} Arab Syh = Compl (^)
~x1y38
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) 246 (~) (~) Arm{te} (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (~) 246 (~) (~) Arm{te} (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*DA\N</>] > (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>KATA\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>SUGGENEI</> 129(|)
 : <gk>SUGGENIAN</> V
<gk>AU)TW=N</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth Bo{A}
<gk>KATA\</>] > 72 <it>C</>'`{-52'}{77}{414'}{528}{529}{761<smg>s} 
   107' (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>DH/MOUS</>] > 72 <it>C</>'`{-52'}{77}{414'}{528}{529}{761<smg>s} 
   107' (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > 44 72 <it>C</>'`{-52'}{77}{414'}{528}{529}{761<smg>s} 
   107' (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 134 Aeth Bo{A}
<gk>KAT'</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 72{c} (~) (~) 246 (~) (~) Arm{te} (~)
<gk>OI)/KOUS</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 72{c} (~) (~) 246 (~) (~) Arm{te} (~)
<gk>PATRIW=N</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 72{c} (~) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 72{c} (~) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth{-M}
<gk>KATA\</>] > (>9) 44 (>9) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 72* (~) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>KAT'</> G-426 53' 75 126
<gk>A)RIQMO\N</>] > (>9) 44 (>9) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 72* (~) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ARHQMWN</> 767
 : <gk>ARIQMOUS</> 58
 : <gk>ARIQMWN</> 376 458
<gk>O)NOMA/TWN</>] > (>9) 44 (>9) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 72* (~) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > 122 (sed hab Ald) 
   (>4) Compl (>4) (>9) 44 (>9) (>29) <it>b</> (>29) 
   (>3 homoi.) 414' (>3) (>36 homoi.) 106-125 (>36) (~) 72* (~) 
   (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (+4 dittogr.) 130(||) (+4)
 + <gk>ARIQMON</> (+4 dittogr.) 130(||) (+4)
 + <gk>ONOMATWN</> (+4 dittogr.) 130(||) (+4)
 + <gk>AUTWN</> (+4 dittogr.) 130(||) (+4)
 + <gk>KAT'</> (~) 72{c} (~)
 + <gk>OIKOUS</> (~) 72{c} (~)
 + <gk>PATRIWN</> (~) 72{c} (~)
 + <gk>AUTWN</> (~) 72{c} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>4) Compl (>4) (>9) 44 (>9) 
   (>29) <it>b</> (>29) (>3 homoi.) 414' (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <lt>per</>{Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>4) Compl (>4) 
   (>9) 44 (>9) (>29) <it>b</> (>29) (>3 homoi.) 414' (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>KEFALHS</> 72
 : <lt>capita</>{Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>4) Compl (>4) (>9) 44 (>9) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 + <gk>KATA</> (~) 72* (~)
 + <gk>ARIQMON</> (~) 72* (~)
 + <gk>ONOMATWN</> (~) 72* (~)
 + <gk>AUTWN</> (~) 72* (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > Arab (>9) 44 (>9) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>PAN</> 126 799 Arm
 + <gk>TA</> 46
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > Arab (>9) 44 (>9) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ARSENIKON</> 126 799 Arm
 + <gk>AUTWN</> 381' 75 = Ald
<gk>A)PO\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>EI)KOSAETOU=S</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>KAI\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)PA/NW</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>O(</>] > (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)N</>] > (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>TH=|</>] > 77-413 (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>DUNA/MEI</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y39
<gk>H(</>] > (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)PI/SKEYIS</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>13) 44-107 <it>x</>{-509} (>13) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>TH=S</>] > 72* 53-246{c} (>4) <it>b</> (>4) 
   (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>58) 610 (>58) 
   (>13) 44-107 <it>x</>{-509} (>13) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>*DA\N</>] > (>4) <it>b</> (>4) (>58) 610 (>58) 
   (>13) 44-107 <it>x</>{-509} (>13) (~) 246 (~) (~) Arm{te} (~)
<gk>DU/O</>] > 125' 343{mg} 126 458 {Lat}cod 100 (>58) 610 (>58) 
   (~) 71 (~) (~) 619 319 799 (~) (~) 246 (~) (~) Arm{te} (~)
 : <gk><uB>u</> 85{mg}
<gk>KAI\</>] > 71 125' 343{mg} 126 458 618* 619 319 799 
   {Lat}cod 100 (>58) 610 (>58) (~) 246 (~) (~) Arm{te} (~)
<gk>E(CH/KONTA</>] > 125' 343{mg} 126 458 (>58) 610 (>58) 
   (~) 71 (~) (~) 246 (~) (~) Arm{te} (~)
 : <gk><uCY>u</> 85{mg}
 : <gk>EC</> 318
 : <gk>ECIKONTA</> 799
 : <lt>LXXX</> {Lat}cod 100
 + <gk>DUO</> (~) 619 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>58) 610 (>58) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>XILIADAS</> 126
 + <gk><uCB>u</> 125' 343{mg} 126
 + <gk><uCBY>u</> 458
<gk>KAI\</>] > 71 458 85{mg} (>58) 610 (>58) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E(PTAKO/SIOI</> F{a}] > 458 85{mg} (>58) 610 (>58) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>ECAKOSIOI</> F <it>b</>
 + <gk>ECHKONTA</> (~) 71 (~)
 + <gk>DUO</> (~) 71 (~)
<gk>.</>
~x1y40
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (>58) 610 (>58) (~) 246 (~) (~) Arm{te} (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (>58) 610 (>58) (~) 246 (~) (~) Arm{te} (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*)ASH\R</>] > (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>ASSHR</> 77 730 619 126-628 Bo Sa{12}
<gk>KATA\</>] > (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > M 107 (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > 72 (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>DH/MOUS</>] > 72 (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > 44 72 (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KAT'</>] > (>4) 107 (>4) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 72 (~) (~) 246 (~) (~) Arm{te} (~)
<gk>OI)/KOUS</>] > (>4) 107 (>4) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 72 (~) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>OIKOU</> 16'-500'
<gk>PATRIW=N</>] > Syh{L} (>4) 107 (>4) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 72 (~) 
   (~) 246 (~) (~) Arm{te} (~)
 sup ras A
<gk>AU)TW=N</>] > 376 44 (>4) 107 (>4) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) 458 (>4) (~) 72 (~) (~) 246 (~) (~) Arm{te} (~)
 sup ras A
<gk>,</>] > Ra
 +< <gk>KAI</> 799 Aeth
<gk>KATA\</>] > (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 458 (>4) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>KAT'</> G-426 53' 75 126
<gk>A)RIQMO\N</>] > (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 458 (>4) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ARHQMWN</> 767*
 : <gk>ARIQMWN</> 376 767 646
<gk>O)NOMA/TWN</>] > (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 458 (>4) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > 664* (>4) Compl (>4) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>3 homoi.) 44 Sa{4} (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAT'</> (~) 72 (~)
 + <gk>OIKOUS</> (~) 72 (~)
 + <gk>PATRIWN</> (~) 72 (~)
 + <gk>AUTWN</> (~) 72 (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 313-414'-422-550'-761 Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>22) 799 (>22) (>5) 107 (>5) 
   (>4) Compl (>4) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>3 homoi.) 44 Sa{4} (>3) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>22) 799 (>22) 
   (>5) 107 (>5) (>4) Compl (>4) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>3 homoi.) 44 Sa{4} (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
 : <gk>KEFALHS</> 72 75-767
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>22) 799 (>22) 
   (>5) 107 (>5) (>4) Compl (>4) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > Arab (>6) 75 (>6) 
   (>22) 799 (>22) (>5) 107 (>5) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) Aeth{M} (~) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>PAN</> 126 Arm
 + <gk>TA</> 46 44
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > Arab (>6) 75 (>6) 
   (>22) 799 (>22) (>5) 107 (>5) (>29) <it>b</> (>29) 
   (>58) 610 (>58) (>36 homoi.) 106-125 (>36) (~) Aeth{M} (~) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk>ARSENIKON</> 126 Arm
 + <gk>AUTWN</> 381' = Ald
<gk>A)PO\</>] > (>4) 381' (>4) (>6) 75 (>6) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>EI)KOSAETOU=S</>] > (>4) 381' (>4) (>6) 75 (>6) 
   (>22) 799 (>22) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>KAI\</>] > (>4) 381' (>4) (>6) 75 (>6) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)PA/NW</>] > (>4) 381' (>4) (>6) 75 (>6) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
 + <gk>PANTA</> (~) Aeth{M} (~)
 + <gk>ARSENIKA</> (~) Aeth{M} (~)
<gk>,</>
 +< <lt>et</> Aeth{M}
<gk>PA=S</>] > (>13) 44-107 <it>x</>{-509} (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>O(</>] > (>13) 44-107 <it>x</>{-509} (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)N</>] > (>13) 44-107 <it>x</>{-509} (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>TH=|</>] > 381' 77 (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>DUNA/MEI</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>29) <it>b</> (>29) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y41
 +< <lt>et</> Arab
<gk>H(</>] > 59 (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)PI/SKEYIS</>] > 59 (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>13) 44-107 <it>x</>{-509} (>13) 
   (>22) 799 (>22) (>58) 610 (>58) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>22) 799 (>22) 
   (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>TH=S</>] > 16-46-552 (>4) <it>b</> (>4) (>22) 799 (>22) 
   (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>22) 799 (>22) 
   (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>*)ASH\R</>] > (>4) <it>b</> (>4) (>22) 799 (>22) 
   (>13) 44-107 <it>x</>{-509} (>13) (>58) 610 (>58) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ASSHR</> 77-131* 730 126-628 Bo Sa{4}{12}
<gk>MI/A</>] > 107'-125 458 343{mg} 126 319 (~) 71 (~) 
   (~) 619 799 (~) (~) 246 (~) (~) Arm{te} (~)
 : <gk><uA>u</> 85{mg}
<gk>KAI\</>] > 71 319 619 799 107'-125 458 343{mg} 126 
   (~) 246 (~) (~) Arm{te} (~)
<gk>TESSARA/KONTA</> F{b}] > 319 107'-125 458 343{mg} 126 
   (~) 71 (~) (~) 246 (~) (~) Arm{te} (~)
 : <gk><uMF>u</> 85{mg}
 : <gk>SARAKONTA</> 106 664
 : <gk>TESSERAKONTA</> A B* F M' V 707 129 55 624
 + <gk>MIA</> (~) 619 799 (~)
 +< <gk><uMA>u</> 319
<gk>XILIA/DES</>] > 85{mg} (~) 246 (~) (~) Arm{te} (~)
 : <gk>XILIADA</> 58 619
 + <gk><uMA>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 71 85{mg} (~) 246 (~) (~) Arm{te} (~)
<gk>PENTAKO/SIOI</>] > 85{mg} (~) 246 (~) (~) Arm{te} (~)
 : <gk>PENTAKOSIAI</> 71 619
 : <lt><uDC>u</> {Lat}cod 100
 : <lt>quadrigenti</> Arm{te} Sa
 + <gk>TESSARAKONTA</> (~) 71 (~)
 + <gk>MIA</> (~) 71 (~)
<gk>.</>
~x1y42
 +< <lt>et</> Arm Sa
<gk>TOI=S</>] > (~) 246 (~) (~) Arm{te} (~)
 : <lt>et</> {Lat}cod 100 Aeth Arab
<gk>UI(OI=S</>] > (~) 246 (~) (~) Arm{te} (~)
 : <lt>fili(i)</> {Lat}cod 100 Aeth Arab
<gk>*NEFQALI\</>] > (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>NEFALI</> 54-767*
 : <gk>NEFQALEI</> B F M' V 15-64*-82-426 127 Sa{1}
 : <gk>NEFQALEIM</> G-58-64{c}-72-381' 
   <it>C</>'`{-131}{422}{500'}{528} <it>b</> <it>d</> 53' 
   321-343-346{c}-730 <it>x</> 392 18-68'-120'-126 55 59{c} 646 799
 : <gk>NEFQALH</> 318 319
 : <gk>NEFQALHM</> 528 246
 : <gk>NEFQALIM</> 376{c} 131-422-500' 56-129 75 130-346* 
   <it>t</> 128-628-669 Sa{12} = Compl
 : <gk>NEFQALM</> 376*
 : <lt>nepthalim</> {Lat}cod 100 Aeth Arab Arm Bo
<gk>KATA\</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>SUGGENEI/AS</>] > (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > 44-107' (>29) <it>b</> (>29) 
   (>3 homoi.) 72 56{txt} 458 321*(vid; c pr m) <it>x</>{-509} 59 (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>29) <it>b</> (>29) 
   (>3 homoi.) 72 56{txt} 458 321*(vid; c pr m) <it>x</>{-509} 59 (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>DH/MOUS</>] > (>29) <it>b</> (>29) 
   (>3 homoi.) 72 56{txt} 458 321*(vid; c pr m) <it>x</>{-509} 59 (>3) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > 44 (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 799 (>4) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 44 Aeth
<gk>KAT'</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) 799 (>4) (~) 246 (~) (~) Arm{te} (~)
<gk>OI)/KOUS</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) 799 (>4) (~) 246 (~) (~) Arm{te} (~)
<gk>PATRIW=N</>] > (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) 
   (>4 homoi.) 799 (>4) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</>] > (>8) 107 (>8) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 376 (>4) 
   (>7 homoi.) 610 (>7) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</>] > (>8) 107 (>8) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 376 (>4) 
   (>7 homoi.) 610 (>7) (~) 246 (~) (~) Arm{te} (~)
 : <gk>KAT'</> G-426 551-739 53' 54-75 126
<gk>A)RIQMO\N</>] > (>8) 107 (>8) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 376 (>4) 
   (>7 homoi.) 610 (>7) (~) 246 (~) (~) Arm{te} (~)
 : <gk>ARIQMWN</> 64* 458-767 646
 : <gk>ARIMWN</> 767*
<gk>O)NOMA/TWN</>] > 414' (>8) 107 (>8) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (>4 homoi.) 376 (>4) 
   (>7 homoi.) 610 (>7) (~) 246 (~) (~) Arm{te} (~)
<gk>AU)TW=N</> (sub % G Syh = MT)] > 319 (>4) Compl (>4) 
   (>8) 107 (>8) (>29) <it>b</> (>29) (>3 homoi.) 44 458 (>3) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 610 (>7) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KATA\</> (sub % G Syh = MT)] > (>4) Compl (>4) (>8) 107 (>8) 
   (>22) 799 (>22) (>29) <it>b</> (>29) (>3 homoi.) 44 458 (>3) 
   (>36 homoi.) 106-125 (>36) (>7 homoi.) 610 (>7) (~) 246 (~) 
   (~) Arm{te} (~)
 : <lt>per</> {Lat}cod 100 Arab Arm Bo Syh
<gk>KEFALH\N</> (sub % G Syh = MT)] > (>4) Compl (>4) 
   (>8) 107 (>8) (>22) 799 (>22) (>29) <it>b</> (>29) 
   (>3 homoi.) 44 458 (>3) (>36 homoi.) 106-125 (>36) 
   (>7 homoi.) 610 (>7) (~) 246 (~) (~) Arm{te} (~)
 : <gk>KEFALHS</> 72 75
 : <lt>capita</> {Lat}cod 100 Arab Arm Bo Syh
<gk>AU)TW=N</> (sub % G Syh = MT)] > (>4) Compl (>4) 
   (>8) 107 (>8) (>22) 799 (>22) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>,</>
<gk>PA/NTA</> (sub % G Syh = MT)] > Arab (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>PAN</> 82 126 Arm
 + <gk>TA</> 46{s} 44
<gk>A)RSENIKA\</> (sub % G Syh = MT)] > Arab (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>ARSENIKON</> 126 Arm
 + <gk>AUTWN</> 381' = Ald
<gk>A)PO\</>] > (>4) 381' (>4) (>22) 799 (>22) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>EI)KOSAETOU=S</>] > (>4) 381' (>4) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>KAI\</>] > (>4) 381' (>4) (>22) 799 (>22) (>29) <it>b</> (>29) 
   (>36 homoi.) 106-125 (>36) (~) 246 (~) (~) Arm{te} (~)
<gk>E)PA/NW</>] > (>4) 381' (>4) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>,</>
<gk>PA=S</>] > (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>O(</>] > (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)KPOREUO/MENOS</>] > (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)N</>] > (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>TH=|</>] > 707 77 126 (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>DUNA/MEI</>] > (>13) 44-107' (>13) (>22) 799 (>22) 
   (>29) <it>b</> (>29) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>:</>]
 : <gk>,</> Ra
~x1y43
<gk>H(</>] > 458 Arab (>7) 71 (>7) (>22) 799 (>22) 
   (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>KAI</> 730
<gk>E)PI/SKEYIS</>] > 458 Arab (>7) 71 (>7) (>22) 799 (>22) 
   (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>AU)TW=N</>] > 458 Arab (>7) 71 (>7) (>22) 799 (>22) 
   (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>E)K</>] > (>4) <it>b</> (>4) (>7) 71 (>7) (>22) 799 (>22) 
   (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>TH=S</>] > 458 (>4) <it>b</> (>4) (>7) 71 (>7) 
   (>22) 799 (>22) (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>FULH=S</>] > (>4) <it>b</> (>4) (>7) 71 (>7) (>22) 799 (>22) 
   (>13) 44-107' (>13) (>36 homoi.) 106-125 (>36) (~) 246 (~) 
   (~) Arm{te} (~)
<gk>*NEFQALI\</>] > (>4) <it>b</> (>4) (>7) 71 (>7) 
   (>22) 799 (>22) (>13) 44-107' (>13) (~) 246 (~) 
   (~) Arm{te} (~)
 : <gk>NEFDALEIM</> 458*(vid)
 : <gk>NEFQALEI</> B F M' V 15-64*-82-426 127 319 Sa{1}
 : <gk>NEFQALEIM</> <it>O</>{-426}-64{c}-72-381' 
   <it>C</>'`{-131}{422}{500'} 53' 458{c} 321-343-730 619 392 
   68'-120'-126 55 646
 : <gk>NEFQALHM</> 246
 : <gk>NEFQALIM</> 131-422-500' 56-129 54-75 130-346 <it>t</> 
   18'-628-669 59 Sa{12} = Compl
 : <gk>NENEFQALEIM</> 509(|)
 : <lt>nepthalim</> {Lat}cod 100 Aeth Arab Arm Bo
<gk>TREI=S</>] > 458 107'-125 343{mg} 126 (~) 71 (~) 
   (~) 619 (~) (~) 799 = Tar (~) (~) 246 (~) (~) Arm{te} (~)
 : <gk>TRIS</> A V 130 509
 : <gk><uG>u</> 85{mg}
<gk>KAI\</>] > 71 458 107'-125 343{mg} 126 799 (~) 619 = Tar (~) 
   (~) 246 (~) (~) Arm{te} (~)
<gk>PENTH/KONTA</>] > 107'-125 343{mg} 126 (~) 71 (~) (~) 71* (~) 
   (~) 246 (~) (~) Arm{te} (~)
 : <gk><uNG>u</> 458
 : <gk><uNU>u</> 85{mg}
 + <gk>KAI</> (~) 619 = Tar (~)
 +: <gk>TREIS</> (~) 799 = Tar (~)
 :+ <gk>TRIS</> (~) 619 (~)
<gk>XILIA/DES</>] > 85{mg} (~) 246 (~) (~) Arm{te} (~)
 : <gk>XILIADAS</> 618 30
 + <gk><uNG>u</> 107'-125 343{mg} 126
<gk>KAI\</>] > 71 85{mg} (~) 246 (~) (~) Arm{te} (~)
<gk>TETRAKO/SIOI</>] > 71* 85{mg} (~) 246 (~) (~) Arm{te} (~)
 : <gk>TETRAKOSIAI</> 71
 : <gk>TRIAKOSIOI</> 52'-313-414'
 : <gk>PENTAKOSIOI</> F*(c pr m) 72
 : <gk><uG>u</> 458
 + <gk>PENTAKONTA</> (~) 71* (~)
 + <gk>PENTHKONTA</> (~) 71 (~)
 + <gk>TREIS</> (~) 71 (~)
<gk>.</>
 + <gk>TOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>UIOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DAN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>SUGGENEIAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DHMOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAT'</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>OIKOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PATRIWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARIQMON</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ONOMATWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KEFALHN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PANTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARSENIKA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>APO</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPANW</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>O</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TH</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DUNAMEI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>:</> 246 Arm{te}
 + <gk>H</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPISKEYIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EK</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>THS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>FULHS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DAN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DUO</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ECHKONTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>XILIADES</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPTAKOSIOI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>.</> 246 Arm{te}
 + <gk>TOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>UIOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>NEFQALI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>SUGGENEIAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DHMOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAT'</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>OIKOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PATRIWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARIQMON</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ONOMATWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KEFALHN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PANTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARSENIKA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>APO</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPANW</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>O</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TH</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DUNAMEI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>:</> 246 Arm{te}
 + <gk>H</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPISKEYIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EK</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>THS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>FULHS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>NEFQALI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TREIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PENTHKONTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>XILIADES</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TETRAKOSIOI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>.</> 246 Arm{te}
 + <gk>TOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>UIOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>GAD</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>SUGGENEIAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DHMOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAT'</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>OIKOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PATRIWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARIQMON</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ONOMATWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KEFALHN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PANTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARSENIKA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>APO</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPANW</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>O</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TH</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DUNAMEI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>:</> 246 Arm{te}
 + <gk>H</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPISKEYIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EK</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>THS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>FULHS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>GAD</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PENTE</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TESSARAKONTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>XILIADES</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ECAKOSIOI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PENTHKONTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>.</> 246 Arm{te}
 + <gk>TOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>UIOIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ASHR</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>SUGGENEIAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DHMOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAT'</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>OIKOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PATRIWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARIQMON</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ONOMATWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KATA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KEFALHN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PANTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ARSENIKA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>APO</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPANW</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PAS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>O</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TH</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>DUNAMEI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>:</> 246 Arm{te}
 + <gk>H</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EPISKEYIS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>AUTWN</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>EK</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>THS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>FULHS</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>ASHR</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>MIA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>TESSARAKONTA</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>XILIADES</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>KAI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>PENTAKOSIOI</> (~) 246 (~) (~) Arm{te} (~)
 + <gk>.</> 246 Arm{te}
 + <gk>TOI=S</> (~) 246 (~)
 + <gk>UIOIS</> (~) 246 (~)
 + <gk>IWSHF</> (~) 246 (~)
 + <gk>UIOIS</> (~) 246 (~)
 + <gk>EFRAIM</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>SUGGENEIAS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>DHMOUS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KAT'</> (~) 246 (~)
 + <gk>OIKOUS</> (~) 246 (~)
 + <gk>PATRIWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>ARIQMON</> (~) 246 (~)
 + <gk>ONOMATWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>KEFALHN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>PANTA</> (~) 246 (~)
 + <gk>ARSENIKA</> (~) 246 (~)
 + <gk>APO</> (~) 246 (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>EPANW</> (~) 246 (~)
 + <gk>PAS</> (~) 246 (~)
 + <gk>O</> (~) 246 (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~)
 + <gk>EN</> (~) 246 (~)
 + <gk>TH</> (~) 246 (~)
 + <gk>DUNAMEI</> (~) 246 (~)
 + <gk>:</> 246
 + <gk>H</> (~) 246 (~)
 + <gk>EPISKEYIS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>EK</> (~) 246 (~)
 + <gk>THS</> (~) 246 (~)
 + <gk>FULHS</> (~) 246 (~)
 + <gk>EFRAIM</> (~) 246 (~)
 + <gk>TESSARAKONTA</> (~) 246 (~)
 + <gk>XILIA/DES</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>PENTAKOSIOI</> (~) 246 (~)
 + <gk>.</> 246
 + <gk>TOIS</> (~) 246 (~)
 + <gk>UIOIS</> (~) 246 (~)
 + <gk>MANASSH</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>SUGGENEIAS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>DHMOUS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KAT'</> (~) 246 (~)
 + <gk>OIKOUS</> (~) 246 (~)
 + <gk>PATRIWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>ARIQMON</> (~) 246 (~)
 + <gk>ONOMATWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>KEFALHN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>PANTA</> (~) 246 (~)
 + <gk>ARSENIKA</> (~) 246 (~)
 + <gk>APO</> (~) 246 (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>EPANW</> (~) 246 (~)
 + <gk>PAS</> (~) 246 (~)
 + <gk>O</> (~) 246 (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~)
 + <gk>EN</> (~) 246 (~)
 + <gk>TH</> (~) 246 (~)
 + <gk>DUNAMEI</> (~) 246 (~)
 + <gk>:</> 246
 + <gk>H</> (~) 246 (~)
 + <gk>EPISKEYIS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>EK</> (~) 246 (~)
 + <gk>THS</> (~) 246 (~)
 + <gk>FULHS</> (~) 246 (~)
 + <gk>MANASSH</> (~) 246 (~)
 + <gk>DUO</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>TRIAKONTA</> (~) 246 (~)
 + <gk>XILIADES</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>DIAKOSIOI</> (~) 246 (~)
 + <gk>.</> 246
 + <gk>TOIS</> (~) 246 (~)
 + <gk>UIOIS</> (~) 246 (~)
 + <gk>BENIAMIN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>SUGGENEIAS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>DHMOUS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KAT'</> (~) 246 (~)
 + <gk>OIKOUS</> (~) 246 (~)
 + <gk>PATRIWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</>  (~) 246 (~)
 + <gk>ARIQMON</> (~) 246 (~)
 + <gk>ONOMATWN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>KATA</> (~) 246 (~)
 + <gk>KEFALHN</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>PANTA</> (~) 246 (~)
 + <gk>ARSENIKA</> (~) 246 (~)
 + <gk>APO</> (~) 246 (~)
 + <gk>EIKOSAETOUS</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>EPANW</> (~) 246 (~)
 + <gk>PAS</> (~) 246 (~)
 + <gk>O</> (~) 246 (~)
 + <gk>EKPOREUOMENOS</> (~) 246 (~)
 + <gk>EN</> (~) 246 (~)
 + <gk>TH</> (~) 246 (~)
 + <gk>DUNAMEI</> (~) 246 (~)
 + <gk>:</> 246
 + <gk>H</> (~) 246 (~)
 + <gk>EPISKEYIS</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
 + <gk>EK</> (~) 246 (~)
 + <gk>THS</> (~) 246 (~)
 + <gk>FULHS</> (~) 246 (~)
 + <gk>BENIAMIN</> (~) 246 (~)
 + <gk>PENTE</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>TRIAKONTA</> (~) 246 (~)
 + <gk>XILIADES</> (~) 246 (~)
 + <gk>KAI</> (~) 246 (~)
 + <gk>TETRAKOSIOI</> (~) 246 (~)
 + <gk>.</> 246
~x1y44
<gk>AU(/TH</>]
 : <gk>KAI</> 646*
<gk>H(</>
<gk>E)PI/SKEYIS</>
 + <gk>AUTWN</> <it>b</> 509
<gk>,</>
<gk>H(\N</>
<gk>E)PESKE/YATO</>]
 : <gk>APOSKEYATO</> G*
 : <gk>EPESKEYANTO</> B F{c pr m} M' <it>d</>{-107}{610} 127{c} 
   74{c}-76' Aeth Arm Bo{AB<sc>s} Sa{1} Syh = Ra
 : <gk>EPISKEYANTO</> 107'
 inc 413
<gk>*MWUSH=S</>]
 : <gk>MWSHS</> 58-72-426 <it>n</>
<gk>KAI\</>
<gk>*AARWN</>
<gk>KAI\</>] > 551 767 799
<gk>OI(</>]
 : <gk><uIB>u</> 75
 : <gk>TOIS</> 799
<gk>A)/RXONTES</>]
 : <gk>UIOIS</> 799
<gk>*ISRAHL</>]
 : <gk>AUTWN</> 72 121
 : <gk><uIHL>u</> 75
<gk>,</>
 +< <gk>OI</> 343
<gk>DW/DEKA</>] > 75
<gk>A)/NDRES</>] > 75
 : <gk>ARXONTES</> A{c} <it>d</> 54'-458 <it>t</> Arm
<gk>:</>
<gk>A)NH\R</>
<gk>EI(=S</>
<gk>KATA\</> = Sam (sub % G Syh = MT Tar)] > 624 (>3 homoi.) 619 59 (>3)
<gk>FULH\N</> = Sam (sub % G Syh = MT Tar)] > (>3 homoi.) 619 59 (>3)
 : <gk>KEFALHN</> 44 75 624
<gk>MI/AN</> = Sam (sub % G Syh = MT Tar)] > Bo (>3 homoi.) 619 59 (>3)
<gk>KATA\</> = Sam (sub % G Syh = MT Tar)] > (>6) 72 Arab (>6)
<gk>FULH\N</> = Sam (sub % G Syh = MT Tar)] > (>6) 72 Arab (>6)
 : <gk>FILHN</> 646
 : <gk>KEFALHN</> <it>b</> 624
 : <lt>tribus</> Arm Sa
 : <lt>numerum</> Bo
 +< <gk>EIS</> G-426 Syh = MT Tar
<gk>OI)/KWN</> F{a}] > 54-75' Aeth{M} (>6) 72 Arab (>6)
 : <gk>OIKIWN</> 15
 : <gk>OIKON</> 376-707 767 343 84* G-426 Syh = MT Tar
 : <gk>OIKOU</> F 509 392 = Sam
 : <lt>domos</> {Lat}cod 100
<gk>PATRIA=S</>] > 15 (>6) 72 Arab (>6)
 : <gk>PATRIWN</> F V 29-376 <it>d</> 53' <it>n</> 
   130{mg}-346{mg} <it>t</> 318 68' 59 {Lat}cod 100 Arm Co 
   Syh (sed hab Ald): cf MT
<gk>AU(TW=N</>] > B F*(c pr m) V 19 71-509 319 {Lat}cod 100 = Ra 
   (>6) 72 Arab (>6)
<gk>H)=SAN</>] > 528 319 {Lat}cod 100 Bo (>6) 72 Arab (>6)
<gk>.</>
~x1y45
<gk>KAI\</>
<gk>E)GE/NETO</>]
 : <gk>EGENONTO</> G-426 (^)
<gk>PA=SA</>] > 343' 71 (~) 528 (~)
<gk>H(</>
<gk>E)PI/SKEYIS</>
 + <gk>PASA</> (~) 528 (~)
 + <gk>AUTWN</> 53* Bo{B}
 +< <gk>TWN</> rell
<gk>UI(W=N</> B V G-426 53* 71-509] > (>6) Bo{B} (>6)
 : <gk>TWN</> 58
<gk>*)ISRAH\L</>] > (>6) Bo{B} (>6)
<gk>SU\N</>] > 527 Arab (>6) Bo{B} (>6)
 : <gk>EN</> B* 58-72 59
 +< <gk>TH</> <it>O</> <it>z</> 646 (^)
<gk>DUNA/MEI</>] > 527 Arab (>6) Bo{B} (>6)
<gk>AU)TW=N</>] > 527 Arab (>6) Bo{B} (>6)
<gk>A)PO\</>] > (>6) Bo{B} (>6)
<gk>EI)KOSAETOU=S</>
<gk>KAI\</>
<gk>E)PA/NW</>
<gk>,</>
<gk>PA=S</>] > 527
<gk>O(</>]
 : <gk>OI</> 527 = Tar{P}
<gk>E)KPOREUO/MENOS</>]
 : <gk>EKPOREUOMENOI</> 527 = Tar{P}
 +< <lt>ad</> {Lat}cod 100
<gk>PARATA/CASQAI</>] > Bo{B}
 : <gk>PARATACESQAI</> 72
 : <gk>PATACASQAI</> 16-46 44
 : <lt>ad dilectum</> {Lat}cod 100
<gk>E)N</>] > 72 {Lat}cod 100
 +< <lt>filiis</> Ruf <lt>Num</> IV 2
<gk>*)ISRAH/L</>
 + <gk>DWDEKA</> (+12) 71': ex 1{{44}} (+12)
 + <gk>ANDRES</> (+12) 71': ex 1{{44}} (+12)
 + <gk>ANHR</> (+12) 71': ex 1{{44}} (+12)
 + <gk>EIS</> (+12) 71': ex 1{{44}} (+12)
 + <gk>KATA</> (+12) 71': ex 1{{44}} (+12)
 + <gk>FULHN</> (+12) 71': ex 1{{44}} (+12)
 + <gk>MIAN</> (+12) 71': ex 1{{44}} (+12)
 + <gk>KATA</> (+12) 71': ex 1{{44}} (+12)
 + <gk>FULHN</> (+12) 71': ex 1{{44}} (+12)
 + <gk>OIKWN</> (+12) 71': ex 1{{44}} (+12)
 + <gk>PATRIAS</> (+12) 71': ex 1{{44}} (+12)
 + <gk>HSAN</> (+12) 71': ex 1{{44}} (+12)
<gk>,</>
~x1y46
 +< ( # G 127 Syh) <gk>KAI</> <it>O</>{-58} <it>d</> <it>n</> 
   <it>t</> 799 Arm Syh = MT
 +< ( # G 127 Syh) <gk>EGENONTO</> <it>O</>{-58} d <it>n</> 
   <it>t</> 799 Arm Syh = MT
 +< ( # G 127 Syh) <gk>PANTES</> <it>O</>{-58}{376} <it>d</> 
   <it>n</>{-75} <it>t</> 799 Arm Syh = MT
 +< <gk>PANTAIS</> 376 75
 +< ( # G 127 Syh) <gk>OI</> <it>O</>{-58} <it>d</> <it>n</> 
   <it>t</> 799 Arm Syh = MT
 +< ( # G 127 Syh) <gk>EPESKEMMENOI</> <it>O</>{-58}{376} 
   <it>d</>{-107}{125}{610} <it>n</>{-458} <it>t</> Arm Syh = MT
 +< <gk>EPISKEMMENOI</> 376 107'-125 458 799
<gk>E(CAKO/SIAI</>] > 126 458 (~) 125 (~)
 : <gk>ECAKOSIOI</> 528 130 59
<gk>XILIA/DES</>]
 : <gk>XILIADAS</> 126
 + <gk><uX>u</> 126
 + <gk><uXI>u</> 458
 + <gk>ECAKOSIAI</> (~) 125 (~)
<gk>KAI\</>] > 707 414' 529{txt} 527
<gk>TRISXI/LIOI</>] > 529{txt} 527
 : <gk>TRISXILIAI</> 125
 : <gk>TREISXILIAI</> 30
<gk>KAI\</>] > 72 414' <it>d</> 85{mg}-130 71' 126 799 
   (>4) 767 (>4)
<gk>PENTAKO/SIOI</>] > (>4) 767 (>4)
 : <gk>ECAKOSIOI</> 15{c} 73{mg}-320 127 Tht <lt>Nm</> 190{te} Arm
 : <gk>PENTAKOSIAI</> 125
 : <gk><uT>u</> 72
 : <lt>quadringenti</> Sa
<gk>KAI\</>] > 376 46-52*-414' <it>b</> <it>d</> 85{mg} 84 71' 
   126 (>4) 767 (>4)
<gk>PENTH/KONTA</>] > (>4) 767 (>4)
 + <gk>TREIS</> 125
 + <gk>OMOU</> (+4) 799 (+4)
 + <gk><uXG>u</> (+4) 799 (+4)
 + <gk>XILIADES</> (+4) 799 (+4)
 + <gk><uFN>u</> (+4) 799 (+4)
<gk>.</>
~x1y47
 +< <gk>KAI</> 458 (^)
<gk>*OI(</>] > (>10) 414' (>10) (>14) 799 (>14)
 : <lt>filii</> Sa
<gk>DE\</>] > 458 (^) (>10) 414' (>10) (>14) 799 (>14)
 : <lt>autem</> Sa
<gk>*LEUI=TAI</>] > (>10) 414' (>10) (>14) 799 (>14)
 : <gk>LEBEITAI</> 767
 : <gk>LEUEITAI</> B* G 127
 : <lt>levi</> Sa
<gk>E)K</>] > (>5) Arab (>5) (>10) 414' (>10) (>14) 799 (>14)
<gk>TH=S</>] > 458 (>5) Arab (>5) (>10) 414' (>10) (>14) 799 (>14)
<gk>FULH=S</>] > A <it>oI</>-29 <it>C</>'`{-131<sc>s}{414'} 
   <it>s</> 121 55 424 624 (>5) Arab (>5) (>10) 414' (>10) 
   (>14) 799 (>14)
 +< <gk>THS</> B*
<gk>PATRIA=S</>] > 84{txt} (>5) Arab (>5) (>10) 414' (>10) 
   (>14) 799 (>14)
<gk>AU)TW=N</>] > (>5) Arab (>5) (>10) 414' (>10) 
   (>14) 799 (>14)
<gk>OU)</> G] > (>10) 414' (>10) (>14) 799 (>14)
 : <gk>OUK</> B <it>O</>{-G}{58} <it>f</> 75 <it>x</>{-527} 
   319 = Ra (^)
<gk>SUNEPESKE/PHSAN</>] > (>10) 414' (>10) (>14) 799 (>14)
 : <gk>EPESKEPHSAN</> B <it>O</>{-58} <it>f</>{53} 75 
   <it>x</>{-527} 319 = Ra (^)
 : <gk>EPISKEPHSAN</> 53
 : <gk>SUNESKEPHSAN</> <it>C</>'`{-52'}{(414')}{417} 628* 424 646
<gk>E)N</>] > 76 121(|) (>14) 799 (>14)
<gk>TOI=S</>] > (>14) 799 (>14)
<gk>UI(OI=S</>] > (>14) 799 (>14)
<gk>*)ISRAH/L</>] > (>14) 799 (>14)
<gk>.</>
~x1y48
<gk>KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 77 <it>n</>
 : <gk>MWUSH</> 19
<gk>LE/GWN</>
~x1y49
<gk>*(/ORA</>]
 : <lt>videte</> {Lat}cod 100
<gk>TH\N</>
<gk>FULH\N</>
<gk>TH\N</> B M{txt} 58 44-107' 75-767 <it>t</> 527 59] > Bo{B*} 
   A 72 <it>b</> 106-125 127-458 <it>x</>{-527} 392 319 
   Cyr I 845 = Sixt MT
 : <gk>TOU</> rell = Sam
 + <gk>TOU</> 416
<gk>*LEUI\</>]
 : <gk>LLEUI</> 624(|)
 : <gk>LEUEI</> B* V G 127-767 68'-120'
 : <lt>levitarum</> Bo{B*}
<gk>OU)</>
<gk>SUNEPISKE/YH|</>]
 : <gk>SUNEPESKEYEI</> 75
 : <gk>SUNEPESKEYH</> <it>d</>{-44} 246 84 59
<gk>,</>] > Ra
<gk>KAI\</>] > 19 Cyr I 845 (>6) 392 68'-120 (sed hab Ald) (>6)
<gk>TO\N</>] > (>6) 392 68'-120 (sed hab Ald) (>6)
 : <gk>TWN</> 618*-707* 664 458-767
<gk>A)RIQMO\N</>] > (>6) 392 68'-120 (sed hab Ald) (>6)
 : <gk>ARIQMWN</> 618*-707* 458-767
<gk>AU)TW=N</>] > (>6) 392 68'-120 (sed hab Ald) (>6)
 +< <gk>KAI</> Cyr I 845
<gk>OU)</>] > (>6) 392 68'-120 (sed hab Ald) (>6)
<gk>LH/MYH|</> A B F V G-82 509 624]
 > (>6) 392 68'-120 (sed hab Ald) (>6)
 : <gk>LHYH</> F{b} rell
 + <lt>eos</> Ambr <lt>Off min</> I 249
<gk>E)N..</>] > 126 75 71' 646
 : <gk>EK</> 458
<gk>..ME/SW|</>] > 126
 : <gk>EMMESON</> 75
 : <gk>EMPROSQEN</> 71'
 : <gk>EPI</> 646
 +< <gk>TWN</> A* rell = Ra
 +< <gk>TWN</> A{c}
<gk>UI(W=N</> B 319]
 : <gk>ADELFWN</> A*
<gk>*)ISRAH/L</> B 319]
 : <gk>AUTWN</> A*
 + <gk>MESWN</> 646
 + <gk>KAI</> (+6) 318: ex 1{{48}} (+6)
 + <gk>ELALHSE</> (+6) 318: ex 1{{48}} (+6)
 + <gk>KURIOS</> (+6) 318: ex 1{{48}} (+6)
 + <gk>PROS</> (+6) 318: ex 1{{48}} (+6)
 + <gk>MWUSHN</> (+6) 318: ex 1{{48}} (+6)
 + <gk>LEGWN</> (+6) 318: ex 1{{48}} (+6)
<gk>.</>
~x1y50
<gk>KAI\</>
<gk>SU\</> F{b}] > 376 V 82 16-46 55 {Lat}Ambr <lt>Off min</> I 249 Aeth Arm
 : <gk>SOI</> 767 30
<gk>E)PI/STHSON</> F{b}]
 : <gk>EPISTHSTHSON</> F(|)
 : <gk>SUNEPESTHSEN</> 376
 : <gk>SUNEPISTHSON</> V 82 16-46 55
<gk>TOU\S</>
 +< <gk>UIOUS</> 417
<gk>*LEUI/TAS</>]
 : <gk>LEBITAS</> 610
 : <gk>LEUEITAS</> B* G 127-767
 : <gk>LEUI</> 417
<gk>E)PI\</>]
 : <gk>EIS</> <it>oI</>
 : <gk>EN</> 75
<gk>TH\N</>]
 : <gk>TH</> 75
<gk>SKHNH\N</>]
 : <gk>SKHNH</> 75
<gk>TOU=</>
<gk>MARTURI/OU</>
 +< ras 4 litt 59
<gk>KAI\</>
<gk>E)PI\</>
<gk>PA/NTA</>
<gk>TA\</>
<gk>SKEU/H</>
<gk>AU)TH=S</>] > Bo{A} Sa (>4) 58-72 59 (>4) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>KAI\</>] > (>4) 58-72 59 (>4) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>E)PI\</>] > 126 707 130 (>4) 58-72 59 (>4) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>PA/NTA</>] > 126 (>4) 58-72 59 (>4) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 + <gk>TA</> 319
 + <gk>SKEUEI</> 319
<gk>,</>
<gk>O(/SA</>] > (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 : <gk>A</> 72 59
 : <gk>TA</> 53*(c pr m)
<gk>E)STI\N</>] > Compl = MT (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 : <gk>HN</> 509
<gk>E)N</> (sub % Syh) (sub % G)] > V 707 537 106* 55 Sa = MT 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 : <gk>EP'</> 53'
<gk>AU)TH=|</> (sub % Syh)]
 > (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 : <gk>AUTHS</> 376 53'
<gk>:</>
 +< <gk>KAI</> 72 Arm{te}
<gk>AU)TOI\</>] > 85'-346{txt} (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16) 
   (~) 68'-120' = Sixt (~)
 : <gk>AUTH</> 528
<gk>A)ROU=SIN</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 : <gk>AIROUSIN</> 319
 + <gk>AUTOI</> (~) 68'-120' = Sixt (~)
<gk>TH\N</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>SKHNH\N</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
 + <gk>TOU</> 767 30 319: ex praec
 + <gk>MARTURIOU</> 767 30 319: ex praec
 + <lt>et</> (+6) Bo (+6)
 + <lt>omnia</> (+6) Bo (+6)
 + <lt>quae</> (+6) Bo (+6)
 + <lt>sunt</> (+6) Bo (+6)
 + <lt>in</> (+6) Bo (+6)
 + <lt>ea</> (+6) Bo (+6)
<gk>KAI\</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>PA/NTA</>] > Arab (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>TA\</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>SKEU/H</>] > (>9) 75 (>9) 
   (>16 homoi.) 44 129{txt}(c pr m) <it>x</>{-509} (>16)
<gk>AU)TH=S</>] > Sa{12} (>8) 376 (>8) (>9) 75 (>9)
<gk>,</>
<gk>KAI\</>] > Sa{12} 246 = MT (>8) 376 (>8) (~) 75 (~)
<gk>AU)TOI\</>] > (>8) 376 (>8) (~) 75 (~)
 : <gk>OUTOI</> 71'
<gk>LEITOURGH/SOUSIN</>] > (>8) 376 (>8) (~) 75 (~)
 : <gk>LEITOURGHSWSIN</> 53' 54*
<gk>E)N</>] > 246 = MT (>14) 53'-56 (>14) (>7) 509 (>7) 
   (>8) 376 (>8) (~) 75 (~)
<gk>AU)TH=|</>] > (>14) 53'-56 (>14) (>7) 509 (>7) 
   (>8) 376 (>8) (~) 75 (~)
 : <gk>AUTOI</> 246*
 + <gk>OI</> 246
 + <gk>LEUITAI</> 246
<gk>,</>
<gk>KAI\</>] > A 59 319 Bo (>5) Aeth{FM} (>5) (>14) 53'-56 (>14) 
   (>7) 509 (>7) (>8) 376 (>8)
<gk>KU/KLW|</>] > (>5) Aeth{FM} (>5) (>14) 53'-56 (>14) 
   (>7) 509 (>7) (>8) 376 (>8)
<gk>TH=S</>] > (>5) Aeth{FM} (>5) (>14) 53'-56 (>14) 
   (>7) 509 (>7)
<gk>SKHNH=S</>] > (>5) Aeth{FM} (>5) (>14) 53'-56 (>14) 
   (>7) 509 (>7)
 +< <gk>KAI</> 15
 +< <lt>ipsi</> Ambr <lt>Off min</> I 249 Isid <lt>Off</> II 8.1
<gk>PAREMBALOU=SIN</>] > (>5) Aeth{FM} (>5) 
   (>14) 53'-56 (>14) (>7) 509 (>7)
 : <gk>PARABALOUSIN</> 130
 : <gk>PAREMBALLOUSIN</> 319
 + <gk>KAI</> (~) 75 (~)
 + <gk>AUTOI</> (~) 75 (~)
 + <gk>LEITOURGHSOUSIN</> (~) 75 (~)
 + <gk>EN</> (~) 75 (~)
 + <gk>AUTH</> (~) 75 (~)
<gk>.</>
~x1y51
<gk>KAI\</>] > (>14) 53'-56 (>14)
<gk>E)N</>] > (>14) 53'-56 (>14)
<gk>TW=|</>] > (>14) 53'-56 (>14)
<gk>E)CAI/REIN</>] > (>14) 53'-56 (>14)
 : <gk>ECAREIN</> 392
<gk>TH\N</>] > 72 (>14) 53'-56 (>14) (>10 homoi.) 314 (>10)
<gk>SKHNH\N</>] > (>14) 53'-56 (>14) (>10 homoi.) 314 (>10)
 : <gk>AUTHN</> 72
 +< <gk>KAI</> G 68'-120 (sed hab Ald)
<gk>KAQELOU=SIN</>] > (>14) 53'-56 (>14) (>10 homoi.) 314 (>10)
 : <gk>KAQAIROUSIN</> 392
<gk>AU)TH\N</>] > 618 (>10 homoi.) 314 (>10)
 : <gk>AUTOI</> 529
 : <gk>AUTWN</> 56*
<gk>OI(</>] > (>10 homoi.) 314 (>10)
<gk>*LEUI=TAI</>] > (>10 homoi.) 314 (>10)
 : <gk>LEUEITAI</> B* G 127-767
<gk>,</>
<gk>KAI\</>] > (>10 homoi.) 314 (>10) (>7 homoi.) <it>d</>{-44} (>7)
<gk>E)N</>] > (>10 homoi.) 314 (>10) (>7 homoi.) <it>d</>{-44} (>7)
<gk>TW=|</>] > (>10 homoi.) 314 (>10) (>7 homoi.) <it>d</>{-44} (>7)
<gk>PAREMBA/LLEIN</>] > (>10 homoi.) 314 (>10) 
   (>7 homoi.) <it>d</>{-44} (>7)
 : <gk>PARABALLEIN</> 54
 : <gk>PAREMBALEIN</> F 58-376-618-<it>oII</>{-707} 52'-73' 44 
   <it>f</>{-129}{246*} 767 30-321' 370 71' 318-392* 
   68'-120'-128-669 59 319 624 799
 : <gk>PAREMBALHN</> 246* 75
<gk>TH\N</>] > (>7 homoi.) <it>d</>{-44} (>7)
<gk>SKHNH\N</>] > (>7 homoi.) <it>d</>{-44} (>7)
 +< <gk>TO</> 75*
 +< <gk>TOU</> 527
 +< <lt>ii</> Aeth
<gk>A)NASTH/SOUSIN</>] > (>7 homoi.) <it>d</>{-44} (>7)
 : <gk>ANASTHSWSI</> 53
 + <gk>AUTHN</> A <it>b</> Co
 + ( # G) <gk>AUTHN</> <it>O</>-707 44 <it>n</> <it>t</> 55 319 
   799 Arab Arm Syh = MT
 + ( # G) <gk>OI</> ( + # Syh) <it>O</>-707 44 <it>n</> 
   <it>t</> 55 319 799 Arab Arm Syh = MT
 +: ( # G) <gk>LEUITAI</> ( + # Syh) <it>O</>{-G}-707 44 
   <it>n</>{-127}{767} <it>t</> 55 319 799 Arab Arm Syh = MT
 :+ <gk>LEUEITAI</> G 127
 :+ <gk>LEBEITAI</> 767
<gk>:</>
<gk>KAI\</>] > 669 {Lat}cod 100 Ambr <lt>Off min</> I 249 
   (sed hab Aug <lt>Num</> 3)
<gk>O(</>] > 72 <it>oI</>{-15} 52'-313-414' 246 75' 128 319 = Compl
 : <gk>OI</> 527
<gk>A)LLOGENH\S</>] > (~) 72 (~)
 : <gk>ALLOGENEIS</> 527
 : <gk>ALLOGENNHS</> V
<gk>O(</>] > 58 59
<gk>PROSPOREUO/MENOS</>]
 : <gk>PROPOREUOMENOS</> V 82-707 77-414' 53' 458 84 509
 + <gk>ALLOGENHS</> (~) 72 (~)
<gk>A)POQANE/TW</>]
 : <gk>APOQANEITW</> <it>d</> <it>t</>
 : <gk>APOQANEITAI</> F{b} 130-321' 318 <it>z</>{-126}{628} 55 
   {Lat}cod 100
 : <gk>APOQANEI<s>T</></> 628
 : <gk>APOQA<s>NT</></> 126
<gk>.</>
~x1y52
<gk>KAI\</>
<gk>PAREMBALOU=SIN</>]
 : <gk>PAREMBALLOUSIN</> B{c} G 73-320{c pr m}-528-529 53{c} 85
<gk>OI(</>] > 618{c}-707 59 319
<gk>UI(OI\</>
<gk>*)ISRAH/L</>] > 54*
<gk>,</>] > Ra
 +< <lt>et</> {Lat}cod 100
<gk>A)NH\R</>
<gk>E)N</>] > 500(|)
 : <gk>EPI</> 29 = Ald MT
<gk>TH=|</>
<gk>E(AUTOU=</> B M' V <it>oI</>{-618<sc>s} <it>d</>{-106} 
   <it>f</> <it>n</> 730 <it>t</> 71' 318 <it>z</>{-126} 319 799 = edd]
 > (~) <it>O</>{-58} = MT (~)
 : <gk>AUTOU</> rell
<gk>TA/CEI</> (<gk>TACI</> B*; <gk>TACH</> 319) B M' V 
   <it>oI</>{-618<sc>s} <it>d</>{-106} <it>f</> <it>n</> 730 
   <it>t</> 71' 318 <it>z</>{-126} 319 799 = edd]
 : <gk>TACH</> 58 30
 + <gk>AUTOU</> (~) <it>O</>{-58} = MT (~)
<gk>KAI\</>] > {Lat}cod 100
<gk>A)NH\R</>] > {Lat}cod 100
<gk>KATA\</>
<gk>TH\N</>
<gk>E(AUTOU=</> A B F V <it>oI</>`{-29} <it>d</> <it>f</>{-246} 
   <it>n</> <it>t</> <it>x</>{-509} <it>y</>{-392} 18'-628-669 
   59{c} 319{c} = edd]
 > 68'-120 (~) <it>O</>{-G<sc>s}{58}{426} = MT (~) 
   (~) G{c}-426 (~)
 : <gk>AUTOU</> rell
<gk>H(GEMONI/AN</> (<gk>HGEMONEIAN</> 381) A B F V 
   <it>oI</>`{-29} <it>d</> <it>f</>{-246} <it>n</> <it>t</> 
   <it>x</>{-509} <it>y</>{-392} 18'-628-669 59{c} 319{c} = edd]
 : <gk>HGEMONEIAN</> 528* 343
 : <gk>HGEMWNIAN</> G
 +: <gk>AUTOU</> (~) <it>O</>{-G<sc>s}{58}{426} = MT (~)
 :+ <gk>EAUTOU</> (~) G{c}-426 (~)
<gk>,</>] > Ra
<gk>SU\N</>] > 618
 : <lt>in</> {Lat}cod 100
<gk>DUNA/MEI</>
<gk>AU)TW=N</>]
 : <lt>eius</> Bo Sa{12}
 + <lt>erit</> {Lat}cod 100
<gk>:</>
~x1y53
<gk>OI(</>
<gk>DE\</>
<gk>*LEUI=TAI</>]
 : <gk>LEUEITAI</> B V G 127-767
<gk>PAREMBALE/TWSAN</>]
 : <gk>PAREMBALLETWSAN</> B{c} 73'-528-529 54-458 <it>t</>{-370} 
   <it>z</>{-126}{628} 319 = Compl Sixt
 : <lt>constituent</> {Lat}cod 100
 + <lt>castra</> {Lat}cod 100
<gk>E)NANTI/OI</> (sub % G Syh{T})] > 58-376(|) Arm Bo = MT
 : <gk>ENANTI</> 53' 509 127 55
 : <gk>ENANTION</> 19'{-108} 321{c} 527 318 126 59 799 B* M'{mg} 
   V <it>d</> 54-75' <it>t</> = Ra
 : <gk>ENANTIWN</> 108 458
 : <gk>ENATION</> 59*
 : <gk>UPENANTIOI</> <it>C</>'` 646
 + <gk>KURIOU</> 127 55 B* M'{mg} V <it>d</> 54-75' <it>t</> = Ra
 + <gk><uXU>u</> B{c}
<gk>KU/KLW|</>] > 509
<gk>TH=S</>
<gk>SKHNH=S</>
<gk>TOU=</>] > 72 (>18 homoi.) 628 (>18)
<gk>MARTURI/OU</>] > 72 (>4) 413 (>4) (>18 homoi.) 628 (>18)
 + <lt>coram</> Arm
 + <lt>domino</> Arm
<gk>,</>
<gk>KAI\</>] > (>4) 413 (>4) (>18 homoi.) 628 (>18)
<gk>OU)K</>] > (>4) 413 (>4) (>18 homoi.) 628 (>18)
<gk>E)/STAI</>] > (>4) 413 (>4) (>18 homoi.) 628 (>18)
 : <gk>ESTIN</> 376 799
<gk>A(MA/RTHMA</>] > (>18 homoi.) 628 (>18)
 : <gk>MARTHMA</> 413
 : <gk>AMARTIA</> 52' 318
 + ( # G) <gk>EPI</> <it>O</>{-426}-15 318 Arab Syh = MT
 +: ( # G) <gk>THN</> <it>O</>{-376}{426}-15 318 Arab Syh = MT
 :+ <gk>TOIS</> pro <gk>THS</> 376
 +: ( # G) <gk>SUNAGWGHN</> <it>O</>{-376}{426}-15 318 Arab 
   Syh = MT
 :+ <gk>SUNAGWGHS</> 376
<gk>E)N</>] > 246 458 76 (>18 homoi.) 628 (>18)
 : <lt>super</> Aeth
 +< <gk>TOIS</> 381' <it>d</> 246 <it>n</> <it>t</> 619 = Ald
<gk>UI(OI=S</>] > 53' (>18 homoi.) 628 (>18)
<gk>*)ISRAH/L</>] > (>18 homoi.) 628 (>18)
<gk>.</>
<gk>KAI\</>] > (>11 homoi.) 72 19: homoiot (>11) (>18 homoi.) 628 (>18)
<gk>FULA/COUSIN</>] > (>11 homoi.) 72 19: homoiot (>11) 
   (>18 homoi.) 628 (>18)
 : <gk>FULACWSIN</> 529
<gk>OI(</>] > (>11 homoi.) 72 19: homoiot (>11) (>18 homoi.) 628 (>18)
<gk>*LEUI=TAI</>] > (>11 homoi.) 72 19: homoiot (>11) 
   (>18 homoi.) 628 (>18)
 : <gk>LEUEITAI</> B* V G 127-767
 + <gk>OI</> 414
 + <gk>LEUITAI</> 414
<gk>AU)TOI\</> (sub % G Syh{T})] > 58 319 Aeth Arm Bo MT 
   (>11 homoi.) 72 19: homoiot (>11) (>18 homoi.) 628 (>18)
 : <gk>AUTHN</> 376 53' 527
 : <gk>AUTA</> 537
 : <lt>ipsius</> {Lat}cod 100
<gk>TH\N</>] > (>11 homoi.) 72 19: homoiot (>11) (>18 homoi.) 628 (>18)
 : <gk>THS</> 313
<gk>FULAKH\N</>] > (>11 homoi.) 72 19: homoiot (>11) 
   (>18 homoi.) 628 (>18)
 : <gk>FULAKHS</> G*
 : <gk>FULHN</> 528
 : <gk>SKHNHN</> 458 527 Arab
<gk>TH=S</>] > (>11 homoi.) 72 19: homoiot (>11) 
   (>18 homoi.) 628 (>18)
<gk>SKHNH=S</>] > (>11 homoi.) 72 19: homoiot (>11) 
   (>18 homoi.) 628 (>18)
<gk>TOU=</>] > (>11 homoi.) 72 19: homoiot (>11)
<gk>MARTURI/OU</>] > (>11 homoi.) 72 19: homoiot (>11)
 + <gk>KAI</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk>OUK</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk>ESTAI</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk>AMARTHMA</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk>EN</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk>UIOIS</> (+7) <it>b</>{(-19)}: ex praec (+7)
 + <gk><uIHL>u</> (+7) <it>b</>{(-19)}: ex praec (+7)
<gk>.</>
~x1y54
 +< <gk>KAI</> 54(||)
<gk>KAI\</>] > (>6) Aeth{M} (>6)
<gk>E)POI/HSAN</>] > (>6) Aeth{M} (>6)
<gk>OI(</>] > 246* 767 30 319 (>6) Aeth{M} (>6)
<gk>UI(OI\</>] > (>6) Aeth{M} (>6)
<gk>*)ISRAH\L</>] > (>6) Aeth{M} (>6)
<gk>KATA\</>] > {Lat}cod 100 Aeth{-M} (>6) Aeth{M} (>6) 
   (>14) 618{txt} (>14)
<gk>PA/NTA</>] > Arab (>14) 618{txt} (>14)
<gk>,</>
<gk>O(/SA</> A <it>O</>{-G}-72 <it>b</> <it>f</> 
   85'{mg}-321-346{mg} 121 18'-126-628-669 59 319 624]
 > (>14) 618{txt} (>14)
 : <gk>A</> rell = Ra
<gk>E)NETEI/LATO</>] > (>14) 618{txt} (>14)
<gk>KU/RIOS</>] > (>14) 618{txt} (>14)
<gk>TW=|</>] > (>6) Arab (>6) (>14) 618{txt} (>14)
<gk>*MWUSH=|</>] > (>6) Arab (>6) (>14) 618{txt} (>14)
 : <gk>MWSEI</> 72-426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 46-528 343 619 18-68'-120'
<gk>KAI\</> (sub % G Syh)] > 15 75 = MT (>6) Arab (>6) 
   (>14) 618{txt} (>14)
 +: <gk>TW</> 343 509
 :+ <gk>TO</> 619
<gk>*)AARW/N</> (sub % G Syh)] > 15 75 = MT (>6) Arab (>6) 
   (>14) 618{txt} (>14)
<gk>,</>
<gk>OU(/TWS</>] > 72 53' (>6) Arab (>6) (>14) 618{txt} (>14)
<gk>E)POI/HSAN</>] > 72 53' (>6) Arab (>6) (>14) 618{txt} (>14)
 : <gk>EPOIHSEN</> <it>b</>
<gk>.</>
~x2y1
<gk>*KAI\</>] > 44 (>14) 618{txt} (>14)
<gk>E)LA/LHSEN</>] > (>14) 618{txt} (>14)
 : <gk>EIPE</> 44
 + <gk>DE</> 44
<gk>KU/RIOS</>] > (>14) 618{txt} (>14)
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</> Cyr I 724
 : <gk>MWUSH</> 376 313{c} 19
<gk>KAI\</>] > 381' 319
<gk>*)AARW\N</>] > 381' 319
 : <gk>ARWN</> 53*
<gk>LE/GWN</>] > 44
~x2y2
<gk>*)/ANQRWPOS</>] > (>7) Arm{ap} (>7)
 : <lt>vir</> Arm
 + <gk>EIS</> 15
 + <lt>omnis</> Bo
 +< <gk>O</> G
<gk>E)XO/MENOS</>] > Arm Ruf <lt>Num</> II 1 = MT 
   (>7) Arm{ap} (>7)
 : <gk>ERXOMENOS</> 528 730
 : <lt>habeat</> {Lat}cod 100
<gk>AU)TOU=</> B V <it>d</> <it>n</> <it>t</> <it>x</> 319]
 > 416 {Lat}cod 100 (>7) Arm{ap} (>7) (~) rell = MT (~) 
   (~) 53' (~) (~) 131-320-414' 458 <it>y</>{-121} Bo = Sam (~)
 : <lt>unusquiusque</> Arm
<gk>KATA\</> Arm B V <it>d</> <it>n</> <it>t</> <it>x</> 319]
 > 416 {Lat}cod 100 (>7) Arm{ap} (>7)
 + <lt>semper</> {Lat}cod 100
 + <gk>TA</> 53' 414
 +< ras 2 litt 59
<gk>TA/GMA</> Arm B V <it>d</> <it>n</> <it>t</> <it>x</> 319]
 > 416 (>7) Arm{ap} (>7)
 : <gk>TAGMATA</> 53' 131-320-414' 458 <it>y</>{-121} Bo = Sam
 : <lt>ordinem</> {Lat}cod 100
 +: <gk>AUTOU</> (~) 131-320-414' 458 <it>y</>{-121} Bo = Sam (~) 
   (~) rell = MT (~)
 :+ <gk>AUTWN</> (~) 53' (~)
<gk>,</>] > Ra
 +< <gk>KAI</> 29 624 Cyr I 724 {Lat}Ruf <lt>Num</> II 1 Aeth 
   A M'{-416} <it>oI</> <it>y</>{-318}{392} 55 = Ald
<gk>KATA\</>] > 767 (>7) Arm{ap} (>7)
 : <lt>post</> Arm
 + <gk>TAS</> 127 A M' <it>oI</> <it>y</>{-392} 55 = Ald
<gk>SHME/AS</> A B{c<s2>s} M' 15*-<it>oII</>{-82}-<it>C</>'`{-46<sc>s}{73'}{528}{551} 343' 
71*-509-527 <it>y</>{-318} 59]
 > (>7) Arm{ap} (>7)
 : <gk>HMERAS</> 127
 : <gk>SHMAIAS</> rell
 : <gk>SHMASIAS</> V 58 <it>b</> <it>d</> <it>f</>{-53}{664} 
   30'-85{mg}-130-321' <it>t</> 71{c}-619 18'-126-628-669 799
 : <gk>SIMASIAS</> 318 319
 : <gk>SHMASEIAS</> 53 Sa 664
 : <gk>MASIAS</> 767
 : <gk>SHMIAS</> B*
 : <gk>S[. .]HME[.]AS</> 82
 : <lt>signum</> Arm
 + <gk>AUTWN</> 53 Sa
 + <lt>agminis</> Arm
 + <lt>sui</> Arm
 + <lt>ibunt</> Arm{ap}
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>]
 : <gk>PATRIAS</> V 30-346{mg} 319
<gk>AU)TW=N</>]
 : <gk>AUTOU</> 84
 + <gk>PAREMBOLAI</> <it>d</> <it>n</>{-767} <it>t</>
 + <gk>AUTWN</> <it>d</> <it>n</>{-767} <it>t</>
 + <lt>secundum</> Arm
 + <lt>castra</> Arm
 + <lt>sua</> Arm
<gk>,</>] > Ra
 +< <gk>KAI</> 528-551(vid)
<gk>PAREMBALE/TWSAN</>]
 : <gk>PAREMBALLETWSAN</> 426 528-529 54 121 18'-122-407-669 
   319 = Compl Sixt
 +< <gk>OI</> 54
 +< <gk>UIOI</> 54
 +< <gk>TOU</> 54
 +< <gk>MARTURIOU</> 54
<gk>OI(</>] > 59 319
<gk>UI(OI\</>
<gk>*)ISRAH/L</>] > 59 (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>:</>
<gk>E)NANTI/OI</> B M{txt} G-426-<it>oI</>{-15} <it>b</> 
   <it>n</>{-127} <it>x</> 319 416]
 > 417 Aeth{C} (>10 homoi.) 72 Aeth{M} Arm (>10)
 : <gk>ENANTI</> 376 52'-313-414' 30-346* Cyr I 724 Eus VI 353
 : <gk>ENANTION</> A 82-707{c} <it>C</>'-46 107'-125 127 
   85'-321-343'-346{c} 76 121 <it>z</>{-122*}{126} 646 rell
 : <gk>ENATION</> 59*
 : <gk>ENAN<s>T</></> 730
 + <gk>K_U_</> 376 52'-313-414' 30-346* Cyr I 724 Eus VI 353 
   730 A 82-707{c} <it>C</>'-46 107'-125 127 85'-321-343'-346{c} 
   76 121 <it>z</>{-122*}{126} 646
<gk>KU/KLW|</>] > 29 (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>TH=S</>] > (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>SKHNH=S</>] > (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>TOU=</>] > (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>MARTURI/OU</>] > (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
 +< <gk>OU</> G
<gk>PAREMBALOU=SIN</>] > (>4) 53' Eus VI 353 {Lat}cod 100 (>4) 
   (>9) 618{txt} (>9) (>10 homoi.) 72 Aeth{M} Arm (>10)
 : <gk>PAREMBALETWSAN</> 55
 : <gk>PAREMBALLOUSIN</> 528 54 84
<gk>OI(</>(sub % G Syh)] > 618{(mg)}-707 458 319 75 = MT 
   (>4) 53' Eus VI 353 {Lat}cod 100 (>4) (>9) 618{txt} (>9) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>UI(OI\</> (sub % G Syh)] > 75 = MT (>9) 618{txt} (>9) 
   (>4) 53' Eus VI 353 {Lat}cod 100 (>4) 
   (>10 homoi.) 72 Aeth{M} Arm (>10)
<gk>*)ISRAH/L</> (sub % G Syh)] > 75 = MT 
   (>4) 53' Eus VI 353 {Lat}cod 100 (>4) (>9) 618{txt} (>9)
<gk>.</>
~x2y3
<gk>KAI\</>
<gk>OI(</>] > 707* 134*
 : <gk>OUTOI</> A*
 : <lt>qui</> {Lat}cod 100
<gk>PAREMBA/LLONTES</>]
 : <gk>PAREMBALONTES</> B* 72-618 52' 125-610* 664 75* 130-321* 
   84*-370* 71' 126 59 646 799
 : <gk>PAREMBALOUSIN</> 44
 : <gk>PERIBALLONTES</> <it>b</>
 : <lt>constituit</> {Lat}cod 100
<gk>PRW=TOI</>] > B <it>x</> {Lat}cod 100
 : <gk>PRWTON</> 72
 : <gk>KUKLW</> 55
 + (% G Syh) <gk>KATA</> G-376 Co Syh B <it>x</> {Lat}cod 100
 +: (% G Syh) <gk>NOTON</> G-376 Co Syh B <it>x</>{-619} {Lat}cod 100
 :+ <gk>NWTON</> 619
 + <gk>KAI</> 376
<gk>KAT'</>]
 : <gk>KATA</> F V 29-72-376-<it>oI</> <it>C</>'`{-52'}{313}{417}{551} 
   <it>b</> <it>d</>{-125} 246 <it>n</> 130 <it>t</> 
   <it>x</>{-509} <it>y</>{-121} <it>z</> 55 59 319 624 646 799 
   Cyr I 724 Eus VI 353
 inc 551
<gk>A)NATOLA\S</>
<gk>TA/GMA</>] > (~) {Lat}cod 100 (~)
 : <gk>TAGMATA</> 58 <it>C</>'`{-46'}{52'}{417} 53' 74-76 126-628 646
 : <gk>PRAGMA</> 59
<gk>PAREMBOLH=S</>]
 : <gk>PAREMBALHS</> 619
 : <lt>disponant</> {Lat}cod 100
 + <lt>castra</> (~) {Lat}cod 100 (~)
 +< <gk>UIWN</> Eus VI 353 = Tar{P}
<gk>*)IOU/DA</>] > (>9 homoi.) Aeth{M} (>9)
 : <gk>IOUDAS</> 76-84 59 Bo
<gk>SU\N</>] > (>9 homoi.) Aeth{M} (>9)
<gk>DUNA/MEI</>] > (>9 homoi.) Aeth{M} (>9)
<gk>AU)TW=N</>] > (>9 homoi.) Aeth{M} (>9)
 + <lt>illos</> {Lat}cod 100
<gk>,</>
<gk>KAI\</>] > A* (>9 homoi.) Aeth{M} (>9)
<gk>O(</>] > 767 A* (>9 homoi.) Aeth{M} (>9)
 : <gk>OI</> 75' {Lat}cod 100
<gk>A)/RXWN</>] > A* (>9 homoi.) Aeth{M} (>9)
 : <gk>ARXONTES</> 75' {Lat}cod 100
<gk>TW=N</>] > 509 (>9 homoi.) Aeth{M} (>9)
<gk>UI(W=N</>] > <it>b</> (>9 homoi.) Aeth{M} (>9)
<gk>*)IOU/DA</>]
 : <gk>IOUDAIWN</> <it>b</>
 + <lt>cum</> Sa{12}
 + <lt>virtute</> Sa{12}
 + <lt>eius</> Sa{12}
 +< <gk>SUN</> 18
<gk>*NAASSW\N</>]
 : <gk>AASSWN</> 376
 : <gk>NAASWN</> 72 537 53 30 646 Arm
 : <gk>NASSWN</> 422-528-739 458(||) 130-321'-344* 624 Bo
 inc 551
<gk>UI(O\S</>
<gk>*AMINADA/B</>]
 : <gk>AMEINADAB</> B* M' G-376
 : <gk>AMINADA</> 458 18
 : <gk>AMINADAM</> 72 130 509 126
 : <gk>NADAB</> 528
<gk>:</>
~x2y4
 +< <lt>et</> Arm = MT
<gk>DU/NAMIS</>]
 : <gk>DUNAMEIS</> 707* <it>d</> <it>f</> 54 30 <it>t</> 509 
   392 68'-120' 55 319 Arm
<gk>AU)TOU=</>]
 : <gk>AUTWN</> 509*
<gk>OI(</>] > 319 (>8) 72 (>8)
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > (>8) 72 (>8)
 : <gk>EPESKEMMENH</> 59
 : <gk>EPISKEYAMMENOI</> 53
 : <gk>HRHQMHMENOI</> M
 : <gk>HRIQMHMENOI</> A M{mg} 121
 + <gk>AUTWN</> <it>O</>{-58} Syh = MT Tar
<gk>TE/SSARES</>] > 125 458 343{mg} (>8) 72 (>8) 
   (~ ) 107' 84 126 (~) (~) 799 (~)
 : <gk>TESSARAKONTA</> 528
<gk>KAI\</>] > 107' 84 126 799 125 458 343{mg} (>8) 72 (>8)
<gk>E(BDOMH/KONTA</>] > 125 458 343{mg} (>8) 72 (>8)
 : <gk>OGDOHKONTA</> 53'
 : <gk><uOX>u</> 85{mg}
 +: <gk>TESSARES</> (~) 107' 84 126 (~)
 :+ <gk>TESSAREIS</> (~) 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>8) 72 (>8)
 + <gk><uOD>u</> 125 343{mg}
 + <gk><uOE>u</> 458
<gk>KAI\</>] > 85{mg} (>8) 72 (>8)
<gk>E(CAKO/SIOI</>] > 85{mg} (>8) 72 (>8)
 : <gk>EPTAKOSIOI</> 509 121*
 : <gk><uL>u</> 53'
<gk>.</>
~x2y5
<gk>KAI\</>
<gk>OI(</>
<gk>PAREMBA/LLONTES</>]
 : <gk>PAREMBALONTES</> 72-618* 52'-551 108* <it>d</>{-44} 53* 
   127-767* 343 71 318 646 799
<gk>E)XO/MENOI</>]
 : <gk>EXOMENA</> 68'-120
 + <gk>AUTWN</> 376 Arm Bo
 + <gk>AUTOU</> <it>O</>{-376}-15 767 318 Sa (^)
<gk>FULH/</> <it>O</>`{-29}{376} 77 767 343-344{c} 392 Aeth Arm Co]
 > (>25 homoi.) 77 (>25)
 : <gk>FULHN</> V
 : <gk>FULHS</> rell = Ra
<gk>*)ISSAXA/R</>] > (>25 homoi.) 77 (>25) 
   (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6)
 : <gk>ISAXAR</> 72-707{c} 46-73-320*-529 <it>d</>{-44} 53 
   458-767 527*-619 18-68-126-669 59 646 Cyr I 724 {Lat}cod 100 
   Arm Bo = Ald
 : <gk>EISAXAR</> G*
 : <lt>iesachar</> Sa{12}
<gk>,</>
<gk>KAI\</>] > (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6) 
   (>25 homoi.) 77 (>25)
<gk>O(</>] > {Lat}cod 100 (>25 homoi.) 77 (>25) 
   (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6)
<gk>A)/RXWN</>] > (>25 homoi.) 77 (>25) 
   (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6)
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>] > 125 (>25 homoi.) 77 (>25) 
   (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6)
<gk>UI(W=N</>] > (>25 homoi.) 77 (>25) 
   (>6 homoi.) 44 56{txt} 30'-130 84 121{txt}-318 128 (>6)
 : <gk>AUTWN</> 125
 : <gk>FULWN</> G
 sup ras 314
<gk>*)ISSAXA\R</>] > 125 (>25 homoi.) 77 (>25)
 : <gk>ISAXAR</> 72-618 46-529 106-107' 53' 458 619 121{(mg)} 
   18-68-126-669 59 646 {Lat}cod 100 Arm Bo = Ald
 : <gk>ISSARXAR</> 320
 : <gk>SAXAR</> 246*
 : <lt>iesachar</> Sa{12}
<gk>*NAQANAH\L</>] > (>25 homoi.) 77 (>25)
 : <gk>NAQANIHL</> 313
 : <gk>NAQAHL</> 500-761
<gk>UI(O\S</>] > (>25 homoi.) 77 (>25)
<gk>*SWGA/R</>] > (>25 homoi.) 77 (>25)
 : <gk>SOGAR</> 72
 : <gk>SOGOR</> 46
 : <gk>SOGWR</> 529
 : <gk>SWGAL</> 392
 : <gk>SWGWR</> <it>C</>'`{-46}{52'}{(77)}{413}{529} 53' 646
 : <gk>SWXAR</> 619
 : <lt>sedior</> Arm{te}
 : <lt>sedor</> Arm{ap}
 inc 624
<gk>:</>
~x2y6
 +< <lt>et</> Arm = MT
<gk>DU/NAMIS</>] > (>25 homoi.) 77 (>25)
 : <gk>DUNAMEIS</> 376-707* <it>d</> <it>f</> 458-767 30 
   <it>t</> 509 392 55 Arm
<gk>AU)TOU=</>] > (>25 homoi.) 77 (>25)
<gk>OI(</>] > (>8) 72 (>8) (>25 homoi.) 77 (>25)
 : <gk>H</> 59 = Tar{P}
<gk>E)PESKEMME/NOI</>] > (>8) 72 (>8) (>25 homoi.) 77 (>25)
 : <gk>EPESKEMMENH</> 59 = Tar{P}
 : <gk>HRIQMHMENOI</> A M{mg} 121
 : <gk>HRHQMHMENOI</> M
 + <gk>AUTOU</> <it>O</> Syh = MT
<gk>TE/SSARES</>] > 107'-125 126 458 {Lat}cod 100 (>8) 72 (>8) 
   (>5) 343{mg} (>5) (>25 homoi.) 77 (>25) (~) 799 (~)
 : <gk>TESSERES</> A
<gk>KAI\</>] > 107'-125 126 458 799 {Lat}cod 100 (>8) 72 (>8) 
   (>5) 343{mg} (>5) (>25 homoi.) 77 (>25)
<gk>PENTH/KONTA</>] > 107'-125 126 (>5) 343{mg} (>5) (>8) 72 (>8) 
   (>25 homoi.) 77 (>25)
 : <gk>EBDOMHKONTA</> 527
 : <gk>PENTIKONTA</> 799
 : <gk><uND>u</> 458
 : <gk><uNU>u</> 85{mg}
 : <lt>LVI</> {Lat}cod 100
 + <gk>TESSAREIS</> (~) 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>8) 72 (>8) (>25 homoi.) 77 (>25)
 : <gk>XHLIADES</> 343{mg}
 + <gk><uNDCF>u</> 343{mg}
 + <gk><uND>u</> 107'-125 126
<gk>KAI\</>] > 85{mg} (>5) 343{mg} (>5) (>8) 72 (>8) 
   (>25 homoi.) 77 (>25)
<gk>TETRAKO/SIOI</>] > 85{mg} (>5) 343{mg} (>5) (>8) 72 (>8) 
   (>25 homoi.) 77 (>25)
 : <gk>ECAKOSIOI</> 527
<gk>.</>
~x2y7
<gk>KAI\</> (sub % G{c} Syh = M Tar{O})] > (>25 homoi.) 77 (>25)
<gk>OI(</>(sub % G{c} Syh = M Tar{O})] > (>25 homoi.) 77 (>25)
<gk>PAREMBA/LLONTES</> (sub % G{c} Syh = M Tar{O})]
 > (>25 homoi.) 77 (>25)
 : <gk>PAREMBALONTES</> 72-618 52'-73' 125-610*(vid) 127 71 
   120'-128 319 799 {Lat}cod 100
<gk>E)XO/MENOI</> (sub % G{c} Syh = M Tar{O}) (sub % G*)]
 > 126 799 (>25 homoi.) 77 (>25)
 : <gk>EXOMENA</> 552 68'-120
 : <lt>iuxta</> Bo
 + <gk>AUTOU</> <it>f</> Sa = Compl
 + <lt>eos</> Bo
<gk>FULH\</> A* F M' G-426-<it>oI</>`{-29} 
   <it>C</>{(-77)}-313-414'-417-761{c<s1>s} <it>f</>{-246} 54-75 
   85*-130-321'*-343' 121 68'-120' 624 Aeth Arm Co]
 : <gk>FULHS</> rell = Ra
 : <gk>FU<s>L</></> 767
 : <lt>tribu</> {Lat}cod 100
<gk>*ZABOULW/N</>] > (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
 : <gk>ZABOLWN</> 509
<gk>,</>
<gk>KAI\</>] > (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
<gk>O(</>] > G {Lat}cod 100 (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
<gk>A)/RXWN</>] > (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
 : <lt>principes</> {Lat}cod 100
 +< <gk>TWN</> 82
<gk>TW=N</>] > 528 <it>x</>{-509} 106-125 
   (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
<gk>UI(W=N</>] > (>6 homoi.) 72 44 129{txt}(c pr m) 628 (>6)
 : <gk>AUTWN</> 106-125
 : <gk>FULHS</> <it>x</>{-509}
<gk>*ZABOULW\N</>] > 106-125
 : <gk>ZABOLWN</> 509-619*
 +< <gk>KAI</> 392
<gk>*)ELIA\B</>] > {Lat}cod 100
 : <gk>ABIOU</> 392
 : <gk>ELIAM</> 343
 +< <gk>O</> 75
<gk>UI(O\S</>
<gk>*XAILW/N</>]
 : <gk>AXAILWN</> 46-52'-529{c}
 : <gk>XAIDWN</> F{b}
 : <gk>XAILWM</> 343 18
 : <gk>XELLWN</> 58 Bo Sa{4}
 : <gk>XELWM</> V
 : <gk>XELWN</> G-72-82-376 77-414' <it>b</> 610 <it>f</> 
   <it>n</>{-767} 76 71-509* <it>y</>{-121} 126-128-669 319 799
<gk>:</>
~x2y8
 +< <lt>et</> Arm = MT
<gk>DU/NAMIS</>]
 : <gk>DUNAMEIS</> 376 <it>d</> <it>f</>{-246} 458-767 30 
   <it>t</> 527 68'-120' 55 Arm
 : <gk>DUNAMEI</> 509
<gk>AU)TOU=</>]
 : <gk>AUTWN</> B 246{c<s1>s} 509-527
<gk>OI(</>] > (>8) 72 (>8) (>9 homoi.) 53' {Lat}cod 100 (>9)
 : <gk>H</> 130{txt} 59
<gk>E)PESKEMME/NOI</>] > (>8) 72 (>8) 
   (>9 homoi.) 53' {Lat}cod 100 (>9)
 : <gk>EPESKEMENH</> 130{txt} 59
 : <gk>EPESKEMMENOI</> 130
 : <gk>HRIQMHMENOI</> <it>b</> 130{mg}-321{mg}(vid)-346{mg} 
   319 {Lat}cod 100
 + <gk>AUTOU</> <it>O</> Syh = MT
<gk>E(PTA\</>] > 107'-125 343{mg} 126 (>52) Aeth{M} (>52) 
   (>8) 72 (>8) (>9 homoi.) 53' {Lat}cod 100 (>9) (~) 458 799 (~)
<gk>KAI\</>] > 458 799 107'-125 343{mg} 126 (>52) Aeth{M} (>52) 
   (>8) 72 (>8) (>9 homoi.) 53' {Lat}cod 100 (>9)
<gk>PENTH/KONTA</>] > 107'-125 343{mg} 126 (>52) Aeth{M} (>52) 
   (>8) 72 (>8) (>9 homoi.) 53' {Lat}cod 100 (>9)
 : <gk>PENTIKONTA</> 799
 : <gk><uNU>u</> 85{mg}
 + <gk>EPTA</> (~) 458 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>52) Aeth{M} (>52) (>8) 72 (>8) 
   (>9 homoi.) 53' {Lat}cod 100 (>9)
 + <gk><uNZ>u</> 107'-125 343{mg} 126
<gk>KAI\</>] > 318 85{mg} (>52) Aeth{M} (>52) (>8) 72 (>8) 
   (>9 homoi.) 53' {Lat}cod 100 (>9) (>14 homoi.) 64{txt} 44 (>14)
<gk>TETRAKO/SIOI</>] > 318 85{mg} (>52) Aeth{M} (>52) 
   (>8) 72 (>8) (>9 homoi.) 53' {Lat}cod 100 (>9) 
   (>14 homoi.) 64{txt} 44 (>14)
<gk>.</>
~x2y9
 +< <gk>KAI</> 799
<gk>PA/NTES</>] > (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14) 
   (>9 homoi.) 53' {Lat}cod 100 (>9)
<gk>OI(</>] > <it>C</>'`{-52}{615<sc>s} 68'-120' 646 (sed hab Ald) 
   (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14)
<gk>E)PESKEMME/NOI</>] > (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
 : <gk>HRIQMHMENOI</> M'{mg} <it>oI</>{(-64<stxt>s)}-29 
   <it>C</>'` 30'{-30*}-85'{txt}-321'{txt}-343' <it>z</> 55 319 624 646
 : <gk>HRHQMHMENOI</> M 646*
 : <gk>RIQMHMENOI</> 30*
<gk>E)K</>] > <it>n</> 319 Arm {Lat}cod 100 (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
<gk>TH=S</>] > {Lat}cod 100 (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
<gk>PAREMBOLH=S</>] > (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
 : <gk>FULHS</> A F 381{txt}-618 121 55: cf Tar{P}
 : <lt>castrum </> {Lat}cod 100
<gk>*)IOU/DA</>] > (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14)
<gk>E(KATO\N</>] > 107'-125 458 126 Sa{1} 417{c} 417* 343{mg} 
   {Lat}cod 100 (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14)
 sup ras A
 +: ( # G Syh) <gk>XILIADES</> <it>O</>{-G}{376} Syh = MT Sam
 :+ <gk>XEILIADES</> G
 +< ( # G) <gk>KAI</> A F M' <it>O</>'`{-(64<stxt>s)}{72} 
   <it>C</>'{552}-46-422 <it>b</> 129 <it>s</>{-343<smg>s} 
   <it>y</>{-318} <it>z</>{-126}{628} 55 59 624 646 Bo{B} Syh = MT
 +< <lt>et</> Bo{A}
<gk>O)GDOH/KONTA</>] > 107'-125 458 126 417{c} 417* 343{mg} 
   {Lat}cod 100 (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14)
 : <lt>quadraginta</> Bo{A}
 + <gk>PENTE</> 318
 +< <gk><uR>u</> 417*
 +< <gk>KAI</> 417*
 +< <gk><uP>u</> 417*
 +< <gk><uRS>u</> 417{c}
 +< <gk>KAI</> <it>n</>{-458}
 +< <gk>EC</> <it>n</>{-458}
<gk>XILIA/DES</>] > 426 {Lat}cod 100 (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
<gk>KAI\</>] > 107'-125 458 126 <it>x</>{-509} <it>n</>{-458} 
   417{c} 343{mg} {Lat}cod 100 (>52) Aeth{M} (>52) 
   (>14 homoi.) 64{txt} 44 (>14)
<gk>E(CAKISXI/LIOI</>] > <it>x</>{-509} <it>n</>{-458} 417{c} 
   (>52) Aeth{M} (>52) (>14 homoi.) 64{txt} 44 (>14)
 : <gk><uRP>u</> 107'-125 458 126
 : <gk><uRP,S>u</> 343{mg}
 : <gk><u,X>u</> 77
 : <gk><u,XU>u</> 72
 : <lt>CLX</> {Lat}cod 100
 + <lt>milia</> {Lat}cod 100
<gk>KAI\</>] > 72 106 <it>f</>{-129} 417* (>52) Aeth{M} (>52)
 : <lt>et</> {Lat}cod 100
<gk>TETRAKO/SIOI</>] > 72 417* (>52) Aeth{M} (>52)
 : <gk><u,SU>u</> 107'-125 126
 : <gk><u,U>u</> 458				??????????????????????
 : <gk><uU>u</> 343{mg} 77
 : <gk><uX>u</> G{-376}
 : <lt>CCCC</> {Lat}cod 100
	om. SUN-3{{39}} fin 527
<gk>SU\N</>] > (>52) Aeth{M} (>52)
<gk>DUNA/MEI</>] > (>52) Aeth{M} (>52)
<gk>AU)TW=N</>] > (>52) Aeth{M} (>52)
<gk>:</>
 +< <lt>ii</> Aeth
 +< <lt>ipsi</> Bo
<gk>PRW=TOI</>] > (>52) Aeth{M} (>52)
 : <gk>PRWTON</> 54
 +< <gk>ANAZEUCOUSIN</> 767
 +< <gk>KAI</> 537
<gk>E)CAROU=SIN</>] > (>52) Aeth{M} (>52)
 : <gk>ANAZEUCOUSI{N}</> A M'{mg} <it>b</>{-537} 
   85'{mg}-321'{mg} 121 319
 : <gk>ANAZEUCOUSIN</> 537
 : <gk>ECAIROUSIN</> 29*-72 458 392
 : <gk>ECARXOUSI</> 125
 : <gk>EMBALOUSIN</> 15*(vid)
 + <lt>et</> B Bo
 +: <lt>levabunt</> Bo
 :+ <lt>levabat</> B
<gk>.</>
~x2y10
 +< <lt>et</> Aeth Sa
<gk>*TA/GMA</>] > {Lat}cod 100 (>52) Aeth{M} (>52)
 : <gk>TAGMATA</> <it>C</>'{-761}-414'-422 <it>d</> 53'-56 75' 
   <it>x</> 68'-120'-126-628 646 Bo{A} = Sixt
<gk>PAREMBOLH=S</>] > {Lat}cod 100 
   (>52) Aeth{M} (>52)
 : <gk>PAREMBALHS</> 619
 +< <gk>UIWN</> 56'-129 Sa = Compl Tar{P}
<gk>*(ROUBH\N</>] > (>52) Aeth{M} (>52)
 : <gk>ROUBEIM</> 381' 77-550' 106
 : <gk>ROUBHM</> <it>b</> Cyr I 724
 : <gk>ROUBIM</> 72 <it>C</>'`{-77}{550'} 44-125 246 75' 84-134 
   71' 126-628-669 59 646 799
 : <gk>ROUBIN</> 15-426 107' 56-129 321' 74-76' 18'
 : <gk>UIWN</> 53'
 : <lt>r<uo>ub<ue>ul</> Aeth
 : <lt>r<uu>ub<ui>ul</> Arab Syh
<gk>PRO\S</>] > (>52) Aeth{M} (>52)
<gk>LI/BA</> F{a} F{b}] > (>52) Aeth{M} (>52)
 : <gk>NOTON</> F M'{txt} <it>oI</>`{-72}{82} <it>C</>'`{-528*} 
   <it>s</>{-343} 392 55 319 624 646 Cyr I 724 = Ald (^)
 : <gk>NWTON</> 82 343
 : <gk>NOMON</> 528*
 : <gk>LIBA</> Syh{mg}
 + <gk>:</> Syh{mg}
 + <gk>NOTON</> Syh{mg}
 +< <lt>et</> Arm
<gk>SU\N</>] > B G-426 54'-75{c} Arm Syh (^) 376 <it>d</> 56-129 
   75*-458 <it>t</> 71-509 (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
<gk>DUNA/MEI</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>DUNAMEIS</> 376 <it>d</> 56-129 75*-458 <it>t</> 71-509 767
 : <gk>DUNAMIS</> B G-426 54'-75{c} Arm Syh (^)
<gk>AU)TW=N</>] > 75 (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>AUTOU</> 376
<gk>,</>
<gk>KAI\</>] > (>12)  53' (>12) (>52) Aeth{M} (>52)
<gk>O(</>] > (>12)  53' (>12) (>52) Aeth{M} (>52)
 : <gk>OI</> 134 {Lat}cod 100 Sa{1}
<gk>A)/RXWN</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>ARXONTES</> 134 {Lat}cod 100 Sa{1}
<gk>TW=N</>] > 376 Arab (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
<gk>UI(W=N</>] > Arab (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
<gk>*(ROUBH\N</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>ROUBEIM</> 381' 77-550' 106 71
 : <gk>ROUBHM</> 19' Cyr I 724
 : <gk>ROUBIM</> 72 <it>C</>'`{-77}{550'} 44-125-610 246 75' 84 
   619 126-128-628-669 59 646 799
 : <gk>ROUBIN</> 15-426 107 56-129 130-321' <it>t</>{-84} 18
 : <lt>r<uo>ub<ue>ul</> Aeth
 : <lt>r<uu>ub<ui>ul</> Arab Syh
<gk>*)ELISOU\R</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>ELEISOUR</> G 129
 : <gk>ELHSOUR</> 30
 : <gk>ELIOUR</> 29
<gk>UI(O\S</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>UIOI</> 68' (sed hab Ald)
<gk>*SEDIOU/R</>] > (>12)  53' (>12) 
   (>52) Aeth{M} (>52)
 : <gk>EDIOUR</> A 30'-343' 319
 : <gk>EDOUEIR</> 71
 : <gk>ELIDOUR</> <it>b</>
 : <gk>ELIOUR</> 82 767
 : <gk>SEDHOUR</> 426* = Compl
 : <gk>SIBIOUR</> 72
<gk>:</>
~x2y11
 +< <gk>KAI</> 799 {Lat}cod 100 Arm = MT
 +< <gk>H</> 799 {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>52) Aeth{M} (>52)
 : <gk>DUNAMEIS</> 376 <it>d</> <it>f</>{-246} 458-767 <it>t</> 
   <it>x</> 68'-120' 55 319
<gk>AU)TOU=</>] > (>52) Aeth{M} (>52)
 : <gk>AUTWN</> 15 610 458
<gk>OI(</>] > 126 (>8) 72 (>8) (>52) Aeth{M} (>52)
 : <gk>H</> 59 799
<gk>E)PESKEMME/NOI</>] > (>8) 72 (>8) (>52) Aeth{M} (>52)
 : <gk>EPESKEMMENH</> 59
 : <gk>EPISKEMMENH</> 799
 : <gk>HRIQMHMENOI</> A <it>b</> 121 319 {Lat}cod 100
 + <gk>AUTOU</> <it>O</> Syh = MT
<gk>E(\C</>] > 84* 107'-125 458 126 (>10) 343{txt} (>10) 
   (>8) 72 (>8) (>52) Aeth{M} (>52) (~) 619 319 799 (~)
<gk>KAI\</>] > 84{c} 84* 619 319 799 107'-125 458 126 
   (>10) 343{txt} (>10) (>8) 72 (>8) (>52) Aeth{M} (>52)
<gk>TESSARA/KONTA</> F{b}] > 107'-125 458 126 
   (>10) 343{txt} (>10) (>8) 72 (>8) (>52) Aeth{M} (>52)
 : <gk><uMF>u</> 85{mg}
 : <gk>SARAKONTA</> 44'
 : <gk>TESSERAKONTA</> A B* F M 129 55 624
 + <gk>EC</> (~) 619 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>10) 343{txt} (>10) (>8) 72 (>8) 
   (>52) Aeth{M} (>52)
 + <gk><uMS>u</> 107'-125 458 126
<gk>KAI\</>] > 85{mg} (>10) 343{txt} (>10) (>8) 72 (>8) 
   (>52) Aeth{M} (>52)
<gk>PENTAKO/SIOI</>] > 85{mg} (>10) 343{txt} (>10) (>8) 72 (>8) 
   (>52) Aeth{M} (>52)
 : <gk>TETRAKOSIOI</> 71 Sa
 : <lt>septingenti</> Syh
<gk>.</>
~x2y12
<gk>KAI\</>] > 84 (>10) 343{txt} (>10)
 +< <gk>OI</> 392(|)
<gk>OI(</>] > 458 (>10) 343{txt} (>10)
<gk>PAREMBA/LLONTES</>] > (>10) 343{txt} (>10)
 : <gk>PAREMBALLON</> 314
 : <gk>PAREMBALONTES</> B* 72-618 46{s}-52' 106-125-610 56 
   127 71 59 799
 : <gk>PAREBALONTES</> 46
 : <gk>UPEREMBALLONTES</> 458
<gk>E)XO/MENOI</>] > (>10) 343{txt} (>10)
 : <gk>EXOMENA</> 319
<gk>AU)TOU=</>]
 : <gk>AUTHS</> 509
 : <gk>AUTWN</> V 15-58 422 <it>b</> 55 319 Aeth Bo
<gk>FULH/</> A F M' V G-29-72-426-<it>oI</> 
   52'-73'-313-414'-417-422-528-529{c}-761{c} 56-129 
   85'-343'-346* <it>t</> <it>y</>{-392} 624 799 Aeth Arm Co]
 : <gk>FULHN</> 767
 : <gk>FULHS</> rell = Ra
 : <gk>FU<s>L</></> 458
 : <lt>tribu</> {Lat}cod 100
<gk>*SUMEW/N</>] > (>6 homoi.) 18 Aeth{M} (>6)
 : <gk>SUMAIWN</> 376* 54-458
 : <gk>SHMEWN</> 75
<gk>,</>
<gk>KAI\</>] > (>6 homoi.) 18 Aeth{M} (>6)
<gk>O(</>] > {Lat}cod 100 (>8) 53' (>8) (>6 homoi.) 18 Aeth{M} (>6)
<gk>A)/RXWN</>] > (>8) 53' (>8) (>6 homoi.) 18 Aeth{M} (>6)
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>] > V 125 (>8) 53' (>8) (>6 homoi.) 18 Aeth{M} (>6)
<gk>UI(W=N</>] > (>8) 53' (>8) (>6 homoi.) 18 Aeth{M} (>6)
 : <gk>AUTWN</> V 125
<gk>*SUMEW\N</>] > M' V 125 (>8) 53' (>8)
 : <gk>SUMAIWN</> 54
<gk>*SALAMIH\L</>] > (>8) 53' (>8)
 : <gk>ELLAMIHL</> 509
 : <gk>SALLAMIHL</> 30
 : <gk>SAMADIHL</> 72
 : <gk>SAMIHL</> 52 799
 : <gk>SASALAMIHL</> 528(||)
<gk>UI(O\S</>] > (>8) 53' (>8)
 : <gk>UIOUS</> 30
 +< <gk>TOU</> <it>C</>-46
<gk>*SOURISADAI/</> F{c}] > (>8) 53' (>8)
 : <gk>SOURASADAI</> 59
 : <gk>SOUREISADAI</> G 509
 : <gk>SOUREISADDAI</> 127
 : <gk>SOURIDAI</> M'
 : <gk>SOURISADA</> 126
 : <gk>SOURISADAEI</> F
 : <gk>SOURISADDAI</> 58-426 767 318
 : <gk>SOURISADE</> <it>b</> 319 799 Bo
 : <gk>OURISADAH</> 72
 : <lt>surisatai</> Sa{4}
<gk>:</>
~x2y13
 +< <lt>et</> {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>10) 72 (>10)
 : <gk>DUNAMEIS</> 376 <it>d</> 53' 458-767 <it>t</> <it>x</> 
   68'-120' 55 319
<gk>AU)TOU=</>] > (>10) 72 (>10)
 : <lt>eorum</> Arm{ap}
<gk>OI(</>] > 126 (>10) 72 (>10)
 : <gk>H</> 551* 59
<gk>E)PESKEMME/NOI</>] > (>10) 72 (>10)
 : <gk>EPESKEMMENH</> 551* 59
 : <gk>HRIQMHMENOI</> A <it>b</>{-108} 121 319 {Lat}cod 100
 : <gk>HRHQMHMENOI</> 108
 +: <gk>AUTOU</> 58-376 Syh = Sam
 :+ <gk>AUTWN</> G-426 = MT Tar
<gk>E)NNE/A</>] > 107'-125 458 343{mg} 126 Sa{4} {Lat}cod 100 
   (>10) 72 (>10) (~) 319 799 (~)
<gk>KAI\</>] > 319 799 107'-125 458 343{mg} 126 Sa{4} 
   {Lat}cod 100 (>10) 72 (>10)
<gk>PENTH/KONTA</>] > 107'-125 458 343{mg} 126 (>10) 72 (>10)
 : <gk>PENTIKONTA</> 799
 : <gk><uNT>u</> 85{mg}
 : <lt>LVIII</> {Lat}cod 100
 + <gk>ENNEA</> (~) 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>10) 72 (>10)
 + <gk><uNQ>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 85{mg} (>10) 72 (>10)
<gk>TRIAKO/SIOI</>] > 85{mg} (>10) 72 (>10)
 : <gk>OGDOHKONTA</> 53'
 : <gk>TETRAKOSIOI</> 707 <it>cI</> <it>b</> 54-75' 344*(c pr m) 
   71' 646 Bo{B}
<gk>.</>
~x2y14
<gk>KAI\</>] > 669* {Lat}cod 100
<gk>OI(</>(sub % G Syh)] > (>4) Arab = MT (>4)
<gk>PAREMBA/LLONTES</> (sub % G Syh)] > (>4) Arab = MT (>4)
 : <gk>PAREMBALONTES</> B* 72-618 52'-422 106-125-610 664 127 
   84 71 799
 + <gk>AUTWN</> 19
<gk>E)XO/MENOI</> (sub % G Syh)] > (>4) Arab = MT (>4)
<gk>AU)TOU=</> (sub % G Syh)] > 618*(c pr m) 19 (>4) Arab = MT (>4)
 : <gk>AUTWN</> <it>O</>-15 <it>b</>{-19} 509 319 Aeth Bo Syh
<gk>FULH\</>]
 : <gk>FU</> A
 : <gk>FULHS</> 58-72-376 413-550' <it>b</> 106-125 129 54-75' 
   321{c} <it>x</> 318 18'-126-628-669 55 59 319 646 Bo = Ra
 : <gk>FU<s>L</></> 107'
 : <lt>tribu</> {Lat}cod 100
<gk>*GA/D</>] > (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
 : <lt>dan</> Bo*
<gk>,</>
<gk>KAI\</> 46{s}] > (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
<gk>O(</> 46{s}] > {Lat}cod 100 (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
<gk>A)/RXWN</>] > (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>] > (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
<gk>UI(W=N</>] > (>6) 16-46 <it>d</> <it>t</>{-76} (>6)
 + <gk>UIWN</> F*(c pr m)
<gk>*GA\D</>]
 : <lt>dan</> Bo{A* B}
 + <gk>GAD</> 799
 +< <gk>KAI</> 529
<gk>*)ELISA\F</>] > 15
 : <gk>ELEISAF</> B 129 509
 : <gk>ELIAB</> 29 Arm
 : <gk>ELIAF</> V*
 : <gk>ELISA</> G(||) Bo{B}
 : <gk>ELISAB</> <it>n</>{-767}
 : <gk>ELISAFAF</> 18
 : <gk>ELISAFAT</> 44
 : <lt>elisap</> Bo{A}
<gk>UI(O\S</>
<gk>*(RAGOUH/L</>]
 : <lt>rugu<ue>ul</> Sa{12}
 2{{15}} RAGOUHL—2{{30}} PEN[THKONTA] absc 624
<gk>:</>
~x2y15
 +< <gk>KAI</> <it>b</> 319 {Lat}cod 100 Arm = MT
 +< <gk>H</> <it>b</> 319 {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>12) 72 (>12)
 : <gk>DUNAMEIS</> 376 <it>d</> 53' 458-767 <it>t</> 509 392 
   68'-120'-126 55 319
<gk>AU)TOU=</>] > (>12) 72 (>12)
 +< <gk>OI</> 134
 +< <gk>PAS</> <it>b</> {Lat}cod 100
 +< <lt>et</> {Lat}cod 100 = MT
<gk>OI(</>] > 126 (>12) 72 (>12)
 : <gk>O</> <it>b</> {Lat}cod 100
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > (>12) 72 (>12)
 : <gk>ARIQMOS</> <it>b</> {Lat}cod 100
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> A 121 319
 +: <gk>AUTWN</> <it>O</> Syh = MT Tar
 :+ <gk>AUTOU</> <it>b</> {Lat}cod 100
 :+ <lt>eorum</> La
<gk>PE/NTE</>] > (>12) 72 (>12) (~) 107'-125 458 343{mg} 126 (~) 
   (~) 319 799 (~)
 : <gk><uN>u</> 376 Syh
<gk>KAI\</>] > 107'-125 458 343{mg} 126 319 799 (>12) 72 (>12)
<gk>TESSARA/KONTA</> F{b}] > 107'-125 458 343{mg} 126 
   (>12) 72 (>12)
 : <gk><uMA>u</> 84
 : <gk><uMXN>u</> 85{mg}
 : <gk>SARAKONTA</> 44' 664
 : <gk>TESSERAKONTA</> A B* F M V 129 55
 + <gk>PENTE</> (~) 319 799 (~)
<gk>XILIA/DES</>] > (>5) 85{mg} (>5) (>12) 72 (>12)
 + <gk><uME>u</> (~) 107'-125 458 343{mg} 126 (~)
<gk>KAI\</>] > (>5) 85{mg} (>5) (>12) 72 (>12)
<gk>E(CAKO/SIOI</>] > (>5) 85{mg} (>5) (>12) 72 (>12)
<gk>KAI\</>] > 125 Bo V 52* <it>d</>{-106} <it>f</> 75'-767 
   343{mg} <it>t</> 619 126 319 799 = Compl (>5) 85{mg} (>5) 
   (>12) 72 (>12)
<gk>PENTH/KONTA</>] > 125 Bo (>5) 85{mg} (>5) (>12) 72 (>12)
<gk>.</>
~x2y16
<gk>PA/NTES</>
<gk>OI(</>] > 414'-550'
<gk>E)PESKEMME/NOI</>]
 : <gk>HRIQMHMENOI</> A <it>oI</>-29 <it>C</>'` <it>b</> 
   30'{-30}-85'{txt}-321-343'-346{txt} 121 55 319 646 
   {Lat}cod 100 = Ald
 : <gk>RIQMHMENOI</> 30
 +< <gk>EK</> B*
<gk>TH=S</>] > 125 127 {Lat}cod 100
<gk>PAREMBOLH=S</>] > {Lat}cod 100
 : <gk>FULHS</> 107'-125 <it>n</> Arm
<gk>*(ROUBH\N</>]
 : <gk>ROUBEIM</> 381' 77-550' 106 71
 : <gk>ROUBHM</> 376 458
 : <gk>ROUBIM</> 72 <it>C</>'`{-77}{550'} 44-125-610 53'-246 
   75 84 619 126-128-628-669{c} 59 646 799
 : <gk>ROUBIN</> 15-426 107 56-129 130-321' 74'-76' 18-669*
 : <gk>r<uo>ub<ue>ul</> Aeth
 : <gk>r<uu>ub<ui>ul</> Arab Syh
<gk>E(KATO\N</>] > 18 343{mg} 126 72 <it>d</>{-106} 
   (~) A M' <it>oI</>-29 <it>b</> 121 <it>z</>{-18}{126} 55 (~) 
   (~) F{b<s1>s} 59 (~)
 + <gk>KAI</> F 58 <it>C</>'`{-417} <it>s</>{-343'<smg>s} 319 
   646 Aeth{FM} Sa{1}{4}: cf Tar{P} 
   707 129 <it>y</>{-121} = Compl Tar{O}
 +< <gk>KAI</> F{b<s2>s} 82 509 Aeth{-FM} Arm Sa{12}
<gk>PENTH/KONTA</>] > 343{mg} 126 72 <it>d</>{-106} 
   (~) V <it>O</>{-58} 344{mg} Arab Syh: cf MT Sam (~) 
   (~) 18 (~) (~) F{b<s1>s} 59 (~) 
   (~) A M' <it>oI</>-29 <it>b</> 121 <it>z</>{-18}{126} 55 (~)
 + <gk><uA>u</> 319{c}
 + <gk>KAI</> 707 129 <it>y</>{-121} = Compl Tar{O} 
   V <it>O</>{-58} 344{mg} Arab Syh: cf MT Sam
 +< <gk>KAI</> 106 <it>f</>{-129} 54'-75 <it>t</>{-370*}
<gk>MI/A</>] > 343{mg} 126 72 <it>d</>{-106} 458 71' F 58 
   <it>C</>'`{-417} <it>s</>{-343'<smg>s} 319 646 Aeth{FM} 
   Sa{1}{4}: cf Tar{P}
 + <gk>KAI</> F{b<s1>s} 59 V <it>O</>{-58} 344{mg} Arab 
   Syh: cf MT Sam
 + <gk>EKATON</> (~) F{b<s1>s} 59 (~)
 + <gk>KAI</> F{b<s1>s} 59 ( > 68'-120', non Ald) A M' 
   <it>oI</>-29 <it>b</> 121 <it>z</>{-18}{126} 55 18
 + <gk>PENTHKONTA</> (~) 18 (~) (~) F{b<s1>s} 59 (~) 
   (~) V <it>O</>{-58} 344{mg} Arab Syh: cf MT Sam (~) 
   (~) A M' <it>oI</>-29 <it>b</> 121 <it>z</>{-18}{126} 55 (~)
 + <gk>KAI</> A M' <it>oI</>-29 <it>b</> 121 <it>z</>{-18}{126} 55
 + <gk>EKATON</> (~) A M' <it>oI</>-29 <it>b</> 121 
   <it>z</>{-18}{126} 55 (~)
 +< <gk>KAI </> F{b<s2>s}
<gk>XILIA/DES</>]
 : <gk>XILIADA</> 54
 : <gk>XIA<s>D</></> 458
 : <gk>XILIAS</> 75
 + <gk>KAI</> 58
 + <gk>XILIOI</> 58
 + <gk><uRN>u</> 343{mg} 126
 + <gk><uRNA>u</> 72 <it>d</>{-106}
<gk>KAI\</>] > 707* 68'-120' (sed hab Ald) {Lat}cod 100 
   (>4) Aeth{FM} (>4)
<gk>TETRAKO/SIOI</>] > 707* 68'-120' (sed hab Ald) {Lat}cod 100 
   (>4) Aeth{FM} (>4)
 : <gk>PENTAKOSIOI</> <it>b</> Bo
<gk>KAI\</>] > 72 52*-616 <it>d</> <it>f</>{-129} 458-767 
   343{mg} 74-76-84 126 799 Bo{B} {Lat}cod 100 (>4) Aeth{FM} (>4)
<gk>PENTH/KONTA</>] > Bo{B} (>4) Aeth{FM} (>4)
 : <lt>DCL</> {Lat}cod 100
 + <gk>KAI</> 127*(vid)
 + <gk>DUO</> 127*(vid)
 + <gk>XILIADES</> 127*(vid)
<gk>SU\N</>
 +< <gk>TH</> 73'
<gk>DUNA/MEI</>]
 litt <gk>MEI</> sup ras 9 litt 127
<gk>AU)TW=N</>]
 litt <gk>AUTWN</> sup ras 9 litt 127
<gk>:</>
 +< <gk>KAI</> <it>O</>{-58} <it>f</>{-246} Aeth Syh = Compl MT Sam
<gk>DEU/TEROI</>] > 381'
<gk>E)CAROU=SIN</>]
 : <gk>ANAZEUCOUSIN</> A M'{mg} <it>b</> 85'{mg}-321'{mg} 121 319
 : <gk>ECAIROUSI</> 72
 + <gk>KAI</> 528
 + <gk>ECAROUSI</> 528
 + <lt>ii</> Aeth
<gk>.</>
~x2y17
<gk>*KAI\</>
<gk>A)RQH/SETAI</>]
 : <gk>ARIQMHQHSETAI</> <it>x</>{-509} 126
<gk>H(</>
<gk>SKHNH\</>
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>KAI\</>
<gk>H(</>]
 : <gk>OI</> 458
<gk>PAREMBOLH\</>]
 : <gk>PAREMBALLONTES</> 458
 + <gk>THN</> 458
 + <gk>PAREMBOLHN</> 458
<gk>TW=N</>] > 15
<gk>*LEUITW=N</>]
 : <gk>LEUEITWN</> B* G 127
 : <gk>LEBEITWN</> 767
 +< <gk>ANA</> A
 +< <gk>EIS</> <it>d</> <it>n</> <it>t</> 799
 +< <gk>ESTAI</> 82
 +< <gk>EN</> 426 = MT
<gk>ME/SON</> F{a}] > 56{txt}
 : <gk>MESW</> 426 = MT
<gk>TW=N</> F{a}] > A* F 56{txt}
<gk>PAREMBOLW=N</> F{a}] > 56{txt}
<gk>:</>
<gk>W(S</>]
 : <gk>WSPER</> 52 85 392
<gk>KAI\</> (<gk>KE</> 75) B V <it>d</> <it>n</> 30'-130{mg}-346{mg} <it>t</> <it>x</> 319]
 > 52 85 392 rell = MT
<gk>PAREMBA/LLOUSIN</>]
 : <gk>EMBALLOUSIN</> 392
 : <gk>EMBALOUSIN</> 52 85
 : <gk>PARABALLOUSIN</> 53
 : <gk>PAREMBALOUSI{N}</> F{b} M' V 58-<it>oI</>` 
   <it>C</>'`{-52}{73'}{414'} <it>b</> 125-610* 54-75' 
   <it>s</>{-85} 370* <it>x</> <it>y</>{-392} <it>z</> 55 59 
   319 646 799 {Lat}cod 100 Sa = edd
 : <gk>PAREMBOLOUSI{N}</> 72
<gk>,</>
<gk>OU(/TWS</>] > 246
 : <gk>OUTW</> 707{c}(vid) 125 54-75' 85 18'-68'-126-669 646 = Sixt
<gk>KAI\</>] > 246 19 458 319 {Lat}cod 100 Aeth =MT
<gk>E)CAROU=SIN</>] > 246
 : <gk>ANAZEUCOUSI{N}</> A 118{mg} 121 319
 : <gk>ANAZEUGNUOUSIN</> 54
 : <gk>ECEROUSIN</> (pro <gk>ECAIROUSIN</>) 767
<gk>E(/KASTOS</>] > 392
<gk>E)XO/MENOS</>] > 417{txt}
 : <gk>EXOMENA</> 52-615(vid)
 : <gk>EXOMENOI</> 72 <it>d</> 54'-458 <it>t</>
 : <gk>EXOMENOIS</> 767
 + <gk>AUTOIS</> 767
 + <gk>AUTOU</> <it>O</> Syh (^)
<gk>KAQ'</>]
 : <gk>KATA</> 59 131-528 30'-85'{txt}-321'{txt}-343' 126 (^) 
   58{mg} A M'{txt} 29-58{txt}-72-<it>oI</> <it>C</>'`{-131}{528} 
   <it>b</> 246 <it>y</>{-392} <it>z</>{-126} 55 319 646 
   {Lat}cod 100
 : <gk>KATO</> 458
<gk>H(GEMONI/AN</> B V 707 <it>d</> <it>f</>{-246} <it>n</> 
   <it>t</> <it>x</> 392 59 799 Arm Sa{4}{12}] > 59
 : <gk>HGEMONIA</> V
 : <gk>HGEMONIAN</> 58{mg}
 : <gk>IGEMWNIAN</> 458
 : <gk>HGEMONIAS</> Sixt
 : <gk>TAGMA</> A M'{txt} 29-58{txt}-72-<it>oI</> 
   <it>C</>'`{-131}{528} <it>b</> 246 <it>y</>{-392} 
   <it>z</>{-126} 55 319 646 {Lat}cod 100
 : <gk>TAGMATA</> 131-528 30'-85'{txt}-321'{txt}-343' 126 (^)
 +: <gk>AUTOU</> 376 <it>C</>{-16}-46-417 Bo (^)
 :+ <gk>AUTWN</> rell (^)
 :+ <gk>AU<s>T</></> 16
<gk>.</>
~x2y18
 +< <lt>et</> Aeth Arm Co
<gk>*TA/GMA</>]
 : <gk>TAGMATA</> 131 <it>d</> <it>f</>{-53}{246} 75 730 74-76' 
   68'-126 Bo{A} = Compl
 : <gk>TAGMAMATA</> 53
<gk>PAREMBOLH=S</>
<gk>*)EFRA/IM</>]
 : <gk>EFREM</> 56
 : <gk>EMFRAIM</> 68 (sed hab Ald)
<gk>PARA\</>] > (~) <it>O</>{-58} Syh = MT (~)
 : <gk>KATA</> A F{a} M'{mg} V <it>O</> <it>C</>'`{-131<sc>s} 
   767 121 126-128-628-669 55 319 646
 : <lt>ad</> {Lat}cod 100
<gk>QA/LASSAN</>] > (~) <it>O</>{-58} Syh = MT (~)
 : <gk>QALATTAN</> 126
 : <gk>QALASAN</> 767
 : <gk>QALASSWN</> 618
 : <lt>mare</> {Lat}cod 100
<gk>SU\N</>] > 59 73'
<gk>DUNA/MEI</>] > 73'
<gk>AU)TW=N</>] > 29 73'
 + <gk>PARA</> (~) <it>O</>{-58} Syh = MT (~)
 + <gk>QALASSAN</> (~) <it>O</>{-58} Syh = MT (~)
<gk>,</>
<gk>KAI\</>] > 59
<gk>O(</>] > 59 422 {Lat}cod 100
<gk>A)/RXWN</>]
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>
<gk>UI(W=N</>
<gk>*)EFRA/IM</>]
 : <gk>EFRAM</> 509
 + <gk>PARA</> (+11 dittogr.) 71' (+11)
 + <gk>QALASSAN</> (+11 dittogr.) 71' (+11)
 + <gk>SUN</> (+11 dittogr.) 71' (+11)
 + <gk>DUNAMEI</> (+11 dittogr.) 71' (+11)
 + <gk>AUTWN</> (+11 dittogr.) 71' (+11)
 + <gk>KAI</> (+11 dittogr.) 71' (+11)
 + <gk>O</> (+11 dittogr.) 71' (+11)
 + <gk>ARXWN</> (+11 dittogr.) 71' (+11)
 + <gk>TWN</> (+11 dittogr.) 71' (+11)
 + <gk>UIWN</> (+11 dittogr.) 71' (+11)
 + <gk>EFRAIM</> (+11 dittogr.) 71' (+11)
<gk>*)ELISAMA\</>] > 318
 : <gk>AILISAMA</> 669*
 : <gk>ELEISAMA</> B 129
 : <gk>MELISAMA</> 319
<gk>UI(O\S</>] > 318 B* Aeth{M}
<gk>*)EMIOU/D</>] > 318
 : <gk>ABIOUD</> 52'-313-414'
 : <gk>AMIOUD</> <it>C</>'`{-52'}{313}{414'}{761*} 646 = Compl
 : <gk>ELIOU</> 72
 : <gk>ELIOUD</> V
 : <gk>EMIOUL</> 426 799
 : <gk>EMIOUQ</> 618
 : <gk>SAMIOUD</> 71'
 : <gk>SEMIOUD</> 376 <it>b</> <it>d</> <it>n</> <it>t</>{-134*} 
   509 121 <it>z</> 416 Arm Bo
 : <gk>SEMOUD</> 134*
<gk>:</>
~x2y19
 +< <lt>et</> Arm = MT
 +< <gk>SUN</> 29 Aeth
<gk>DU/NAMIS</>] > (>8) 72 (>8)
 : <gk>DUNAMEI</> 29 Aeth
 : <gk>DUNAMEIS</> 376 <it>d</> 458-767 <it>t</> <it>x</> 
   68'-120' 55 319
<gk>AU)TOU=</>] > (>8) 72 (>8)
 : <lt>eorum</> Arm{te} Sa{4}
<gk>OI(</>] > 417 458 126 125 (>8) 72 (>8) 
   (>23 homoi.) 618{txt} (>23)
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > 125 (>8) 72 (>8) 
   (>23 homoi.) 618{txt} (>23)
 : <gk>EPESKEMMENH</> 59
 : <gk>EPESKEMMENOI</> 59*
 : <gk>HRIQMHMENOI</> <it>b</> 319 {Lat}cod 100
 + <gk>AUTWN</> <it>O</> = MT Tar
 + <lt>eius</> Syh = Sam
 + <gk>PENTE</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>KAI</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>TRIAKONTA</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>XILIADES</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>KAI</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>TETRAKOSIOI</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>PANTES</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>OI</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>EPESKEMMENOI</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>THS</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>PAREMBOLHS</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 + <gk>EFRAIM</> (+12) 68'-120' (sed hab Ald): ex 2{{23}}{{24}} (+12)
 +< <gk>DUO</> 16-46
 +< <gk>KAI</> 16-46
<gk>TESSARA/KONTA</> F{b}] > 126 (>8) 72 (>8) 
   (>23 homoi.) 618{txt} (>23) (~) 107'-125 458 343{mg} (~)
 : <gk><uIB>u</> G*
 : <gk>SARAKONTA</> 664
 : <gk>TESSERAKONTA</> A B* F M V 707 129 509*(vid)
 : <gk>TRIAKONTA</> 16-46
<gk>XILIA/DES</>] > 16-46 (>8) 72 (>8) (>23 homoi.) 618{txt} (>23)
 : <gk>XILIADAS</> 126
 + <gk><uM>u</> 126
 + <gk>TESSARAKONTA</> (~) 107'-125 458 343{mg} (~)
<gk>KAI\</>] > (>8) 72 (>8) (>23 homoi.) 618{txt} (>23)
<gk>PENTAKO/SIOI</>] > (>8) 72 (>8) (>23 homoi.) 618{txt} (>23)
 : <lt>quadringenti</> Sa
<gk>.</>
~x2y20
<gk>KAI\</> (sub % Syh{L}) (sub % Syh{T})]
 > (>23 homoi.) 618{txt} (>23)
<gk>OI(</> (sub % G = MT Sam) (sub % Syh{L}) (sub % Syh{T})]
 > (>23 homoi.) 618{txt} (>23) (~) 376 (~)
<gk>PAREMBA/LLONTES</> (sub % G = MT Sam) (sub % Syh{L})]
 > (>23 homoi.) 618{txt} (>23) (~) 376 (~)
 : <gk>PAREMBALONTES</> 72 52'-313 19' <it>d</>{-44} 71 126 
   799 (sed hab Compl)
<gk>E)XO/MENOI</>] > (>23 homoi.) 618{txt} (>23)
 +: <gk>AUTWN</> G-58 Arm Bo
 :+ <gk>AUTOU</> 376' <it>f</> Syh = Compl MT
 + <gk>OI</> (~) 376 (~)
 + <gk>PAREMBALLONTES</> (~) 376 (~)
<gk>FULH\</> A* M' <it>O</>'{-376}-82-707 
   <it>C</>'`{-46}{52'}{73'}{550'}{616<sc>s} <it>f</>{-246} 
   127-458 30-85*-130-343'-346* <it>y</> 68'-120' Aeth Arm 
   Co Syh = Compl] > (>23 homoi.) 618{txt} (>23)
 : <gk>FULHS</> rell = Ra
 : <lt>tribu</> {Lat}cod 100
<gk>*MANASSH/</>] > (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
 : <gk>MANASH</> 72-618 529 130* Arm
 : <gk>MANASHN</> 767
 : <gk>MANASSHN</> 107'
 : <gk>MANNASSH</> A 121 {Lat}cod 100
 : <gk>NASSH</> 509
 + ras 1 litt F(vid)
<gk>,</>
<gk>KAI\</>] > <it>d</> (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
<gk>O(</>] > {Lat}cod 100 (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
<gk>A)/RXWN</>] > (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>] > (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
<gk>UI(W=N</>] > (>23 homoi.) 618{txt} (>23) 
   (>6 homoi.) 19 30 126 59 (>6)
<gk>*MANASSH\</>] > (>23 homoi.) 618{txt} (>23)
 : <gk>MANASH</> 72-618 529 118' 767* Arm
 : <gk>MANNASSH</> A 458 121 {Lat}cod 100
<gk>*GAMALIH\L</>] > (>23 homoi.) 618{txt} (>23)
 : <gk>GAMAHL</> 618 616 53{c pr m}-664
 : <gk>GAMAH[.]</> 53*
 : <gk>GAMALHHL</> 30
 : <lt>gamaliet</> {Lat}cod 100
<gk>UI(O\S</>] > <it>d</> (>23 homoi.) 618{txt} (>23)
 : <gk>UIO[.]S</> 56*
<gk>*FADASOU/R</> 72-426-618 414'-528 125-610 54-75'-767* 
   343-730 84 <it>x</>{-509} 392 799 Arm]
 > (>23 homoi.) 618{txt} (>23)
 : <gk>FADARSAR</> 664
 : <gk>FADASAR</> 53
 : <gk>FADASSOUR</> rell = Ra
 : <gk>FADDASOUR</> 68'-120' 55 Bo Sa{12}
 : <gk>FADESOUR</> 127
 : <gk>FADIASSOUR</> 767{c}(vid)
 : <gk>FALASOUR</> 59
 : <gk>FALLASSOUR</> V
 : <gk>FASDASOUR</> 16-46 669
 : <gk>FASOUR</> 509
 : <lt>fadam</> {Lat}cod 100
 : <lt>prs{?}wr</> Syh{L<smg>s}		Need sublinear dot
<gk>:</>
~x2y21
 +< <gk>KAI</> 799 {Lat}cod 100 Arm = MT
 +< <gk>H</> 799 {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>10) 72 (>10) 121 (>23 homoi.) 618{txt} (>23)
 : <gk>DUNAMEIS</> 376 <it>d</> 458-767 <it>t</> 509 68'-120' 55
<gk>AU)TOU=</>] > 121 (>10) 72 (>10) (>23 homoi.) 618{txt} (>23)
<gk>OI(</>] > 126 318 (>10) 72 (>10)
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > 318 (>10) 72 (>10)
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> 319 {Lat}cod 100
 + <gk>AUTWN</> <it>O</>{-58} Syh = MT Tar
<gk>DU/O</>] > (>10) 72 (>10) (~) 458 319 799 (~) 
   (~) <it>d</>{-106} 343{mg} 126 (~)
 : <gk>PENTHKONTA</> 318
<gk>KAI\</>] > 458 319 799 <it>d</>{-106} 343{mg} 126 
   (>10) 72 (>10)
<gk>TRIA/KONTA</>] > (>10) 72 (>10) 
   (~) <it>d</>{-106} 343{mg} 126 (~)
 : <gk><uLS>u</> 85{mg}
 + <gk>DUO</> (~) 458 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>10) 72 (>10)
 : <gk>XILIADAS</> 126
 + <gk>TRIAKONTA</> (~) <it>d</>{-106} 343{mg} 126 (~)
 + <gk>DUO</> (~) <it>d</>{-106} 343{mg} 126 (~)
<gk>KAI\</>] > 85{mg} (>10) 72 (>10)
<gk>DIAKO/SIOI</>] > 85{mg} (>10) 72 (>10)
 : <gk>TETRAKOSIOI</> B* = Tar{P}
 : <gk>TRIAKOSIOI</> A*(vid) V 413*(c pr m) <it>d</> 
   <it>n</>{-767} <it>t</> 55 799 {Lat}cod 100 Arm
<gk>.</>
~x2y22
<gk>KAI\</> (sub % Syh{T})]
<gk>OI(</> (sub % Syh{T}) (sub % G)] > (>4) Arab = MT (>4)
 : <gk>O</> 799
<gk>PAREMBA/LLONTES</> (sub % Syh{T}) (sub % G)]
 > (>4) Arab = MT (>4)
 : <gk>ARXWN</> 799
 : <gk>PAREMBALONTES</> B* 72-618 46{s vid}-52'-761 44-125' 343 
   71 646
<gk>E)XO/MENOI</> 376' <it>f</>( + ras 1 litt 56) <it>z</> 
   Syh = Compl (sub % Syh{T}) (sub % G) (sub % Syh{L})]
 > 799 {Lat}cod 100 (>4) Arab = MT (>4)
<gk>AU)TOU=</> 376' <it>f</>( + ras 1 litt 56) <it>z</> 
   Syh = Compl (sub % Syh{T}) (sub % G) (sub % Syh{L})]
 > 799 {Lat}cod 100 rell = Ra (>4) Arab = MT (>4)
 : <gk>AUTWN</> G-58 Arm Bo
<gk>FULH\</> F* F{b} M' <it>O</>'`{-29}{376} 
   <it>C</>`{-46}{52'}{616<sc>s}-413-528-761* <it>f</>{-246} 
   767 <it>s</>{-321} <it>y</>{-121<sc>s} Aeth Arab Co Syh = Ald Compl]
 : <gk>FULHS</> F{c pr m} rell = Ra
 : <gk>FU<s>L</></> 458
 : <lt>agmen</> Arm
 : <lt>tribu</> {Lat}cod 100
<gk>*BENIAMI/N</>] > (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
 : <gk>BAINIAMIN</> 15
 : <gk>BENAMEIN</> 127*
 : <gk>BENIAAMEIN</> 509(|)
 : <gk>BENIAMEIM</> 29 416
 : <gk>BENIAMEIN</> A B F M V <it>O</>{-426}-381'-707 <it>b</> 
   246 127{c}-767{c} 30-85-343' <it>y</>{-318} 68'-120' 
   (sed hab Compl Sixt)
 : <gk>BENIAMHN</> 313* 54-75-767* 59* 319
 : <gk>BENIAMIM</> 52 = Sam
<gk>,</>
<gk>KAI\</>] > (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
<gk>O(</>] > 528 (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
 : <gk>OI</> 19
<gk>A)/RXWN</>] > (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
 : <gk>ARXONTES</> 19
<gk>TW=N</>] > 44 (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
<gk>UI(W=N</>] > (>6 homoi.) 75'-767 <it>x</>{-509} 799 Aeth{M} (>6)
 : <gk>AUTWN</> 44
<gk>*BENIAMI\N</>] > 44
 : <gk>BAINIAMIN</> 15
 : <gk>BENIAMEIM</> 29 416 = Sam
 : <gk>BENIAMEIN</> A B F M V <it>O</>{-426}-381'-707 <it>b</> 
   246 127 30-85-130*-343' 509 <it>y</>{-318} 68'-120' (sed hab Compl Sixt)
 : <gk>BENIAMHN</> 319
 : <gk>AUTWN</> 125
<gk>*)ABIDA\N</>] > 346 392
 : <gk>ABEIDA</> 417
 : <gk>ABEIDAN</> A{c} B G-376-707*(vid) 16'-46'-52'-77-422-500'-616 
   127 30'-85'-344 509 121 (sed hab Sixt)
 : <gk>ADEB</> 319
 : <gk>AMIDAN</> 458 321
 : <gk>AMINABIDAN</> 767
 : <gk>AMINADAB</> V Bo
 : <gk>EBIDAN</> 72
 : <lt>abitan</> Sa{12}
<gk>UI(O\S</>] > 346*
<gk>*GADEWNI/</>]
 : <gk>GADAIWNEI</> G
 : <gk>GADE</> 799(|)
 : <gk>GADEONEI</> 376*
 : <gk>GADEWN</> 82 53' 318 {Lat}cod 100
 : <gk>GADEWNEI</> B 376{c}-426 129 509 (^)
 : <gk>GADEWNH</> 72
 : <gk>GAEDWNI</> 15
 : <gk>GEDAIWNI</> 73'
 : <gk>GEDEONI</> 75
 : <gk>GEDEWN</> 77 <it>d</> 458 <it>t</> <it>x</>{-509} Bo{B}
 : <gk>GEDEWNEI</> V 127
 : <gk>GEDEWNI</> F{c pr m} 381' <it>C</>'`{-73'}{77} 54 
   30'-343' 646 Arm(vid)
 : <gk>TADEWN</> 767
 : <lt>ged<uo>unia</> Sa{1}
 : <lt>kade<uo>uni</> Sa{12}
<gk>:</>
~x2y23
 +< <gk>H</> <it>f</> 799 = Compl
 +< <lt>et</> {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>10) 72 (>10)
 : <gk>DUNAMEIS</> 376 <it>d</>{-44} 458-767 <it>t</> <it>x</> 
   68'-120' 55
 : <gk>DUNAMEI</> 44
<gk>AU)TOU=</>] > (>10) 72 (>10)
<gk>OI(</>] > 126 (>10) 72 (>10) (>9 homoi.) 19 125 Sa{12} (>9)
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > (>10) 72 (>10) 
   (>9 homoi.) 19 125 Sa{12} (>9)
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> <it>b</>{-108} 319 {Lat}cod 100 (sed hab Compl)
 : <gk>HRHQMHMENOI</> 108
 + <gk>AUTWN</> <it>O</>{-58} Syh = MT Tar{O}
 + <gk>THS</> 126*
 + <gk>PAREMBOLHS</> 126*
<gk>PE/NTE</>] > (>10) 72 (>10) (>9 homoi.) 19 125 Sa{12} (>9) 
   (~) 44-107' 343{mg} 126 (~) (~) 458 319 799 (~)
 : <gk>DUO</> 15*(c pr m)
 : <gk>ENNEA</> 318
<gk>KAI\</>] > 458 319 799 44-107' 343{mg} 126 (>10) 72 (>10) 
   (>9 homoi.) 19 125 Sa{12} (>9)
<gk>TRIA/KONTA</>] > (>10) 72 (>10) (>9 homoi.) 19 125 Sa{12} (>9) 
   (~) 44-107' 343{mg} 126 (~)
 : <gk><uLU>u</> 85{mg}
 + <gk>PENTE</> (~) 458 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>10) 72 (>10) 
   (>9 homoi.) 19 125 Sa{12} (>9)
 : <gk>XILIADAS</> 126 528
 + <gk>TRIAKONTA</> (~) 44-107' 343{mg} 126 (~)
 + <gk>PENTE</> (~) 44-107' 343{mg} 126 (~)
<gk>KAI\</>] > 85{mg} (>10) 72 (>10) (>9 homoi.) 19 125 Sa{12} (>9)
<gk>TETRAKO/SIOI</>] > 85{mg} (>10) 72 (>10) 
   (>9 homoi.) 19 125 Sa{12} (>9)
 : <gk><uG>u</> 458
 : <gk>TETRAKOSIAIS</> 54
 : <gk>TRIAKOSIOI</> 44-106*-107' <it>t</> <it>x</>{-509} 799
 : <lt>D</> {Lat}cod 100
 + <gk>KAI</> 509*
 + <gk>EKATON</> 509*
<gk>.</>
~x2y24
 +< <lt>et</> {Lat}cod 100
<gk>PA/NTES</>] > 799 (>9 homoi.) 19 125 Sa{12} (>9)
 : <gk>PANTA</> 54
<gk>OI(</>] > 551 46-414-616* 799
<gk>E)PESKEMME/NOI</>] > 799
 : <gk>EXOMENOI</> 551
 : <gk>HRIQMHMENOI</> A <it>oI</>{-64}-29 <it>C</>'`{-551} 
   <it>b</>{(-19)}{-108} 30'-85'{txt}-321'-343' 121 55 319 646 
   {Lat}cod 100 = Ald
 : <gk>HRHQMHMENOI</> 64 108
 + <gk>EK</> 799
 + <gk>DE</> 799
<gk>TH=S</>]
<gk>PAREMBOLH=S</>]
 : <gk>FULHS</> 381' 75'
<gk>*)EFRA/IM</>] > 422
 : <lt>nephthalim</> Sa{12}
<gk>E(KATO\N</>] > 54-458 {Lat}cod 100 (>5 homoi.) 18 (>5) 
   (~) 343{mg} (~) (~) 72 126 (~) (~) <it>d</>{-106} (~)
 : <gk><uRC>u</> 319*
 + <gk>KAI</> 75-127-767
 + <gk>OKTW</> 75-127-767
<gk>XILIA/DES</>] > {Lat}cod 100 (>5 homoi.) 18 (>5) (~) 54-458 (~)
 : <gk>XILIADAS</> 126
 : <gk>XILIDES</> 107
 + <gk><uR>u</> 54
 + <gk>EKATON</> (~) 343{mg} (~) (~) 72 126 (~) 
   (~) <it>d</>{-106} (~)
<gk>KAI\</>] > 72 126 458 {Lat}cod 100 799 = Tar{P} 
   (>5 homoi.) 18 (>5)
<gk>O)KTAKISXI/LIOI</>] > {Lat}cod 100 (>5 homoi.) 18 (>5)
 : <gk>DIAKOSIOI</> 75-127
 : <gk><uRO>u</> 767
 : <gk>DISXILIOI</> <it>f</>{-246}
 : <gk><uN>u</> 54-458
 : <gk>OKTAKISXILIAI</> 619
 : <gk>PENTAKISXILIOI</> 414'
 : <gk>TETRAKOSIOI</> 509
 : <lt>CLXXX</> {Lat}cod 100
 + <gk>DIAKOSIOI</> <it>d</>{-106}
 + <gk>XILIADES</> (~) 54-458 (~)
 + <lt>milia</> {Lat}cod 100
<gk>KAI\</>] > 75-127-767 <it>d</>{-106} (>5 homoi.) 18 (>5)
<gk>E(KATO\N</>] > 75-127-767 <it>d</>{-106}
 : <gk>DIAKOSIOI</> 106* <it>t</> 318 799 Arm
 : <gk><uS>u</> 54-458			How get final sigma?
<gk>SU\N</>] > 122*
<gk>DUNA/MEI</>
<gk>AU)TW=N</>] > (>10 homoi.) 509 126 (>10)
<gk>:</>
 +< <gk>KAI</> 376 <it>O</>{-376} 68'-120' Aeth Syh 
   (sed hab Ald) = MT Sam Tar{P}
 +< <gk>O</> 376
 +< <gk>ARXON</> 376
 +< <gk>TWN</> 376
 +< <gk>UIWN</> 376
 +< <gk>DAN</> 376
 +< <gk>OUTOI</> 376
<gk>TRI/TOI</>] > 319 (>10 homoi.) 509 126 (>10)
 : <gk>PRWTOI</> 767* <it>x</>{-509}
 : <gk>TRITON</> 376 407* 799
<gk>E)CAROU=SIN</>] > 319 (>10 homoi.) 509 126 (>10)
 : <gk>ANAZEUCOUSIN</> A M'{mg} <it>b</> 
   130{mg}-321'{mg}-344{mg} 121 (sed hab Compl)
 : <gk>ECAIROUSI{N}</> 75'
 + <lt>ii</> Aeth
<gk>.</>
~x2y25
 +< <lt>et</> Aeth Arm Co
<gk>*TA/GMA</>] > (>10 homoi.) 509 126 (>10)
 : <gk>TAGMATA</> 16-77 108 610 <it>f</>{-246} 75 628 
   {Lat}cod 100 = Compl
 + <gk>TAGMA</> 528
<gk>PAREMBOLH=S</>] > (>10 homoi.) 509 126 (>10)
<gk>*DA\N</>] > (>10 homoi.) 509 126 (>10)
<gk>PRO\S</>] > (>5) 72 (>5) (>10 homoi.) 509 126 (>10)
<gk>BORRA=N</>] > (>5) 72 (>5) (>10 homoi.) 509 126 (>10)
<gk>SU\N</>] > 68'-120' (sed hab Ald) (>5) 72 (>5) 
   (>10 homoi.) 509 126 (>10)
<gk>DUNA/MEI</>] > (>5) 72 (>5) (>10 homoi.) 509 126 (>10)
 : <gk>DUNAMEIS</> 68'-120' (sed hab Ald)
<gk>AU)TW=N</>] > (>5) 72 (>5)
 + <gk>AUTWN</> 120
<gk>,</>
<gk>KAI\</>
<gk>O(</>] > {Lat}cod 100
<gk>A)/RXWN</>]
 : <lt>principes</> {Lat}cod 100
<gk>TW=N</>] > <it>y</>{-392} 125 72
<gk>UI(W=N</>] > 72 V
 : <gk>AUTWN</> 125
<gk>*DA\N</>] > 72 125
<gk>*)AXIE/ZER</> F{a}]
 : <gk>AXEIEZER</> G
 : <gk>AXIEZERER</> 84*
 : <gk>ELIAZER</> 120'
 : <gk>ELIEZER</> 707 <it>C</>'`{-52'} 44 <it>s</> 68' (sed hab Ald)
 : <gk>EXIEZER</> F
 : <lt>achieser</> Sa
 : <lt>achiezzer</> {Lat}cod 100
<gk>UI(O\S</>
<gk>*)AMISADAI/</>]
 : <gk>AMEISADAI</> B G
 : <gk>AMISADAEI</> 376
 : <gk>AMISADAH</> 72 318
 : <gk>AMISADDAI</> 344{c}
 : <gk>AMISADE</> <it>b</>{-19*} 319
 : <gk>AMISADEK</> 19*
 : <gk>AMMISADDAI</> 426
 : <gk>MISADAI</> 392
 : <gk>SADAI</> <it>x</>{-509} 407
 : <gk>SADE</> 68'-120 (sed hab Ald)
 : <gk>SAMISADAI</> A 59
 : <gk>SAMISADDAI</> 58
 : <lt>amisede</> Bo
 : <lt>misadan</> Arm{te}
 : <lt>samisade</> {Lat}cod 100
<gk>:</>
~x2y26
 +< <lt>et</> Arm = MT
<gk>DU/NAMIS</>] > (>36) 72 (>36)
 : <gk>DUNAMEIS</> A 376-707* <it>d</> 56{c} 458-767 321 
   <it>t</> <it>x</> 68'-120' 55
<gk>AU)TOU=</>] > 126 (>36) 72 (>36)
<gk>OI(</>] > 126 <it>b</>{-537} (>36) 72 (>36)
 : <gk>H</> ( > 59*) 59
<gk>E)PESKEMME/NOI</>] > (>36) 72 (>36)
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> A <it>b</> 319 {Lat}cod 100 (sed hab Compl)
 + <gk>AUTWN</> <it>O</> Syh = MT Tar
<gk>DU/O</>] > 107'-125 458 343{mg} 126 (>36) 72 (>36) 
   (~) 319 799 (~)
<gk>KAI\</>] > 618*(c pr m) 128-669* 319 799 
   107'-125 458 343{mg} 126 (>36) 72 (>36)
<gk>E(CH/KONTA</>] > 107'-125 458 343{mg} 126 (>36) 72 (>36)
 : <gk>ECIKONTA</> 799
 : <gk><uCY>u</> 85{mg}
 + <gk>DUO</> (~) 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>36) 72 (>36)
 : <gk>XILIADAS</> 126
 + <gk><uCB>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 85{mg} (>36) 72 (>36)
<gk>E(PTAKO/SIOI</>] > 85{mg} (>36) 72 (>36)
 : <gk>ECAKOSIOI</> <it>b</> (sed hab Compl)
 : <gk>PENTAKOSIOI</> B*
 : <gk><uT>u</> 767
 : <lt>quadringenti</> Bo{A}
<gk>.</>
~x2y27
<gk>KAI\</>] > (>36) 72 (>36)
<gk>OI(</>] > (>36) 72 (>36)
<gk>PAREMBA/LLONTES</>] > (>36) 72 (>36)
 : <gk>EPESKEMMENOI</> 551
 : <gk>PAREMBALONTES</> 618 46-52'-616 44'-125 71 392* 669 799
<gk>E)XO/MENOI</>] > (>36) 72 (>36)
<gk>AU)TOU=</>] > (>36) 72 (>36)
 : <gk>AUTWN</> V 58-82 75' 343 <it>z</> 319 646 Aeth Bo (sed hab Ald)
 + <gk>FULH</> 53'
 + <gk>NEFQALEIM</> 53'
 + ras 1 litt 56
 +< <gk>EK</> 458
<gk>FULH\</>] > (>36) 72 (>36)
 : <gk>FULHS</> 458 B V 58-376 550'-616{c}-761{c} <it>b</> 
   107'-125 246 75 321 <it>x</> <it>y</>{-318} 18'-126-628-669 
   59 319 646 = Ra
 : <lt>tribu</> {Lat}cod 100
<gk>*)ASH/R</>] > (>36) 72 (>36) (>6 homoi.) 58 528 Aeth{M} (>6)
 : <gk>ASSHR</> <it>C</>{-529} 106 53 <it>x</>{-509} 126-628 Bo 
   Sa{12} = Compl
<gk>,</>
<gk>KAI\</>] > (>9) 628 (>9) (>36) 72 (>36) (>19) 628 (>19) 
   (>6 homoi.) 58 528 Aeth{M} (>6)
<gk>O(</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19) (>6 homoi.) 58 528 Aeth{M} (>6)
<gk>A)/RXWN</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19) (>6 homoi.) 58 528 Aeth{M} (>6)
<gk>TW=N</>] > 125 (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19) (>6 homoi.) 58 528 Aeth{M} (>6)
<gk>UI(W=N</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19) (>6 homoi.) 58 528 Aeth{M} (>6)
 : <gk>AUTWN</> 125
<gk>*)ASH\R</>] > 125 318 (>9) 53' (>9) (>9) 628 (>9) 
   (>36) 72 (>36) (>19) 628 (>19)
 : <gk>ASSHR</> <it>C</>{-16}{529} <it>x</>{-509} 126 Bo 
   Sa{12} = Compl
<gk>*FAGAIH\L</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>FAGAHL</> 52' 343 318 18'-126-669 646
 : <gk>FAGAINA</> 68'-120'
 : <gk>FAGALIHL</> 426
 : <gk>FAGE</> 458
 : <gk>FAGEHL</> F V 82 46-77 <it>b</> <it>d</> 54'-75 30 
   <it>t</> <it>x</>{-509} 392 55 319 Sa{1} (sed hab Compl) = Sixt
 : <lt>phachi<ue>ul</> Arm
<gk>UI(O\S</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>UIOIS</> 82
<gk>*)EXRA/N</>] > (>9) 53' (>9) (>9) 628 (>9) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>AIXRAM</> 58 {Lat}cod 100
 : <gk>AIXRAN</> 29 767 59
 : <gk>EXQRAN</> 46-417 509 318
 : <gk>SEXRAN</> 30'
<gk>:</>
~x2y28
 +< <lt>et</> Arm = MT
 absc 616
<gk>DU/NAMIS</>] > (>9) 53' (>9) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>DUNAMEIS</> A* 376 <it>d</>{-44} 56{c} 458-767 <it>t</> 
   <it>x</> 68'-120' 55
 : <gk>DUNA<s>M</></> 44
 absc 616
<gk>AU)TOU=</>] > (>10) 628 (>10) (>36) 72 (>36) (>19) 628 (>19)
 : <gk>AUTWN</> 458 = Tar{P}
 absc 616
<gk>OI(</>] > 126 55 458 (>10) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>H</> 59
 absc 616
<gk>E)PESKEMME/NOI</>] > 458 (>10) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19)
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> <it>b</> 319 {Lat}cod 100 (sed hab Compl)
 + <gk>AUTWN</> <it>O</>{-58} Syh = MT Tar
 absc 616
<gk>MI/A</>] > 107'-125 343{mg} 126 Sa{12} (>10) 628 (>10) 
   (>36) 72 (>36) (>19) 628 (>19) (~) 417*(c pr m) 458 319 799 (~)
 : <gk>DUO</> 19
 absc 616
<gk>KAI\</>] > 107'-125 343{mg} 126 417*(c pr m) 458 319 799 
   Sa{12} (>10) 628 (>10) (>36) 72 (>36) (>19) 628 (>19)
 absc 616
<gk>TESSARA/KONTA</> F{b}] > (>10) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19) (~) 107'-125 343{mg} 126 (~)
 : <gk>ECHKONTA</> 19
 : <gk><uMF>u</> 85{mg}
 : <gk>SARAKONTA</> 44' 664 54
 : <gk>TESSERAKONTA</> A B* F M' 129 55
 + <gk>MIA</> (~) 417*(c pr m) 458 319 799 (~)
 absc 616
<gk>XILIA/DES</>] > 85{mg} (>10) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19)
 sup ras A
 : <gk>XILIADAS</> 126 509
 + <gk><uMA>u</> (~) 107'-125 343{mg} 126 (~)
 absc 616
<gk>KAI\</>] > 85{mg} (>10) 628 (>10) (>36) 72 (>36) 
   (>19) 628 (>19)
 sup ras A
 absc 616
<gk>PENTAKO/SIOI</> F{a}] > 85{mg} (>10) 628 (>10) 
   (>36) 72 (>36) (>19) 628 (>19)
 sup ras A
 : <gk>ECAKOSIOI</> 19
 : <gk>EPTAKOSIOI</> F 82 68'-120' 59 (sed hab Ald)
 : <gk><uN>u</> 417
 : <lt>quadringenti</> Sa
 absc 616
<gk>.</>
~x2y29
<gk>KAI\</>] > (>26) Aeth{M} (>26)
 sup ras A
<gk>OI(</> (sub % G Syh{T})] > (>4) Arab = MT (>4) 
   (>26) Aeth{M} (>26)
 sup ras A
<gk>PAREMBA/LLONTES</> (sub % G Syh{T})] > (>4) Arab = MT (>4) 
   (>26) Aeth{M} (>26) (~) 551* (~)
 : <gk>PAREMBALONTES</> A 52'-313 44-107 664 71 799
 sup ras A
<gk>E)XO/MENOI</> (sub % G Syh{T})] > (>4) Arab = MT (>4) 
   (>26) Aeth{M} (>26)
 sup ras A
 + <gk>PAREMBALLONTES</> (~) 551* (~)
<gk>AU)TOU=</> <it>O</>{-58} 52' <it>b</> <it>f</> 799 
   {Lat}cod 100 Arm Sa Syh (sub % G Syh{T})]
 > rell = Ra (>4) Arab = MT (>4) (>26) Aeth{M} (>26)
 : <gk>AUTWN</> 58-72 318 Aeth Bo
 sup ras A
<gk>FULH\</>] > (>26) Aeth{M} (>26)
 sup ras A
 : <gk>FULHN</> 767 134
 : <gk>FULHS</> A B V 58-376 46-550'-616{c}-761{c} <it>b</> 
   <it>d</> 246 127*{vid}-458 321{c} <it>x</> 18'-628-669 59 
   319 646 (sed hab Compl Sixt) = Ra
 : <lt>tribu</> {Lat}cod 100
<gk>*NEFQALI/</>] > (>26) Aeth{M} (>26) (>6 homoi.) A* B*(vid) 
   73{txt} 44 75 344{txt} 134 (>6)
 sup ras A
 : <gk>NEFQALEI</> B F G-15-64*-426 127 319 416 Sa{1}{4}
 : <gk>NEFQALEIM</> A 58-64{c}-72-376-381' 
   <it>C</>'`{-422}{528}{616} <it>b</> <it>d</> 53' 767 
   343-730 <it>x</> 392 68'-120'-126 55 59 646 799 Cyr I 724
 : <gk>NEFQALH</> 82 318
 : <gk>NEFQALHM</> 528 246
 : <gk>NEFQALIM</> V 422 129* 321-346{c} <it>t</> 
   18'-628-669 Sa{12}
 : <lt>nephthalim</> Aeth Arab Arm Bo
 : <lt>nepthalim</> {Lat}cod 100
<gk>,</>
<gk>KAI\</>] > (>26) Aeth{M} (>26) 
   (>6 homoi.) A* B*(vid) 73{txt} 44 75 344{txt} 134 (>6)
 sup ras A
<gk>O(</>] > 458 (>26) Aeth{M} (>26) 
   (>6 homoi.) A* B*(vid) 73{txt} 44 75 344{txt} 134 (>6)
 sup ras A
<gk>A)/RXWN</>] > (>26) Aeth{M} (>26) 
   (>6 homoi.) A* B*(vid) 73{txt} 44 75 344{txt} 134 (>6)
 sup ras A
<gk>TW=N</>] > 376 528 72 125 (>26) Aeth{M} (>26) 
   (>6 homoi.) A* B*(vid) 73{txt} 44 75 344{txt} 134 (>6)
 sup ras A
<gk>UI(W=N</>] > (>26) Aeth{M} (>26) 
   (>6 homoi.) A* B*(vid) 73{txt} 44 75 344{txt} 134 (>6)
 : <gk>AUTWN</> 72 125
 sup ras A
<gk>*NEFQALI\</>] > 72 125 618*(vid) (>26) Aeth{M} (>26)
 : <gk>NEFALEIM</> 122
 : <gk>NEFQALEI</> B{(c)} G-15-64*-426 127 319 416 Sa{1}{4}
 : <gk>NEFQALEIM</> A{(c)} V 58-64{c}-376-381-618{c} 
   <it>C</>'`{-(73<stxt>s)}{422}{616} <it>b</> 106-107' 53' 767 
   343-730 <it>x</>{-619*} 392 68-120'-126 55 59 646 799 = Ald
 : <gk>NEFQALH</> 82 318
 : <gk>NEFQALHM</> 246
 : <gk>NEFQALIM</> 422 321-346{c} <it>t</>{(-134)} 
   18'-628-669 Sa{12}
 : <gk>NEFQALM</> 619*(c pr m)
 : <lt>nephthalim</> Aeth Arab Arm Bo
 : <lt>nepthalym</> {Lat}cod 100
<gk>*)AXIRE\</>] > (>26) Aeth{M} (>26)
 : <gk>ARXIEREUS</> 59
 : <gk>AXAIRE</> V
 : <gk>AXEIR</> <it>f</> 127
 : <gk>AXEIRAI</> 29-376 799
 : <gk>AXEIRE</> B M' G-82-426-<it>oI</> <it>C</>'`{-52'}{414'} 
   <it>s</>{-730} 619 <it>y</>{-392}
 : <gk>AXHRAI</> 319{c}
 : <gk>AXIR</> Compl
 : <gk>AXIRAI</> 54-75-767 392 18-120* 319* Sa{1}
 : <gk>AXURE</> 107'-125
 : <lt>alei</> Sa{12}
<gk>UI(O\S</>] > (>26) Aeth{M} (>26)
<gk>*AI)NA/N</>] > (>26) Aeth{M} (>26)
 : <gk>AIMAN</> A
 : <gk>AINA</> 343
 : <gk>AINNAN</> 319
 : <gk>AIRAN</> 314 76
 : <gk>AUNAN</> 53'
 : <gk>ENAN</> V 707 <it>C</>'` 19 54-75' 619
 + <gk>UIOS</> 30
<gk>:</>
~x2y30
 +< <lt>et</> {Lat}cod 100 Arm = MT
<gk>DU/NAMIS</>] > (>26) Aeth{M} (>26) (>10) 72 (>10)
 : <gk>DUNAMEIS</> 376 <it>d</> 458-767 <it>t</> <it>x</> 
   68'-120' 55 319
<gk>AU)TOU=</>] > (>26) Aeth{M} (>26) (>10) 72 (>10)
 : <gk>AUTWN</> 68'-120' = Tar{P}
<gk>OI(</>] > 126 319 (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
 : <gk>H</> 59
<gk>E)PESKEMME/NOI</>] > (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
 : <gk>EPESKEMMENH</> 59
 : <gk>HRIQMHMENOI</> <it>b</> 319 {Lat}cod 100 (sed hab Compl)
 + <gk>AUTWN</> <it>O</> Syh = MT Tar
<gk>TREI=S</>] > Sa{4} 107'-125 458 343{mg} 126 {Lat}cod 100 
   (>26) Aeth{M} (>26) (>10) 72 (>10) (>9 homoi.) 44 Sa{12} (>9) 
   (~) 319 799 (~)
<gk>KAI\</>] > Sa{4} 319 799 107'-125 458 343{mg} 126 
   {Lat}cod 100 (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
<gk>PENTH/KONTA</>] > 107'-125 458 343{mg} 126 
   (>26) Aeth{M} (>26) (>10) 72 (>10) (>9 homoi.) 44 Sa{12} (>9)
 : <gk>PENTIKONTA</> 799
 : <gk><uNU>u</> 85{mg}
 : <gk><uM>u</> G-376
 : <lt>LIIII</> {Lat}cod 100
 + <gk>TREIS</> (~) 319 799 (~)
<gk>XILIA/DES</>] > 85{mg} (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
 : <gk>XILIADAS</> 126 509
 + <gk><uNG>u</> 107'-125 458 343{mg} 126
<gk>KAI\</>] > 85{mg} (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
<gk>TETRAKO/SIOI</>] > 85{mg} (>26) Aeth{M} (>26) (>10) 72 (>10) 
   (>9 homoi.) 44 Sa{12} (>9)
 : <gk>PENTAKOSIOI</> 799 Bo
<gk>.</>
~x2y31
<gk>PA/NTES</>] > (>9 homoi.) 44 Sa{12} (>9)
<gk>OI(</>] > 417
 : <lt>qui</> {Lat}cod 100
<gk>E)PESKEMME/NOI</>]
 : <gk>ARIQMHQENTES</> A 15-29 <it>C</>'` 118'-537 <it>s</> 
   121 55 319 624 646
 : <gk>HRHQMHMENOI</> 64
 : <gk>HRIQMHMENOI</> <it>oI</>{-15}{64} 19' = Ald
 : <lt>numerati</> {Lat}cod 100
 + <lt>sunt</> {Lat}cod 100
 +< <gk>EK</> 799
<gk>TH=S</>] > 16-46 <it>C</>'`{-16}{46}{52'} 646
<gk>PAREMBOLH=S</>]
 : <gk>FULHS</> 29 16-46 76 Bo
<gk>*DAN</>]
 : <gk>DAD</> 29*
 +< <gk>XILIADES</> 125
 +< <gk>XILIADES</> (~) 72 <it>d</>{-106} 343{mg} (~)
 +< <gk>XILIADAS</> (~) 126 (~)
<gk>E(KATO\N</>] > 458 (~) A M' 29-58-<it>oI</> <it>C</>'` 
   <it>s</>{-343<smg>s} 121 55 319 624 646 (~)
 : <lt>CLII</> {Lat}cod 100
 +: <gk>XILIADES</> <it>O</>{-G}{58} Syh = MT
 :+ <gk>XEILIADES</> G
<gk>KAI\</>] > 53' 106 54 <it>x</>{-509} 799 72 <it>d</>{-106} 
   343{mg} 126 458 {Lat}cod 100 (~) F Cyr I 724 (~) 
   (~) A M' 29-58-<it>oI</> <it>C</>'` <it>s</>{-343<smg>s} 121 
   55 319 624 646 (~)
<gk>PENTH/KONTA</>] > 458 {Lat}cod 100 
   (~) <it>O</>{-58} Arab Syh = MT (~) (~) A M' 29-58-<it>oI</> 
   <it>C</>'` <it>s</>{-343<smg>s} 121 55 319 624 646 (~)
 + <gk>KAI</> V 82-707 118'-537 129{mg}(prm) 127-767 <it>t</> 
   318 68'-120'-669 59 (~) F Cyr I 724 (~)
<gk>E(PTA\</>] > 19' 129{txt} 392 Aeth{FG} {Lat}cod 100 
   (~) 53'-56 = Compl (~)
 : <gk><uRN>u</> 458
 : <gk><uC>u</> 118
 sup ras 7 litt 314
 + <gk>KAI</> <it>O</>{-58} Arab Syh = MT 
   (~) A M' 29-58-<it>oI</> <it>C</>'` <it>s</>{-343<smg>s} 
   121 55 319 624 646 (~)
 + <gk>PENTHKONTA</> (~) <it>O</>{-58} Arab Syh = MT (~) 
   (~) A M' 29-58-<it>oI</> <it>C</>'` <it>s</>{-343<smg>s} 
   121 55 319 624 646 (~)
 + <gk>KAI</> A M' 29-58-<it>oI</> <it>C</>'` 
   <it>s</>{-343<smg>s} 121 55 319 624 646
 + <gk>EKATON</> (~) A M' 29-58-<it>oI</> <it>C</>'` 
   <it>s</>{-343<smg>s} 121 55 319 624 646 (~)
<gk>XILIA/DES</>] > (~) 72 <it>d</>{-106} 343{mg} (~) (~) 126 (~)
 : <gk>XEILIADES</> G
 : <lt>milia</> {Lat}cod 100
 + <gk>KAI</> 53'-56 = Compl
 + <gk>EPTA</> (~) 53'-56 = Compl (~)
<gk>KAI\</>
 +< <gk>PENTAKOSIOI</> <it>C</>{-16}
 +< <gk>MALLON</> <it>C</>{-16}
 +< <gk>DE</> <it>C</>{-16}
<gk>E(CAKO/SIOI</>]
 : <gk>PENTAKOSIOI</> <it>b</> 392*(vid; sed hab Compl)
 : <gk><uRN>u</> 417{c pr m}
 : <gk><uY>u</> 126
<gk>SUN</> (sub % Syh{T})] > B V <it>O</>{-58}-707 <it>b</> 
   <it>f</>{-246} <it>x</> 392 Cyr I 724 {Lat}cod 100 Aeth Arab 
   Co Syh{L} = Ra MT (~) 246 (~)
<gk>DUNAMEI</> (sub % Syh{T})] > B V <it>O</>{-58}-707 
   <it>b</> <it>f</>{-246} <it>x</> 392 Cyr I 724 {Lat}cod 100 
   Aeth Arab Co Syh{L} = Ra MT (~) 246 (~)
<gk>AUTWN</> (sub % Syh{T})] > B V <it>O</>{-58}-707 <it>b</> 
   <it>f</>{-246} <it>x</> 392 Cyr I 724 {Lat}cod 100 Aeth Arab 
   Co Syh{L} = Ra MT (~) 246 (~)
<gk>:</>
 +< <lt>ii</> Aeth
<gk>E)/SXATOI</>]
 : <gk>ESXATON</> 58
<gk>E)CAROU=SIN</>]
 : <gk>ANAZEUCOUSIN</> A 130{mg}-344{mg}-346{mg} 121
 : <gk>ECAIROUSI{N}</> G-72 84{c}
 + <gk>SUN</> (~) 246 (~)
 + <gk>DUNAMEI</> (~) 246 (~)
 + <gk>AUTWN</> (~) 246 (~)
<gk>KATA\</>] > Bo
 : <gk>SUN</> 126
 : <lt>secundum</> {Lat}cod 100
 : <gk>KAI..</> 458
 + <gk>..TA</> 458
 +< (<gk>TA</> G 52'-73{c}-313-320-413-417-422-550-761 85-344 509 392) 528
<gk>TA/GMA</>] > Bo
 : <gk>DUNAMEI</> 126
 : <gk>TAGMATA</> M' V G-82-707-<it>oI</>{-15} <it>C</>'`{-528} 
   <it>b</>{-19} <it>d</> 53'-56 <it>s</> 509 <it>y</>{-121} 55 
   Cyr I 725 = MT
 : <gk>SUNTAGMATA</> 528
 : <lt>agmina</> Arm
 : <lt>ordinationes</> {Lat}cod 100
<gk>AU)TW=N</>] > Bo (>10 homoi.) 72 (>10)
 : <gk>TWN</> 458
 : <lt>istas</> {Lat}cod 100
 + <gk>KAI</> (+4) 618*: cf {{34}} (+4)
 + <gk>OUTWS</> (+4) 618*: cf {{34}} (+4)
 + <gk>ECHRON</> (+4) 618*: cf {{34}} (+4)
 + <gk>EKASTOS</> (+4) 618*: cf {{34}} (+4)
<gk>.</>
~x2y32
 +< <gk>OTI</> 53'
 +< <gk>ARIQMOS</> 53'
 +< <gk>ESTI</> 53'
 +< <gk>TWN</> 53'
 +< <gk>UIWN</> 53'
 +< <gk><uIHL>u</> 53'
<gk>*AU(/TH</>] > (>10 homoi.) 72 (>10)
 : <gk>AUTOI</> 376
 : <gk>OUTOI</> 458
 : <gk>OUTOS</> M'{mg} <it>b</> 130{mg}-344{mg}-346{mg} 
   {Lat}cod 100 Bo (sed hab Compl)
<gk>H(</>] > (>10 homoi.) 72 (>10)
 : <gk>OI</> 376 458
 : <gk>O</> M'{mg} <it>b</> 130{mg}-344{mg}-346{mg} 
   {Lat}cod 100 Bo (sed hab Compl)
<gk>E)PI/SKEYIS</> 376 458] > (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
 : <gk>ARIQMOS</> M'{mg} <it>b</> 130{mg}-344{mg}-346{mg} 
   {Lat}cod 100 Bo (sed hab Compl)
<gk>TW=N</>] > <it>x</>{-509} (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
 + <gk>PAREMBOLWN</> 18
<gk>UI(W=N</>] > (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
<gk>*)ISRAH\L</>] > (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
 +< <gk>TWN</> 44
<gk>KAT'</>] > (>9) 68 (>9) (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
<gk>OI)/KOUS</>] > (>9) 68 (>9) (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
 : <gk>OIKOU</> 619*
<gk>PATRIW=N</>] > (>9) 68 (>9) (>10 homoi.) 72 (>10) 
   (>10 homoi.) 52'-313-414' 319 (>10)
<gk>AU)TW=N</>] > Ald (>9) 68 (>9) 
   (>10 homoi.) 52'-313-414' 319 (>10)
<gk>:</>
<gk>PA=SA</>] > (>9) 68 (>9) (>10 homoi.) 52'-313-414' 319 (>10)
 : <gk>PAS</> 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 : <lt>et</> Arab
 + <gk>DE</> 707
<gk>H(</>] > 54 (>9) 68 (>9) (>10 homoi.) 52'-313-414' 319 (>10)
 : <gk>O</> 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
<gk>E)PI/SKEYIS</>] > (>9) 68 (>9)
 : <gk>ARIQMOS</> 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 + <gk>AUTWN</> 767
<gk>TW=N</>] > (>9) 68 (>9)
<gk>PAREMBOLW=N</>] > (>9) 68 (>9)
 : <gk>UIWN</> <it>z</>{(-68)} 646 Bo (sed hab Ald)
 + <gk>TWN</> 246
 + <gk>UIWN</> 246
 + <gk><uIHL>u</> 246 <it>z</>{(-68)} 646 Bo (sed hab Ald)
<gk>SU\N</>
 + <gk>SUN</> 458(|)
<gk>TAI=S</>] > Sa{4}{12}
 : <gk>TOIS</> 72 53'
<gk>DUNA/MESIN</>]
 : <gk>DUNAMEIS</> 72
 : <gk>DUNAMESIN</> 53'
 : <lt>virtute</> Sa{4}{12}
<gk>AU)TW=N</>] > F*(c pr m) 416
<gk>E(CAKO/SIAI</>] > (~) 72 <it>d</>{-106} 458 (~)
 : <gk>ECAKOSIAIS</> 615* 30 799
 : <gk>ECAKOSIOI</> 707 528 <it>x</>{-509}
 : <lt>DCCIII</> {Lat}cod 100
 + <gk>TRIAKONTA</> 53'
<gk>XILIA/DES</>]
 : <lt>milia</> {Lat}cod 100
 + <gk>ECAKOSIAI</> (~) 72 <it>d</>{-106} 458 (~)
 +< <gk>KAI</> 509
 +< <gk>TREIS</> 509
<gk>KAI\</>] > 72 <it>f</> 767 799 {Lat}cod 100
<gk>TRISXI/LIOI</>] > <it>f</> 767 799
 : <gk>TREIS</> 72
 : <gk>TRISXILIAI</> 84* 619 18
 : <lt>DCCL</> {Lat}cod 100
 +< <gk>KAI</> ( > <it>d</>{-44}) 44 <it>d</>{-125*} 
   <it>n</>{-767} <it>t</> 799 Arm Bo 417 rell = MT
 +< <lt>et</> Sa
<gk>PENTAKO/SIOI</> B V 125* <it>x</>{-509} 126]
 > 509 {Lat}cod 100
 : <gk>ECAKOSIOI</> <it>d</>{-125*} <it>n</>{-767} <it>t</> 
   799 Arm Bo
 : <gk><uT>u</> 417
 : <lt>quadringenti</> Sa
 +< <gk>KAI</> rell = MT
<gk>PENTH/KONTA</> B F*(c pr m) V 72 417 <it>d</> 53' 30 
   <it>x</> 392 126 799]
 > Bo {Lat}cod 100
<gk>.</>
~x2y33
<gk>OI(</>
<gk>DE\</>] > Bo
<gk>*LEUI=TAI</>]
 : <gk>LEUEITAI</> B* V G 127-767
<gk>OU)</>] > 707
 : <gk>OI</> 767 509
<gk>SUNEPESKE/PHSAN</>]
 : <gk>HRIQMHQHSAN</> 85'{mg}-321'{mg} {Lat}cod 100 Arab
 : <gk>SUNEPESKEFQHSAN</> 414{c}-551
 : <gk>SUNEPESKEPTHSAN</> 246{c}
 : <gk>SUNEPISKEPTHSAN</> 610
 : <gk>SUNEPISKESAN</> 376
 : <gk>SUNESKEPHSAN</> 53
 : <gk>SUNHRIQMHQHSAN</> 344{mg}
 +< <gk>EN</> 343
 +< <gk>TOIS</> 343
 +< <gk>UIOIS</> 343
 +< <gk>ISRAHL</> 343
<gk>E)N</> B F M{mg} V 58-82-426-707 <it>f</> 767 344{txt<sc>s} 
   <it>x</> <it>y</>{-121} 59 416 Syh]
 > 75 376 799 rell
 + <gk>TOIS</> <it>b</> 85'{mg}-321'{mg}-344{mg} 68'-120' 
   {Lat}cod 100 Arab = MT
 + <gk>UIOIS</> <it>b</> 85'{mg}-321'{mg}-344{mg} 68'-120' 
   {Lat}cod 100 Arab = MT
<gk>AU)TOI=S</> (<gk>AUTHS</> 619) B F M{mg} V 58-82-426-707 
   <it>f</> 767 344{txt<sc>s} <it>x</> <it>y</>{-121} 59 416 Syh]
 : <gk>EAUTOIS</> 376 799
 : <gk>AUTHS</> 75
 : <gk>ISRAHL</> <it>b</> 85'{mg}-321'{mg}-344{mg} 68'-120' 
   {Lat}cod 100 Arab = MT
<gk>,</>
<gk>KAQA\</>]
 : <gk>KATA</> 84*
<gk>E)NETEI/LATO</>]
<gk>KU/RIOS</>]
<gk>TW=|</>] > 628 (>11 homoi.) 426{txt} 52'-313-414'-422-528 
   19' 125 56{txt} 75' 392 646 (>11) (>42 homoi.) Arab (>42)
<gk>*MWUSH=|</>] > (>11 homoi.) 426{txt} 52'-313-414'-422-528 
   19' 125 56{txt} 75' 392 646 (>11) (>42 homoi.) Arab (>42)
 : <gk>MWSEI</> 72-426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 46 343 18-68'-120{c}-407
<gk>.</>
~x2y34
<gk>KAI\</> (sub # 344(vid))] > 246 (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
<gk>E)POI/HSAN</> (sub # 344(vid))] > 246 (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
<gk>OI(</>(sub # 344(vid))] > 343 628 (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
 + <gk>DE</> 246
<gk>UI(OI\</> (sub # 344(vid))] > (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
<gk>*)ISRAH\L</> (sub # 344(vid))] > 59* (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
 +< <gk>KATA</> F M{mg} <it>O</>`{-29}{(426<stxt>s)} 
   <it>f</>{(-56<stxt>s)} 85'{mg}-321'{mg} 318 <it>z</>{-126} 
   59 416 799 Bo Syh = Compl (^)
<gk>PA/NTA</> (sub # 344(vid))] > (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
 : <gk>KAQA</> A <it>oI</>-29 <it>C</>'{(-528)}-46-417 118'-537 
   30'-85'{txt}-321'{txt}-343' 121 55 319 624
<gk>,</>
<gk>O(/SA</> (sub # 344(vid))] > A <it>oI</>-29 
   <it>C</>'{(-528)}-46-417 118'-537 30'-85'{txt}-321'{txt}-343' 
   121 55 319 624 (>42 homoi.) Arab (>42) (>11 homoi.) 426{txt} 
   52'-313-414'-422-528 19' 125 56{txt} 75' 392 646 (>11)
 : <gk>A</> Compl
<gk>SUNE/TACEN</> (sub # 344(vid))] > (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
 : <gk>ELALHSEN</> 509
 : <gk>ENETEILATO</> A <it>oI</>-29 <it>C</>'{(-528)}-46-417 
   118'-537 30'{-30}-85'{txt}-321'{txt}-343' 121 55 319 624 V 
   72 246 318
 : <gk>ENETEILATW</> 30
<gk>KU/RIOS</> (sub # 344(vid))] > 529 (>42 homoi.) Arab (>42) 
   (>11 homoi.) 426{txt} 52'-313-414'-422-528 19' 125 56{txt} 
   75' 392 646 (>11)
<gk>TW=|</> (sub # 344(vid))] > (>42 homoi.) Arab (>42)
<gk>*MWUSH=|</> (sub # 344(vid))] > (>42 homoi.) Arab (>42)
 : <gk>MWSEI</> 72-426{(mg)}
 : <gk>MWSH</> G-58 54'-767
 : <gk>MWUSEI</> 46 56{(mg)} 343 18-68'-120'
<gk>,</>
 +< <gk>KAI</> 72 64*
 +< <gk>OUTWS</> 246
 +< <gk>EPOIHSAN</> 64* 246
<gk>OU(/TWS</>] > (>42 homoi.) Arab (>42)
 : <gk>OUTW</> A 376 246 54-75' 18'-68'-126-669 646 = Sixt
 inc 628
<gk>PARENE/BALON</>] > (>42 homoi.) Arab (>42)
 : <gk>PAREBALON</> 15*
 : <gk>PARENEBALLON</> F 82-707 616 56-129 767 76-84 18-628 
   {Lat}cod 100 Arm Co Syh
 : <gk>PARENEMBALLON</> 53
 + <gk>OI</> 72
 + <gk>UIOI</> 72
 + <gk><uIHL>u</> 72
<gk>KATA\</>] > 16-46 458 72 (>42 homoi.) Arab (>42)
 +< (<gk>TA</> 16-46 246 458 85'-321'-344 509)
<gk>TA/GMA</>] > 72 (>42 homoi.) Arab (>42)
 : <gk>TAGMATA</> F V G-58-64-82-381-618{c}-707 
   <it>C</>'`{-52'}{313} 108-118-537 44 <it>f</>{-129} 458 
   <it>s</> 74-76-84 509 <it>y</>{-121} 126 416 {Lat}cod 100 
   Arm Bo Sa{4} Syh = MT
<gk>AU)TW=N</>] > 72 (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
<gk>KAI\</>] > (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
<gk>OU(/TWS</>] > (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
 + <lt>etiam</> Bo
<gk>E)CH=RON</>] > 126{txt} (>42 homoi.) Arab (>42) 
   (>8 homoi.) 53' (>8)
 : <gk>ANEZEUGNUSAN</> M'{mg} V 85'{mg}-321'{mg}-344{mg}
 : <gk>ANAZEUGNUSAN</> M' 130-321'
 : <gk>ANEZEUGNOISAN</> <it>b</>{-118<smg>s}
 : <gk>ECHRAN</> 72 118{mg} 107' 56'-129 343 = Compl
 : <gk>ECHREN</> 29 458
 : <lt>promovebunt</> {Lat}cod 100
<gk>,</>
<gk>E(/KASTOS</>] > (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8) 
   (~) 426 (~)
 : <gk>EKASTIS</> 72
 + <gk>EKASTOS</> 458(|)
<gk>E)XO/MENOI</> (sub % G Syh)] > {Lat}cod 100 Aeth Arm(vid) = MT 
   (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
 + <gk>EKASTOS</> (~) 426 (~)
<gk>KATA\</>] > (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
 : <gk>META</> 799 Arm
 : <lt>per</> {Lat}cod 100
<gk>DH/MOUS</>] > (>42 homoi.) Arab (>42) (>8 homoi.) 53' (>8)
 : <gk>SUGGENEIAN</> 85'{mg}{-130}-321'{mg}-344{mg}
 : <gk>SUGGENEIAS</> 130
 : <gk>DHMOUS</> 799 Arm
 : <lt>cognationem</> {Lat}cod 100
<gk>AU)TW=N</>] > (>42 homoi.) Arab (>42) (>4 homoi.) 318 (>4)
<gk>,</>
 +< <lt>et</> Aeth Sa{4}
<gk>KAT'</>] > (>42 homoi.) Arab (>42) (>4 homoi.) 318 (>4)
<gk>OI)/KOUS</>] > Sa{12} (>42 homoi.) Arab (>42) 
   (>4 homoi.) 318 (>4)
 : <gk>OIKON</> 85'{mg}-321'{mg}-344{mg}
<gk>PATRIW=N</>] > (>42 homoi.) Arab (>42) (>4 homoi.) 318 (>4)
 : <gk>PATRIKON</> 85'{mg}-321'{mg}-344{mg}
<gk>AU)TW=N</> 85] > (>42 homoi.) Arab (>42)
 : <gk>AUTOU</> 85'{mg}-321'{mg}-344{mg}
<gk>.</>
~x3y1
<gk>*KAI\</>] > 44 126 (>42 homoi.) Arab (>42)
<gk>AU(=TAI</>] > (>42 homoi.) Arab (>42)
 : <lt>haec</> {Lat}cod 100 Aeth
 + <gk>DE</> 44
 + <lt>est</> {Lat}cod 100 Aeth
<gk>AI(</>] > {Lat}cod 100 Aeth (>42 homoi.) Arab (>42)
<gk>GENE/SEIS</>] > (>42 homoi.) Arab (>42)
 : <gk>GENNESEIS</> 619
 : <lt>progenies</> {Lat}cod 100 Aeth
 + <gk>TESSARES</> <it>C</>'`{-414'} 319
 + <gk>AUTW</> 458
<gk>*)AARW\N</>] > (>42 homoi.) Arab (>42) (~) 458 Aeth (~)
<gk>KAI\</>] > Arm{te} (>42 homoi.) Arab (>42) (~) 458 Aeth (~)
<gk>*MWUSH=</>] > Arm{te} (>42 homoi.) Arab (>42)
 : <gk>MWSEI</> 72
 : <gk>MWSH</> G-58-426 <it>n</>
 : <gk>MWUSEI</> 343 68'-120'
 : <gk>MWUSHN</> 84*
 + <gk>KAI</> (~) 458 Aeth (~)
 + <gk>AARWN</> (~) 458 Aeth (~)
<gk>E)N</>] > (>10) <it>b</> (>10) (>42 homoi.) Arab (>42)
<gk>H(=|</>] > F*(c pr m) V* 52 (>10) <it>b</> (>10) 
   (>42 homoi.) Arab (>42) 
   (~) <it>f</> 30 <it>x</>{-509} 126 55 = Compl (~)
 + <gk>AN</> 72 107'-125
<gk>H(ME/RA|</>] > (>10) <it>b</> (>10) (>42 homoi.) Arab (>42)
 : <gk>HMER</> 72
 + <gk>H</> (~) <it>f</> 30 <it>x</>{-509} 126 55 = Compl (~)
<gk>E)LA/LHSEN</>] > (>10) <it>b</> (>10) (>42 homoi.) Arab (>42)
 : <gk>ELABE</> 53'
<gk>KU/RIOS</>] > (>10) <it>b</> (>10) (>42 homoi.) Arab (>42)
 : <gk><uKW>u</> F*(c pr m)
<gk>TW=|</>] > G (>10) <it>b</> (>10)
<gk>*MWUSH=|</>] > (>10) <it>b</> (>10)
 : <gk>MWSEI</> 72-426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 46 343 18-68'-120'
<gk>E)N</>] > (>10) <it>b</> (>10)
 sup ras 68
 +< <gk>TW</> A 72 <it>d</> 246 <it>n</> <it>t</> 121
<gk>O)/REI</>] > (>10) <it>b</> (>10)
 sup ras 68
<gk>*SINA/</>] > (>10) <it>b</> (>10)
 : <gk>SEINA</> B* G
 : <gk>SIEN</> 619*(vid)
 : <gk>SINAI</> 58-426 <it>n</>{-767} = MT
 sup ras 68
<gk>:</>]
 : <gk>,</> Ra
~x3y2
<gk>KAI\</>] > 134(|) Sa{12}
 sup ras 68
<gk>TAU=TA</>] > 509
 sup ras 68
<gk>TA\</> F{c}]
 + <gk>TA</> F
<gk>O)NO/MATA</>
<gk>TW=N</>
<gk>UI(W=N</>
<gk>*)AARW/N</>] > (>13 homoi.) 59 (>13)
 : <gk>ARWN</> 75
 + <gk>OI</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>IEREIS</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>OI</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>EILHMMENOI</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>W</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>ETELEIWSAN</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>TAS</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>XEIRAS</> (+9) 618*: ex 3{{3}} (+9)
 + <gk>AUTWN</> (+9) 618*: ex 3{{3}} (+9)
 + <lt>sacerdotis</> Arm{te}
<gk>:</>
 +< <gk>O</> 53' = MT
<gk>PRWTO/TOKOS</>] > (>13 homoi.) 59 (>13)
 : <gk>PRWTOTOKON</> 767
 + <gk>AARWN</> V 58-426
 +< <gk>O</> 16-77-616 46
<gk>*NADA\B</>] > (>13 homoi.) 59 (>13)
 : <gk>ADAB</> 44-106*-107*(c pr m)-125 767 30 74'-370
 : <gk>DAB</> 528
 : <gk>NABAB</> V*(c pr m)
 : <gk>NADAM</> 130
 : <gk>NADAN</> 54*
 : <gk>NODAB</> 46
 : <lt>nabad</> Arm
<gk>KAI\</>] > 125 (>13 homoi.) 59 (>13)
<gk>*)ABIOU/D</>] > (>13 homoi.) 59 (>13)
 : <gk>ABIAD</> 72
 : <gk>ABIOU</> G-426 = Compl MT
 : <gk>ABIOUB</> 767
<gk>,</>
 +< <gk>KAI</> 414' 500* rell
 +< <lt>et</> Bo
<gk>*)ELEAZA\R</> B <it>O</>{-58} 106-125 76 <it>x</> 126 799 Syh]
 > (>13 homoi.) 59 (>13)
 : <gk>ELEZAR</> 500*
 : <gk>ELIEZER</> 414'
 : <lt>eliazar</> Arm
 : <lt>eleazer</> Bo
<gk>KAI\</>] > 106 767 (>13 homoi.) 59 (>13)
<gk>*)IQAMA/R</>] > (>13 homoi.) 59 (>13)
 : <gk>EIQAMAR</> 127
 : <gk>HQAMAR</> 313 30
 : <gk>KIQAMAR</> 767
<gk>:</>
~x3y3
 +< <gk>KAI</> 707 106-107' 56'-129 <it>t</> 799 Aeth Arm Bo = Compl Tar{P}
<gk>TAU=TA</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16) (>13 homoi.) 59 (>13)
<gk>TA\</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16) (>13 homoi.) 59 (>13)
<gk>O)NO/MATA</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16) (>13 homoi.) 59 (>13)
<gk>TW=N</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16) (>13 homoi.) 59 (>13)
<gk>UI(W=N</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16) (>13 homoi.) 59 (>13)
<gk>*)AARW/N</>] > (>6) 44 53' 126 (>6) (>7) 125 (>7) (>16) <it>b</> (>16)
<gk>,</>
 +< <gk>OI</> 767
<gk>OI(</>] > Aeth Arm {Lat}cod 100 Bo{B} Sa (>7) 125 (>7) (>16) <it>b</> (>16)
 : <gk>KAI</> 44
<gk>I(EREI=S</>] > (>16) <it>b</> (>16)
 : <lt>sacerdotis</> {Lat}cod 100 Bo{B} Sa
 : <lt>sacerdotum</> Aeth Arm
 +< <gk>KAI</> A 121
<gk>OI(</>] > Aeth Arm (>16) <it>b</> (>16)
 + <gk>HSAN</> 509
<gk>H)LEIMME/NOI</>] > (>16) <it>b</> (>16)
 : <gk>EILEIMMENOI</> 82{c} 624
 : <gk>EILHMMENOI</> 82*(vid)-381 528-551 53 730 619
 : <gk>HLEHMMENOI</> 55
 : <gk>HLEIGMENOI</> 646
 : <gk>KLEIMMENOI</> 130
 : <gk>KLHMMENOI</> 58
 : <lt>unctorum</> Aeth Arm
<gk>,</>
 +< <lt>et</> Aeth
<gk>OU(\S</>] > (>16) <it>b</> (>16)
<gk>E)TELEI/WSAN</>] > (>16) <it>b</> (>16)
 : <gk>ETELEIWSE{N}</> <it>O</>{-58}-29 <it>C</>'` 767 30' 319 646 Bo Syh = MT Sam Tar{O}
 : <gk>SUNETELEIWSAN</> 707*(vid) 509
<gk>TA\S</>] > (>16) <it>b</> (>16)
<gk>XEI=RAS</>] > (>16) <it>b</> (>16)
 : <gk>XILIADAS</> 616*(c pr m)
<gk>AU)TW=N</>] > A 68'-120 {Lat}cod 100 (sed hab Ald) (>16) <it>b</> (>16)
 +< <gk>TOU</> A M' <it>oI</>-29 121 <it>z</> 55 646
<gk>I(ERATEU/EIN</>] > (>16) <it>b</> (>16)
<gk>.</>
~x3y4
<gk>KAI\</>
<gk>E)TELEU/THSEN</>]
 : <gk>ETELEUTHSAN</> 29-72 <it>C</>'`{-73'} <it>d</> 246 
   <it>n</>{-458} <it>s</>{-343}{344<sc pr m>s} <it>t</> 71' 
   318 319 799 {Lat}cod 100 Aeth = Ald
 : <gk>ETELEU<s>T</></> 56
<gk>*NADA\B</>]
 : <gk>ADAB</> 72 610 53 75 619 126 59* Bo Sa{12}
 : <gk>NADAK</> 130
 : <gk>NADAM</> 509
 : <gk>NADIB</> 767*(vid)
 : <lt>nabad</> Arm
<gk>KAI\</>] > 68'-120 (sed hab Ald)
<gk>*)ABIOU\D</>] > 68'-120 (sed hab Ald)
 : <gk>ABIOU</> 426 = Compl MT
 : <gk>ABIOUB</> 767 392
 : <gk>BIOUD</> 458
<gk>E)/NANTI</>] > 392 = Sam Tar{P} (>6 homoi.) 15-64{txt} 318 (>6)
<gk>KURI/OU</>] > 392 = Sam Tar{P} (>6 homoi.) 15-64{txt} 318 (>6)
<gk>,</>] > Ra
 +< <gk>EN</> 53'
 +< <gk>TW</> 53'
<gk>PROSFERO/NTWN</>] > (>6 homoi.) 15-64{txt} 318 (>6)
 : <gk>PROSFEREIN</> 53'
<gk>AU)TW=N</>] > (>6 homoi.) 15-64{txt} 318 (>6)
 : <gk>AUTOUS</> 53'
<gk>PU=R</>] > (>6 homoi.) 15-64{txt} 318 (>6)
<gk>A)LLO/TRION</>] > (>6 homoi.) 15-64{txt} 318 (>6)
<gk>E)/NANTI</>] > 72 52'-413 <it>b</> 53' (sed hab Compl) 
   (~) 376 55 (~)
<gk>KURI/OU</>] > 72 52'-413 <it>b</> 53' (sed hab Compl) 
   (~) 376 55 (~)
<gk>E)N</>]
 : <lt>in</> Bo
<gk>TH=|</>] > 126 Bo
<gk>E)RH/MW|</>]
 : <lt>monte</> Bo
<gk>*SINA/</>]
 : <gk>SEINA</> B* G
 : <gk>SHNA</> 376*
 : <gk>SINAI</> 58-426 <it>n</>{-767} = MT
 + <gk>ENANTI</> (~) 376 55 (~)
 + <gk>KURIOU</> (~) 376 55 (~)
<gk>,</>
<gk>KAI\</>
<gk>PAIDI/A</>]
 : <gk>PAIDEIA</> 131*(vid)
 : <gk>PAIDION</> 72
<gk>OU)K</>
<gk>H)=N</>
 +< <gk>EN</> 628
<gk>AU)TOI=S</>]
 : <gk>AUTOUS</> 246*(c pr m)
<gk>:</>
<gk>KAI\</>] > 72
 +< <gk>IDOU</> F 82 <it>C</>'` 30'-85'-321'-344*(c pr m) 318 319
<gk>I(ERA/TEUSEN</>]
 : <gk>IERATEUSAN</> F 82 <it>C</>'` 30'{-30}-85'-321'-344*(c pr m) 318 319
 : <gk>IERATESAN</> 30
 : <gk>IERATEUSAN</> M' <it>oI</>-707 <it>d</> <it>f</> <it>n</> 
   <it>t</> <it>y</>{-318} <it>z</>{-628} 624 799 {Lat}cod 100 
   Aeth Arm = Compl
 : <gk>IERATEUSE</> 72
 + <gk>DE</> 72
<gk>*)ELEAZA\R</>]
 : <gk>ELIAZAR</> 130 Arm
<gk>KAI\</>
<gk>*)IQAMA\R</>]
 : <gk>HQAMAR</> 246* 767 509
 : <gk>QAMAR</> 664*(vid) 75
<gk>META\</>]
 : <gk>MET'</> B* 376 313-615 108-118 54*-75' 130* 120-126 646 = Ra
<gk>*)AARW\N</>] > A*
<gk>TOU=</>
<gk>PATRO\S</>
<gk>AU)TW=N</>]
 : <gk>AUTOU</> 29
<gk>.</>
~x3y5
<gk>*KAI\</>
<gk>E)LA/LHSEN</>]
 : <gk>EIPE</> 125 Tht <lt>Nm</> 192
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> G-426 <it>n</>{-458} 76 Tht <lt>Nm</> 192{ap}
 : <gk>MWSIN</> 458
 : <gk>MWUSH</> 19 106-610 319{c}
<gk>LE/GWN</>] > 125 Tht <lt>Nm</> 192
~x3y6
<gk>*LA/BE</>
<gk>TH\N</>] > Syh{L}
 : <gk>TOUS</> 76
<gk>FULH\N</>]
 : <gk>UIOUS</> 76
 : <lt>castra</> Syh{L}
 +< <gk>TOU</> 29-426 52' 767 126 Tht <lt>Nm</> 192{te}
 +< <gk>THN</> A F M' 58-82-707-<it>oI</> <it>C</>'`{-52'}{417} 
   <it>s</> <it>y</>{-392} <it>z</>{-126}{669} 55 59 424 624 
   646 799
<gk>*LEUI/</>]
 : <gk>LEUEI</> B* V G 127-767 68'-120' Sa{4}
 : <gk>LEUIN</> 130-321'
 + ras ca 23 litt 376
 + <lt>de</> (+4) Ambrst <lt>Quaest</> CI 2 (+4)
 + <lt>medio</> (+4) Ambrst <lt>Quaest</> CI 2 (+4)
 + <lt>filiorum</> (+4) Ambrst <lt>Quaest</> CI 2 (+4)
 + <lt>israhel</> (+4) Ambrst <lt>Quaest</> CI 2 (+4)
<gk>,</>] > Ra
<gk>KAI\</>
<gk>STH/SEIS</>]
 : <gk>STHSHS</> 56' 458
 : <gk>STHSON</> 767
 : <lt>statue</> {Lat}cod 100 Aeth Bo
<gk>AU)TOU\S</>]
 : <gk>AUTHN</> 550* 53' 30' 319 624 Tht <lt>Nm</> 192{ap} = MT
 +< <lt>coram</> Sa{12}
 +< <lt>domino</> Sa{12}
 +< <lt>et</> Sa{12}
<gk>E)NANTI/ON</> F{a}]
 : <gk>ENANTI</> F 53'-246 121*
<gk>*)AARW\N</>
<gk>TOU=</>] > Sa{12}
<gk>I(ERE/WS</>] > Sa{12}
<gk>,</>
<gk>KAI\</>
<gk>LEITOURGH/SOUSIN</>]
 : <gk>LEITOURGHSWSIN</> 422 127 Tht <lt>Nm</> 192{ap} {Lat}cod 100
<gk>AU)TW=|</>]
 : <gk>AUTWN</> 72* Tht <lt>Nm</> 192{ap}
<gk>,</>] > Ra
~x3y7
<gk>KAI\</>
<gk>FULA/COUSIN</>]
 : <gk>FULACWSI</> <it>b</> {Lat}cod 100 (sed hab Aug <lt>Num</> 4 Compl)
<gk>TA\S</>
<gk>FULAKA\S</>] > (>4 homoi.) 129*(c pr m) 54 Tht <lt>Nm</> 
   192{ap} (>4)
<gk>AU)TOU=</> F] > (>4 homoi.) 129*(c pr m) 54 Tht <lt>Nm</> 
   192{ap} (>4) (~) 381' (~)
 : <gk>AUTWN</> 29-72-376 19 53 130* 134* 319 416*(vid)
 : <gk>AUTOI</> F{b}
 + <gk>TWN</> (~) 381' (~)
 + <gk>UIWN</> (~) 381' (~)
 + <gk>ISRAHL</> (~) 381' (~)
<gk>KAI\</>] > 730 (>4 homoi.) 129*(c pr m) 54 Tht <lt>Nm</> 
   192{ap} (>4)
<gk>TA\S</>] > F 106 59 730 (>4 homoi.) 129*(c pr m) 54 Tht 
   <lt>Nm</> 192{ap} (>4)
<gk>FULAKA\S</>] > F 106 730
 +< <gk>PANTWN</> 376 G-426 18'-126-628-669 646 Syh (^)
<gk>TW=N</>] > 376 (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (~) 381' (~)
<gk>UI(W=N</>] > (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (~) 381' (~)
<gk>*)ISRAH\L</>] > (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (~) 381' (~)
 : <gk><uIHL>u</> 376
 + <gk>APANTWN</> 767
 + <gk>KATA</> (+12) 509 (+12)
 + <gk>PANTA</> (+12) 509 (+12)
 + <gk>TA</> (+12) 509 (+12)
 + <gk>ERGA</> (+12) 509 (+12)
 + <gk>THS</> (+12) 509 (+12)
 + <gk>SKHNHS</> (+12) 509 (+12)
 + <gk>AUTOU</> (+12) 509 (+12)
 + <gk>KAI</> (+12) 509 (+12)
 + <gk>FULACOUSIN</> (+12) 509 (+12)
 + <gk>THN</> (+12) 509 (+12)
 + <gk>IERATEIAN</> (+12) 509 (+12)
 + <gk>AUTWN</> (+12) 509 (+12)
 + <gk>AUTOU</> (~) 381' (~)
<gk>E)/NANTI</>] > (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
 : <gk>KATA</> 53'
 : <gk>ENANTION</> 646 Tht <lt>Nm</> 192
 + <gk>PANTA</> 53'
<gk>TH=S</>] > (>5) 53' (>5) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
<gk>SKHNH=S</>] > (>5) 53' (>5) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
<gk>TOU=</>] > (>5) 53' (>5) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
<gk>MARTURI/OU</>] > (>5) 53' (>5) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
<gk>E)RGA/ZESQAI</>] > (>5) 53' (>5) (>5) 618{txt} Sa{12} (>5) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
 +< <gk>PANTA</> 121
<gk>TA\</>] > 72 (>5) 618{txt} Sa{12} (>5) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
 : <gk>AUTW</> 799
<gk>E)/RGA</>] > (>5) 618{txt} Sa{12} (>5) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
 : <gk>ERIA</> 376
<gk>TH=S</>] > (>5) 618{txt} Sa{12} (>5) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25)
<gk>SKHNH=S</>] > (>5) 618{txt} Sa{12} (>5) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
 : <gk>GHS</> 343*
 + <gk>TOU</> V 246 799
 + <gk>MARTURIOU</> V 246 799
<gk>,</>] > Ra
~x3y8
<gk>KAI\</>] > Bo (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 : <lt>et</> {Lat}cod 100
<gk>FULA/COUSIN</>] > (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 : <gk>FULASSEIN</> (aut <gk>FULATTEIN</>) Tht <lt>Nm</> 192{ap} Bo
 : <lt>custodiant</> {Lat}cod 100
<gk>PA/NTA</>] > Aeth Sa{12} (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 : <lt>omnes</> Bo{B<sc>s}
<gk>TA\</>] > Bo{B<sc>s} (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
<gk>SKEU/H</>] > (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 : <gk>ERGA</> 68'-120' (sed hab Ald)
 : <lt>custodias</> Bo{B<sc>s}
<gk>TH=S</>] > Aeth{M} (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 + <lt>et</> Aeth{M}
<gk>SKHNH=S</>] > (>7 homoi.) M' 707{txt}: homoiot (>7) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21) (~) 664 (~)
 : <lt>tabernaculum</> Aeth{M}
<gk>TOU=</>] > 19 46{s}(||) (>9) 53' (>9) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>MARTURI/OU</>] > 46{s}(||) (>9) 53' (>9) 
   (>14 homoi.) 313{txt}: homoiot (>14) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
 + <gk>ERGAZESQAI</> (+14 dittogr.) 392 (+14)
 + <gk>TA</> (+14 dittogr.) 392 (+14)
 + <gk>ERGA</> (+14 dittogr.) 392 (+14)
 + <gk>THS</> (+14 dittogr.) 392 (+14)
 + <gk>SKHNHS</> (+14 dittogr.) 392 (+14)
 + <gk>,</> 392
 + <gk>KAI</> (+14 dittogr.) 392 (+14)
 + <gk>FULACOUSIN</> (+14 dittogr.) 392 (+14)
 + <gk>PANTA</> (+14 dittogr.) 392 (+14)
 + <gk>TA</> (+14 dittogr.) 392 (+14)
 + <gk>SKEUH</> (+14 dittogr.) 392 (+14)
 + <gk>THS</> (+14 dittogr.) 392 (+14)
 + <gk>SKHNHS</> (+14 dittogr.) 392 (+14)
 + <gk>TOU</> (+14 dittogr.) 392 (+14)
 + <gk>MARTURIOU</> (+14 dittogr.) 392 (+14)
<gk>KAI\</>] > (>12) 72 (>12) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
 + <gk>DWSEIS</> 53'
 + <gk>AUTW</> 53'
 + <gk>ERGAZESQAI</> 53'
<gk>TA\S</>] > (>9) 53' (>9) (>12) 72 (>12) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>FULAKA\S</>] > (>9) 53' (>9) (>12) 72 (>12) 
   (>25 homoi.) 413{txt} 84{txt}(c pr m) (>25) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
 : <gk>FULAS</> 121* 624* 799
<gk>TW=N</>] > (>9) 53' (>9) (>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>UI(W=N</>] > (>9) 53' (>9) (>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>*)ISRAH\L</>] > (>9) 53' (>9)(>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>KATA\</>] > (>9) 53' (>9) (>6) 44 126 (>6) (>9) 125 (>9) 
   (>12) 72 (>12) (>21 homoi.) 426 <it>x</>{-509} (>21)
 : <gk>KAI</> 376 528-739* 106-107' <it>n</>{-767} <it>t</> 
   Tht <lt>Nm</> 192 Arab Arm
<gk>PA/NTA</>] > 29 624 Arab = MT (>9) 53' (>9) (>6) 44 126 (>6) 
   (>9) 125 (>9) (>12) 72 (>12) (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>TA\</>] > (>6) 44 126 (>6) (>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>E)/RGA</>] > (>6) 44 126 (>6) (>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>TH=S</>] > (>6) 44 126 (>6) (>9) 125 (>9) (>12) 72 (>12) 
   (>21 homoi.) 426 <it>x</>{-509} (>21)
<gk>SKHNH=S</>] > (>6) 44 126 (>6) (>9) 125 (>9) (>12) 72 (>12)
 + <gk>TOU</> 75 59
 + <gk>MARTURIOU</> 75 59
 + <gk>KAI</> (~) 664 (~)
 + <gk>FULACOUSIN</> (~) 664 (~)
 + <gk>PANTA</> (~) 664 (~)
 + <gk>TA</> (~) 664 (~)
 + <gk>SKEUH</> (~) 664 (~)
 + <gk>THS</> (~) 664 (~)
 + <gk>SKHNHS</> (~) 664 (~)
<gk>.</>
~x3y9
<gk>KAI\</>
<gk>DW/SEIS</>]
 : <gk>DWSEI</> 500 56*-129 730 509
<gk>TOU\S</>]
 : <gk>TOIS</> 29
<gk>*LEUI/TAS</>]
 : <gk>LEBEITAS</> 767
 : <gk>LEUEITAS</> B* V G 127
 : <gk>LEUITAIS</> 29
 +< <lt>fratri</> {Lat}cod 100
 +< <lt>tuo</> {Lat}cod 100
 +< <gk>TW</> 246
<gk>*)AARW\N</> B V <it>O</>{-58} 46{s} <it>x</> 121 Arab Sa Syh]
 : <gk>ADELFW</> 246
 + <gk>TW</> Tht <lt>Nm</> 192 rell
 + <gk>ADELFW</> Tht <lt>Nm</> 192 rell
 + <gk>SOU</> 246 Tht <lt>Nm</> 192 rell
<gk>KAI\</>] > 125(|) Aeth{M} (~) 72 (~)
<gk>TOI=S</>] > (~) 72 (~)
 : <gk>TOUS</> 15-426* <it>x</>{-509} 120 59 Tht <lt>Nm</> 192{ap}
<gk>UI(OI=S</> 120] > (~) 72 (~)
 : <gk>UIOUS</> 15-426* <it>x</>{-509} 59 Tht <lt>Nm</> 192{ap}
 : <gk>UIOIS</> 120
<gk>AU)TOU=</>] > (~) 72 (~)
 +< <gk>KAI</> 72 <it>z</>{-628} 646 (sed hab Ald)
<gk>TOI=S</> (sub % G Syh)] > 426 = MT
 : <gk>TOU</> 121
<gk>I(EREU=SIN</> (sub % G Syh)] > 426 = MT
 : <gk>IERATEUEIN</> 121
 : <gk>IERATEUOUSI</> 318
 : <gk>LEUITAIS</> 413
 + <gk>KAI</> (~) 72 (~)
 + <gk>TOIS</> (~) 72 (~)
 + <gk>UIOIS</> (~) 72 (~)
 + <gk>AUTOU</> (~) 72 (~)
<gk>:</>
<gk>DO/MA</>] > (~) B* Cyr I 845 (~)
 : <gk>DOGMA</> 376 106 319
 : <lt>dona</> Syh{L<sap>s}
<gk>DEDOME/NOI</> Tht <lt>Nm</> 192{ap}]
 : <gk>DEDOMENON</> V 64-381{c}-618 <it>C</>'` 53' 30'-85 509 
   319 Tht <lt>Nm</> 192{te}
 : <gk>DEDWMENON</> 64*
 : <gk>DIDOMENON</> Tht <lt>Nm</> 192{ap}
 + <gk>DOMA</> (~) B* Cyr I 845 (~)
<gk>OU(=TOI/</>] > (>4) Sa{4} (>4) (~) <it>O</>{-58} (~) 
   (~) Tht <lt>Nm</> 192{te} Arm (~) (~) 29 509 {Lat}cod 100 Bo (~) 
   (~) <it>z</>{-68} Aeth Sa{1} (sed hab Ald) (~)
 : <gk>AUTOI</> (aut <gk>AUTH</>) Tht <lt>Nm</> 192{ap} V = MT
<gk>MOI/</> (sub % G Syh)] > 127 550*(c pr m) 107* 68 
   Tht <lt>Nm</> 192{ap} Tht <lt>Nm</> 192{te} Arm 
   (~) <it>O</>{-58} (~)
 : <gk>MH</> 59{txt}
 : <gk>MONOI</> A
 : <gk>MOU</> 15 <it>b</> <it>x</>{-509} 318 (sed hab Compl)
 : <lt>mihi</> Sa{4}
 + <gk>OUTOI</> (~) <it>z</>{-68} Aeth Sa{1} (sed hab Ald) (~)
<gk>EI)SIN</>] > 127 54-75' 319 = MT Tht <lt>Nm</> 192{ap} 
   (>4) Sa{4} (>4)
 + <gk>OUTOI</> (~) Tht <lt>Nm</> 192{te} Arm (~) 
   (~) 29 509 {Lat}cod 100 Bo (~) (~) <it>O</>{-58} (~)
 + <gk>MOI</> (~) <it>O</>{-58} (~)
 +< <gk>KAI</> 318
<gk>A)PO\</>] > Arm{ap} (>4) Sa{4} (>4)
 : <gk>EK</> 29
<gk>TW=N</>] > (>4) Sa{4} (>4)
<gk>UI(W=N</>]
 : <lt>filii</> Sa{4}
<gk>*)ISRAH/L</>
<gk>.</>
~x3y10
<gk>KAI\</>] > Arab
<gk>*AARWN</>] > Arab
<gk>KAI\</>] > 528*
<gk>TOU\S</>]
 : <gk>TOIS</> 376 <it>C</>'`{-46<sc>s}{77}{414'}{417}{528<sc>s}{761} 
   107'-125 53' 30-343 <it>x</>{-509} 628
<gk>UI(OU\S</>]
 : <gk>UIOIS</> 376 <it>C</>'`{-46<sc>s}{77}{414'}{417}{528<sc>s}{761} 
   107'-125 53' 30-343 <it>x</>{-509} 628
<gk>AU)TOU=</>
<gk>KATASTH/SEIS</>]
 : <gk>KATASKHNWSEIS</> 624
 : <gk>KATASTHSEI</> 509
 : <gk>KATASTHSHS</> 246* 392
 + <gk>AUTOUS</> 75'
<gk>E)PI\</> (sub % G Syh)] > (>5) Arab = MT (>5)
<gk>TH=S</> (sub % G Syh)] > (>5) Arab = MT (>5)
 : <gk>THN</> <it>x</>{-509} 126
<gk>SKHNH=S</> (sub % G Syh)] > (>5) Arab = MT (>5)
 : <gk>SKHNHN</> <it>x</>{-509} 126
<gk>TOU=</> (sub % G Syh)] > (>5) Arab = MT (>5)
<gk>MARTURI/OU</> (sub % G Syh)] > (>5) Arab = MT (>5)
<gk>,</>
<gk>KAI\</>
<gk>FULA/COUSIN</>]
 : <lt>custodiant</> {Lat}cod 100
<gk>TH\N</>] > Arm{te}
<gk>I(ERATEI/AN</>]
 : <lt>custodiam</> Arm{te}
<gk>AU)TW=N</>] > Bo{A}
<gk>KAI\</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
<gk>PA/NTA</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
<gk>TA\</> (sub % G Syh)] > 15-72 53' 126 77 799 
   (>11) Arab = Compl MT (>11)
 : <lt>quae</> {Lat}cod 100
<gk>KATA\</> (sub % G Syh)] > F V 72-82-707{txt} <it>b</> 767 
   392 <it>z</> 59 646 Aeth Arm Bo Sa{4} 77 799 
   (>11) Arab = Compl MT (>11)
 : <lt>circa</> {Lat}cod 100
<gk>TO\N</> (sub % G Syh)] > 15 {Lat}cod 100 
   (>11) Arab = Compl MT (>11)
 : <gk>TO</> 54-75-458{mg} 624
 : <gk>TOU</> F V 72-82-707{txt} <it>b</> 767 392 <it>z</>{-68} 
   59 646 Aeth Arm Bo Sa{4} 131{mg}
<gk>BWMO\N</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
 : <gk>QUSIASTHRION</> 54-75-458{mg} 624
 : <gk>QUSIASTHRIOU</> F V 72-82-707{txt} <it>b</> 767 392 
   <it>z</> 59 646 Aeth Arm Bo Sa{4} 131{mg}
 : <lt>aron</> {Lat}cod 100
 + <gk>KAI</> 125 (+5) 707{mg} <it>d</>{-125} <it>t</> 799 (+5)
 + <gk>PANTA</> (+5) 707{mg} <it>d</>{-125} <it>t</> 799 (+5)
 + <gk>TA</> (+5) 707{mg} <it>d</>{-125} <it>t</> 799 (+5)
 + <gk>TOU</> 58 125 (+5) 707{mg} <it>d</>{-125} <it>t</> 799 (+5)
 + <gk>QUSIASTHRIOU</> 58 125 (+5) 707{mg} <it>d</>{-125} <it>t</> 799 (+5)
 + <lt>sunt</> {Lat}cod 100
 +< <gk>O</> 54 (^)
 +< <gk>ALLOTRIOS</> 54 (^)
 +< <gk>OS</> 54 (^)
 +< <gk>EAN</> 54 (^)
 +< <gk>PROSELQH</> 54 (^)
 +< <gk>APOQANETW</> 54 (^)
<gk>KAI\</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
<gk>TA\</> (sub % G Syh)] > B 72-376 <it>x</> Cyr I 845 Bo = Ra 
   (>11) Arab = Compl MT (>11)
<gk>E)/SW</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
 + <gk>TA</> 537
<gk>TOU=</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
<gk>KATAPETA/SMATOS</> (sub % G Syh)] > (>11) Arab = Compl MT (>11)
<gk>:</>
 +< <lt>alius</> {Lat}cod 100 (^)
<gk>KAI\</>] > 75' (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
 : <lt>autem</> {Lat}cod 100 (^)
<gk>O(</>] > 16-46 246 {Lat}cod 100 (^) 
   (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
<gk>A)LLOGENH\S</>] > (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
 : <gk>ALLOGENNHS</> 77 610
 : <lt>quicumque</> {Lat}cod 100 (^)
<gk>O(</>] > {Lat}cod 100 (^) (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
<gk>A(PTO/MENOS</>] > (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
 : <lt>accesserit</> {Lat}cod 100 (^)
<gk>A)POQANEI=TAI</>] > (>6) 72 54 Tht <lt>Nm</> 192{ap} (>6)
 : <gk>APOQANETW</> V
 : <gk>APOQA<s>NT</></> 126
 : <gk>APO<s>QN</></> 458
 : <lt>moriatur</> {Lat}cod 100 (^)
<gk>.</>
~x3y11
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</>
 : <gk>MWUSH</> 19
<gk>LE/GWN</>
~x3y12
<gk>*KAI\..</>] > 414'-417 126 Aeth Bo{A} 121 Bo{B}
<gk>..E)GW\</>] > 53' 121 Bo{B} Phil I 250 
   (~) 72-82*(c pr m)-376-381' 417-551 44 424 799 
   {Lat}Ruf <lt>Num</> 3 Aeth Bo{A} Sa{4<ste>s} = Ald Sixt (~)
 : <gk>KAGW</> Phil I 250
<gk>I)DOU\</>
 + <gk>EGW</> (~) 72-82*(c pr m)-376-381' 417-551 44 424 799 
   {Lat}Ruf <lt>Num</> 3 Aeth Bo{A} Sa{4<ste>s} = Ald Sixt (~)
<gk>EI)/LHFA</>]
 : <gk>HLIFA</> A 509
<gk>TOU\S</>
<gk>*LEUI/TAS</>]
 : <gk>LEBITAS</> 610
 : <gk>LEUEITAS</> B* V G 127-767
<gk>E)K</>] > (>5) Phil III 29 (>5)
 +< <gk>TOU</> 76
<gk>ME/SOU</>] > (>5) Phil III 29 (>5)
 : <gk>MESW</> V 82
<gk>TW=N</>] > Phil I 250 (>5) Phil III 29 (>5)
<gk>UI(W=N</>] > (>5) Phil III 29 (>5)
<gk>*ISRAHL</>] > (>5) Phil III 29 (>5) 
   (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
<gk>A)NTI\</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
 : <gk>ENANTION</> 551
<gk>PANTO\S</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
 +< <gk>TOU</> 72
<gk>PRWTOTO/KOU</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
<gk>DIANOI/GONTOS</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
<gk>MH/TRAN</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
 : <gk>MHTRAS</> Phil III 29{Pap}
<gk>PARA\</>] > {Lat}cod 100 Ambr <lt>Off min</> I 249 
   (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
 : <gk>APO</> 53' 55 {Lat}Ambr <lt>Cain</> II 7 
   <lt>Ep</> XXXIII 4 Ruf <lt>Num</> 3 Arm
 : <gk>PERI</> Phil III 29{ap}
<gk>TW=N</>] > {Lat}cod 100 Ambr <lt>Off min</> I 249 
   (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
<gk>UI(W=N</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
 : <lt>filiis</> {Lat}cod 100 Ambr <lt>Off min</> I 249
<gk>*ISRAHL</>] > (>10 homoi.) 131{txt} 44 30' Phil I 250{ap} (>10)
<gk>:</>
<gk>LU/TRA</> = Sam (sub % G Syh)] > Ambr <lt>Cain</> II 7 = MT Tar
<gk>AU)TW=N</> = Sam (sub % G Syh)] > Ambr <lt>Cain</> II 7 = MT Tar
 : <gk>AUTW</> 46* 53' 509 Phil I 250{ap}
<gk>E)/SONTAI</> = Sam (sub % G Syh)] > 72 52'-313-414' 59 319 
   Aeth Ambr <lt>Cain</> II 7 = MT Tar
 : <lt>erint</> {Lat}cod 100
 + <lt>isti</> {Lat}cod 100
<gk>,</>] > Ra
<gk>KAI\</>] > 72 52'-313-414' 59 319 Aeth (>5) V Arab (>5)
<gk>E)/SONTAI</>] > <it>f</>{-246} (>5) V Arab (>5)
 : <lt>erint</> {Lat}cod 100
 +< <gk>EN</> 68'-120 (sed hab Ald)
<gk>E)MOI\</>] > 618*(c pr m) (>5) V Arab (>5)
 : <gk>MOI</> <it>O</>{-58} 73* 458 Phil I 250{UF}
<gk>OI(</>] > 15* 314 44 (>5) V Arab (>5)
<gk>*LEUI=TAI</>] > (>5) V Arab (>5)
 : <gk>LEBEITAI</> 767
 : <gk>LEBITAI</> 619
 : <gk>LEUEITAI</> B* G 127
<gk>.</>
~x3y13
<gk>E)MOI\</>
<gk>GA\R</>
 +< <lt>sanctificavi</> Aeth{-C}
 +< <lt>occidi</> Aeth{C}
<gk>PA=N</>] > 58-72-376-618*(c pr m) 392 59
<gk>PRWTO/TOKON</>] > (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6)
<gk>:</>
<gk>E)N</>] > (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6)
<gk>H(=|</>] > 52 55*(c pr m) (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6) 
   (~) 509 Phil I 250{ap} (~)
 + <gk>AN</> <it>x</>{-509}
<gk>H(ME/RA|</>] > (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6)
 + <gk>H</> (~) 509 Phil I 250{ap} (~)
<gk>E)PA/TACA</>] > (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6)
 : <gk>EPATACE</> 458
<gk>PA=N</>] > 85{txt} (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>6 homoi.) G-376 16-46-77-500'-529' 53' 318 68 Aeth Sa{12} (>6) 
   (>7 homoi.) 509 (>7)
 : <gk>TWN</> 319
 : <gk>TON</> <it>b</>{-537} (sed hab Compl)
<gk>PRWTO/TOKON</>] > 85{txt} (>7 homoi.) 509 (>7) 
   (>13 homoi.) 131 106 Phil I 250{UF} (>13)
 : <gk>PRWTOTOKWN</> 319
<gk>E)N</>] > Sa{4<ste>s} {Lat}Ambr <lt>Cain</> II 7 Arab 
   (>13 homoi.) 131 106 Phil I 250{UF} (>13) (>7 homoi.) 509 (>7)
 +< <gk>TH</> Compl
<gk>GH=|</>] > Sa{4<ste>s} {Lat}Ambr <lt>Cain</> II 7 Arab 
   (>13 homoi.) 131 106 Phil I 250{UF} (>13) (>7 homoi.) 509 (>7)
<gk>*AI)GU/PTOU</>] > 761*(2nd) (>7 homoi.) 509 (>7) 
   (>13 homoi.) 131 106 Phil I 250{UF} (>13)
 : <gk>AIGUPTW</> 29-72-376-<it>oI</> 413-414'-417-528-552 
   <it>b</> <it>d</>{(-106)} 664 130*(c pr m)-343 <it>t</> 
   <it>y</>{-392} 126 55 Phil I 250 255  (sed hab Compl)
 : <gk>AIGU<s>PT</></> 82
 : <lt>aegyptiorum</> Sa{4<ste>s}
<gk>,</>
<gk>H(GI/ASA</>] > 761*(1st) Aeth (>7 homoi.) 509 (>7) 
   (>13 homoi.) 131 106 Phil I 250{UF} (>13)
 : <gk>HGIASAS</> A 376 121
 : <lt>sanctifica</> {Lat}cod 100
<gk>E)MOI\</>] > Aeth (>13 homoi.) 131 106 Phil I 250{UF} (>13) 
   (>7 homoi.) 509 (>7)
 : <gk>MOI</> <it>b</> (sed hab Compl)
 + <gk>PAN</> (+7) 761 (+7)
 + <gk>PRWTOTOKON</> (+7) 761 (+7)
 + <gk>EN</> (+7) 761 (+7)
 + <gk>GH</> (+7) 761 (+7)
 + <gk>AIGUPTOU</> (+7) 761 (+7)
 + <gk>HGIASA</> (+7) 761 (+7)
 + <gk>EMOI</> (+7) 761 (+7)
<gk>PA=N</>] > (>13 homoi.) 131 106 Phil I 250{UF} (>13)
<gk>PRWTO/TOKON</>
<gk>E)N</>] > G Phil I 250{ap} 255{ap} {Lat}cod 100 
   Ambr <lt>Cain</> II 7 Ruf <lt>Num</> III 2 Arm 
   Ambr <lt>Ep</> XXXIII 4
 +< <gk>TW</> 53'
 +< <lt>filiis</> Sa{4}
<gk>*)ISRAH\L</>] > Ambr <lt>Ep</> XXXIII 4
 + <gk>EN</> (+9) 131{mg} (+9)
 + <gk>HMERA</> (+9) 131{mg} (+9)
 + <gk>H</> (+9) 131{mg} (+9)
 + <gk>EPATACA</> (+9) 131{mg} (+9)
 + <gk>PAN</> (+9) 131{mg} (+9)
 + <gk>PRWTOTOKON</> (+9) 131{mg} (+9)
 + <gk>EN</> (+9) 131{mg} (+9)
 + <gk>GH</> (+9) 131{mg} (+9)
 + <gk>AIGUPTW</> (+9) 131{mg} (+9)
<gk>A)PO\</>
<gk>A)NQRW/POU</>
<gk>E(/WS</>
<gk>KTH/NOUS</>
<gk>:</>
<gk>E)MOI\</>
<gk>E)/SONTAI</>]
 : <lt>erit</> {Lat}cod 100 Ruf <lt>Num</> III 2 Aeth
<gk>,</>
 +< <lt>quia</> Aeth Arm
<gk>E)GW\</>
<gk>KU/RIOS</>
<gk>.</>
~x3y14
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>] > 417
<gk>PRO\S</>] > 618
 : <gk>TW</> 84
<gk>*MWUSH=N</>] > 618
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</> Cyr I 848
 : <gk>MWUSH</> 84 313
 +< <gk>EN</> 552*
 +< <gk>TH</> 552*
<gk>E)N</>] > (>4) Sa{12} (>4)
<gk>TH=|</>] > Bo (>4) Sa{12} (>4)
<gk>E)RH/MW|</>] > (>4) Sa{12} (>4)
 : <lt>monte</> Bo
 +< <gk>TH</> <it>b</> 55 (sed hab Compl)
<gk>*SINA\</>] > 550*(c pr m) (>4) Sa{12} (>4)
 : <gk>SEINA</> B* G
 : <gk>SINAI</> 426 <it>n</>{-767} = MT
<gk>LE/GWN</>] > 376
~x3y15
<gk>*)EPI/SKEYAI</>]
 : <gk>ARIQMHSON</> M{mg} <it>b</> 54 130{mg}-321'{mg}-344{mg} 
   416 {Lat}cod 100 Hi <lt>Eph</> III 3 Sa{4} Syh{mg}
 : <gk>EPISKEYATE</> 799
 : <gk>EPISKEYETE</> A* 121
<gk>TOU\S</>
<gk>UI(OU\S</>
<gk>*LEUI\</>]
 : <gk>AARWN</> A*(vid)
 : <gk><uIHL>u</> 767
 : <gk>LEBI</> 610
 : <gk>LEUEI</> B* V G 127 68'-120' Sa{4}
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>
<gk>AU)TW=N</>
<gk>,</>] > Ra
 +< <gk>KAI</> 82 Aeth{-GH}
<gk>KATA\</>] > 128 Aeth{GH} = Compl
<gk>DH/MOUS</>] > 128 Aeth{GH} = Compl
<gk>AU)TW=N</>] > 106 128 Aeth{GH} = Compl
<gk>,</>] > Ra
 +< <gk>KAI</> 82 Aeth{-C}
<gk>KATA\</> (sub % G Syh)] > B <it>x</> 55 Aeth{C} Arab Sa = MT
 : <gk>KAI</> 106 126
 : <gk>KAT'</> 68' (sed hab Ald)
 + <gk>OIKOUS</> 68' (sed hab Ald)
<gk>SUGGENEI/AS</> (sub % G Syh)] > B <it>x</> 55 Aeth{C} Arab Sa = MT
<gk>AU)TW=N</> (sub % G Syh)] > B <it>x</> 55 Aeth{C} Arab Sa = MT
<gk>:</>
<gk>PA=N</>]
 : <gk>PANTA</> 58
<gk>A)RSENIKO\N</>
<gk>A)PO\</>
<gk>MHNIAI/OU</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>MHNAIOU</> 313-529* 59
<gk>KAI\</>] > (>96 homoi.) 707{txt} (>96)
<gk>E)PA/NW</>] > (>96 homoi.) 707{txt} (>96)
<gk>E)PISKE/YH|</> F 82 392 <it>z</> 646 Sa{4}] > Arab 54 
   (>96 homoi.) 707{txt} (>96)
 : <gk>ARIQMHSEIS</> 29 {Lat}cod 100
 : <gk>ARIQMHSON</> <it>oI</>-707{(mg)}(vid) <it>C</>'`{-739} 
   28-30'-85-130{txt}-321'{txt}-343' 55 319 624 Aeth
 : <gk>ARIQMISON</> 739
 : <gk>ARIQMHSONTAI</> A <it>b</>
 : <gk>EPISKEYAI</> 72 130{mg}-321'{mg} 59 Cyr I 848
 : <gk>EPISKEYE</> 318
 : <gk>EPISKEYAS</> 84*(c pr m)
 : <gk>EPISKEYASQE</> (c var) rell = Ra Compl (^)
 : <gk>EPISKEYEI</> 799
 : <gk>KATARIQMHSONTAI</> 121
 : <lt>recensebitis</> Bo
<gk>AU)TOU/S</>] > Arab Arm 54 (>96 homoi.) 707{txt} (>96)
<gk>.</>
~x3y16
<gk>KAI\</>] > 669* 54 (>3 homoi.) 53 {Lat}cod 100: homoiot (>3) 
   (>96 homoi.) 707{txt} (>96)
 + <gk>EPISKEYH</> (+3 dittogr.) 376 (+3)
 + <gk>AUTOUS</> (+3 dittogr.) 376 (+3)
 + <gk>KAI</> (+3 dittogr.) 376 (+3)
<gk>EPESKEYATO</> (<gk>EPISKEYATO</> 246 54-458 321' 126) F V 
   72-82 44-610 <it>f</>{(-53)} <it>n</>{-767} 130{mg}-321'{mg} 
   <it>y</>{-121} <it>z</>{-669} 59 646 799 = Compl]
 > (>3 homoi.) 53 {Lat}cod 100: homoiot (>3) 
   (>96 homoi.) 707{txt} (>96)
 : <gk>EPESKEYANTO</> rell = Ra (^): contra MT
 : <gk>EPESKEYANTW</> 376
 : <gk>HRIQMHSEN</> A <it>oI</>-29-707{(mg)}(vid) <it>C</>'` 
   <it>b</> 28-30'-85-130{txt}-321'{txt}-343' 121 55 319 624 Sa{4}
 + <gk>AUTO</> 669
<gk>AU)TOU\S</>] > 68{txt} (>3 homoi.) 53 {Lat}cod 100: homoiot (>3) 
   (>96 homoi.) 707{txt} (>96)
<gk>*MWUSH=S</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>MWSHS</> <it>O</>{-376}-72 <it>n</> Cyr I 848
<gk>KAI\</> (sub % G Syh)] > 417 Arab = MT (>96 homoi.) 707{txt} (>96)
<gk>*AARWN</> (sub % G Syh)] > 417 Arab = MT 
   (>96 homoi.) 707{txt} (>96)
 +< <gk>KAI</> 552
<gk>DIA\</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>KATA</> M'{mg} 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 + <gk>TO</> M'{mg} 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
<gk>FWNH=S</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>RHMA</> M'{mg} 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
<gk>KURI/OU</>] > 53 (>96 homoi.) 707{txt} (>96)
 : <gk>K_U_</> M'{mg} 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 + <gk>KATA</> (+8) 458 (+8)
 + <gk>TO</> (+8) 458 (+8)
 + <gk>RHMA</> (+8) 458 (+8)
 + <gk>KAQA</> (+8) 458 (+8)
 + <gk>SUNE{S}TEILATO</> (+8) 458 (+8)
 + <gk>K_S_</> (+8) 458 (+8)
 + <gk>TW</> (+8) 458 (+8)
 + <gk>MWSH</> (+8) 458 (+8)
<gk>,</>
<gk>O(\N</>] > A <it>oI</> <it>b</> 121 55 624 (sed hab Compl) 
   29 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100 
   (>96 homoi.) 707{txt} (>96)
<gk>TRO/PON</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>TROPW</> 767
 : <gk>KAQA</> A <it>oI</> <it>b</> 121 55 624 (sed hab Compl) 
   29 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
<gk>SUNE/TACEN</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>ENETEILATO</> 29 54 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
<gk>AU)TOI=S</> (sub % G Syh: cf MT Tar)] > 82 54-75 
   85'{mg}-321'{mg}-344{mg} {Lat}cod 100 
   (>96 homoi.) 707{txt} (>96) (~) <it>f</>{-129} 416 = Compl (~)
 : <gk>AUTOUS</> 19 84 619
 + <gk>O</> 646 619
<gk>KU/RIOS</> (sub % G Syh: cf MT Tar)] > Arab = Sam 
   (>96 homoi.) 707{txt} (>96)
 : <gk>K_S_</> 54-75 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 + <gk>TW</> 54-75 85'{mg}-321'{mg}-344{mg} {Lat}cod 100
 +: <gk>MWUSH</> 85'{mg}{-130}-321'{mg}-344{mg} {Lat}cod 100
 :+ <gk>MWUSEI</> 130
 + <gk>MWSH</> 54-75
 + <gk>AUTOIS</> (~) <it>f</>{-129} 416 = Compl (~)
<gk>.</>
~x3y17
<gk>KAI\</>] > (>96 homoi.) 707{txt} (>96)
<gk>H)=SAN</>] > (>96 homoi.) 707{txt} (>96) (~) <it>n</> (~) 
   (~) {Lat}cod 100 Arm Co (~)
<gk>OU(=TOI</>] > <it>b</> <it>f</>{-246} Aeth 
   (>96 homoi.) 707{txt} (>96) (~) 381' (~)
 : <lt>hi</> {Lat}cod 100 Arm Co
 +: <gk>HSAN</> (~) <it>n</> (~)
 :+ <lt>sunt</> (~) {Lat}cod 100 Arm Co (~)
<gk>OI(</>] > A M' G-64-426 <it>C</>{-16}-528 44-125 246 
   130-321' <it>x</>{-509} <it>z</>{-18}{126} 55 624 799 
   (>96 homoi.) 707{txt} (>96)
<gk>UI(OI\</>] > 29 (>96 homoi.) 707{txt} (>96)
<gk>*LEUI\</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>LEUEI</> B* G 127-767 68'-120' Sa{4}
 : <gk>LEUITAI</> 29
 + <gk>ENANTION</> 72
 + <gk>OUTOI</> (~) 381' (~)
<gk>E)C</>] > (>96 homoi.) 707{txt} (>96)
 : <lt>secundum</> Bo Sa{4}
<gk>O)NOMA/TWN</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>ONOMATOS</> <it>C</>'` 53' 319
<gk>AU)TW=N</>] > 44 (>96 homoi.) 707{txt} (>96)
<gk>:</>
 +< <gk>TWN</> 669
 +< <gk>UIWN</> 669
<gk>*GEDSW/N</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96) (~) 128 (~)
 : <gk>GEDEWN</> V*(vid) 72-82-618 422 44-610 53' 
   85*-130-346*(vid) 74-76-84-370*(vid) 619 59 Bo{B<sc>s}
 : <gk>GEDISWN</> 528 537 321*(vid)
 : <gk>GELSWN</> 129
 : <gk>GEQSWN</> 343 509 319 799 Arm
 : <gk>GERSWN</> Compl
 : <gk>GESWN</> 616*
 : <gk>GE[.]SWN</> 56*
 : <gk>GHRSWN</> <it>O</>{-58} {Lat}Ruf <lt>Num</> IV 1 Syh (^)
 : <lt>gesson</> {Lat}cod 100
<gk>,</>
 +< <lt>et</> Aeth = MT Tar
<gk>*KAA\Q</>] > (>10 homoi.) 314 (>10) (>96 homoi.) 707{txt} (>96)
 : <gk>KAIAQ</> 458 318
 : <lt>gaath</> {Lat}cod 100 Bo Sa{4}
 + <gk>GEDSWN</> (~) 128 (~)
<gk>KAI\</>] > 376 126 Bo (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>*MERARI/</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
 : <gk>AMERARI</> 458
 : <gk>MARAREI</> 53*
 : <gk>MARARI</> 610
 : <gk>MARI</> 528
 : <gk>MERANH</> 72
 : <gk>MERAREI</> B M V <it>O</>{-376} <it>f</>{-53*} 127-767 
   509 18 Sa{12}
 : <gk>MERARH</> 82 318 628*
<gk>.</>
~x3y18
<gk>KAI\</>] > Cyr I 848 (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>TAU=TA</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>TA\</>] > 56 (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>O)NO/MATA</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>TW=N</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>UI(W=N</>] > (>10 homoi.) 314 (>10) 
   (>96 homoi.) 707{txt} (>96)
<gk>*GEDSW\N</>] > 52'-313 (>96 homoi.) 707{txt} (>96)
 : <gk>GEDESWN</> 610
 : <gk>GEDEWN</> V*(vid) 72-82-618 108{c} 44 53' 
   85*-130-346*(vid) 74-76-84 619 59
 : <gk>GEDISWN</> 528 537
 : <gk>GELSWN</> 68'-120'(sed hab Ald)
 : <gk>GEQSWN</> 343 509 799 Arm
 : <gk>GERSWN</> Compl
 : <gk>GEWN</> 767
 : <gk>GE[.]SWN</> 56*
 : <gk>GHRSWN</> <it>O</>{-58} Syh (^)
 : <lt>gesson</> {Lat}cod 100
<gk>KATA\</>] > (>96 homoi.) 707{txt} (>96)
<gk>DH/MOUS</>] > (>96 homoi.) 707{txt} (>96)
<gk>AU)TW=N</>] > (>96 homoi.) 707{txt} (>96) 
   (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9)
<gk>:</>
<gk>*LOBENI\</>] > (>96 homoi.) 707{txt} (>96) 
   (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9)
 : <gk>LOBENEI</> B{(mg)} V G-426 458-767 68'-120' 59
 : <gk>LOBENNEEI</> 75
 : <gk>LOBENNEI</> 54-127{(mg)}
 : <gk>LOBONI</> 610
 : <gk>LOMENI</> 18-126
 : <gk>LOUBENI</> <it>x</>{-509} Bo{A}
 : <gk>LWBENI</> 15
 : <lt>lobena</> Sa{12}
<gk>KAI\</>] > 528 799 (>96 homoi.) 707{txt} (>96) 
   (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9)
<gk>*SEMEI+</>] > (>96 homoi.) 707{txt} (>96) 
   (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9)
 : <gk>SEMEEI</> B{(mg)} V <it>O</>{-376}-29 77-414'-422-761{c} 
   <it>n</>{(-127<stxt>s)} 18'-126-669 646 Sa = Ald
 : <gk>SEMEEIN</> 799
 : <gk>SEMESEI</> 68'-120'
<gk>.</>
~x3y19
<gk>KAI\</>] > 799 (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9) 
   (>96 homoi.) 707{txt} (>96)
 +< <gk>OI</> F M' V <it>O</>{-G}-29-72-381' 
   <it>cI</>{-552}-313-414'-417-422 <it>b</>{-314} 107' 53' 
   <it>n</>{-75}{(127<stxt>s)} <it>s</>{-321'} <it>t</> 
   <it>y</>{-121} 18 319
<gk>UI(OI\</>] > (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9) 
   (>96 homoi.) 707{txt} (>96)
<gk>*KAA\Q</>] > 392* 318 (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9) 
   (>96 homoi.) 707{txt} (>96)
 : <gk>AKAAQ</> 458
 : <gk>KAHL</> 313
 : <gk>KAQ'</> 74
 : <lt>gaath</> Co
<gk>KATA\</>] > 318 (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9) 
   (>96 homoi.) 707{txt} (>96)
<gk>DH/MOUS</>] > 318 (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>9 homoi.) B{txt} 16-46 127{txt} 509 628 {Lat}cod 100 (>9) 
   (>96 homoi.) 707{txt} (>96)
<gk>AU)TW=N</>] > (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
<gk>:</>
<gk>*)AMRA\M</> B G-29-426 664 799 Cyr I 848 Arm Bo = Compl]
 > (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
 : <gk>ABRAAM</> 72 30-343* 59
 : <gk>ABRAM</> 77 <it>d</> 458 130*-343{c}-344-730 76 318 
   128-407 319 Sa
 : <gk>ABRAN</> <it>C</>{-77}-46 619*
 : <gk>AMBRAAM</> 68'*-120*(vid)
 : <gk>AMBRAM</> rell = Ald
 : <gk>AMBRAN</> <it>cI</>{-413}-414'-417-422 <it>b</> 321 
   71-619{c pr m}
 : <gk>GAMBRAM</> V
<gk>KAI\</>] > 106-125 126 799 (>9) 313 (>9) 
   (>21 homoi.) 52' (>21) (>96 homoi.) 707{txt} (>96) 
   (>12 homoi.) 53 (>12)
<gk>*)ISAA/R</> F V 44-610 458-767* 30'-343-346* 76 126 55 59 
   {Lat}cod 100 Bo]
 > <it>x</>{-509} (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
 : <gk>IESAAR</> 376
 : <gk>IESAXAR</> 56
 : <gk>IESSAAR</> 246
 : <gk>IESSAXAR</> 129{c}-664
 : <gk>ISAR</> 73*-320 319
 : <gk>ISAXAR</> 46-529 18
 : <gk>ISSAAR</> rell = Ra
 : <gk>ISSAR</> 57{c}-73{c}-413-414'-417-422-528'-550'
 : <gk>ISSAXAR</> 15 <it>C</>{-529}-57* 129* 392
 : <lt>sahar</> Arm(vid)
<gk>,</>
 +< <gk>KAI</> <it>d</>{-106}{125} 72 246 <it>n</> <it>t</> 
   {Lat}cod 100 Aeth Arab = MT{mss} Tar{P}
<gk>*XEBRW\N</>] > (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
 : <gk>XEURWN</> <it>d</>
<gk>KAI\</>] > 125 799 (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
<gk>*)OZIH/L</>] > (>9) 313 (>9) (>21 homoi.) 52' (>21) 
   (>96 homoi.) 707{txt} (>96) (>12 homoi.) 53 (>12)
 : <gk>OUZIHL</> 799
 : <gk>OZEIHL</> B 127
 : <gk>OZHHL</> 320-616* 56*
 : <lt>ozael</> {Lat}cod 100
<gk>.</>
~x3y20
<gk>KAI\</>] > (>21 homoi.) 52' (>21) (>12 homoi.) 53 (>12) 
   (>96 homoi.) 707{txt} (>96)
 +< <gk>OUTOI</> A {Lat}cod 100
 +< <gk>OI</> F V <it>O</>{-G}-29-72-381' 
   16-46-414'-417-<it>cI</>{-413}{761} <it>b</> 44-107 56-664{c} 
   <it>n</>{-767} 28-343'-730 <it>t</> <it>y</>{-121} 18-628 
   319 799
<gk>UI(OI\</>] > (>21 homoi.) 52' (>21) (>12 homoi.) 53 (>12) 
   (>96 homoi.) 707{txt} (>96)
<gk>*MERARI</>] > (>21 homoi.) 52' (>21) (>12 homoi.) 53 (>12) 
   (>96 homoi.) 707{txt} (>96)
 : <gk>BERARI</> 458
 : <gk>MAREREI</> 18*
 : <gk>MARERI</> 28-85
 : <gk>MERAREI</> B M' V <it>O</>{-376} 320 <it>f</>{(-53)} 
   127-767 18{c} 59 Sa{12}
 : <gk>MERARH</> 72
 : <gk>MERARSI</> 509
<gk>KATA\</>] > (>21 homoi.) 52' (>21) (>12 homoi.) 53 (>12) 
   (>96 homoi.) 707{txt} (>96)
<gk>DH/MOUS</>] > (>21 homoi.) 52' (>21) (>12 homoi.) 53 (>12) 
   (>96 homoi.) 707{txt} (>96)
<gk>AU)TW=N</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>AUTW</> 624(|)
<gk>:</>
<gk>*MOOLI</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>MOLI</> 799 <it>d</> <it>t</>
 : <gk>MOOLEI</> B V G-82-426 <it>f</> 54-75' 509 68'-120' 59 Sa{12}
 : <gk>MOOLLEI</> 127-767
 : <gk>MWOLH</> 318
 : <gk>MWOLI</> 15
 : <lt>moob</> {Lat}cod 100
 : <lt>mothai</> Sa{4}
 : <lt>oli</> Bo
 + <gk>MOSQE</> 799
<gk>KAI\</>] > (>96 homoi.) 707{txt} (>96)
<gk>*MOUSI</> 376{c} 19' Cyr I 849 = Sixt]
 > (>96 homoi.) 707{txt} (>96)
 : <gk>MOOUSI</> 118'-537
 : <gk>MOUSEI</> G-376*(vid)-426 53 Arm Syh
 : <gk>OBOUSEI</> 246
 : <gk>OMOSI</> <it>d</>{-44} <it>t</>{-84} {Lat}cod 100
 : <gk>OMOSIN</> 44
 : <gk>OMOUSEI</> B 56-129-664 <it>n</>{-54*} Sa{12}
 : <gk>OMOUSH</> 54* 318 59
 : <gk>OMOUSI</> rell
 : <gk>OMOUSIN</> <it>x</>{-509} 68'-120'
 : <gk>WMOUSI</> 15
 : <lt>usi</> Bo
<gk>.</>
<gk>OU(=TOI/</>] > (>96 homoi.) 707{txt} (>96)
<gk>EI)SIN</>] > (>96 homoi.) 707{txt} (>96)
 +< <gk>OI</> 318
<gk>DH=MOI</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>DHMOS</> 319
<gk>TW=N</>] > (>96 homoi.) 707{txt} (>96)
<gk>*LEUITW=N</>] > (>96 homoi.) 707{txt} (>96)
 : <gk>LEUEITWN</> B* G 127
 : <gk>LEBITWN</> 610
 : <gk>LEBEITWN</> 767
 + <gk>KATA</> 53'
 + <gk>TACIN</> 53'
 +< <gk>KAI</> 52'-313
<gk>KAT'</>] > (>96 homoi.) 707{txt} (>96)
<gk>OI)/KOUS</>] > (>96 homoi.) 707{txt} (>96)
<gk>PATRIW=N</>] > (>96 homoi.) 707{txt} (>96)
<gk>AU)TW=N</>] > (>96 homoi.) 707{txt} (>96)
<gk>.</>
~x3y21
<gk>*TW=|</>] > <it>x</> (>96 homoi.) 707{txt} (>96)
 : <gk>TOU</> 29-72 Aeth(vid)
 : <gk>TWN</> V 82 343 319
 : <lt>gens</> Sa{4}
 : <lt>plebes</> {Lat}cod 100
 + <gk>DE</> 246 126
<gk>*GEDSW\N</>] > (>96 homoi.) 707{txt} (>96) (>11 homoi.) 246 (>11)
 : <gk>GEDEWN</> V* 72-82-618 108{c<s1>s} 44 53' 127 
   130-346*(vid) 74-76-84 <it>x</>{-509} 68-122{c} 59 (sed hab Ald)
 : <gk>GEDISWN</> 528*(vid) 537
 : <gk>GEQSWN</> 343 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHRSWM</> 376{txt}
 : <gk>GHRSWN</> G-426 767 Syh (^)
 : <lt>geson</> {Lat}cod 100
 +< <lt>et</> Sa{4}
<gk>DH=MOS</>] > 376 (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11) (>4 homoi.) 68 (>4)
 : <gk>DHMOUS</> 30
 +< <gk>O</> 509
<gk>TOU=</>] > 376 (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11) (>4 homoi.) 68 (>4)
 : <gk>TW</> 125 53'-56
<gk>*LOBENI\</>] > 376 (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11) (>4 homoi.) 68 (>4)
 : <gk>LOBENEI</> B V 426 53' 767 509 120'-122 = Ald
 : <gk>LOBENH</> 318
 : <gk>LOBENNEI</> 54'-75{c}-458
 : <gk>LOBONEI</> G
 : <gk>LOMENI</> <it>b</> 18 (sed hab Compl)
 : <gk>LWBENI</> 15
 : <gk>LOBENNH</> 75*
 : <lt>lobonbi</> Sa{12}
<gk>KAI\</> F{a}] > (>4) F 58-72 59 (>4) (>4 homoi.) 68 (>4) 
   (>96 homoi.) 707{txt} (>96) (>11 homoi.) 246 (>11)
<gk>DH=MOS</> F{a}] > (>4) F 58-72 59 (>4) 
   (>96 homoi.) 707{txt} (>96) (>11 homoi.) 246 (>11)
 : <gk>DHMOI</> 610*
<gk>TOU=</> F{a}] > 319 (>4) F 58-72 59 (>4) 
   (>96 homoi.) 707{txt} (>96) (>11 homoi.) 246 (>11)
<gk>*SEMEI+</> F{a}] > (>4) F 58-72 59 (>4) 
   (>96 homoi.) 707{txt} (>96) (>11 homoi.) 246 (>11)
 : <gk>SEBEI</> 319
 : <gk>SEMEEI</> B F{(a)} V G-426 77-414'-422-761{c} 
   <it>n</>{-458} 509 <it>z</>{-407} 646 799 Sa
 : <gk>SEMEH</> 458 318
 : <gk>SEMESEI</> 407
<gk>:</>
<gk>OU(=TOI</>] > (>4) <it>b</> (>4) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11)
 +< <gk>OI</> <it>d</> <it>t</>
 +< <gk>EISI{N}</> <it>O</>{-58} Arm Syh = MT
<gk>DH=MOI</>] > (>4) <it>b</> (>4) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11)
 + <gk>EISI</> (+4) 58 (+4)
 + <gk>TOU</> (+4) 58 (+4)
 + <gk>GHRSWN</> (+4) 58 (+4)
 + <gk>HTOI</> (+4) 58 (+4)
<gk>TOU=</>] > (>4) <it>b</> (>4) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 246 (>11)
 : <gk>TWN</> 29 551 619
 : <gk>TW</> 53' <it>z</> 646
 : <gk>T[...</> 624
<gk>*GEDSW/N</>] > (>4) <it>b</> (>4) (>96 homoi.) 707{txt} (>96)
 : <gk>GEDESWN</> 376{mg}
 : <gk>GEDEWN</> V*(vid) 72-82-618 44 53' 74-76-84 <it>x</>{-509} 
   68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 528*(vid)
 : <gk>GEQSWN</> 343 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHRSWN</> G-376{txt}-426 767 Syh (^)
 : <lt>getson</> {Lat}cod 100
<gk>.</>
~x3y22
 +< <lt>et</> Aeth Arm
<gk>H(</>] > 59(|) 624* {Lat}cod 100 Bo 
   (>96 homoi.) 707{txt} (>96) (>11 homoi.) 610 (>11)
<gk>E)PI/SKEYIS</>] > {Lat}cod 100 Bo (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
<gk>AU)TW=N</>] > {Lat}cod 100 Bo (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
<gk>KATA\</>] > (>96 homoi.) 707{txt} (>96) (>11 homoi.) 610 (>11)
 : <gk>KAT'</> G-426 53' 54-75' 126
<gk>A)RIQMO\N</>] > 64{txt}(c pr m) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
 : <gk>ARIQMWN</> 376 59*
 : <gk>ARHQMWN</> 767
 : <gk>ARIQMOI</> 319
 + <gk>AUTWN</> 767 Sa{12}
<gk>PANTO\S</>] > (>8) 319 (>8) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
 : <gk>PAN</> <it>b</> {Lat}cod 100 (sed hab Compl)
 + <gk>TOU</> 528
<gk>A)RSENIKOU=</>] > (>8) 319 (>8) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
 : <gk>ARSENIKON</> <it>b</> {Lat}cod 100 (sed hab Compl)
<gk>A)PO\</>] > (>8) 319 (>8) (>96 homoi.) 707{txt} (>96) 
   (>11 homoi.) 610 (>11)
<gk>MHNIAI/OU</>] > (>8) 319 (>8) (>11 homoi.) 610 (>11)
 : <gk>MHNAIOU</> 313 56' 59
 : <gk>MIKROU</> 646
<gk>KAI\</>] > (>8) 319 (>8) (>11 homoi.) 610 (>11)
<gk>E)PA/NW</>] > (>8) 319 (>8) (>11 homoi.) 610 (>11)
<gk>,</>
<gk>H(</>] > 509 72 799 Arab Sa (>8) 319 (>8)
 : <gk>O</> A <it>oI</>-29-707 <it>C</>'` <it>b</> 
   28-30'-85'{txt}-321'{txt}-343' 121 18'-126-628-669 55 624 
   {Lat}cod 100 = Ald
<gk>E)PI/SKEYIS</>] > 72 799 Arab Sa (>8) 319 (>8)
 : <gk>ARIQMOS</> A <it>oI</>-29-707 <it>C</>'` <it>b</> 
   28-30'-85'{txt}-321'{txt}-343' 121 18'-126-628-669 55 624 
   {Lat}cod 100 = Ald
<gk>AU)TW=N</>] > 72 799 Arab Sa
<gk>E(PTAKISXI/LIOI</>]
 : <gk><uZ>u</> 458
 : <gk>PENTAKISXILIOI</> 121*
 : <lt>LIII</> {Lat}cod 100
 + <gk>KAI</> 318
 + <gk>TETRAKOSIOI</> 318
 + <lt>milia</> {Lat}cod 100
<gk>KAI\</>] > 72 <it>d</> 84 126
<gk>PENTAKO/SIOI</>]
 : <gk>DIAKOSIOI</> <it>b</> (sed hab Compl)
 : <lt>quadringenti</> Sa{12}
<gk>.</>
~x3y23
<gk>KAI\</> B{c} V <it>O</>{-G} <it>d</> <it>f</> <it>n</> 
   <it>t</> <it>x</> 799 Arm Bo (sub % G Syh)]
 > Sa{4} {Lat}cod 100 = MT
<gk>OUTOI</> B{c} V <it>O</>{-G} <it>d</> <it>f</> <it>n</> 
   <it>t</> <it>x</> 799 Arm Bo (sub % G Syh)]
 > {Lat}cod 100 = MT rell = Ra
 : <gk>KAI</> 320
 +< <gk>OI</> <it>O</>{-58} <it>d</> <it>n</>{-54}{75}{458} 
   <it>t</> Arm Sa Syh (^) 58 799 rell
 +< <gk>DHMOI</> 58 799
<gk>UI(OI\</> B* M 64*-82-707 77 314* 53*-56'-129 85'-321'-344 
   <it>x</> <it>z</>{-18} 55 624 646 = Compl]
 > B{c} Bo
 : <gk>DHMOI</> V <it>O</>{-58} <it>d</> <it>n</> <it>t</> 
   Arm Sa Syh (^)
 : <gk>OI</> 18
 : <lt>plebs</> {Lat}cod 100 (^)
 + <gk>OUTOI</> 318
 + <gk>OI</> 318
 + <gk>DHMOI</> 318
<gk>*GEDSWN</>]
 : <gk>GEDESWN</> 56
 : <gk>GEDEWN</> V* 72-82-618 16{S} 44 53' 74-76-84 
   <it>x</>{-509} 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 528*(vid) 537
 : <gk>GEQSWN</> 343 509 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHRSWN</> <it>O</> 767 Syh (^)
 : <lt>getson</> {Lat}cod 100
<gk>O)PI/SW</>
<gk>TH=S</>
<gk>SKHNH=S</>
 + <gk>TOU</> F*(c pr m)
 + <gk>MARTURIOU</> F*(c pr m)
<gk>PARA\</> B <it>b</> <it>d</> <it>n</> <it>t</> <it>x</> 318 
   {Lat}cod 100 Arm]
 > (~) M'{txt} G 56'-129 624 Syh = Compl Sixt MT (~) 
   (~) 53' (~) (~) rell (~)
<gk>QA/LASSAN</> B <it>b</> <it>d</> <it>n</> <it>t</> 
   <it>x</> 318 {Lat}cod 100 Arm]
 > (~) M'{txt} G 56'-129 624 Syh = Compl Sixt MT (~) 
   (~) 53' (~) (~) rell (~) (~) 130 (~)
<gk>PAREMBALOU=SIN</> (<gk>EMBALLOUSIN</> 767) B <it>b</> 
   <it>d</> <it>n</> <it>t</> <it>x</> 318 {Lat}cod 100 Arm]
 : <gk>PAREMBALLOUSI</> 53'
 : <gk>PAREMBALLOUSIN</> 82 320 392
 +: <gk>PARA</> (~) M'{txt} G 56'-129 624 Syh = Compl Sixt MT (~) 
   (~) 53' (~)
 :+ <gk>KATA</> (~) rell (~)
 +: <gk>QALASSAN</> (~) 53' (~) (~) rell (~) 
   (~) M'{txt} G 56'-129 624 Syh = Compl Sixt MT (~)
 :+ <gk>QALATTAN</> (~) 130 (~)
<gk>,</>
~x3y24
<gk>KAI\</>] > 767
<gk>O(</>
<gk>A)/RXWN</>]
 +< <gk>TOU</> 75 58-72 <it>d</> <it>n</>{-75} <it>t</> 59 799
<gk>OI)/KOU</>] > Arab
 : <gk>DHMOU</> 75
 +< <gk>KAI</> 52
<gk>PATRIA=S</>] > Arab
 : <gk>PATRIWN</> 417 <it>d</> <it>n</> <it>t</> 799 
   {Lat}cod 100 Aeth{CG} Arm Co
<gk>TOU=</> (sub % G Syh)] > V <it>n</>{-127} 707(vid) 56{txt} 
   628 646 Sa{12} = MT Sam (~) <it>O</>{-58} Syh (~)
 : <gk>THS</> 610
 : <lt>per</> {Lat}cod 100
<gk>DH/MOU</> (sub % G Syh)] > 707(vid) 56{txt} 628 646 
   Sa{12} = MT Sam (~) <it>O</>{-58} Syh (~)
 : <gk>DHMOUS</> 108
 : <lt>plebes</> {Lat}cod 100
<gk>TOU=</>] > <it>oI</>{-15} 52'-320-417-761 19' <it>d</> 
   <it>n</> <it>t</> 55 (sed hab Compl) {Lat}cod 100
 : <gk>TWN</> 551 18-126
 inc 707
<gk>*GEDSW\N</>] > (>8 homoi.) 414' (>8)
 : <gk>GEDEWN</> V* 72-82-618 44 53' 74-76-84 <it>x</>{-509} 
   68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 528*(vid) 537
 : <gk>GEQSWN</> 343 Arm
 : <gk>GEQSWQ</> 509
 : <gk>GERSWN</> Compl
 : <gk>GHRSSWN</> 767
 : <gk>SHRSWN</> 376
 : <gk>GHRSWN</> G-426 Syh: cf MT
 : <lt>getson</> {Lat}cod 100
 + <gk>TOU</> (~) <it>O</>{-58} Syh (~)
 + <gk>DHMOU</> (~) <it>O</>{-58} Syh (~)
<gk>*)ELISA\F</>] > (>8 homoi.) 414' (>8)
 : <gk>ELEISAF</> <it>f</>{-53} = Compl
 : <gk>ELEISAFAT</> G*
 : <gk>ELIASAF</> 426
 : <gk>ELISAB</> 15
 : <gk>ELISAFA</> 458
 : <gk>ELISAFAN</> 58 <it>b</> 44' <it>t</> Arm
 : <gk>ELISAFAQ</> 509
 : <lt>elesap</> Sa{12}
<gk>UI(O\S</>] > (>8 homoi.) 414' (>8)
<gk>*LAH/L</> 426 Syh] > (>8 homoi.) 414' (>8)
 : <gk>ADAHL</> 669{c} 55 Sa{4}
 : <gk>AHL</> 528*
 : <gk>DAH</> 121
 : <gk>DAHL</> rell = Compl (^)
 : <gk>DAIHL</> 58 458 318 59
 : <gk>DANIHL</> 72 53'
 : <gk>DAOUHL</> 376 <it>b</>
 : <gk>DA[.]HL</> 71*
 : <gk>DEHL</> <it>n</>{-458} Arm
 : <gk>FAHL</> 392
<gk>.</>
~x3y25
<gk>KAI\</>] > 669* (>8 homoi.) 414' (>8)
<gk>H(</>] > V <it>O</>{-58}-82 134 392 <it>z</>{-669*} 
   646 (sed hab Ald) (>8 homoi.) 414' (>8) (>9 homoi.) 53' (>9)
<gk>FULAKH\</>] > (>8 homoi.) 414' (>8) (>9 homoi.) 53' (>9)
 : <gk>FULH</> F 552 669*(vid)
 +< <gk>TWN <it>d</> <it>n</> <it>t</>
 +< <gk>TOU</> 121
<gk>UI(W=N</>] > (>8 homoi.) 414' (>8) (>9 homoi.) 53' (>9)
 : <gk>DHMOU</> 121
 + <gk>TOU</> 121
<gk>*GEDSW\N</>] > 552 (>9 homoi.) 53' (>9)
 : <gk>GEDEWN</> V* 72-82-618 44 76-84 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GEDSWQ</> 509
 : <gk>GEQSWN</> 343 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHRSSWN</> 767{c}
 : <gk>GHRSWN</> <it>O</>{-58} 767* <it>x</>{-509} Syh = MT
 : <lt>getson</> {Lat}cod 100
<gk>E)N</>] > (>9 homoi.) 53' (>9)
<gk>TH=|</>] > 52'-313-414' 319 (>9 homoi.) 53' (>9)
<gk>SKHNH=|</>] > (>9 homoi.) 53' (>9)
<gk>TOU=</>] > (>9 homoi.) 53' (>9)
<gk>MARTURI/OU</>] > (>9 homoi.) 53' (>9) 
   (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>:</>
 +< <gk>KAI</> 528-550'
<gk>H(</>] > (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>SKHNH\</>] > (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
 : <gk>SKE[...</> 624
 + ( # G Syh) <gk>KAI</> <it>O</> 767 Syh = MT
 + ( # G Syh) <gk>H</> <it>O</> 767 Syh = MT
 + ( # G Syh) <gk>SKEPH</> <it>O</> 767 Syh = MT
<gk>KAI\</>] > 129{txt} 426 = MT Tar{O} (>3 homoi.) F*(c pr m) 
   29-72 <it>b</>{-19} 44-106{c}-125 246 54-75' 84 59 Bo = Compl (>3) 
   (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>TO\</>] > 129{txt} (>3 homoi.) F*(c pr m) 29-72 <it>b</>{-19} 
   44-106{c}-125 246 54-75' 84 59 Bo = Compl (>3) 
   (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>KA/LUMMA</>] > (>3 homoi.) F*(c pr m) 29-72 <it>b</>{-19} 
   44-106{c}-125 246 54-75' 84 59 Bo = Compl (>3) 
   (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
 : <gk>KATAKALUMMA</> 58 <it>C</>'`{-52}{57*}{414*}{500*}{528} 
   107'{-610} 56-129 28-30'-85-321'-344* 74'-76 121 = Ald
 : <gk>KATAKALLUMA</> 610
 : <gk>KATALUMMA</> 52-414*-500* 106{(*)} 664* 130 370
 : <gk>KATALUMA</> 414-528 106
 : <gk>KATAPETASMA</> 127
 + <gk>AUTHS</> <it>O</> 68'-120' {Lat}cod 100 Syh = Ald MT
<gk>KAI\</>] > 318 73'-77-131-413-414'-417-528 19 30-343 
   (>5) 53' (>5) (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>TO\</>] > 73'-77-131-413-414'-417-528 19 30-343 
   (>5) 53' (>5) (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
 + <gk>TO</> 550
<gk>KATAKA/LUMMA</>] > 73'-77-131-413-414'-417-528 19 30-343 
   (>5) 53' (>5) (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
 : <gk>KALUMMA</> G-426-707 54' 68'{-68}-120' 319{(mg)}
 : <gk>KALLUMMA</> 68
 : <gk>KATALUMA</> 106-107 75-767*
 : <gk>KATALUMMA</> M 82 52 44 84-370 <it>x</>{-509} 18-126
 : <gk>KATALIMMA</> 458
<gk>TH=S</>] > A* 16-46 56'-129 509 18-126-628 55{txt} 799 Arm 
   (>5) 53' (>5) (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>QU/RAS</>] > A* 16-46 56'-129 509 18-126-628 55{txt} 799 Arm 
   (>5) 53' (>5) (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>TH=S</>] > (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>SKHNH=S</>] > (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>TOU=</>] > (>14 homoi.) 618{txt} 128-669 319{txt}(c pr m) (>14)
<gk>MARTURI/OU</>
 + <gk>H</> (+11) 314* (+11)
 + <gk>SKHNH</> (+11) 314* (+11)
 + <gk>KAI</> (+11) 314* (+11)
 + <gk>TO</> (+11) 314* (+11)
 + <gk>KATALLUMMA</> (+11) 314* (+11)
 + <gk>THS</> (+11) 314* (+11)
 + <gk>QURAS</> (+11) 314* (+11)
 + <gk>THS</> (+11) 314* (+11)
 + <gk>SKHNHS</> (+11) 314* (+11)
 + <gk>TOU</> (+11) 314* (+11)
 + <gk>MARTURIOU</> (+11) 314* (+11)
~x3y26
<gk>KAI\</>
<gk>TA\</>] > {Lat}cod 100
<gk>I(STI/A</>]
 : <lt>oppans</> {Lat}cod 100
<gk>TH=S</>
<gk>AU)LH=S</>] > (>7 homoi.) 343 (>7)
 : <gk>FULHS</> 131*
<gk>KAI\</>] > (>7 homoi.) 343 (>7)
KAI—5{{13}} SPERMATOS] absc 624
<gk>TO\</>] > (>7 homoi.) 343 (>7)
<gk>KATAPE/TASMA</>] > (>7 homoi.) 343 (>7)
 : <gk>KATAKALUMMA</> 55 Bo
<gk>TH=S</>] > (>7 homoi.) 343 (>7) (>4 homoi.) Sa (>4)
<gk>PU/LHS</>] > (>7 homoi.) 343 (>7) (>4 homoi.) Sa (>4)
 +< <gk>KAI</> <it>f</> Aeth{M}
<gk>TH=S</>] > G-376 76 (>7 homoi.) 343 (>7) (>4 homoi.) Sa (>4) 
   (>5 homoi.) Arm Bo (>5)
<gk>AU)LH=S</>] > G-376 76 (>4 homoi.) Sa (>4) 
   (>5 homoi.) Arm Bo (>5)
<gk>TH=S</>] > (>5 homoi.) Arm Bo (>5)
<gk>OU)/SHS</> (sub % G Syh: cf MT)] > (>5 homoi.) Arm Bo (>5)
<gk>E)PI\</>] > 799 (>5 homoi.) Arm Bo (>5)
<gk>TH=S</>
<gk>SKHNH=S</>
 + <gk>KAI</> (+4) 84 (+4)
 + <gk>TOUS</> (+4) 84 (+4)
 + <gk>KALOUS</> (+4) 84 (+4)
 + <gk>AUTWN</> (+4) 84 (+4)
 + ( # G Syh{T}) <gk>KAI</> (+5) <it>O</> 767 Arab Syh = MT (+5)
 + ( # G Syh{T}) <gk>EPI</> (+5) <it>O</> 767 Arab Syh = MT (+5)
 + ( # G Syh{T}) <gk>TOU</> (+5) <it>O</> 767 Arab Syh = MT (+5)
 + ( # G Syh{T}) <gk>QUSIASTHRIOU</> (+5) <it>O</> 767 Arab Syh = MT (+5)
 + ( # G Syh{T}) <gk>KUKLW</> (+5) <it>O</> 767 Arab Syh = MT (+5)
<gk>KAI\</>
<gk>TA\</>
<gk>KATA/LOIPA</>]
 : <gk>LOIPA</> 30 126
 + <gk>AUTOU</> <it>O</>{-58} Syh = MT
<gk>PA/NTWN</>] > <it>f</>{-129} Bo
 : <gk>PANTA</> 55 319
<gk>TW=N</>
<gk>E)/RGWN</>
<gk>AU)TOU=</>]
 : <gk>AUTWN</> <it>C</>'`{-73*} 54-75' 509 319 Arm{te} Sa
<gk>.</>] > Ra
~x3y27
 +< <gk>KAI</> 15-72 Aeth Arm Sa = MT
<gk>*TW=|</>] > 53
 : <lt>plebs</> {Lat}cod 100
<gk>*KAA\Q</>]
 : <lt>gaath</> {Lat}cod 100 Co
 + ras 1-2 litt 84
 +< <lt>et</> {Lat}cod 100
<gk>DH=MOS</>]
 : <lt>plebs</> Syh {Lat}cod 100
 : <lt>plebi</> Syh{L}
<gk>O(</>] > 376 <it>b</> <it>f</>{-246} <it>n</> <it>x</>{-509} 
   68'-120' (sed hab Ald) {Lat}cod 100 Syh
<gk>*)AMRAMI\S</> 799]
 : <gk>ABRAAMEIS</> 30 59
 : <gk>ABRAMEIS</> 72-618* <it>C</>{-616}-46-52' <it>d</> 
   458-767 28-85-343'-730 76 619 318 68'-128 319 646
 : <gk>ABRANEIS</> 528-616
 : <gk>AMBRAAMEIS</> A 126
 : <gk>AMBRAMEIS</> rell = Ald
 : <gk>AMBRANEIS</> 82 <it>cI</>{-528}-414'-417-422 <it>b</> 54
 : <gk>AMRAMEIS</> B G-29-426 53' 628* Arm = Compl
 : <lt>abram</> Sa
 : <lt>amram</> Syh Bo = Tar{O}
 : <lt>ambram</> {Lat}cod 100
 + <lt>una</> Syh
<gk>KAI\</>] > (>12) 417 (>12) 
   (>4 homoi.) 54 343 <it>x</>{-509} (>4) (~) 28-85 (~)
 + <gk>KAI</> 73(||)
<gk>DH=MOS</>] > (>12) 417 (>12) 
   (>4 homoi.) 54 343 <it>x</>{-509} (>4) (~) 28-85 (~)
 : <gk>DHMOIS</> 392
 +< <gk>EIS</> 318
<gk>O(</>] > V 616 <it>n</>{(-54)} 28-85 509 Bo {Lat}cod 100 
   Sa = Tar{O} (>12) 417 (>12) (>4 homoi.) 54 343 <it>x</>{-509} (>4) 
   (~) 28-85 (~)
 : <gk>TO</> 58
 : <gk>TOIS</> 392 799
 : <gk>TOU</> <it>b</> = MT
 : <gk>TW</> <it>f</>{-246} 59 = Compl
<gk>*)ISAARI\S</> We.] > (>12) 417 (>12) 
   (>4 homoi.) 54 343 <it>x</>{-509} (>4) (~) 28-85 (~)
 : <gk>ARRHS</> 318
 : <gk>EISSAAREIS</> 82 127 669
 : <gk>IASSAREIS</> 528
 : <gk>IESAAREIS</> 246
 : <gk>ISAAREIS</> 72 730 18-126 = Compl
 : <gk>ISAREIS</> 46-529
 : <gk>ISSAAR</> 509
 : <gk>ISSAAREIS</> F M' V 29-58-376-707-<it>oI</> <it>b</> 
   75'-767 <it>s</>{-343}{730} 68'-120'-128-628 646 = Sixt
 : <gk>ISSAREIS</> <it>C</>'`{-46}{77}{(417)}{528}{529}{616<sc>s} 319
 : <gk>ISSARIEIS</> B{c}
 : <gk>ISSAXAREIS</> 616{c}
 : <gk>OISSAAREIS</> Ald
 : <gk>SAAREIS</> rell
 : <gk>SAARIS</> Ra.
 : <gk>SAAROIS</> 799
 : <gk>SAEIMEIS</> 53'
 : <gk>SAEIREIS</> 56-129
 : <gk>SARIEIS</> B*
 : <gk>ISSAXAR</> 77
 : <lt>isaar</> {Lat}cod 100 Sa = Tar{O}
 : <lt>saar</> Bo
 : <lt>s{.}ahar</> Syh
 + <gk>O</> 77
 + <gk>EIS</> 77
 + <lt>una</> Syh
<gk>KAI\</> F{a}] > (>12) 417 (>12) 
   (>4 homoi.) F 29-618*(c pr m) (>4) (~) 28-85 (~)
 +< <gk>O</> 82
<gk>DH=MOS</>] > (>12) 417 (>12) 
   (>4 homoi.) F 29-618*(c pr m) (>4) (~) 28-85 (~)
<gk>O(</>] > {Lat}cod 100 <it>f</>{-246} <it>n</> = Compl 
   (>12) 417 (>12) (>4 homoi.) F 29-618*(c pr m) (>4) (~) 28-85 (~)
 : <gk>TOU</> V <it>b</> = MT
<gk>*XEBRWNI\S</> Ra.] > (>12) 417 (>12) 
   (>4 homoi.) F 29-618*(c pr m) (>4) (~) 28-85 (~)
 : <gk>XEBRWMEIS</> 18
 : <gk>XEBRWN</> 58-72 59 Co = Tar{O}
 : <gk>XEBRWNEIS</> rell
 : <gk>XEURWNEIS</> <it>d</> 246
 : <lt>ochebron</> {Lat}cod 100
 : <lt>hebron</> Syh
 + <lt>una</> Syh
<gk>KAI\</>] > (>12) 417 (>12)
<gk>DH=MOS</>] > 125 (>12) 417 (>12)
 : <lt>plebes</> {Lat}cod 100
<gk>O(</> Ra.] > 127 {Lat}cod 100 Co Syh rell (>12) 417 (>12)
<gk>*)OZIHLI/S</> Ra.] > (>12) 417 (>12)
 : <gk>OZEIHLEIS</> 127
 : <gk>OZEIHLEIS</> B G
 : <gk>OZHLEIS</> 610 509
 : <gk>OZHLHS</> 72
 : <gk>OZIHL</> 799
 : <gk>OZIHLEIS</> A M' <it>O</>'`{-G}{72}{618} 44'-107 246 
   30-130-321'-343' <it>t</> 121 <it>z</> 55 646
 : <gk>OZIHLEIS</> rell
 : <lt>oziel</> {Lat}cod 100 Co
 : <lt>ozel</> Syh
 + <lt>una</> Syh
 + <gk>KAI</> (~) 28-85 (~)
 + <gk>DHMOS</> (~) 28-85 (~)
 + <gk>O</> (~) 28-85 (~)
 + <gk>ISAARIS</> (~) 28-85 (~)
 + <gk>KAI</> (~) 28-85 (~)
 + <gk>DHMOS</> (~) 28-85 (~)
 + <gk>O</> (~) 28-85 (~)
 + <gk>XEBRWNIS</> (~) 28-85 (~)
<gk>:</>
<gk>OU(=TOI/</>
<gk>EI)SIN</>] > (~) V (~)
 +< <gk>OI</> 82 <it>z</>{-628}
<gk>DH=MOI</>]
 : <gk>DHMOS</> 28-85'-321' {Lat}cod 100
 + <gk>EISIN</> (~) V (~)
<gk>TOU=</>] > 392 {Lat}cod 100 (~) 761* (~)
 : <gk>TW</> 376
 + <gk>TOU</> 126(||)
 + <lt>filiorum</> {Lat}cod 100
<gk>*KAA/Q</>] > (~) 761* (~)
 : <lt>gaath</> Co {Lat}cod 100
<gk>.</>
~x3y28
<gk>KATA\</>]
 : <gk>KAT'</> G-426 458 344-730 126
<gk>A)RIQMO\N</>]
 : <gk>ARHQMWN</> 767
 + <lt>eorum</> Bo
<gk>PA=N</>
<gk>A)RSENIKO\N</>
<gk>A)PO\</>
<gk>MHNIAI/OU</>]
 : <gk>MHNAIOU</> 529* 59
<gk>KAI\</>
<gk>E)PA/NW</>
<gk>O)KTAKISXI/LIOI</>] > Syh{L}
 + <lt>visitatio</> (+4) Syh{L} (+4)
 + <lt>eorum</> (+4) Syh{L} (+4)
 + <lt>septem</> (+4) Syh{L} (+4)
 + <lt>milia</> (+4) Syh{L} (+4)
<gk>KAI\</>] > 72 <it>d</> 767 343{mg}
<gk>E(CAKO/SIOI</>]
 : <gk>OKTAKWSIOI</> 376
 : <gk>PENTAKOSIOI</> 15{c}-58
 : <gk>TRIAKOSIOI</> <it>d</> <it>n</>{-767} <it>t</> 799 Arm
 +< <gk>OI</> 72 126
<gk>FULA/SSONTES</>] > (>5) 125 (>5)
<gk>TA\S</>] > 15-64{txt}(c pr m) 57*(c pr m) Arm = MT 
   (>5) 125 (>5)
<gk>FULAKA\S</>] > (>5) 125 (>5)
 : <gk>FULAS</> 44 76
 : <lt>custodiam</> Arm = MT
<gk>TW=N</>] > Sa Syh{L<smg>sT} = MT (>5) 125 (>5)
<gk>A(GI/WN</>]
 : <lt>sanctitatis</> Sa Syh{L<smg>sT} = MT (>5) 125 (>5)
 + <gk>TOU</> (~) 761* (~)
 + <gk>KAAQ</> (~) 761* (~)
<gk>.</>
~x3y29
 +< <lt>et</> Aeth Arm Sa
<gk>OI(</>]
 : <lt>et</> {Lat}cod 100
<gk>DH=MOI</>]
 : <lt>plebs</> {Lat}cod 100
<gk>TW=N</>]
 : <gk>TOU</> 53'
<gk>UI(W=N</>] > 53'
 : <gk>AGIWN</> 381'{-381} 77
 : <gk>AGI</> 381
<gk>*KAA\Q</>] > (>16 homoi.) 107'-125 (>16)
 : <gk>KAOQ</> 528
 : <gk>KAQ</> 313*
 : <lt>gaath</> {Lat}cod 100 Bo
 : <lt>gad</> Sa
<gk>PAREMBALOU=SIN</>] > (>16 homoi.) 107'-125 (>16)
 : <gk>PARABALOUSIN</> 646
 : <gk>PAREMBALLOUSIN</> 82 53' 767 30 121 319
 : <lt>constituet</> {Lat}cod 100
 + <lt>castra</> {Lat}cod 100
<gk>E)K</>] > 73' (>16 homoi.) 107'-125 (>16)
<gk>PLAGI/WN</>] > (>16 homoi.) 107'-125 (>16)
 : <gk>ENANTION</> 73'
<gk>TH=S</>] > 29 19 (>16 homoi.) 107'-125 (>16)
<gk>SKHNH=S</>] > 29 19 (>16 homoi.) 107'-125 (>16)
 + <gk>TOU</> 44' <it>t</>
 + <gk>MARTURIOU</> 44' <it>t</>
 +< <gk>NOTON</> <it>x</>{-509}
<gk>KATA\</> F{a}] > 616*(||) 44-106{txt} <it>t</> 
   (>16 homoi.) 107'-125 (>16)
 : <gk>PROS</> 106{mg}
 : <lt>in</> {Lat}cod 100
 : <lt>ad</> Bo
<gk>LI/BA</> F{a}] > 616*(||) 44-106{txt} <it>t</> 
   (>16 homoi.) 107'-125 (>16)
 : <gk>LIBA</> 106{mg}
 : <gk>NOTON</> A* F M'{txt} <it>oI</>`{-82} 
   <it>C</>'`{-529<sc>s}{616*} <it>b</> 767 <it>s</> 
   <it>y</>{-318} 59 319 799 = Ald (^)
 : <gk>NWTON</> 82 529{c} 55
 : <lt>africum</> {Lat}cod 100
 : <lt>septentrionem</> Bo
 + <gk>TOU</> 29
 + <gk>MARTURIOU</> 29
<gk>,</>
~x3y30
<gk>KAI\</>] > 53' {Lat}cod 100 (>16 homoi.) 107'-125 (>16)
<gk>O(</>] > A* (>16 homoi.) 107'-125 (>16)
<gk>A)/RXWN</>] > (>16 homoi.) 107'-125 (>16)
 +< <gk>TOU</> 44' <it>t</> 799
<gk>OI)/KOU</>] > Bo (>16 homoi.) 107'-125 (>16) (~) 422 (~)
 : <gk>DHMOU</> 16-46
 : <gk>OIKOUS</> <it>b</> (sed hab Compl)
<gk>PATRIW=N</>] > (>16 homoi.) 107'-125 (>16)
 + <gk>OIKOU</> (~) 422 (~)
<gk>TW=N</>] > <it>C</>'` 28-30-85-130{txt}-321-343'-346{txt} 319 
   A V 15-29 121 55 730 (>16 homoi.) 107'-125 (>16)
 : <gk>TON</> 53
 : <gk>TOU</> 376 54-75' {Lat}cod 100 Arm Bo
 : <gk>TW</> 127-767
<gk>DH/MWN</>] > (>16 homoi.) 107'-125 (>16)
 : <gk>DHMON</> 53
 : <gk>DHMOU</> 376 54-75' {Lat}cod 100 Arm Bo 
   <it>C</>'` 28-30-85-130{txt}-321-343'-346{txt} 319
 : <gk>DHMOUS</> 730
 : <gk>DHMW</> 127-767
<gk>TOU=</>] > Sa {Lat}cod 100 Bo (>16 homoi.) 107'-125 (>16)
 : <gk>TO</> 458
 : <gk>TWN</> <it>x</>{-509}
<gk>*KAA\Q</>]
 : <lt>gaad</> Sa
 : <lt>gaath</> {Lat}cod 100 Bo
<gk>*)ELISAFA\N</>]
 : <gk>ELEISAFAN</> B 56-129 = Compl
 : <gk>ELIFAN</> 53'
 : <gk>ELISAF</> V 319 {Lat}cod 100 Bo
 : <gk>ELISAFA</> 75' 619
 : <gk>ELISAFAT</> 16-46-414'-528
 : <gk>ELISSAFAN</> 59
 : <gk>ELSAFAN</> 30
 +< <gk>O</> 58 73' 107' 126
<gk>UI(O\S</>
<gk>*)OZIH/L</>]
 : <gk>OZEIHL</> B G
 : <gk>ZIHL</> 313
 : <lt>gazieI</> {Lat}cod 100
<gk>.</>
~x3y31
<gk>KAI\</>] > 58
<gk>H(</>] > 376 = Compl
<gk>FULAKH\</>
<gk>AU)TW=N</>] > (~) 414' (~)
<gk>H(</>]
 : <gk>O</> 107*(c pr m)
<gk>KIBWTO\S</>]
 : <gk>UIOS</> 107*(c pr m)
 + <gk>AUTWN</> (~) 414' (~)
<gk>KAI\</>] > 126
<gk>H(</>] > 246-664*
<gk>TRA/PEZA</>
<gk>KAI\</>
<gk>H(</>] > 343'
<gk>LUXNI/A</>
<gk>KAI\</>] > 126
<gk>TA\</>
<gk>QUSIASTH/RIA</>
<gk>KAI\</>
<gk>TA\</>] > Arm {Lat}cod 100
<gk>SKEU/H</>]
 : <lt>vasa</> Arm {Lat}cod 100
<gk>TOU=</>] > Arm {Lat}cod 100
<gk>A(GI/OU</>]
 : <lt>sancta</> {Lat}cod 100
 : <lt>sanctitatum</> Arm
<gk>,</>
<gk>O(/SA</>
 +< <gk>LEITOURGIKA</> 381'
 +< <gk>KAI</> 381'
<gk>LEITOURGOU=SIN</>]
 : <gk>LEITOURGHSOUSIN</> <it>f</>{-53}{246} = Compl
 : <gk>LEITOURGEISOUSIN</> 53
 : <lt>ministrabant</> Arm
<gk>E)N</>] > 15* 53'
<gk>AU)TOI=S</>]
 : <gk>AUTH</> <it>C</>'` 319 Aeth
 : <gk>AUTOI</> 53' 458
 : <gk>EAUTOIS</> 15*
<gk>,</>
<gk>KAI\</>] > G 58 767
<gk>TO\</>] > G 58 767
 : <gk>TA</> 72 59 {Lat}cod 100 Aeth{-C}
 : <gk>O</> 15: cf 4{{14}}
<gk>KATAKA/LUMMA</>] > 767
 : <gk>KALUMATA</> 72
 : <gk>KALUMMA</> 707{c}(vid) <it>z</> 646 (sed hab Ald)
 : <gk>KALUMA</> 619
 : <gk>KATAKALUMMATA</> 58 59 {Lat}cod 100 Aeth{-C}
 : <gk>KATALUMMA</> 82-707*(vid) 52 125' 458 84 319 799
 : <gk>KATALUMA</> 106 71
 : <gk>LOUTHR</> 15: cf 4{{14}}
 + <gk>KAI</> (+4) 15: cf 4{{14}} (+4)
 + <gk>H</> (+4) 15: cf 4{{14}} (+4)
 + <gk>BASIS</> (+4) 15: cf 4{{14}} (+4)
 + <gk>AUTOU</> (+4) 15: cf 4{{14}} (+4)
<gk>KAI\</>] > {Lat}cod 100
<gk>PA/NTA</>
 + <gk>TA</> (+4) 53' (+4)
 + <gk>SKEUH</> (+4) 53' (+4)
 + <gk>KAI</> (+4) 53' (+4)
 + <gk>PANTA</> (+4) 53' (+4)
<gk>TA\</>] > Sa{12}
<gk>E)/RGA</>]
 : <lt>vasa</> Sa{12}
<gk>AU)TW=N</> = Sam] > Aeth Bo Sa{12}
 : <gk>AUTOU</> 29 125 = MT Tar
<gk>.</>
~x3y32
<gk>KAI\</>
<gk>O(</>] > Syh{L<smg>s} {Lat}cod 100
<gk>A)/RXWN</>]
 : <lt>principem</> {Lat}cod 100
 : <lt>principes</> Syh{L<smg>s}
 + <lt>et</> {Lat}cod 100
<gk>O(</>] > B(||) <it>O</>{-58}-15-707* 44'-125 <it>f</>{-246} 
   <it>n</> 321* <it>x</> <it>y</>{-121} 669* Syh = Ra
<gk>E)PI\</>] > 55
<gk>TW=N</>] > 55
<gk>A)RXO/NTWN</>] > 55
<gk>TW=N</>] > 75
<gk>*LEUITW=N</>]
 : <gk>LEUEITWN</> B* V G 127
 : <gk>LEBEITWN</> 767
<gk>*)ELEAZA\R</>]
 : <lt>eliazar</> Arm
 : <lt>eleazarum</> {Lat}cod 100
 + <gk>ELEAZAR</> 619(||)
 +< <gk>O</> B V 19 <it>d</>{-125} <it>t</> 126 646 Bo = Ra
<gk>UI(O\S</>]
 : <lt>filium</> {Lat}cod 100
<gk>*)AARW\N</>]
<gk>TOU=</>] > 125
<gk>I(ERE/WS</>] > 125
 + <gk>KAAQ</> 71
 +< <lt>his</> {Lat}cod 100
<gk>KAQESTAME/NOS</>]
 : <gk>KAQISTAMENOS</> F{b<s2>s} 72 73'-414-529{c}-761{c} 125 
   53' 392 59
 : <gk>KATESTAMENOS</> B G
 : <gk>KATESTAMMENOS</> 71
 : <gk>KAI..</> 767
 : <lt>constitues</> {Lat}cod 100
 + <gk>..O..</> 767
 + <gk>..ESTAMENOS</> 767
<gk>FULA/SSEIN</>] > 77 318
<gk>TA\S</>] > 77 318 68'-120'-128-669 59 (sed hab Ald)
<gk>FULAKA\S</>]
 : <gk>FULAS</> 76*(c pr m)
<gk>TW=N</>]
 : <gk>AUTWN</> 52
<gk>A(GI/WN</>]
<gk>.</>
~x3y33
 +< <lt>et</> Aeth Arm Co {Lat}cod 100
<gk>*TW=|</>] > {Lat}cod 100
 + <lt>plebi</> {Lat}cod 100
<gk>*MERARI\</>]
 : <gk>MERAREI</> B V <it>O</>{-376} <it>f</> 127-767 392 18 59 Sa{12}
 : <gk>MERARH</> 72 318
 : <gk>MIRARI</> 319
 : <lt>maerari</> {Lat}cod 100
 + <lt>et</> {Lat}cod 100
<gk>DH=MOS</>] > (>4 homoi.) <it>C</>-46 (>4)
 : <lt>plebi</> {Lat}cod 100
 + <gk>DH</> 458
<gk>O(</>] > {Lat}cod 100 (>4 homoi.) <it>C</>-46 (>4)
<gk>*MOOLI\</>] > (>4 homoi.) <it>C</>-46 (>4)
 : <gk>MAOLLEI</> 127
 : <gk>MERARI</> 509
 : <gk>MOELI</> 71
 : <gk>MOLEI</> B*
 : <gk>MOLI</> 58-72 75 392 59 Bo{B*} = Compl
 : <gk>MOOLEI</> B{c} V G-376-426{c} 619{c} 318 68'-120'
 : <gk>MOOLH</> 767
 : <gk>MOOLLH</> 767{c}
 : <gk>MOSLEI</> 54
 : <gk>MOULI</> 84
 : <gk>MOWLEI</> 321* 619*
 : <gk>OMOLEI</> 426* 56{c}-129-246
 : <gk>OMOLEIN</> 53'
 : <gk>OMOLI</> <it>cI</>`{-(46)}{320} 319 416 Sa{12}
 : <gk>OMOL[. .]EI</> 56*
 : <gk>OMOM</> 320
 : <gk>OMOULI</> 126
 : <lt>moloi</> Bo{B<sc>s}
 : <lt>molthi</> Bo{A}
 : <lt>moob</> {Lat}cod 100
<gk>KAI\</>] > 319 (>4 homoi.) <it>C</>-46 (>4)
 : <lt>et</> {Lat}cod 100
<gk>DH=MOS</>]
 : <lt>plebis</> {Lat}cod 100
<gk>O(</>]> {Lat}cod 100
 : <gk>TOU</> G-58-72 <it>d</> <it>n</>{-127} <it>t</> 
   <it>x</>{-619} 59 = Tar (^)
 : <gk>TW</> 376
 + <gk>TOU</> V 426 127 (^)
<gk>*MOUSI/</> M' 82-381 19 730 18* 55{c} 799 Arm Bo{B} = Compl Sixt]
 : <gk>MOOUSH</> 15
 : <gk>MOOUSI</> 618 <it>b</>{-19} Bo{A}
 : <gk>MOUSEI</> B V G-426 53' Syh
 : <gk>MOUSH</> 318
 : <gk>MWOUSH</> 376
 : <gk>OMOSI</> 16*(c pr m) <it>d</>{-106<sc>s} 71
 : <gk>OMOU</> 509
 : <gk>OMOUSEI</> 56-129 127 619 68'-120{c}-407
 : <gk>OMOUSH</> 767 120* 59
 : <gk>OMOUSI</> rell
 : <lt>omussei</> Sa{12}
 : <lt>moysi</> {Lat}cod 100
<gk>:</>
 +< <gk>OU</> G
 +< <gk>KAI</> <it>C</>'` 319
<gk>OU(=TOI/</>
<gk>EI)SIN</>
 +< <gk>OI</> <it>n</>{-767}
<gk>DH=MOI</>]
 : <gk>DHMOS</> 84 319 799
 +< <gk>TW</> 127 73*-500*(vid) <it>d</> 54-75' <it>t</>
 +< <gk>TOU</> 72 318 <it>O</>{-376} <it>f</> 767 392 18 59 
   Sa{12} rell
<gk>*MERARI/</> <it>b</> 71]
 : <gk>MERAREI</> 127 B V 509 <it>O</>{-376} <it>f</> 767 392 
   18 59 Sa{12}
 : <gk>MERARH</> 72 318
<gk>.</>
~x3y34
 +< <lt>et</> Aeth Arm = MT
<gk>H(</>] > 319
<gk>E)PI/SKEYIS</>
<gk>AU)TW=N</>
<gk>KATA\</>] > <it>b</> (sed hab Compl)
 : <gk>KAT'</> G-426 53' 458 126
 : <lt>secundum</> Bo
 + <gk>EORUM</> Sa{12}
<gk>A)RIQMO/N</>] > <it>b</> (sed hab Compl)
 : <gk>ARIQMWN</> 376 319
 : <gk>ARHQMWN</> 767
 : <lt>numeros</> Bo
 + <gk>PAN</> F*(c pr m)
 + <gk>ARIQMON</> F*(c pr m)
 + <lt>eorum</> Bo Sa{12}
<gk>,</>
<gk>PA=N</>] > A* 414 {Lat}cod 100
 : <gk>TWN</> 618*(vid)
<gk>A)RSENIKO\N</>] > A* 414
<gk>A)PO\</>
<gk>MHNIAI/OU</>]
 : <gk>MHNAIOU</> 313-528 458 59
 : <gk>MINAIOU</> 30
<gk>KAI\</>
<gk>E)PA/NW</>
<gk>,</>
<gk>E(CAKISXI/LIOI</>]
 : <gk>XILIADAS</> 126
 : <gk>XILIADES</> 458
 : <gk>EC..</> <it>n</>{-458}
 + <gk>..XILIADES</> <it>n</>{-458}
 +: <gk><uSTN>u</> 126
 :+ <gk><uS>u</> 458
 +< <gk>KAI</> 246 <it>z</>{-126} 646 (sed hab Ald) 
   <it>O</>{-58} 767 (^)
 +< <gk>TRIAKOSIOI</> 246 <it>z</>{-126} 646 (sed hab Ald)
 +< <gk>DIAKOSIOI</> <it>O</>{-58} 767 (^)
<gk>KAI\</> (sub % G Syh)] > 72 53' 343{mg} 799 58 <it>d</> 15 
   Aeth{C} 126
<gk>PENTH/KONTA</> (sub % G Syh)] > 15 Aeth{C} 126
 : <gk>DIAKOSIOI</> 58 <it>b</> <it>d</> <it>n</>{-767} 
   <it>t</> {Lat}cod 100 Arab Arm = Compl MT
<gk>:</>
~x3y35
<gk>KAI\</>] > 509
 : <lt>et</> {Lat}cod 100
<gk>O(</>] > 28-85 509 {Lat}cod 100
<gk>A)/RXWN</>] > 509
 : <lt>principes</> {Lat}cod 100
<gk>OI)/KOU</>]
 : <gk>DHMOU</> 799
<gk>PATRIW=N</>]
 : <gk>PATRIAS</> B* Aeth{-CG} = MT
<gk>TOU=</>] > 458 799 Sa (>11) 53' (>11)
<gk>DH/MOU</>] > 799 Sa (>11) 53' (>11)
<gk>TOU=</>] > 19 106-125 (>11) 53' (>11)
 + <gk>TOU</> 246
<gk>*MERARI\</>] > (>11) 53' (>11)
 : <gk>MERAREI</> B V <it>O</>{-376} 56'-129 127-767 392 18 59 Sa{12}
 : <gk>MERARH</> 72 318
 : <gk>MERERI</> 509
<gk>*SOURIH\L</>] > (>11) 53' (>11)
 : <gk>ISOURIHL</> 426
 : <gk>SOBRIHL</> 422
 : <gk>SOUREIHL</> V
 : <gk>SOUROUHL</> 75
 : <lt>eziur</> Sa
 : <lt>uri<ue>ul</> Bo{B}
<gk>UI(O\S</>] > 799 {Lat}cod 104 (>11) 53' (>11)
<gk>*)ABIXA/IL</> A(vid) Syh = Sixt] > (>11) 53' (>11)
 : <gk>ABEIXAIL</> B
 : <gk>ABHXAIA</> 30
 : <gk>ABIMEHL</> 509
 : <gk>ABIXAHL</> V
 : <gk>ABIXAI</> <it>d</> <it>t</>
 : <gk>ABIXAIA</> rell
 : <gk>ABIXAIOU</> 52'-313
 : <gk>ABIXEA</> 75
 : <gk>ABIXIA</> 59
 : <gk>AMIXAIA</> 16-46 130-321-346(vid) 126
 : <gk>AMIXEA</> 72 458
 : <gk>SABIXAIA</> 71
 : <lt>abic{.}e{.}a</> {Lat}cod 104
 : <lt>abichel</> Bo
 : <lt>amachia</> Sa
 + <gk>ABIXAIA</> 376
 inc 551
<gk>:</>
 +< <lt>et</> Aeth
<gk>E)K</>] > (>11) 53' (>11)
<gk>PLAGI/WN</>] > (>11) 53' (>11)
 : <gk>DECIPLAGIWN</> 72
<gk>TH=S</>] > (>11) 53' (>11)
<gk>SKHNH=S</>] > (>11) 53' (>11)
 +< <lt>castra</> {Lat}cod 100
<gk>PAREMBALOU=SIN</>] > (~) 422 (~)
 : <gk>PARABALOUSIN</> 19
 : <gk>PAREMBALLOUSI{N}</> 29 53 767 30 84 <it>y</>{-318} 319 646
 : <gk>PROSBALLOUSIN</> 799
 : <lt>constituet</> {Lat}cod 100
<gk>PRO\S</>
<gk>BORRA=N</>]
 : <gk>BORRA</> 16-46
 + <gk>PAREMBALOUSIN</> (~) 422 (~)
<gk>.</>
~x3y36
 +< <gk>KAI</> 767 130{mg}-321'{-mg} Aeth Arm = MT
<gk>H(</>] > <it>b</>
<gk>E)PI/SKEYIS</>] > <it>b</>
 + <gk>AUTWN</> <it>d</> <it>n</> <it>t</> Arm Sa
 + <gk>KAI</> <it>b</>
 +< <lt>et</> Arm Sa
<gk>H(</> B <it>O</>{-58} <it>d</> <it>n</>{-458} <it>t</> 
   71 Syh{T}] > 509
 : <gk>THS</> 29-64*-72 528-551 <it>f</>{-246} 130{mg}-321'{mg} 
   18 55 59 Aeth = Compl rell (^)
<gk>FULAKH\</> B <it>O</>{-58} <it>d</> <it>n</>{-458} <it>t</> 
   71 Syh{T}] > 509
 : <gk>FULAKHS</> rell (^)
 : <gk>FULHKHS</> 30
 : <gk>FULH</> <it>b</>
 : <gk>FULHS</> 29-64*-72 528-551 <it>f</>{-246} 130{mg}-321'{mg} 
   18 55 59 Aeth = Compl
 : <gk>FUNSAKH</> 458
 + <gk>THS</> 246
 + <gk>FULHS</> 246
 +< <gk>TWN</> <it>f</> 646 = Compl
<gk>UI(W=N</>] > 72{txt}
<gk>*MERARI/</>]
 : <gk>MERAREI</> B V <it>O</>{-376} <it>f</> 127-767 509 392 18 59 Sa
 : <gk>MERARH</> 72 318
<gk>:</>
<gk>TA\S</>
<gk>KEFALI/DAS</>]
 : <gk>KEFALAS</> <it>b</> (sed hab Compl)
<gk>TH=S</>
<gk>SKHNH=S</>
<gk>KAI\</>
<gk>TOU\S</>
<gk>MOXLOU\S</>
<gk>AU)TH=S</>] > (>4 homoi.) Sa{4} (>4) (>8 homoi.) 343 (>8)
<gk>KAI\</>] > (>4 homoi.) Sa{4} (>4) (>8 homoi.) 343 (>8)
<gk>TOU\S</>] > (>4 homoi.) Sa{4} (>4) (>8 homoi.) 343 (>8) 
   (~) <it>b</> (sed hab Compl) (~)
 : <gk>THS</> 628
<gk>STU/LOUS</> 628] > (>4 homoi.) Sa{4} (>4) (>8 homoi.) 343 (>8) 
   (~) <it>b</> (sed hab Compl) (~)
 + <gk>TAS</> (~) <it>b</> (sed hab Compl) (~)
 + <gk>BASEIS</> (~) <it>b</> (sed hab Compl) (~)
<gk>AU)TH=S</>] > 125 {Lat}codd 100 104 Sa{12} (>8 homoi.) 343 (>8) 
   (>4 homoi.) F*(c pr m) (>4)
 : <gk>AUTHN</> 122(vid)
<gk>KAI\</>] > Arm (>8 homoi.) 343 (>8) (>4 homoi.) F*(c pr m) (>4)
<gk>TA\S</>] > 125 (>8 homoi.) 343 (>8) (>4 homoi.) F*(c pr m) (>4) 
   (~) <it>b</> (sed hab Compl) (~)
<gk>BA/SEIS</>] > (>8 homoi.) 343 (>8) (>4 homoi.) F*(c pr m) (>4) 
   (~) <it>b</> (sed hab Compl) (~)
 + <gk>TOUS</> (~) <it>b</> (sed hab Compl) (~)
 + <gk>STULOUS</> (~) <it>b</> (sed hab Compl) (~)
<gk>AU)TH=S</>] > {Lat}cod 104
 : <gk>AUTWN</> A*(vid) <it>d</> <it>t</> Aeth
 : <gk>TOUTWN</> 130{mg}-321'{mg}
<gk>KAI\</>] > (>19 homoi.) 618{txt} (>19)
<gk>PA/NTA</>] > 53' 126 (>19 homoi.) 618{txt} (>19)
<gk>TA\</>] > 458 (>19 homoi.) 618{txt} (>19)
<gk>SKEU/H</>] > (>19 homoi.) 618{txt} (>19)
<gk>AU)TW=N</> F{a}] > 125 (>19 homoi.) 618{txt} (>19) 
   (>4 homoi.) F 44 (>4) (>21 homoi.) 616{txt}(c pr m) (>21)
 : <gk>TOUTWN</> <it>d</>{-125} <it>n</>{-767} <it>t</> Arm
 : <lt>eius</> Bo Syh = MT
<gk>KAI\</>] > (>19 homoi.) 618{txt} (>19) (>4 homoi.) F 44 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
 +< <gk>PANTA</> F{(a)} <it>O</> 619 <it>z</> 646 Syh = MT
<gk>TA\</>] > (>19 homoi.) 618{txt} (>19) (>4 homoi.) F 44 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>E)/RGA</>] > (>19 homoi.) 618{txt} (>19) (>4 homoi.) F 44 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>AU)TW=N</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
 : <gk>AUTHS</> 55 Bo = MT
 : <gk>TOUTWN</> <it>d</>{(-44)} <it>n</>{-458*}{767} <it>t</> Arm
 : <gk>TOUTON</> 458*
~x3y37
<gk>KAI\</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>TOU\S</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>STU/LOUS</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>TH=S</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>AU)LH=S</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
 + <gk>THS</> 53'
 + <gk>SKHNHS</> 53'
<gk>KU/KLW|</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>KAI\</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21) (>4 homoi.) 44 (>4)
<gk>TA\S</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21) (>4 homoi.) 44 (>4)
<gk>BA/SEIS</>] > (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21) (>4 homoi.) 44 (>4)
<gk>AU)TW=N</>] > 106-125 (>19 homoi.) 618{txt} (>19) 
   (>21 homoi.) 616{txt}(c pr m) (>21) (>4 homoi.) 44 (>4)
 : <gk>TOUTWN</> 54-75'
 + <gk>KAI</> (+5) 799: ex 3{{36}} (+5)
 + <gk>PANTA</> (+5) 799: ex 3{{36}} (+5)
 + <gk>TA</> (+5) 799: ex 3{{36}} (+5)
 + <gk>SKEUH</> (+5) 799: ex 3{{36}} (+5)
 + <gk>AUTWN</> (+5) 799: ex 3{{36}} (+5)
<gk>KAI\</>] > Arab (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>TOU\S</>] > 106-125 Arab (>21 homoi.) 616{txt}(c pr m) (>21)
 : <gk>TAS</> 72 552
<gk>PASSA/LOUS</> (<gk>PASALOUS</> 799) B V 44-125 <it>x</>{-619} 799 {Lat}codd 100 104]
 > Arab (>21 homoi.) 616{txt}(c pr m) (>21)
 : <gk>PALOUS</> 120*
 + <gk>AUTHS</> <it>z</> 646
 + (+ ras 2 litt 376) <gk>AUTWN</> rell = MT
<gk>KAI\</> F{a}] > (>4) F F{b} 246 126 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>TOU\S</> F{a}] > 125 (>4) F F{b} 246 126 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
<gk>KA/LOUS</> F{a}] > (>4) F F{b} 246 126 (>4) 
   (>21 homoi.) 616{txt}(c pr m) (>21)
 : <gk>KADOUS</> 53' 509 799
 : <gk>KALLOUS</> 46{c} 44
 : <gk>KALWS</> 381 77-414-417{c} 646
 : <gk>KAULOUS</> V 131{c} 54-75' Bo
 : <gk>KLADOUS</> A <it>b</> <it>y</>{-392} (sed hab Compl)
 : <gk>SXOINOI</> 64{mg}
<gk>AU)TW=N</> F{a}] > 44 (>4) F F{b} 246 126 (>4)
 : <gk>AUTHS</> <it>z</>{-126} 646
<gk>.</>
~x3y38
<gk>*KAI\</>] > 619 = Ald Sixt
<gk>OI(</>]
 : <lt>qui</> {Lat}cod 100
<gk>PAREMBA/LLONTES</>]
 : <gk>PAREMBALONTES</> 72'-618 52' 125 458 370* 71 18 646 799
 : <lt>constituit</> {Lat}cod 100
 + <lt>castra</> {Lat}cod 100
 +< # <lt>contra</> _ Syh{mg} 			???????
 +< # <lt>tabernaculum</> _ Syh{mg} 		???????
 +< # <lt>contra</> _ Syh{mg} 			???????
 +< # <lt>orientem</> _ Syh{mg} 			???????
<gk>KATA\</>
<gk>PRO/SWPON</>]
<gk>TH=S</>] > 16-46
 : <gk>TH</> 75
<gk>SKHNH=S</>] > 16-46
 : <gk>SKHNH</> 75
 + <gk>KATA</> (+4 dittogr.) 628 (+4)
 + <gk>PROSWPON</> (+4 dittogr.) 628 (+4)
 + <gk>THS</> (+4 dittogr.) 628 (+4)
 + <gk>SKHNHS</> (+4 dittogr.) 628 (+4)
 + (# G) <gk>APO</> (+5) G-426 = MT (+5)
 + (# G) <gk>ANATOLWN</> (+5) G-426 = MT (+5)
 + (# G) <gk>KATENANTI</> (+5) G-426 = MT (+5)
 + (# G) <gk>THS</> (+5) G-426 = MT (+5)
 + (# G) <gk>SKHNHS</> (+5) G-426 = MT (+5)
<gk>TOU=</>] > {Lat}cod 104 Arab
<gk>MARTURI/OU</>] > {Lat}cod 104 Arab
<gk>A)P'</> B <it>n</> M' 53' 126] > 68
 : <gk>APO</> Sixt rell
 : <gk>KAT'</> <it>O</>{-58}{376} Bo
 : <gk>KATA</> 376
<gk>A)NATOLH=S</> B <it>n</>]
 : <gk>ANATOLAS</> <it>O</>{-58} Bo
 : <gk>ANATOLWN</> rell
 : <gk>ANATWLWN</> 53* 30 646
<gk>*MWUSH=S</>]
 : <gk>MWSHS</> <it>O</>{-376} <it>n</>
 : <gk>MWUSH</> 319
 + <gk>DE</> F*(c pr m)
<gk>KAI\</>]
<gk>*AARWN</>]
<gk>KAI\</>] > 730
<gk>OI(</>] > 52'-131-500'-529' 664* 75 619 68'-120-126 = Compl
<gk>UI(OI\</>
<gk>AU)TOU=</>] > 529*
 : <gk>AUTWN</> 71
<gk>FULA/SSONTES</>]
 : <lt>custodient</> Arm Bo
<gk>TA\S</>] > 376 551* 84(|) 59
<gk>FULAKA\S</>] > (>5 homoi.) 618 68 59 Sa{12} (>5)
 : <gk>FULAS</> 46*
<gk>TOU=</>] > (>5 homoi.) 618 68 59 Sa{12} (>5)
 : <gk>TWN</> 15 126 Arm Bo Sa{4} Syh{L}
<gk>A(GI/OU</>] > (>5 homoi.) 618 68 59 Sa{12} (>5)
 : <gk>AGIWN</> 15 126 Arm Bo Sa{4} Syh{L}
<gk>EI)S</>] > (>5 homoi.) 618 68 59 Sa{12} (>5)
<gk>TA\S</>] > (>5 homoi.) 618 68 59 Sa{12} (>5)
<gk>FULAKA\S</>]
 : <gk>FULAS</> 376
<gk>TW=N</>
<gk>UI(W=N</>]
 : <gk>AGIWN</> 134*
<gk>*ISRAHL</>
<gk>:</>
<gk>KAI\</>
<gk>O(</>] > 246 458
<gk>A)LLOGENH\S</>
<gk>O(</>
<gk>A(PTO/MENOS</>]
 : <gk>PROSPOREUOMENOS</> A M'{txt} <it>oI</>{-618}-29 16-46 
   <it>b</> 28-30'-85'{txt}-321'{txt}-343' 619 121 55 = Ald (^)
 : <gk>PROPOREUOMENOS</> 618
 : <gk>PROSPOREBOMENOS</> 54
 : <gk>PARAPOREUOMENOS</> <it>C</>'`{-16}{46} 319
 + <gk>APTOMENOS</> G*
<gk>A)POQANEI=TAI</>]
 : <gk>APOQANH</> 509
<gk>.</>
~x3y39
<gk>*PA=SA</>]
 : <gk>PAS</> M'{mg} <it>b</> 85'{mg}-321'{mg} 
   {Lat}codd 100 104 (sed hab Compl)
 + <gk>DE</> 54-75'
<gk>H(</>]
 : <gk>O</> M'{mg} <it>b</> 85'{mg}-321'{mg} 
   {Lat}codd 100 104 (sed hab Compl)
<gk>E)PI/SKEYIS</>]
 : <gk>ARIQMOS</> M'{mg} <it>b</> 85'{mg}-321'{mg} 
   {Lat}codd 100 104 (sed hab Compl)
<gk>TW=N</>
 +< <gk>UIWN</> F(sup ras) Cyr I 316
<gk>*LEUITW=N</>]
 : <gk>LEBEITWN</> 767
 : <gk>LEUEITWN</> B* V G 127
 : <gk>LEUI</> Cyr I 316
<gk>,</>
<gk>OU(\S</>
<gk>E)PESKE/YATO</>]
 : <gk>EPEMYATO</> 610
 : <gk>EPESKEYEN</> 30*(c pr m)
 : <lt>recensuerunt</> Aeth Arm Sa
<gk>*MWUSH=S</>] > (>5) 551 (>5)
 : <gk>MWSHS</> <it>O</>{-376}-72 <it>n</> Cyr I 316
<gk>KAI\</>] > Arab Bo = MT{mss} Sam (>5) 551 (>5)
<gk>*)AARW\N</>] > Arab Bo = MT{mss} Sam (>5) 551 (>5)
<gk>DIA\</>] > (>5) 551 (>5)
 : <lt>a</> Sa{12}
<gk>FWNH=S</>] > (>5) 551 (>5)
 : <lt>tabernaculo</> Sa{12}
 +< <gk>PAN</> 551*: ex sq
 +< <gk>ARSENIKON</> 551*: ex sq
 +< <gk>APO</> 551*: ex sq
 +< <gk>MHNIAIOU</> 551*: ex sq
<gk>KURI/OU</>] > 528 125
<gk>KATA\</>] > 125
<gk>DH/MOUS</>] > 125
<gk>AU)TW=N</>] > 509
 + <gk>HN</> 125
 + <gk>ELALHSE</> 125
 + <gk><uKS>u</> 125
<gk>,</>
<gk>PA=N</>]
 : <gk>PANTA</> 458
<gk>A)RSENIKO\N</>
<gk>A)PO\</>
<gk>MHNIAI/OU</>]
 : <gk>MHNAIOU</> 59
 : <gk>MHNIOU</> A*
<gk>KAI\</>] > (>21 homoi.) 414 (>21)
<gk>E)PA/NW</>] > (>21 homoi.) 414 (>21)
 + <gk>KAI</> 56*(vid)
 + <gk>EPANW</> 56*(vid)
<gk>,</>] > Ra
<gk>DU/O</>] > 75 72 107'-125 126 458 (>21 homoi.) 414 (>21) 
   (~) 54'-767 799 (~)
<gk>KAI\</>] > 75 799 72 107'-125 126 458 (>21 homoi.) 414 (>21) 
   (~) 54'-767 (~)
<gk>EI)/KOSI</>] > 72 107'-125 126 458 (>21 homoi.) 414 (>21)
 + <gk>KAI</> (~) 54'-767 (~)
 + <gk>DUO</> (~) 54'-767 799 (~)
<gk>XILIA/DES</>] > (>21 homoi.) 414 (>21)
 : <gk>XILIADAS</> 126 343
 + <lt>CCC</> {Lat}cod 100 (sed hab Ruf <lt>Num</> 4)
 + <gk>KAI</> 46{c}
 + <gk><uRN>u</> 46{c}
 + <gk><uKB>u</> 72 107'-125 126
 + <gk><uK>u</> 458
<gk>.</>
~x3y40
<gk>*KAI\</>] > (>21 homoi.) 414 (>21)
<gk>EI)=PEN</>] > (>21 homoi.) 414 (>21)
 : <gk>ELALHSE{N}</> 527 55 {Lat}cod 104 Arm
<gk>KU/RIOS</>] > (>21 homoi.) 414 (>21)
<gk>PRO\S</>] > (>21 homoi.) 414 (>21)
<gk>*MWUSH=N</>] > (>21 homoi.) 414 (>21)
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> G-426 107 <it>n</>{-458} 130 Cyr I 316
 : <gk>MWSIN</> 458
 : <gk>MWUSH</> 19
<gk>LE/GWN</> (sub % G Syh)] > <it>C</>'`{(-414)} 319 424 646 = MT 
   (>21 homoi.) 414 (>21)
<gk>*)EPI/SKEYAI</>] > (>21 homoi.) 414 (>21)
 : <gk>A{.}RIQMHSO[N]</> 803
<gk>PA=N</>] > (>21 homoi.) 414 (>21)
<gk>PRWTO/TOKON</>] > (>21 homoi.) 414 (>21) 
   (~) 53' {Lat}cod 104 (~)
<gk>A)/RSEN</>] > 628 (>21 homoi.) 414 (>21)
 : <gk>ARSENIKON</> 527 {Lat}cod 100
 + <gk>PRWTOTOKON</> (~) 53' {Lat}cod 104 (~)
 +< <lt>omnium</> Arm{te}
<gk>TW=N</>] > (>21 homoi.) 414 (>21)
<gk>UI(W=N</>] > (>21 homoi.) 414 (>21)
<gk>*)ISRAH\L</>] > (>21 homoi.) 414 (>21)
<gk>A)PO\</>] > (>21 homoi.) 414 (>21)
<gk>MHNIAI/OU</>] > (>21 homoi.) 414 (>21)
 : <gk>MHNAIOU</> 59
<gk>KAI\</>
<gk>E)PA/NW</>
<gk>,</>] > Ra
<gk>KAI\</>] > (>68) 527 (>68)
<gk>LA/BE</> 803] > (>68) 527 (>68)
 : <gk>LABETE</> B F 71
 : <gk>LABWN</> 799
<gk>TO\N</>] > (>68) 527 (>68)
 : <gk>TWN</> 529* 767 669
<gk>A)RIQMO\N</> 529] > (>68) 527 (>68)
 : <gk>ARHQMWN</> 529* 767
<gk>AU)TW=N</> 803(vid)] > B 54-75' <it>x</>{-619} 
   {Lat}codd 100 104 = Ra (>68) 527 (>68) 
   (~) <it>O</>{-58} Bo Syh = MT (~)
<gk>E)C</>] > (>68) 527 (>68)
<gk>O)NO/MATOS</>] > (>68) 527 (>68)
 : <gk>ONOMATWN</> G {Lat}codd 100 l04 (<lt>omnia</> pro <lt>nomina</>) Aeth (+ 
<lt>eorum</>) = MT
 + <gk>AUTWN</> 58 Sa (~) <it>O</>{-58} Bo Syh = MT (~)
<gk>:</>
~x3y41
<gk>KAI\</>] > (>68) 527 (>68)
<gk>LH/MYH|</> A B* F V G-82 509] > (>68) 527 (>68)
 : <gk>LHYH</> F{b} rell
 : <gk>LHYIS</> 458
 : <lt>adsume</> {Lat}codd 100 104
<gk>TOU\S</>] > (>68) 527 (>68)
<gk>*LEUI/TAS</> 803] > (>68) 527 (>68)
 : <gk>LEUEITAS</> B* V G 127
 : <gk>LEBEITAS</> 767
<gk>E)MOI/</>] > (>68) 527 (>68)
<gk>,</>
 +< <lt>quia</> Aeth Arm
<gk>E)GW\</>] > (>68) 527 (>68) (~) {Lat}cod 100 (~)
<gk>KU/RIOS</>] > (>68) 527 (>68) (~) {Lat}cod 100 (~)
 + <gk>ELALHSA</> G
<gk>,</>
<gk>A)NTI\</>] > (>68) 527 (>68)
 : <gk>APO</> 71
<gk>PA/NTWN</>] > (>68) 527 (>68)
<gk>TW=N</> 803] > F (>68) 527 (>68)
<gk>PRWTOTO/KWN</>] > F*(c pr m) (>68) 527 (>68) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
 + <gk>EN</> 392: ex sq
 + <gk>TOIS</> 392: ex sq
 + <gk>KTHNESI</> 392: ex sq
<gk>TW=N</>] > G 72 19' 44 53' 71 16-46 {Lat}codd 100 104 
   (>68) 527 (>68) (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>UI(W=N</>] > 16-46 {Lat}codd 100 104 (>68) 527 (>68) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>*)ISRAH/L</>] > (>68) 527 (>68) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>,</>] > Ra
<gk>KAI\</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
 + <gk>KAI</> 669*
<gk>TA\</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>KTH/NH</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>TW=N</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
<gk>*LEUITW=N</>] > (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
 : <gk>LEUEITWN</> B* V G 127
<gk>A)NTI\</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
 +< <gk>TWN </> <it>d</> <it>n</>{(-767)} <it>t</>
<gk>PA/NTWN</>] > Arm (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12)
 : <gk>KTHNWN</> <it>d</> <it>n</>{(-767)} <it>t</>
 + <gk>TWN</> <it>b</>{(-314)}
 + <gk>KTHNWN</> <it>b</>{(-314)}
<gk>TW=N</> 803] > (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15) 
   (>12 homoi.) 314 619 68'-120 (sed hab Ald) (>12) (~) 376 (~)
<gk>PRWTOTO/KWN</> 803] > (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15) (~) 376 (~)
 + <gk>TWN</> V <it>d</> <it>n</>{(-767)} <it>t</>{-84} 318 Sa Syh
<gk>E)N</>] > 82 B{txt} 669(1st) Aeth Arm Bo (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15)
<gk>TOI=S</>] > B{txt} 669(1st) Aeth Arm Bo (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15)
<gk>KTH/NESIN</>] > B{txt} 669(1st) (>68) 527 (>68) 
   (>15 homoi.) 767 321' 126: homoiot (>15)
 : <lt>pecorum</> Aeth Arm Bo
 + <gk>TWN</> (~) 376 (~)
 + <gk>PRWTOTOKWN</> (~) 376 (~)
<gk>TW=N</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15)
<gk>UI(W=N</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15)
<gk>*)ISRAH/L</>] > (>68) 527 (>68) (>15 homoi.) 767 321' 126: homoiot (>15)
 + <gk>EGW</> (~) {Lat}cod 100 (~)
 + <gk>KURIOS</> (~) {Lat}cod 100 (~)
 + <gk>KAI</> (+15 dittogr.) 669* (+15)
 + <gk>TA</> (+15 dittogr.) 669* (+15)
 + <gk>KTHNH</> (+15 dittogr.) 669* (+15)
 + <gk>TWN</> (+15 dittogr.) 669* (+15)
 + <gk>LEUITWN</> (+15 dittogr.) 669* (+15)
 + <gk>ANTI</> (+15 dittogr.) 669* (+15)
 + <gk>PANTWN</> (+15 dittogr.) 669* (+15)
 + <gk>TWN</> (+15 dittogr.) 669* (+15)
 + <gk>PRWTOTOKWN</> (+15 dittogr.) 669* (+15)
 + <gk>EN</> (+15 dittogr.) 669* (+15)
 + <gk>TOIS</> (+15 dittogr.) 669* (+15)
 + <gk>KTHNESIN</> (+15 dittogr.) 669* (+15)
 + <gk>TWN</> (+15 dittogr.) 669* (+15)
 + <gk>UIWN</> (+15 dittogr.) 669* (+15)
 + <gk>ISRAHL</> (+15 dittogr.) 669* (+15)
<gk>.</>
~x3y42
<gk>KAI\</>] > (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
<gk>E)PESKE/YATO</>] > (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
<gk>*MWUSH=S</>] > (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
 : <gk>MWSHS</> 58-72-426 <it>n</> Cyr I 317
 + <gk>KAI</> <it>b</> (sed hab Compl)
 + <gk>AARWN</> <it>b</> (sed hab Compl)
<gk>,</>
<gk>O(\N</>] > (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
<gk>TRO/PON</>] > (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
<gk>E)NETEI/LATO</>] > (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
 +< <gk>AUTW</> V 381' <it>d</>{(-125)} <it>t</> 392 Aeth
<gk>KU/RIOS</> B 54'-75 71-509 {Lat}cod 100 Arm]
 > (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
 +: <gk>AUTOIS</> <it>b</>
 :+ <gk>AUTW</> rell = Compl MT
 + <gk>TW</> 30 458
 +: <gk>MWUSH</> 30
 :+ <gk>MWSH</> 458
 + <lt>moysi</> {Lat}cod 104
<gk>,</>
<gk>PA=N</>] > (>6) 53' Cyr I 317 (>6) (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
<gk>PRWTO/TOKON</>] > (>6) 53' Cyr I 317 (>6) (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
<gk>E)N</>] > 246 458 18-126 {Lat}cod 100 Arm (>6) 53' Cyr I 317 (>6) 
   (>68) 527 (>68) (>13 homoi.) 125 Arab: homoiot (>13)
<gk>TOI=S</>] > (>6) 53' Cyr I 317 (>6) (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
 +< <gk>KTHNESI</> 628: ex 3{{41}}
 +< <gk>TWN</> 628: ex 3{{41}}
<gk>UI(OI=S</> 803] > (>6) 53' Cyr I 317 (>6) (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
 : <gk>UIWN</> 628: ex 3{{41}}
<gk>*)ISRAH/L</>] > (>6) 53' Cyr I 317 (>6) (>68) 527 (>68) 
   (>13 homoi.) 125 Arab: homoiot (>13)
<gk>:</>
~x3y43
<gk>KAI\</>] > (>68) 527 (>68)
<gk>E)GE/NONTO</> A B M' V 82-707 46{s} <it>d</> <it>f</>{-129*} 
   458 30 <it>t</> 509 <it>y</>{-121} 126 55 799 = Sam Tar]
 > (>68) 527 (>68)
 : <gk>EGENETO</> rell = MT
 : <gk>EGENETW</> 528
<gk>PA/NTA</>] > (>68) 527 (>68)
 : <gk>PAN</> 75
<gk>TA\</>] > 75 Arm (>68) 527 (>68)
 + <lt>masculi</> Arm
<gk>PRWTO/TOKA</>] > (>68) 527 (>68)
 : <gk>PRWTOTOKIA</> 318
 : <gk>PRWTOTOKON</> 75
 : <lt>primogeniti</> ( > {ap}) Arm
 + <gk>EN</> (+4) <it>d</>{-125} <it>n</> <it>t</> (+4)
 + <gk>TOIS</> (+4) <it>d</> <it>n</> <it>t</> (+4)
 + <gk>UIOIS</> (+4) <it>d</> <it>n</> <it>t</> (+4)
 + <gk>ISRAHL</> (+4) <it>d</> <it>n</> <it>t</> (+4)
<gk>TA\</> B M' V 58 52' <it>d</> <it>n</> <it>t</> 509 121 59 
   799 Cyr I 317]
 > G Arab Arm rell (>68) 527 (>68)
<gk>A)RSENIKA\</>] > G Arab Arm (>68) 527 (>68)
 + <lt>filiorum</> Arm
 + <lt>israel</> Arm
 +< <gk>KAI</> 528
<gk>KATA\</>] > {Lat}cod 104 (>68) 527 (>68)
 : <gk>KAT'</> G-426 75 126
<gk>A)RIQMO\N</>] > {Lat}cod 104 (>68) 527 (>68)
 : <gk>ARHQMWN</> 767
 : <gk>GENOS</> 72
 + <lt>eorum</> Sa
 +< <gk>KAI</> <it>f</>{-129} = Compl
<gk>E)C</>] > Aeth Bo (>68) 527 (>68)
<gk>O)NO/MATOS</>] > (>68) 527 (>68)
 : <gk>ONOMATWN</> G* Syh = MT
 : <lt>nominum</> Aeth Bo
 + <lt>eorum</> Aeth Bo Sa
<gk>A)PO\</>] > (>68) 527 (>68)
<gk>MHNIAI/OU</>] > (>68) 527 (>68)
 : <gk>MHNAIOU</> 134
<gk>KAI\</>] > (>68) 527 (>68)
<gk>E)PA/NW</>] > (>68) 527 (>68)
 +< <gk>KAI</> <it>C</>'` 319 646
<gk>E)K</>] > (>4) Arab (>4) (>68) 527 (>68)
<gk>TH=S</>] > (>4) Arab (>4) (>68) 527 (>68)
<gk>E)PISKE/YEWS</>] > (>4) Arab (>4) (>68) 527 (>68)
<gk>AU)TW=N</>] > 121* (>4) Arab (>4) (>68) 527 (>68)
 : <gk>TWN</> 509
 +< <gk>KAI</> 527
 +< <gk>EPESKEYATO</> 527
 +< <gk>KAI</> 527
 +< <gk>EUREQH</> 527
<gk>DU/O</>] > 125 126 458 (~) 619 (~) (~) 107' 799 (~)
 : <lt>XXXII</> {Lat}cod 100
<gk>KAI\</>] > 107' 799 125 126 458 619 {Lat}cod 100
<gk>EI)/KOSI</>] > 125 126 458 {Lat}cod 100 (~) 619 (~)
 + <gk>DUO</> (~) 107' 799 (~)
<gk>XILIA/DES</>]
 : <gk>XILIADAS</> 126 343
 : <gk>XILIADWN</> 509
 : <lt>milia</> {Lat}cod 100
 + <gk>EIKOSI</> (~) 619 (~)
 +< <gk>KAI</> 833 rell
<gk>TREI=S</> 619 A F G{c}-15-64*-82-376'-707(vid) 
   <it>cI</>`{-46}{414} <it>b</> <it>s</> <it>x</>{-619} 121 
   319 Cyr I 317]
 > {Lat}cod 100 (~) <it>d</>{-125} 246 <it>t</> 799 Arm (~)
 : <gk><uR>u</> G*
 : <gk><uKB>u</> 125
 : <gk><uKG>u</> 458
 : <gk><uKBTOG>u</> 126
<gk>KAI\</>] > 126 (~) <it>d</>{-44}{107}{125}{610} <it>t</> Arm (~)
 : <lt>et</> {Lat}cod 100
<gk>E(BDOMH/KONTA</>] > 126 (~) <it>d</>{-125} 246 <it>t</> 799 Arm (~)
 : <gk><uSO>u</> 458
 : <gk><uSOG>u</> 125
 : <lt>CCCLXXXIII</> {Lat}cod 100
 + <gk>DUO</> (~) 619 (~)
 + <gk>KAI</> 618*
 + <gk>TREIS</> 618*
<gk>KAI\</>] > 125 126 458 {Lat}cod 100
<gk>DIAKO/SIOI</>] > 125 126 458 {Lat}cod 100
 : <gk>DIAKOSIAI</> B 414
 : <gk>TRIAKOSIOI</> 528 121{c<s1>s} 18 646
 + <gk>KAI</> (~) <it>d</>{-44}{107}{125}{610} <it>t</> Arm (~)
 + <gk>EBDOMHKONTA</> (~) <it>d</>{-125} 246 <it>t</> 799 Arm (~)
 + <gk>KAI</> <it>d</>{-44}{107}{125}{610} <it>t</> Arm
 + <gk>TREIS</> (~) <it>d</>{-125} 246 <it>t</> 799 Arm (~)
<gk>.</>
~x3y44
<gk>*KAI\</>
<gk>E)LA/LHSEN</>]
 : <gk>EIPE</> 125
<gk>KU/RIOS</>
<gk>PRO\S</>] > G
<gk>*MWUSH=N</>] > G
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</> Cyr I 317
 : <gk>MWUSH</> 19 610
 : <gk>MWUSIN</> 509*
<gk>LE/GWN</>] > 125
~x3y45
<gk>*LA/BE</>]
 : <gk>LABETE</> B* 127
<gk>TOU\S</>
<gk>*LEUI/TAS</>]
 : <gk>LEUEITAS</> B* V 833 G 127
 : <gk>LEUHTAS</> 509*
 : <gk>LEBEITAS</> 767
<gk>A)NTI\</>]
 : <gk>APO</> 71
<gk>PA/NTWN</>] > 509 799
<gk>TW=N</>] > 833
<gk>PRWTOTO/KWN</>
<gk>TW=N</>] > 833 G 53' 619 68' = Sixt
<gk>UI(W=N</>
<gk>*)ISRAH/L</>] > (>35 homoi.) 44 (>35)
<gk>,</>] > Ra
<gk>KAI\</>] > (>35 homoi.) 44 (>35)
<gk>TA\</>] > {Lat}cod 100 (>35 homoi.) 44 (>35)
<gk>KTH/NH</>] > (>35 homoi.) 44 (>35)
 : <lt>opera</> {Lat}cod 100
 + <gk>AUTWN</> 619
<gk>TW=N</>] > 72 (>35 homoi.) 44 (>35)
<gk>*LEUITW=N</>] > (>35 homoi.) 44 (>35)
 : <gk>LEBEITWN</> 767
 : <gk>LEUEITWN</> B* V G 127
 : <gk>AUTWN</> 72
<gk>A)NTI\</>] > (>4) Sa{12} (>4) (>35 homoi.) 44 (>35)
 +< <gk>PANTWN</> 72 509 319 {Lat}cod 104 Aeth
<gk>TW=N</>] > (>4) Sa{12} (>4) (>35 homoi.) 44 (>35)
 : <gk>TA</> 376 125
<gk>KTHNW=N</>] > (>4) Sa{12} (>4) (>35 homoi.) 44 (>35)
 : <gk>KTHNH</> 376 125
<gk>AU)TW=N</>] > 72 (>4) Sa{12} (>4) (>35 homoi.) 44 (>35)
<gk>,</>
<gk>KAI\</>] > (>35 homoi.) 44 (>35)
<gk>E)/SONTAI</>] > (>35 homoi.) 44 (>35)
<gk>E)MOI\</>] > (>35 homoi.) 44 (>35)
 : <gk>MOI</> 833 G 417-616* 125* <it>f</> <it>n</>{-127} 628 
   646 = Compl
<gk>OI(</>] > 52'-313 75 72 (>35 homoi.) 44 (>35)
<gk>*LEUI=TAI</>] > 72 (>35 homoi.) 44 (>35)
 : <gk>LEBEITAI</> 767
 : <gk>LEUEITAI</> B* V G 127
<gk>:</>
 +< <lt>quia</> Aeth Arm
<gk>E)GW\</>] > 75 (>35 homoi.) 44 (>35)
 : <gk>LEGEI</> 16-46
<gk>KU/RIOS</>] > 75 (>35 homoi.) 44 (>35)
<gk>.</>
~x3y46
<gk>KAI\</>] > Compl (>35 homoi.) 44 (>35)
<gk>TA\</>] > 392* (>35 homoi.) 44 (>35)
<gk>LU/TRA</>] > (>35 homoi.) 44 (>35)
 +< <gk>TWN</> V 833 82 <it>d</>{(-44)} <it>f</> <it>n</>{-127*} 
   30'-130{mg}-321'{mg} <it>t</> 318 799 = Compl
 +< <gk>TW</> 127*
<gk>TRIW=N</>] > (>4) 126 (>4) (>5) Aeth{M} (>5) (>35 homoi.) 44 (>35)
 : <gk>TREIS</> B* 376
 : <gk>POIWN</> 52'-313
<gk>KAI\</>] > 417 Arm{ap} (>4) 126 (>4) (>5) Aeth{M} (>5) 
   (>35 homoi.) 44 (>35)
<gk>E(BDOMH/KONTA</>] > Arm{ap} (>5) Aeth{M} (>5) 
   (>35 homoi.) 44 (>35)
 : <gk><uSO>u</> 107'-125
 : <gk><uSOG>u</> 126
<gk>KAI\</>] > 318*(|) 107'-125 (>4) 126 (>4) (>5) Aeth{M} (>5) 
   (>35 homoi.) 44 (>35)
<gk>DIAKOSI/WN</>] > 107'-125 (>4) 126 (>4) (>5) Aeth{M} (>5) 
   (>35 homoi.) 44 (>35)
 : <gk>DIAKOSIA</> 53'
 : <gk>DIAKOSIOI</> B* 376
 : <gk>EIKOSI{N}</> 52'-313
<gk>,</>
<gk>OI(</>] > 537 (>35 homoi.) 44 (>35)
 : <gk>TWN</> 833 <it>C</>'` <it>d</>{(-44)} <it>n</> 
   30'-130{mg}-321'{mg} <it>t</> 319 646 Arm
 : <lt>quia</> Bo
<gk>PLEONA/ZONTES</>] > (>35 homoi.) 44 (>35)
 : <gk>PLEONAZONTWN</> 833 <it>C</>'` <it>d</>{(-44)} 
   <it>n</>{-54*}{767} 30'-130{mg}-321'{mg} <it>t</> 319 646 Arm
 : <gk>PLEONANAZONTWN</> 767
 : <gk>PLEONAZWNTWN</> 54*
 : <gk>PLEONAZOUSI</> 318
 : <gk>PLHSIAZONTES</> 53'
 : <lt>superabundant</> Bo
 + <gk>HSAN</> 82
<gk>PARA\</>] > 707 (>35 homoi.) 44 (>35)
 : <gk>PERI</> F{b}
<gk>TOU\S</>] > (>35 homoi.) 44 (>35)
<gk>*LEUI/TAS</>] > (>35 homoi.) 44 (>35)
 : <gk>LEBEITAS</> 767
 : <gk>LEBITAS</> 610
 : <gk>LEUEITAS</> B* V G 127
 +< <gk>KAI</> 52'-313
<gk>A)PO\</>] > (>35 homoi.) 44 (>35)
 : <gk>ANTI</> 376
<gk>TW=N</>] > (>35 homoi.) 44 (>35)
<gk>PRWTOTO/KWN</>] > (>35 homoi.) 44 (>35)
<gk>TW=N</>] > 707 (>35 homoi.) 44 (>35)
<gk>UI(W=N</>] > (>35 homoi.) 44 (>35)
<gk>*)ISRAH/L</>
<gk>,</>
~x3y47
<gk>KAI\</>] > Aeth Arm
 + <gk>TA</> 618*
 + <gk>KTHNH</> 618*
<gk>LH/MYH|</> A B* F V G 509]
 : <gk>LHMYEI</> 82
 : <gk>LHYETAI</> 16-46
 : <gk>LHYH</> F{b} rell
<gk>PE/NTE</> F{a}] > F 799 Aeth (~) 414 (~)
 : <gk>PANTOS</> 72
 : <lt>V</> {Lat}cod 100
 + ( # G) <gk>PENTE</> <it>O</>{-58} = MT
 + <lt>milia</> {Lat}cod 100
<gk>SI/KLOUS</> F{a}] > F 799 Aeth
 + <gk>PENTE</> (~) 414 (~)
<gk>KATA\</>
<gk>KEFALH/N</>]
 : <gk>KEFALAS</> Cyr I 317
<gk>,</>
<gk>KATA\</>] > 343
<gk>TO\</>] > 44
 : <gk>TON</> 833
<gk>DI/DRAXMON</>]
 : <gk>DIDRAGMON</> F 15-72-376-707 <it>C</>-46-73'{-320}-414-417* 
   <it>b</> 610 56'{-246} <it>n</>{-127}{767} <it>y</>{-121} 
   18* 59 799 (sed hab Compl) = Ald
 : <gk>DHDRAGMON</> 246*
 : <gk>DIDAGMON</> 130
 : <gk>DIDRAGMAN</> 320
 : <gk>DIDRAGMA</> 767
 : <gk>DIDRAGXMON</> 321'
 : <gk>DIDRAXMA</> 30* Cyr I 317
 : <lt>siclum</> Sa{4}
<gk>TO\</>] > 616 Syh {Lat}cod 104
 : <gk>TON</> 833 619*
<gk>A(/GION</>] > 616
 : <lt>[s]a{.}ncti</> {Lat}cod 104
 : <lt>sanctitatis</> Syh
 +< <gk>KAI</> G V 376' 610 Sa Syh (^): contra MT
<gk>LH/MYH|</> A B* F V 82 509] > {Lat}cod 100
 : <gk>LHMYETAI</> G
 : <gk>LHYH</> F{b} rell
<gk>,</>
<gk>EI)/KOSI</>] > (~) 126 (~)
<gk>O)BOLOU\S</> (<gk>OBOULOUS</> 458) B V <it>O</>{-58<stxt>s} 
   <it>d</> <it>n</> <it>t</> <it>x</>{-619} 318 Cyr I 317 
   {Lat}cod 104 Aeth Arm Sa Syh]
 : <gk>OBOLOI</> 126 833(vid) rell (^)
 : <gk>OBOLOIS</> 72 <it>f</> Compl
 : <lt>obios</> {Lat}cod 100
 + <gk><uK>u</> (~) 126 (~)
<gk>TOU=</> B V <it>O</>{-58<stxt>s} <it>d</> <it>n</> <it>t</> 
   <it>x</>{-619} 318 Cyr I 317 {Lat}cod 104 Aeth Arm Sa Syh]
 > {Lat}cod 100
 : <gk>O</> 126 833(vid) rell (^)			( > 15-72 56-129 Compl)
<gk>SI/KLOU</> B V <it>O</>{-58<stxt>s} <it>d</> <it>n</> 
   <it>t</> <it>x</>{-619} 318 Cyr I 317 {Lat}cod 104 Aeth Arm Sa Syh]
 : <gk>SIKLOS</> 126 833(vid) rell (^)
 : <lt>siclos</> {Lat}cod 100
<gk>,</>
~x3y48
<gk>KAI\</>
<gk>DW/SEIS</>]
 : <gk>DWSEI</> <it>C</>'`{-52'}{529<sc>s} 319
 : <gk>DOSEI</> 646
<gk>TO\</>
<gk>A)RGU/RION</>
 +< <gk>O</> 528 646
<gk>*)AARW\N</>
<gk>KAI\</>
<gk>TOI=S</>]
 : <gk>TOUS</> <it>C</>{-77}{529}-46
<gk>UI(OI=S</>]
 : <gk>UIOUS</> <it>C</>{-77}{529}-46
<gk>AU)TOU=</>
<gk>LU/TRA</>] > (>5) Arab (>5) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 + <lt>eorum</> {Lat}codd 100 104
<gk>TW=N</>] > (>5) Arab (>5) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
<gk>PLEONAZO/NTWN</>] > (>5) Arab (>5) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
<gk>E)N</>] > 56* 509 (>5) Arab (>5) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
 : <lt>ab</> Aeth{-CH}
<gk>AU)TOI=S</>] > (>5) Arab (>5) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
 : <lt>eis</> Aeth{-CH}
<gk>.</>
~x3y49
<gk>KAI\</>] > (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
<gk>E)/LABEN</>] > (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
<gk>*MWUSH=S</>] > (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 : <gk>MWSHS</> <it>O</>{-376}-72 313-417-615 <it>n</>
 sup ras 610
<gk>TO\</>] > 551(|) 318 (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
<gk>A)RGU/RION</>] > 318 (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 sup ras 610
<gk>,</>
 +< <gk>KAI</> 29 {Lat}cod 104
<gk>TA\</>] > A 15 121 18 55 {Lat}cod 100 (>9) Sa{12} (>9) 
   (>11 homoi.) 414 106 669 Aeth{CH} (>11)
 inc 833
<gk>LU/TRA</>] > (>9) Sa{12} (>9)
 : <lt>redemptionis</> {Lat}cod 100
 +< <gk>PARA</> G-426 <it>d</>{-106} <it>f</> 54' 343' <it>t</> 
   646 799 Syh = Compl MT
<gk>TW=N</>] > (>9) Sa{12} (>9)
<gk>PLEONAZO/NTWN</>] > (>9) Sa{12} (>9)
 + (% G Syh) <gk>EN</> <it>O</> 314 Arm{te} Syh: ex 3{{48}}
 + (% G Syh) <gk>AUTOIS</> <it>O</> 314 Arm{te} Syh: ex 3{{48}}
<gk>,</>
<gk>EI)S</>] > 414(2nd) 127
<gk>TH\N</>] > 417(|) 53' 127
<gk>E)KLU/TRWSIN</>]
 : <gk>LUTRWSIN</> 833
<gk>TW=N</>] > 458
 sup ras 6 litt 529
<gk>*LEUITW=N</>] > 458
 : <gk>LEBEITWN</> 767
 : <gk>LEUEITWN</> B* V G 127
<gk>:</>
~x3y50
 +< <gk>TWN</> 414(1st)
<gk>PARA\</>] > 619
<gk>TW=N</>] > <it>b</> (sed hab Compl) 619
<gk>PRWTOTO/KWN</>] > <it>b</> (sed hab Compl)
<gk>TW=N</>] > 376
 + <gk>TWN</> (+11 dittogr.) 414 (+11)
 + <gk>PLEONAZONTWN</> (+11 dittogr.) 414 (+11)
 + <gk>EIS</> (+11 dittogr.) 414 (+11)
 + <gk>THN</> (+11 dittogr.) 414 (+11)
 + <gk>EKLUTRWSIN</> (+11 dittogr.) 414 (+11)
 + <gk>TWN</> (+11 dittogr.) 414 (+11)
 + <gk>LEUITWN</> (+11 dittogr.) 414 (+11)
 + <gk>:</> 414
 + <gk>PARA</> (+11 dittogr.) 414 (+11)
 + <gk>TWN</> (+11 dittogr.) 414 (+11)
 + <gk>PRWTOTOKWN</> (+11 dittogr.) 414 (+11)
 + <gk>TWN</> (+11 dittogr.) 414 (+11)
<gk>UI(W=N</>
<gk>*)ISRAH\L</>
 +< <gk>KAI</> 767 {Lat}codd 100 104(vid) Aeth Arm Bo
<gk>E)/LABEN</>] > F 72
<gk>TO\</>] > F 72
<gk>A)RGU/RION</>] > F 72
<gk>,</>
	How handle:  (c var) <gk>PENTE KAI ECHKONTA KAI TRIAKOSIOUS KAI 
XILIOUS</> (om. <gk>K. XIL.</> 413 68) rell = MT Sam
 +< <gk>TWN</> 319
<gk>XILI/OUS</> B M' V 833 44' <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 318 126 Arab Arm Sa] > 767 
   (>4) {Lat}codd 100 104 (>4) (~) 799 (~) (~) 72 (~) 
   (~) <it>b</> <it>f</> = Compl (~)
 : <gk>,<uGTCE>u</> 107'-610			???
<gk>TRIAKOSI/OUS</> B M' V 833 44' <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 318 126 Arab Arm Sa] > 107'-610 
   (>4) {Lat}codd 100 104 (>4) (~) 799 (~) (~) 72 (~) 
   (~) <it>b</> <it>f</> = Compl (~)
<gk>E(CH/KONTA</> B M' V 833 44' <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 318 126 Arab Arm Sa] > 107'-610 
   (>4) {Lat}codd 100 104 (>4) (~) <it>b</> <it>f</> = Compl (~) 
   (~) 72 (~)
 : <gk>ECIKONTA</> 799
<gk>PE/NTE</> B M' V 833 44' <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 318 126 Arab Arm Sa] > 107'-610 
   (>4) {Lat}codd 100 104 (>4) (~) 72 (~)
 + <gk>KAI</> <it>b</> <it>f</> = Compl
 + <gk>ECHKONTA</> (~) <it>b</> <it>f</> = Compl (~)
 + <gk>KAI</> 799 <it>b</>{-19}{108} <it>f</>{-53} = Compl
 + <gk>TRIAKOSIOI</> (~) 799 (~)
 + <gk>KAI</> 799
 + <gk>XILIOUS</> (~) <it>b</> <it>f</> = Compl (~) (~) 799 (~)
 + <gk>KAI</> <it>b</>
 + <gk>TRIAKOSIOUS</> (~) <it>b</> <it>f</> = Compl (~)
 + <lt>XC</> {Lat}cod 100
 + <lt>milia</> {Lat}cod 100
 + <lt>CCCCLXV</> {Lat}cod 100
 + <lt>UCCCLX[...</> {Lat}cod 104
<gk>SI/KLOUS</> = Tar (sub % G Syh)] > A = MT Sam
 + <gk>XILIOUS</> (~) 72 (~)
 + <gk>TRIAKOSIOUS</> (~) 72 (~)
 + <gk>ECHKONTA</> (~) 72 (~)
 + <gk>PENTE</> (~) 72 (~)
<gk>KATA\</>
<gk>TO\N</>] > 108*(c pr m)
<gk>SI/KLON</>] > 108*(c pr m)
<gk>TO\N</>] > Syh
 : <gk>TWN</> G
<gk>A(/GION</>]
 : <gk>AGIWN</> G
 : <lt>sanctitatis</> Syh
<gk>.</>
~x3y51
<gk>KAI\</>
<gk>E)/DWKEN</>
<gk>*MWUSH=S</> 833]
 : <gk>MWSHS</> <it>O</>{-376}-72 <it>n</>
 +: <gk>TO</> F <it>O</>` <it>C</>'` <it>b</> <it>f</> 127-458 
   30'-85'{mg}-321'{mg}-343-344{c pr m} 619 <it>y</>{-121} 
   <it>z</> 59 319 646 799 {Lat}codd 100 104(vid) Aeth Arab Bo 
   Syh = MT
 :+ <gk>TW</> 767
 + <gk>ARGURION</> F <it>O</>` <it>C</>'` <it>b</> <it>f</> 
   127-458-767 30'-85'{mg}-321'{mg}-343-344{c pr m} 619 
   <it>y</>{-121} <it>z</> 59 319 646 799 {Lat}codd 100 104(vid) 
   Aeth Arab Bo Syh = MT
<gk>TA\</>] > <it>C</>'` 319 458 30' {Lat}cod 100 Syh 
   (>4) Arab (>4)
<gk>LU/TRA</>] > 458 30' 646 (>4) Arab (>4)
 : <lt>redemptionis</> {Lat}cod 100 Syh
 + <gk>TO</> 54
 + <gk>ARGURION</> 54
<gk>TW=N</> (sub % G Syh = MT)] > 646 (>4) Arab (>4)
<gk>PLEONAZO/NTWN</> (sub % G Syh = MT)] > (>4) Arab (>4)
<gk>*)AARW\N</>
<gk>KAI\</>
<gk>TOI=S</>
<gk>UI(OI=S</>
<gk>AU)TOU=</>]
 : <gk>AUTWN</> 767
<gk>DIA\</>] > 72 84{txt}(c pr m) Sa{12}
<gk>FWNH=S</>] > 72 84{txt}(c pr m) Sa{12}
<gk>KURI/OU</>] > 72 84{txt}(c pr m) Sa{12}
<gk>,</>
<gk>O(\N</>
<gk>TRO/PON</>]
 : <gk>TRWPW</> 767
 +< <gk>KAI</> 131
<gk>SUNE/TACEN</>]
 : <gk>ENETEILATO</> F M'{mg} <it>O</>`{-29}{58} <it>f</> 
   85'{mg}-321'{mg} 619 392 <it>z</> 59 646 799 = Compl (^)
 : <gk>ENETEILATW</> V
 : <gk>PROSETACEN</> 58
 : <gk>SUNETACATO</> 550
 +< <gk>AUTW</> 72
 +< <gk>O</> 72
<gk>KU/RIOS</>]
 : <gk>K_W_</> 319*
<gk>TW=|</>] > 381' 72 707
<gk>*MWUSH=|</>] > 72
 : <gk>AUTW</> 381'
 : <gk>MWSEI</> 426
 : <gk>MWSH</> 833(vid) G-58 <it>n</>
 : <gk>MWUSEI</> 46-550* 56 343 619 18-68'-120' 59
 : <gk>MWUSHN</> 707
<gk>.</>
~x4y1
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 833(vid) G-426 <it>n</>
 : <gk>MWUSH</> 19 130
<gk>KAI\</>] > 550{txt} 424 (~) 551 (~)
 + <gk>PROS</> 426 Arm = MT Sam
<gk>*)AARW\N</>] > 550{txt} 424 (~) 551 (~)
<gk>LE/GWN</>
 + <gk>KAI</> (~) 551 (~)
 + <gk>AARWN</> (~) 551 (~)
 + <lt>fratrem</> Bo
 + <lt>eius</> Bo
~x4y2
<gk>*LA/BE</>]
 : <gk>LABETE</> G
 : <gk>LABETAI</> G*
 : <lt>separate</> Aeth
<gk>TO\</>] > Aeth
 : <gk>TON</> 130{mg}-321'{mg} {Lat}cod 100 Ruf <lt>Num</> IV 2 Arm
<gk>KEFA/LAION</>] > Aeth
 : <gk>ARIQMON</> 130{mg}-321'{mg} {Lat}cod 100 Ruf <lt>Num</> IV 2 Arm
 + <gk>TON</> 458
<gk>TW=N</>] > Aeth (~) 72 (~)
<gk>UI(W=N</>] > (>4 homoi.) 417 (>4) (~) 72 (~)
 : <lt>filios</> Aeth
<gk>*KAA\Q</>] > (>4 homoi.) 417 (>4)
 : <gk>KAQ</> A 343 509
 : <lt>gath</> {Lat}cod 100
 : <lt>gaath</> Co
 + <gk>TWN</> (~) 72 (~)
 + <gk>UIWN</> (~) 72 (~)
<gk>E)K</>] > (>4 homoi.) 417 (>4)
<gk>ME/SOU</>] > (>4 homoi.) 417 (>4)
 +< <gk>TWN</> 58-376-707 528 246 74-76 392 126
<gk>UI(W=N</>] > Sa{12}
 : <gk>TWN</> 127
<gk>*LEUI\</>]
 : <gk>LEUEI</> 127 B* V G 619{c pr m} 68'-120' Sa{4}
 : <gk>LEBEI</> 767
 : <lt>levitarum</> Sa{12}
<gk>KATA\</>]
 : <gk>TA</> V
<gk>DH/MOUS</>
<gk>AU)TW=N</>] > 106
<gk>,</>] > Ra
 +< <gk>KAI</> G-426 106 Aeth Syh
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>
<gk>AU)TW=N</>
<gk>,</>] > Ra
~x4y3
<gk>A)PO\</>
<gk>EI)/KOSI</>] > (~) 55 (~)
 : <gk>EIKOSAETOUS</> A <it>b</>
 : <gk><uK>u</> 458
 : <lt>triginta</> Arab = MT
 +< <gk>KAI</> 134(||)
<gk>KAI\</>] > A 15 52'-313-414 <it>d</>{-106} <it>n</> 126 319 
   799 {Lat}cod 104 Arab = MT (~) 55 (~)
<gk>PE/NTE</>] > 458 A {Lat}cod 104 Arab = MT
 + <gk>KAI</> (~) 55 (~)
 + <gk>EIKOSI</> (~) 55 (~)
<gk>E)TW=N</>] > A (>5 homoi.) 318 (>5)
 : <gk>ETOUS</> 458
<gk>KAI\</>] > Did <lt>Ps</> CVII 5 Sa{4} (>5 homoi.) 318 (>5)
<gk>E)PA/NW</>] > Did <lt>Ps</> CVII 5 Sa{4} (>5 homoi.) 318 (>5)
 +< <gk>KAI</> B F M' V 833 <it>O</>-29-707 19 <it>d</>{-125} 
   <it>t</> <it>x</>{-619} 392 <it>z</> 59 799 Syh = Ra MT
<gk>E(/WS</>] > (>5 homoi.) 318 (>5)
 +< ( # G{c}vid; % G*) <gk>UIOU</> G-376 18'-126-628-669 Syh = MT
<gk>PENTH/KONTA</>] > (>5 homoi.) 318 (>5) (~) 126 (~)
<gk>E)TW=N</>] > 127
 + <gk>PENTHKONTA</> (~) 126 (~)
 + <gk>KAI</> 426
 + <gk>EPANW</> 426
<gk>,</>
<gk>PA=S</>
<gk>O(</>]
 : <lt>qui</> {Lat}codd 100 104
<gk>EI)SPOREUO/MENOS</>]
 : <gk>EISERXOMENOS</> <it>O</>{-58}
 : <gk>EKPOREUOMENOS</> V <it>d</> 370 <it>y</>{-121}
 : <gk>POREUOMENOS</> 126
 : <lt>proficiscitur</> {Lat}codd 100 104
<gk>LEITOURGEI=N</>] > (~) <it>f</>{-129} (~)
 +< <lt>et</> {Lat}cod 100
<gk>POIH=SAI</>]
 : <gk>POIHSEI</> F{b} <it>b</> (sed hab Compl)
 : <gk>POI<s>H</></> 767
<gk>PA/NTA</> (sub % G Syh)] > {Lat}cod 104 = MT
<gk>TA\</>] > 458
<gk>E)/RGA</>
<gk>E)N</>] > 52 V <it>f</> 767 130{mg}-321'{mg}-344{mg} 121 
   <it>z</> 319 {Lat}codd 100 104 Bo
<gk>TH=|</>]
 : <gk>THS</> V <it>f</> 767 130{mg}-321'{mg}-344{mg} 121 
   <it>z</> 319 {Lat}codd 100 104 Bo
<gk>SKHNH=|</>]
 : <gk>SKHNHS</> V <it>f</> 767 130{mg}-321'{mg}-344{mg} 121 
   <it>z</> 319 {Lat}codd 100 104 Bo
<gk>TOU=</>] > 707 Aeth Sa{12} (>12 homoi.) 319 (>12)
<gk>MARTURI/OU</>] > 707 Aeth Sa{12} (>12 homoi.) 319 (>12)
 + <gk>LEITOURGEIN</> (~) <it>f</>{-129} (~)
 + <gk>AGIA</> 55 (+9) 458 (+9)
 + <gk>TWN</> 55 (+9) 458 (+9)
 + <gk>AGIWN</> 55 (+9) 458 (+9)
 + <gk>KAI</> (+9) 458 (+9)
 + <gk>EN</> (+9) 458 (+9)
 + <gk>TH</> (+9) 458 (+9)
 + <gk>SKHNH</> (+9) 458 (+9)
 + <gk>TOU</> (+9) 458 (+9)
 + <gk>MARTURIOU</> (+9) 458 (+9)
<gk>.</>
~x4y4
<gk>KAI\</>] > {Lat}codd 100 104 Bo{A} = MT (>12 homoi.) 319 (>12)
<gk>TAU=TA</>] > (>12 homoi.) 319 (>12)
 : <gk>PANTA</> 619*
<gk>TA\</>] > 707* (>12 homoi.) 319 (>12)
<gk>E)/RGA</>] > (>12 homoi.) 319 (>12)
 : <gk>ONOMATA</> G
<gk>TW=N</>] > (>12 homoi.) 319 (>12)
 : <gk>TOIS</> 246*(c pr m)
<gk>UI(W=N</>] > 321' (>12 homoi.) 319 (>12)
 : <gk>UIOIS</> 246*(c pr m)
<gk>*KAA\Q</>] > (>12 homoi.) 319 (>12)
 : <gk>KAQ'/> 509
 : <lt>chat</> {Lat}cod 104
 : <lt>gaath</> Co
 : <lt>gath</> {Lat}cod 100
 inc 833
 +< (% G Syh) <gk>EK</> rell: ex 4{{2}}
 +< (% G Syh) <gk>MESOU/> rell: ex 4{{2}}
 +< <gk>TWN</> 29-72 414 246 767 18 59
 +< (% G Syh) <gk>UIWN</> rell: ex 4{{2}}
 +< (% G Syh) <gk>LEU{E}I</> rell: ex 4{{2}}
 +< (% G Syh) <gk>KATA</> ( > Bo) rell: ex 4{{2}}
 +< (% G Syh) <gk>DHMOUS</> ( > Bo) rell: ex 4{{2}}
 +< (% G Syh) <gk>AUTWN</> ( > Bo) rell: ex 4{{2}}
 +< (% G Syh) <gk>KAT'</> rell: ex 4{{2}}
 +< (% G Syh) <gk>OIKOUS</> rell: ex 4{{2}}
 +< (% G Syh) <gk>PATRIWN</> rell: ex 4{{2}}
 +< (% G Syh) <gk>AUTWN</> ( > V Arm) rell: ex 4{{2}}
<gk>E)N</> B 833 58-707 <it>b</> <it>d</> <it>f</>{-246} 
   <it>n</>{-767} <it>t</> <it>x</>{-619} 392 799 Cyr I 849 
   {Lat}codd 100 104 Aeth Arab Sa] > (>12 homoi.) 319 (>12)
<gk>TH=|</>] > (>12 homoi.) 319 (>12)
<gk>SKHNH=|</>] > (>12 homoi.) 319 (>12)
<gk>TOU=</>] > (>5) <it>b</> (sed hab Compl) (>5)
<gk>MARTURI/OU</>] > (>5) <it>b</> (sed hab Compl) (>5)
<gk>:</>
<gk>A(/GION</>] > (>5) <it>b</> (sed hab Compl) (>5)
 : <gk>AGIA</> <it>d</> <it>n</>{-127*} <it>t</> 646 Arm{ap}
 : <lt>sancti</> {Lat}cod 100
<gk>TW=N</>] > {Lat}cod 104 (>5) <it>b</> (sed hab Compl) (>5)
<gk>A(GI/WN</>] > {Lat}cod 104 (>5) <it>b</> (sed hab Compl) (>5)
<gk>.</>
~x4y5
<gk>KAI\</>] > 799 {Lat}cod 100
<gk>EI)SELEU/SETAI</> B <it>O</>{-58}-72 <it>d</> <it>n</> 
   <it>t</> <it>x</>{-619} Cyr I 849 {Lat}codd 100 104 Sa Syh]
 : <gk>EISELEU<s>ST</></> 126
 : <gk>EISELEUSONTAI</> rell = Tar{P}
<gk>*AARWN</>
<gk>KAI\</>
<gk>OI(</>] > 376 52'-313-528 246 75' 619 68'-120-126 Cyr I 849 = Sixt
<gk>UI(OI\</>
<gk>AU)TOU=</>
<gk>,</>
<gk>O(/TAN</>
<gk>E)CAI/RH|</>]
 : <gk>ECAIREIN</> 458
 : <gk>ECARH</> G-82 <it>C</>'`{-77} <it>b</>{-19}{108} 730
 : <gk>ECAREI</> 77 19' 319
<gk>H(</> 803(vid)] > 458
<gk>PAREMBOLH/</>
<gk>,</>
<gk>KAI\</>
<gk>KAQELOU=SIN</>
<gk>TO\</>
<gk>KATAPE/TASMA</>
<gk>TO\</>]
 : <gk>TOU</> 82
 : <lt>quo</> Ruf <lt>Num</> IV 2
<gk>SUSKIA/ZON</>]
 : <gk>SKIAZON</> 320 <it>s</> 126 416*
 : <lt>conteguntur</> Ruf <lt>Num</> IV 2
 + <lt>sancta</> Ruf <lt>Num</> IV 2
<gk>,</>] > Ra
<gk>KAI\</> 803] > 319
<gk>KATAKALU/YOUSIN</>]
 : <gk>KATALHYOUSIN</> V 53'
 : <gk>KATALEIYOUSIN</> 618* 44-125
 : <gk>KATALUYOUSIN</> 618 610
 : <lt>coperiet</> {Lat}cod 104
<gk>E)N</>] > 767*
<gk>AU)TW=|</>]
 : <gk>EAUTW</> 767*
<gk>TH\N</> 803]
 : <gk>TH</> 528
<gk>KIBWTO\N</> 803]
 : <gk>SKHNHN</> A V 833 <it>C</>'`{-528} 125-610 730 76 18 319 424
 : <gk>SKHNH</> 528
<gk>TOU=</>] > {Lat}cod 104
<gk>MARTURI/OU</>]
 : <lt>testamenti</> {Lat}cod 104
<gk>,</>] > Ra
~x4y6
<gk>KAI\</> 803] > (>7 homoi.) Aeth{M} (>7)
<gk>E)PIQH/SOUSIN</>] > (>7 homoi.) Aeth{M} (>7)
<gk>E)P'</>] > 767* (>7 homoi.) Aeth{M} (>7)
 : <gk>EN</> 72 767{c} 59 799
 sup ras 4 litt 707
<gk>AU)TO\</> 803] > {Lat}cod 104 (>7 homoi.) Aeth{M} (>7)
 : <gk>AUTH</> 537
 : <gk>AUTHN</> 343
 : <gk>AUTW</> 72 767{c} 59 799 707 <it>C</>'` <it>d</> 54'-458 
   30 134 628 319 424 646
 : <gk>AU[...</> 833
 : <gk>EAUTW</> 767*
 +< <gk>TO</> 127 343
 +< <gk>TA</> 54 <it>C</>'` 319
<gk>KATAKA/LUMMA</>] > 833(vid) <it>b</> 130 {Lat}codd 100 104 
   Arab (sed hab Compl) (>7 homoi.) Aeth{M} (>7)
 : <gk>KALUMMA</> 126 55
 : <gk>KALUMMATA</> <it>C</>'` 319
 : <gk>KATALUMA</> 71
<gk>DE/RMA</>] > 767 (>7 homoi.) Aeth{M} (>7)
 : <gk>DERMATA</> 319
 : <gk>DERMATINON <it>f</>{-246} = Compl
<gk>U(AKI/NQINON</>] > (>7 homoi.) Aeth{M} (>7)
 : <gk>UAKINQINA</> 319
 + <gk>ANWQEN</> 458 55 Bo
<gk>,</>] > Ra
 +< <gk>KAI</> 761(|)
<gk>KAI\</>] > 68 (>7) 537 {Lat}cod 104 (>7)
<gk>E)PIBALOU=SIN</>] > (>7) 537 {Lat}cod 104 (>7)
 : <gk>EPIBALLOUSIN</> 53 767 319
 : <gk>EPIQHSOUSIN</> 509
<gk>E)P'</> = Sam (sub % G Syh)] > 58 = MT Tar 
   (>7) 537 {Lat}cod 104 (>7) (~) 376 (~)
 : <gk>EN</> 767
 : <lt>super</> Aeth
<gk>AU)TH\N</> = Sam (sub % G Syh)] > 58 = MT Tar 
   (>7) 537 {Lat}cod 104 (>7) (~) 376 (~)
 : <gk>AUTH</> 767
 : <gk>AUTO</> 29
 : <gk>AUTON</> 528 75
 : <lt>ea</> Aeth
<gk>I(MA/TION</>] > (>7) 537 {Lat}cod 104 (>7)
 + <gk>EP'</> (~) 376 (~)
 + <gk>AUTHN</> (~) 376 (~)
<gk>O(/LON</>] > 108(2nd) 343 {Lat}cod 100(1st) 
   (>7) 537 {Lat}cod 104 (>7)
<gk>U(AKI/NQINON</>] > Arab (>7) 537 {Lat}cod 104 (>7)
 : <gk>PORFUROUN</> 53'
 + <gk>KAI</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>EPIBALOUSIN</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>EP'</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>AUTHN</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>IMATION</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>OLON</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
 + <gk>UAKINQINON</> (+7 dittogr.) 108 {Lat}cod 100 (+7)
<gk>A)/NWQEN</>] > 19 Aeth Bo
<gk>,</>] > Ra
<gk>KAI\</>
<gk>DIEMBALOU=SIN</>]
 : <gk>DIABALOUSIN</> <it>b</> (sed hab Compl)
 : <gk>DIEKBALOUSIN</> 71(2nd)
 : <gk>DIEMBALLOUSI{N}</> 53 767 74 319
 : <gk>EMBALOUSIN</> 376 126-628*
 : <gk>EPIBALOUSIN</> 246
<gk>TOU\S</>]
 : <gk>TAS</> 376
<gk>A)NAFOREI=S</>]
 : <gk>ANAFORIEIS</> 314
 : <gk>[A]R{.}THRAS</> 803			Is that a sublinear dot, or just a spot?
 + <gk>AUTHS</> <it>O</> <it>f</> Arab Syh = Compl MT
 + <lt>ab</> Bo
 + <lt>ea</> Bo
<gk>.</>
~x4y7
<gk>KAI\</>] > 417 <it>b</> Arab (sed hab Compl)
<gk>E)PI\</>
<gk>TH\N</>
<gk>TRA/PEZAN</>
<gk>TH\N</>
<gk>PROKEIME/NHN</> 803]
 : <gk>KEIMENHN</> 126
 : <gk>PROSKIMENHN</> V
 +< <gk>KAI</> <it>b</> 106 (sed hab Compl)
<gk>E)PIBALOU=SIN</>]
 : <gk>BALOUSIN</> 126
 : <gk>EPIBALLOUSIN</> 53 767 319 799
<gk>E)P'</> (sub % G)] > 314 58 Aeth Arm Bo = MT (~) 376 (~)
<gk>AU)TH\N</> (sub % G)] > 58 Aeth Arm Bo = MT 
   (>79 homoi.) 669{txt} (>79) (~) 376 (~)
 +< <gk>OLON</> 529*
 +< <lt>super</> {Lat}cod 94
<gk>I(MA/TION</> 803 (sub # (%*) G(mend))]
 > (>79 homoi.) 669{txt} (>79) (~) <it>n</> (~)
 : <lt>vestimentum</> {Lat}cod 94
 + <gk>EP'</> (~) 376 (~)
 + <gk>AUTHN</> (~) 376 (~)
 + <gk>OLON</> (+17 dittogr.) 71 (+17)
 + <gk>UAKINQINON</> (+17 dittogr.) 71 (+17)
 + <gk>ANWQEN</> (+17 dittogr.) 71 (+17)
 + <gk>KAI</> (+17 dittogr.) 71 (+17)
 + <gk>DIEMBALOUSIN</> (+17 dittogr.) 71 (+17)
 + <gk>TOUS</> (+17 dittogr.) 71 (+17)
 + <gk>ANAFOREIS</> (+17 dittogr.) 71 (+17)
 + <gk>.</> 71
 + <gk>KAI</> (+17 dittogr.) 71 (+17)
 + <gk>EPI</> (+17 dittogr.) 71 (+17)
 + <gk>THN</> (+17 dittogr.) 71 (+17)
 + <gk>TRAPEZAN</> (+17 dittogr.) 71 (+17)
 + <gk>THN</> (+17 dittogr.) 71 (+17)
 + <gk>PROKEIMENHN</> (+17 dittogr.) 71 (+17)
 + <gk>EPIBALOUSIN</> (+17 dittogr.) 71 (+17)
 + <gk>EP'</> (+17 dittogr.) 71 (+17)
 + <gk>AUTHN</> (+17 dittogr.) 71 (+17)
 + <gk>IMATION</> (+17 dittogr.) 71 (+17)
 +< <gk>OLON</> F 707 <it>C</>'`{-529*} 319 509 121
<gk>O(LOPO/RFURON</> (sub # (%*) G(mend))]
 > (>79 homoi.) 669{txt} (>79)
 : <gk>PORFUROUN</> 529* <it>b</> 30 {Lat}codd 100 104 <it>d</> 
   <it>t</> F <it>C</>'`{-529*} 319
 : <gk>PORFURON</> 707
 : <gk>U[A]KINQI[NON]</> 803
 + <gk>OLON</> <it>d</> <it>t</>
 + <gk>IMATION</> (~) <it>n</> (~)
 +< # Syh
<gk>KAI\</>] > G*(c pr m) (>79 homoi.) 669{txt} (>79)
 + ( # G) <gk>DWSOUSIN</> 803 <it>O</> 767 Arab Syh = MT
 + ( # G) <gk>EP'</> 803 <it>O</> 767 Arab Syh = MT
 + ( # G) <gk>AUTHS</> <it>O</> 767 Arab Syh = MT
 + <gk>[AU]THN{.}</> 803
<gk>TA\</>] > 18-628 (>79 homoi.) 669{txt} (>79)
<gk>TRUBLI/A</>] > (>79 homoi.) 669{txt} (>79)
 + <gk>KAI</> 58
 + <gk>TA</> 58
 + <gk>PUCINA</> 58
<gk>KAI\</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>TA\S</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79) 
   (~) 509 (~)
 : <gk>TOUS</> 610
<gk>QUI/SKAS</>] > (>17) 618{txt} (>17) 
   (>79 homoi.) 669{txt} (>79) (~) 509 (~)
 + <gk>TOUS</> (~) 509 (~)
 + <gk>KUAQOUS</> (~) 509 (~)
<gk>KAI\</>] > (>17) 618{txt} (>17) (>3 homoi.) 646 (>3) 
   (>79 homoi.) 669{txt} (>79)
<gk>TOU\S</>] > (>17) 618{txt} (>17) (>3 homoi.) 646 (>3) 
   (>79 homoi.) 669{txt} (>79) (~) 509 (~)
 : <gk>TAS</> 319
<gk>KUA/QOUS</> 803] > (>17) 618{txt} (>17) (>3 homoi.) 646 (>3) 
   (>79 homoi.) 669{txt} (>79) (~) 509 (~)
 : <gk>KNAQOUS</> 107'{-610}-125
 : <gk>KNADOUS</> 610
 : <gk>KUANQOUS</> 84
 : <gk>KUASQOUS</> 458{c}(vid)
 : <gk>KUEQOUS</> B*
 : <gk>SKIAQOUS</> 53
 : <gk>[....]MOUS</> 551
 + <gk>TAS</> (~) 509 (~)
 + <gk>QUISKAS</> (~) 509 (~)
<gk>KAI\</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>TA\</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>SPONDEI=A</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
 + <gk>KAI</> (+5) 127: cf MT (+5)
 + <gk>TOUS</> (+5) 127: cf MT (+5)
 + <gk>KRATHRAS</> (+5) 127: cf MT (+5)
 + <gk>TWN</> (+5) 127: cf MT (+5)
 + <gk>SPONDWN</> (+5) 127: cf MT (+5)
<gk>,</>
<gk>E)N</>] > 767 Bo (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>OI(=S</>] > 767 Bo (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>SPE/NDEI</>] > Bo (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
 : <gk>SPENDEIN</> 71
 : <gk>SPENDEIS</> 56-129
 : <gk>SPENDH</> 58
 : <gk>SPENDIEIS</> 53'
 : <gk>SPENDOUSI</> Cyr I 849 {Lat}codd 100 104 Syh
 : <gk>SPEUDEI</> 54
 : <lt>libabunt</> Arm
 + <gk>EN</> 803 <it>d</> <it>n</> <it>t</>
 + <gk>AUTOIS</> 803 <it>d</> <it>n</> <it>t</>
<gk>:</>]
 : <gk>,</> Ra
<gk>KAI\</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>OI(</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>A)/RTOI</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
<gk>OI(</>] > F{c pr m} F{b} 500*(c pr m) 127 
   {Lat}codd 100 104 (sed hab Aug <lt>Num</> 7) 
   (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79)
 : <gk>ENWPION</> <it>d</> <it>t</>
 + <gk>ENWPION</> 799
<gk>DIA\</>] > (>17) 618{txt} (>17) (>79 homoi.) 669{txt} (>79) 
   (~) {Lat}cod 100 (~)
<gk>PANTO\S</>] > (>79 homoi.) 669{txt} (>79) (~) {Lat}cod 100 (~)
 + <gk>OI</> (+3 dittogr.) 73 (+3)
 + <gk>DIA</> (+3 dittogr.) 73 (+3)
 + <gk>PANTOS</> (+3 dittogr.) 73 (+3)
<gk>E)P'</>] > 54 413 (>79 homoi.) 669{txt} (>79) (~) 528 (~)
 : <gk>EN</> 75
<gk>AU)TH=S</>] > 413 (>79 homoi.) 669{txt} (>79) (~) 528 (~)
 : <gk>AUTH</> 75
 : <gk>AUTHI</> 803
 : <gk>AUTHN</> 707 121
 : <gk>AUTOIS</> 414-616* 314 509 669{(mg)} 319
 : <gk>EPLAITOIS</> 54
 + <gk>DIA</> (~) {Lat}cod 100 (~)
 + <gk>PANTOS</> (~) {Lat}cod 100 (~)
<gk>E)/SONTAI</>] > (>79 homoi.) 669{txt} (>79)
 + <gk>EP'</> (~) 528 (~)
 + <gk>AUTHS</> (~) 528 (~)
<gk>.</>
~x4y8
<gk>KAI\</>] > (>79 homoi.) 669{txt} (>79)
<gk>E)PIBALOU=SIN</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>EPIBALLOUSIN</> 53 767 30 319 799
<gk>E)P'</> 803(vid)] > Bo (>79 homoi.) 669{txt} (>79)
 : <gk>EPI</> 619
<gk>AU)TH\N</> 803(vid)] > Bo (>79 homoi.) 669{txt} (>79)
 : <gk>AUTH</> 54-75
<gk>I(MA/TION</>] > (>79 homoi.) 669{txt} (>79)
 +< <lt>purpureum</> Bo
<gk>KO/KKINON</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>PORFUROUN</> 314
 + <gk>OLON</> 127 318
 + ( # G Syh) <gk>DIAFORON</> <it>O</>{-58} 767 Syh = MT
 + <gk>DIFORON</> V
<gk>,</>] > Ra
<gk>KAI\</>] > G (>79 homoi.) 669{txt} (>79)
<gk>KALU/YOUSIN</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>KATAKALUYOUSIN</> V
 +< <gk>EP'</> 413 128-669{(mg)}
<gk>AU)TH\N</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>AUTO</> 417{c pr m}
<gk>KALU/MMATI</>] > Bo (>79 homoi.) 669{txt} (>79)
 : <gk>KALUMA</> 669{(mg)}
 : <gk>KALUMMATA</> 319
<gk>DERMATI/NW|</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>DERMATI</> <it>b</> <it>n</>{-458}{767} Bo (sed hab compl)
 : <gk>DERMA</> 458
 : <gk>DERMATINON</> 669{(mg)}
<gk>U(AKINQI/NW|</>] > (>79 homoi.) 669{txt} (>79)
 : <gk>UAKINQINON</> 669{(mg)}
<gk>,</>] > Ra
<gk>KAI\</>] > (>79 homoi.) 669{txt} (>79) (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>DIEMBALOU=SIN</>] > (>79 homoi.) 669{txt} (>79) 
   (>10 homoi.) Sa (>10) (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>DIABALLOUSI</> 59{c}
 : <gk>DIABALOUSI</> 72 59
 : <gk>DIEMBALLOUSI{N}</> 767{c} 319
 : <gk>EMBALOUSI{N}</> 29 <it>f</>{(-129<stxt>s)} 75-127 
   126 = Compl
<gk>DI'</> B F{a} V 803(vid) <it>d</>{-610} <it>f</>{(-129<stxt>s)} 
   <it>n</>{-767} <it>t</> <it>x</>{-619} 318 Cyr I 852 
   {Lat}cod 100 Arm] > 767 F rell = MT 
   (>79 homoi.) 669{txt} (>79) (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (~) 58-72 59 Bo (~)
<gk>AU)TH=S</> B F{a} V 803(vid) <it>d</>{-610} 
   <it>f</>{(-129<stxt>s)} <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 318 Cyr I 852 {Lat}cod 100 Arm]
 > F rell = MT (>79 homoi.) 669{txt} (>79) (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (~) 58-72 59 Bo (~)
 : <gk>AUTOUS</> 610
 +< <gk>AUTOU</> 799 {Lat}codd 91 92 94—96
<gk>TOU\S</>] > (>79 homoi.) 669{txt} (>79) (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 + <gk>TOUS</> 610
<gk>A)NAFOREI=S</>] > (>79 homoi.) 669{txt} (>79) 
   (>10 homoi.) Sa (>10) (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>ANAFORIEIS</> 131 85*(vid)
 : <gk>ARTHRAS</> 803
 +: <gk>AUTHS</> A F M' <it>O</>'`{-58}{72} <it>C</>'`{-52'} 
   <it>b</> <it>s</> 619 <it>y</>{-318} <it>z</>{(-669<stxt>s)} 
   55 319 646 799 Syh = MT
 :+ <gk>AUTOIS</> 319*
 + <gk>DI'</> (~) 58-72 59 Bo (~)
 + <gk>AUTHS</> (~) 58-72 59 Bo (~)
<gk>.</>
~x4y9
<gk>KAI\</>] > (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
<gk>LH/MYONTAI</> A B* F V G-82 509] > (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
 : <gk>LHYONTAI</> F{b} rell
<gk>I(MA/TION</>] > (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
<gk>U(AKI/NQINON</> 803] > M' (>10 homoi.) Sa (>10) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
<gk>,</>] > Ra
<gk>KAI\</> 803] > 319 Bo (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>KALU/YOUSIN</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>KATAKALUYOUSIN</> V
<gk>TH\N</>] > 669{(mg)} (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>LUXNI/AN</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>OIKIAN</> 799
<gk>TH\N</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>[TH]S{.}</> 803: cf MT
 : <gk>TOU</> <it>b</> (sed hab Compl)
<gk>FWTI/ZOUSAN</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>FAUSEWS</> 803: cf MT
 : <gk>FWTOS</> <it>b</> (sed hab Compl)
<gk>KAI\</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>TOU\S</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 +< <gk>DUO</> M{mg} 54-75' 416 Arm (^)
<gk>LU/XNOUS</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>AU)TH=S</>] > 125 (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 318 59 (>4)
<gk>KAI\</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 318 59 (>4)
<gk>TA\S</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 318 59 (>4)
<gk>LABI/DAS</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 318 59 (>4) 
   (~) Compl (~)
 : <gk>LIBADAS</> 509
 : <gk>LOBIDAS</> V
 + <gk>EPARUSTRIDAS</> (~) Compl (~)
<gk>AU)TH=S</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 628 Bo (>4)
<gk>KAI\</>] > {Lat}cod 100 (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 628 Bo (>4)
<gk>TA\S</>] > 509 (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 628 Bo (>4)
<gk>E)PARUSTRI/DAS</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79) (>4 homoi.) 628 Bo (>4) (~) Compl (~)
 : <gk>EPANOISTRIDAS</> 72
 : <gk>EPARUSTRISAS</> 319
 + <gk>LABIDAS</> (~) Compl (~)
<gk>AU)TH=S</>] > 72 (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>KAI\</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>PA/NTA</>] > Bo (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>TA\</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>A)GGEI=A</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>AGIA</> A 58-72 <it>d</> 53'-56-129{(mg<sc1>s)} 54-767 
   <it>t</> 71 318
<gk>TOU=</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
<gk>E)LAI/OU</> B V 44' <it>n</> <it>t</> <it>x</>{-619} 
   Cyr I 852 {Lat}cod 100 Aeth Arm Co]
 > (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
 : <gk>ELAIOUS</> 392
 + <gk>AUTHS</> 392 rell = MT
<gk>,</>
 +< <gk>EN</> <it>d</> <it>n</> <it>t</> 71
<gk>O(/SOIS</>] > 53'-56-129{(mg)} 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>79 homoi.) 669{txt} (>79)
 : <gk>OIS</> <it>d</> <it>n</> <it>t</> 71 B M'{txt} V 509 318 
   Cyr I 852 = Ra
 : <gk>OSA</> 529 <it>b</> {Lat}cod 100(vid)
 : <gk>OSOI</> A 72 551 30' 121 18 59
<gk>LEITOURGOU=SIN</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>LEITOURGHSOUSIN</> <it>O</>{-G}{58} 53'-56-129{(mg)} 
   Arm{te} = Compl (^)
 : <gk>LITOURGHSOUSIN</> G
 +< <gk>AUTH</> <it>O</> Syh (^)
<gk>E)N</>] > F 82(|) 528 246 392 68'-120' 799 (sed hab Ald) 
   53'-56-129{(mg)}(vid) Aeth (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <lt>in</> {Lat}cod 100
<gk>AU)TOI=S</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>79 homoi.) 669{txt} (>79)
 : <gk>AUTH</> 392 68'-120' 799 (sed hab Ald)
 : <gk>AUTHN</> 53'-56-129{(mg)}(vid) Aeth
 : <lt>illo</> {Lat}cod 100
<gk>,</>
~x4y10
<gk>KAI\</>] > (>79 homoi.) 669{txt} (>79) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>E)MBALOU=SIN</>] > (>79 homoi.) 669{txt} (>79) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>EBALLOUSIN</> 30
 : <gk>EMBALLOUSIN</> 53 767 319
 : <gk>PAREMBALOUSIN</> 68'-120' (sed hab Ald)
 + <gk>EN</> (+4 dittogr.) V (+4)
 + <gk>AUTOIS</> (+4 dittogr.) V (+4)
 + <gk>KAI</> (+4 dittogr.) V (+4)
 + <gk>EMBALOUSIN</> (+4 dittogr.) V (+4)
 +< <lt>in</> {Lat}cod 100
<gk>AU)TH\N</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
 : <lt>illum</> {Lat}cod 100
<gk>KAI\</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>PA/NTA</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>TAUTA</> <it>b</> (sed hab Compl)
<gk>TA\</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>SKEU/H</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>AU)TH=S</>] > 53' Sa = Tar{O} (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>EI)S</>] > 72 (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>KA/LUMMA</>] > (>100 homoi.) 129{txt}(c pr m) (>100)
 +< <gk>UAKINQINON</> 246*
<gk>DERMA/TINON</>] > (>100 homoi.) 129{txt}(c pr m) (>100) 
   (~) 799 (~)
 : <gk>DERMATION</> 75' 619
<gk>U(AKI/NQINON</>] > 314 59 (>14 homoi.) 68 (>14) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 + <gk>DERMATINON</> (~) 799 (~)
<gk>,</>] > Ra
<gk>KAI\</>] > (>5) 458 (>5) (>50) 628{c} (>50) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>14 homoi.) 68 (>14)
<gk>E)PIQH/SOUSIN</>] > (>5) 458 (>5) (>50) 628{c} (>50) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>14 homoi.) 68 (>14)
 : <gk>KALUYOUSIN</> 628*: ex 4{{9}}
 : <lt>tollent</> Bo
 + <gk>THN</> 628*: ex 4{{9}}
 + <lt>eam</> Bo
 + <lt>portantes</> Bo
 +< <gk>EP'</> 53' 346* 84 318*
<gk>AU)TH\N</> (sub % G)] > 58 59 = MT (>5) 458 (>5) 
   (>50) 628{c} (>50) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>14 homoi.) 68 (>14)
 : <gk>AUTO</> <it>C</>'` 730 319 {Lat}cod 100
 : <gk>LUXNIAN</> 628*: ex 4{{9}}
<gk>E)P'</>] > (>5) 458 (>5) (>50) 628{c} (>50) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>14 homoi.) 68 (>14)
 : <gk>EPANW</> 417 767
 : <gk>EPI</> V 15
 : <gk>THN</> 628*: ex 4{{9}}
<gk>A)NAFORE/WN</>] > (>5) 458 (>5) (>50) 628{c} (>50) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>14 homoi.) 68 (>14)
 : <gk>ANAFORWN</> 343-344{c}
 : <gk>FOREWN</> 417 767
 : <gk>FWTIZOUSAN</> 628*: ex 4{{9}}
<gk>.</>
~x4y11
<gk>KAI\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>E)PI\</>] > 730(|) (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
 +< <gk>KAI</> 58-72 59*
<gk>TO\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>QUSIASTH/RION</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>14 homoi.) 68 (>14) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>XRUSON</> V*
<gk>TO\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>XRUSOU=N</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
 +< <lt>et</> {Lat}cod 100 (sed hab Aug <lt>Num</> 8)
<gk>E)PIKALU/YOUSIN</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>14 homoi.) 68 (>14) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>EKPETASOUSIN</> 426
 : <gk>EMBALOUSIN</> 58{mg}(vid)
 : <gk>EPIQHSOUSI{N}</> V 29 <it>b</> <it>f</>{(-129<stxt>s)} 
   619 Bo = Ald
 : <gk>KALUYOUSIN</> 618 126
 : <lt>imponens</> {Lat}cod 100 (sed hab Aug <lt>Num</> 8)
 + <gk>EP'</> 53
 + <gk>AUTHN</> 53
 +< <gk>KAI</> 318
<gk>I(MA/TION</>] > (>4 homoi.) 417: homoiot (>4) 
   (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>14 homoi.) 68 (>14) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>U(AKI/NQINON</>] > (>4 homoi.) 417: homoiot (>4) 
   (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>...]INA</> 803
<gk>,</>] > Ra
<gk>KAI\</>] > (>4 homoi.) 417: homoiot (>4) (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>6 homoi.) 767 (>6) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>KALU/YOUSIN</> B 803 <it>O</>{-58} <it>d</> <it>n</>{(-767)} 
   <it>t</> <it>x</>{-619} 126 Cyr I 852]
 > (>4 homoi.) 417: homoiot (>4) (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>6 homoi.) 767 (>6) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>EPIKALUYOUSI{N}</> rell
<gk>AU)TO\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>6 homoi.) 767 (>6)
 : <gk>AUTW</> 381'-707* 131-500'-528-529-616* 343
 +< <gk>EN</> 321'{mg} = MT
<gk>KALU/MMATI</>] > 707 <it>b</> Aeth (sed hab Compl) 
   (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>6 homoi.) 767 (>6)
 : <gk>KALUMMA</> 59
 : <gk>KATAKALUMMATI</> 15
<gk>DERMATI/NW|</> 803] > 56{txt} (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>6 homoi.) 767 (>6) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>DERMATI</> A 707 <it>b</> <it>n</>{(-767)} Aeth (sed hab Compl)
<gk>U(AKINQI/NW|</>] > Sa (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>6 homoi.) 767 (>6) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>30 homoi.) 72(|) (>30)
 : <gk>UAKINQINON</> 528
<gk>,</>] > Ra
<gk>KAI\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>30 homoi.) 72(|) (>30)
<gk>DIEMBALOU=SIN</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>DIEMBALLOUSI{N}</> 53' 767
 : <gk>DIAEMBALLOUSI{N}</> 319
 : <gk>EMBALOUSIN</> F V 803 G* 77 <it>d</> 130-321' <it>t</> 18-126
 : <gk>ENBALOUSIN</> G
 : <gk>EPIKALUYOUSI</> 529
<gk>TOU\S</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>30 homoi.) 72(|) (>30)
 : <gk>TAS</> 376
<gk>A)NAFOREI=S</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>ANAFORIEIS</> 131
 : <gk>ART[HRAS]</> 803
<gk>AU)TOU=</>] > 29 (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>30 homoi.) 72(|) (>30)
 : <gk>AUTHS</> 381*(vid) 19 767 55
 : <gk>AUTOUS</> 30
 + <lt>per</> Bo
 + <lt>illud</> Bo
<gk>.</>
~x4y12
<gk>KAI\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>LH/MYONTAI</> A B* F V 803(vid) G-82 509]
 > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>KALUYOUSIN</> 458
 : <gk>LHYONTAI</> F{b} rell
<gk>PA/NTA</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>TA\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>SKEU/H</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>TA\</>] > Arab (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>LEITOURGIKA/</>] > Arab (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>,</>
<gk>O(/SA</> 803] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>EIS</> F
 + <gk>A</> F
 + <gk>AN</> 82 318
<gk>LEITOURGOU=SIN</> 803] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>LEITOURGHSOUSIN</> <it>O</>{-G}{58} 
   <it>f</>{-664}{(-129<stxt>s)} 127 121 = Compl
 : <gk>LEITOUGHSOUSIN</> 664
 : <gk>LITOURGHSOUSIN</> G
 : <lt>convivunt</> {Lat}cod 100
<gk>E)N</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>AU)TOI=S</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>E)N</>] > 125 Aeth (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
<gk>TOI=S</>] > Aeth (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>TW</> V = MT
<gk>A(GI/OIS</>] > Aeth (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>AGIW</> V = MT
<gk>,</>
<gk>KAI\</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>5 homoi.) 54 (>5)
<gk>E)MBALOU=SIN</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>5 homoi.) 54 (>5)
 : <gk>EKBALOUSIN</> 52
 : <gk>EMBALLOUSIN</> 53 767 319
 : <gk>Q{.}H{.}S{.}OUSIN</> 803
 + <gk>TOUS</> 458
 + <gk>ANAFOREIS</> 458
<gk>EI)S</> 803] > 58 528 <it>b</> 318 {Lat}cod 100 (sed hab Compl) 
   (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>5 homoi.) 54 (>5)
<gk>I(MA/TION</>] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>5 homoi.) 54 (>5)
 : <gk>IMATINON</> 761
 : <lt>vestimenta</> Arm
 : <lt>vestimentum</> {Lat}cod 100
 + <lt>totum</> {Lat}cod 100
<gk>U(AKI/NQINON</>] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>5 homoi.) 54 (>5)
 : <lt>hyacinthina</> Arm
<gk>,</>] > Ra
<gk>KAI\</> 803] > (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>6 homoi.) Sa (>6)
<gk>KALU/YOUSIN</> 803] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>6 homoi.) Sa (>6)
 : <gk>KATAKALUYOUSIN</> <it>d</> 54-75' <it>t</>
<gk>AU)TA\</>] > <it>b</> {Lat}cod 100 (sed hab Compl) 
   (>50) 628{c} (>50) (>45) 628*: ex 4{{9}} (>45) 
   (>30 homoi.) 72(|) (>30) (>100 homoi.) 129{txt}(c pr m) (>100) 
   (>6 homoi.) Sa (>6)
 : <gk>AUTO</> F{c pr m} Aeth Arm
<gk>KALU/MMATI</>] > Aeth (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>6 homoi.) Sa (>6) 
   (~) 414 (~)
 : <gk>KALUMMA</> 59
<gk>DERMATI/NW|</> 803] > (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>30 homoi.) 72(|) (>30) 
   (>100 homoi.) 129{txt}(c pr m) (>100) (>6 homoi.) Sa (>6) 
   (~) 376 (~)
 : <gk>DERMATI</> A <it>b</> <it>n</> Aeth (sed hab Compl)
 + <gk>DERMATI</> 118'
 + <gk>KALUMMATI</> (~) 414 (~)
<gk>U(AKINQI/NW|</> 803] > 509 (>50) 628{c} (>50) 
   (>45) 628*: ex 4{{9}} (>45) (>6 homoi.) Sa (>6) 
   (>100 homoi.) 129{txt}(c pr m) (>100)
 : <gk>UAKINQW</> 392
 + <gk>DERMATINW</> (~) 376 (~)
<gk>,</>] > Ra
<gk>KAI\</>
<gk>E)PIQH/SOUSIN</>]
 : <gk>QHSOUSIN</> 126
<gk>E)PI\</>] > 53'-246* 84* (>6 homoi.) 30 (>6)
 : <gk>EP'</> 458 F M' <it>O</>'-72 422 <it>b</> <it>d</> 
   56-129-246{c pr m} <it>n</>{-458} 74'-76'-84{c pr m} <it>x</> 
   <it>y</>{-121} <it>z</> 55 59 646
 : <gk>[EP']</> 803
<gk>A)NAFOREI=S</>] > (>6 homoi.) 30 (>6)
 : <gk>AMFOTEREIS</> 458
 : <gk>A{.}R{.}T{.}H{.}ROS</> 803
<gk>.</>
~x4y13
 +< <gk>KAI</> 15: cf MT
 +< <gk>EKSPODIASOUSIN</> 15: cf MT
 +< <gk>TO</> 15: cf MT
 +< <gk>QUSIASTHRION</> 15: cf MT
 +< <lt>et</> Aeth{C}
 +< <lt>removebunt</> Aeth{C}
 +< <lt>cinerem</> Aeth{C}
<gk>KAI\</>] > (>6 homoi.) 30 (>6)
<gk>TO\N</>] > (>6 homoi.) 30 (>6) (~) A (~)
<gk>KALUPTH=RA</>] > (>6 homoi.) 30 (>6) (~) A (~)
<gk>E)PIQH/SEI</>] > (>6 homoi.) 30 (>6)
 : <gk>EPIQHSEIS</> A V G 509 121{c}-392 18'-126-628-669 646 799
 : <gk>EPIQHSOUSI{N}</> M{mg} <it>C</>'`{-320} <it>d</> 
   <it>n</> 85{mg}-346{mg}-730 <it>t</> 319 416 Cyr I 852 
   {Lat}cod 100 Aeth Arm Bo = Compl
 : <gk>EPIQUSOUSIN</> 320
 + <gk>TON</> (~) A (~)
 + <gk>KALUPTHRA</> (~) A (~)
<gk>E)PI\</>] > {Lat}cod 100
<gk>TO\</>] > 85 {Lat}cod 100
<gk>QUSIASTH/RION</>] > {Lat}cod 100
 + <gk>TO</> 15
 + <gk>XALKOUN</> 15
<gk>,</>
<gk>KAI\</>
<gk>E)PIKALU/YOUSIN</>]
 : <gk>EPIQHSOUSIN</> <it>O</>{-376}-29 Bo Syh (^)
 : <gk>EPIQUSOUSIN</> 376
 : <gk>KALUYOUSIN</> 126
 : <gk>KATAKALUYOUSIN</> <it>d</> <it>n</>{-127*} <it>t</>
 : <gk>KATALUYOUSIN</> 127*
<gk>E)P'</>] > 739
<gk>AU)TO\</>]
 : <gk>AUTON</> 52 <it>b</> (sed hab Compl)
 : <gk>AUTW</> 58{c}-376-381* 57-414-528-550'-616{c} 246* 
   54*-458-767 30-343 319 646
<gk>I(MA/TION</>
<gk>O(LOPO/RFURON</>
<gk>,</>] > Ra
<gk>I(MA/TION</>
<gk>O(LOPO/RFURON</>
~x4y14
<gk>KAI\</>
<gk>E)PIQH/SOUSIN</>]
 : <gk>QHSOUSIN</> 126
 + <gk>KAI</> 761*(|)
 + <gk>EPIQHSOUSIN</> 761*(|)
<gk>E)P'</>
<gk>AU)TO\</>]
 : <gk>AUTOU</> 458
 : <gk>AUTW</> 58 <it>C</>'`{-16}{46}{52*}{77} 108 767 30-343 
   76 509* 318*(vid) 319 646
 + <gk>IMATION</> (+6 dittogr.) 126 (+6)
 + <gk>OLOPORFURON</> (+6 dittogr.) 126 (+6)
 + <gk>KAI</> (+6 dittogr.) 126 (+6)
 + <gk>EPIQHSOUSIN</> (+6 dittogr.) 126 (+6)
 + <gk>EP'</> (+6 dittogr.) 126 (+6)
 + <gk>AUTO</> (+6 dittogr.) 126 (+6)
<gk>PA/NTA</>] > 44 126 Arm
<gk>TA\</>
<gk>SKEU/H</> B 72 <it>d</> <it>n</> <it>t</> <it>x</>{-619} 
   Cyr I 852 {Lat}cod 100 Arm Bo]
 + <gk>AUTOU</> rell = MT
<gk>,</>
 +< <gk>EN</> F V <it>d</> <it>f</> <it>n</> <it>t</> 
   {Lat}cod 100 = Compl
<gk>O(/SOIS</>]
 : <gk>OIS</> 318 426 F V <it>d</> <it>f</> <it>n</> <it>t</> 
   {Lat}cod 100 = Compl
 : <gk>OSA</> 16-46-77-529{c}
 : <gk>OSOI</> A <it>C</>'`{-16}{46}{77}{528}{529<sc>s} 19' 
   121 126 59
 + <gk>EIS</> 426
<gk>LEITOURGOU=SIN</>]
 : <gk>LEITOURGHSOUSIN</> 56'-129 121 = Compl
 : <gk>LITOURGHSOUSIN</> V
 + <gk>EP'</> V B <it>O</>{-58} <it>x</>{-619} Cyr I 852 Arm 
   Syh = Ra MT
 +: <gk>AUTO</> V B <it>O</>{-58} <it>x</>{-619} Arm Syh = Ra MT	(>Sixt)
 :+ <gk>AUTW</> Cyr I 852 Sixt
 :+ <gk>AUTOI</> <it>b</>
<gk>E)N</>] > 528
 : <lt>ad</> {Lat}cod 100
<gk>AU)TOI=S</>]
 : <gk>EAUTOIS</> 528
 : <lt>aram</> {Lat}cod 100
 + <gk>EP'</> 44'-125(2nd) 127 <it>t</> Sa <it>n</>{-127}
 +: <gk>AUTO</> 44'-125(2nd) 127 <it>t</> Sa
 :+ <gk>AUTWN</> <it>n</>{-127}
 + <gk>EP'</> (+9 dittogr.) 107'-125 (+9)
 + <gk>AUTO</> (+9 dittogr.) 107'-125 (+9)
 + <gk>PANTA</> (+9 dittogr.) 107'-125 (+9)
 + <gk>TA</> (+9 dittogr.) 107'-125 (+9)
 + <gk>SKEUH</> (+9 dittogr.) 107'-125 (+9)
 + <gk>OSOIS</> (+9 dittogr.) 107'-125 (+9)
 + <gk>LEITOURGOUSIN</> (+9 dittogr.) 107'-125 (+9)
 + <gk>EN</> (+9 dittogr.) 107'-125 (+9)
 + <gk>AUTOIS</> (+9 dittogr.) 107'-125 (+9)
<gk>,</>
<gk>KAI\</>] > (>3 homoi.) 767 (>3)
<gk>TA\</>] > (>3 homoi.) 767 (>3)
<gk>PUREI=A</>] > (>3 homoi.) 767 (>3)
<gk>KAI\</>] > 106 = MT{L} Sam
<gk>TA\S</>]
 : <gk>TOUS</> 610
<gk>KREA/GRAS</>
<gk>KAI\</>] > 106
<gk>TA\S</>] > 19
<gk>FIA/LAS</>]
 : <gk>YALAS</> 551(vid)
 : <lt>itholas</> {Lat}cod 100
 + <gk>KAI</> 318
 + <gk>TAS</> 318
 + <gk>QUISKAS</> 318
<gk>KAI\</> 803] > 106 (>3 homoi.) Compl (>3)
<gk>TO\N</>] > 53 Arm Aeth{C} (>3 homoi.) Compl (>3)
 : <gk>TA</> 803
 : <gk>THN</> 59
<gk>KALUPTH=RA</>] > (>3 homoi.) Compl (>3)
 : <gk>LOUTHRA</> <it>f</>
 : <gk>SP[ONDEIA]</> 803
 : <lt>opercula</> Arm
 : <lt>lebetes</> Aeth{C}
 + <lt>et</> Aeth{C}
 + <lt>guttos</> Aeth{C}
<gk>KAI\</>
<gk>PA/NTA</>
<gk>TA\</>
<gk>SKEU/H</>
<gk>TOU=</>
<gk>QUSIASTHRI/OU</> 803]
 + <lt>aerea</> {Lat}cod 100
<gk>:</>
<gk>KAI\</>
<gk>E)PIBALOU=SIN</>]
 : <gk>EPIBALLOUSIN</> V 53
 : <gk>BALOUSIN</> 126
<gk>E)P'</>] > 68
<gk>AU)TO\</>]
 : <gk>AUTOU</> 458 121
 : <gk>AUTW</> 58 <it>C</>'`{-46}{77}{417} 767 30-343 619* 319 646
<gk>KA/LUMMA</> 803] > (~) 53' (~)
 : <gk>KALUMMATI</> 458
<gk>DERMA/TINON</>] > (~) {Lat}cod 100 (~)
 : <gk>DERMATION</> 616 458 68'-120 (sed hab Ald)
 + <gk>KALUMMA</> (~) 53' (~)
<gk>U(AKI/NQINON</>] > (>24 homoi.) 376 53' (>24)
 : <gk>UAKINQINW</> 75
 + <gk>KAI</> 618*
 + <gk>EPIQHSOUSIN</> 618*
 + <gk>AUTOU</> 618*
 + <gk>DERMATINON</> (~) {Lat}cod 100 (~)
<gk>,</>] > Ra
<gk>KAI\</>] > (>24 homoi.) 376 53' (>24)
<gk>DIEMBALOU=SIN</>] > (>24 homoi.) 376 53' (>24)
 : <gk>DIABALLOUSIN</> 767
 : <gk>DIABALOUSIN</> 458
 : <gk>EMBALOUSI{N}</> A 121 126 59
 +< <gk>EP'</> 458 Arm
 +< <gk>AUTW</> 458 Arm
<gk>TOU\S</>] > (>24 homoi.) 376 53' (>24)
 : <gk>TAS</> 52
<gk>A)NAFOREI=S</>] > (>24 homoi.) 376 53' (>24)
 +< <gk>EP'</> 54-75
<gk>AU)TOU=</>] > 64{txt} 458 Arab Arm (>24 homoi.) 376 53' (>24)
 : <gk>AUTHS</> 707 30 509
 + <gk>per</> Bo
 + <gk>illud</> Bo
<gk>.</>]
 : <gk>:</> Ra
<gk>KAI\</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>LH/MYONTAI</> A B* F V G-82 509 (sub % G Syh)]
 > (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <gk>LHYONTAI</> F{b} rell
<gk>I(MA/TION</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>PORFUROU=N</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>,</>] > Ra
<gk>KAI\</> (sub % G Syh)] > {Lat}cod 100 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
<gk>SUGKALU/YOUSIN</> (sub % G Syh)] > {Lat}cod 100 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <gk>KALUYOUSI</> 126
 : <gk>LIYOUSIN</> 767
 : <gk>SUGKATAKALUYOUSIN</> 619 = Ald
<gk>TO\N</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>LOUTH=RA</> (sub % G Syh)]
 > (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
<gk>KAI\</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>TH\N</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>BA/SIN</> (sub % G Syh)] > (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>AU)TOU=</> (sub % G Syh)] > {Lat}cod 100 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
<gk>,</>] > Ra
<gk>KAI\</> (sub % G Syh)] > Bo (>23) 58 Arab = Compl MT Tar (>23) 
   (>24 homoi.) 376 53' (>24)
<gk>E)MBALOU=SIN</> (sub % G Syh)]
 > (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <gk>EMBALLOUSIN</> 767
 : <gk>EPIBALOUSIN</> 246
<gk>AU)TA\</> (sub % G Syh)] > (>7) <it>b</> (sed hab Compl) (>7) 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <gk>AUTHN</> 319 {Lat}cod 100
 : <gk>AUTO</> B <it>x</>{-619} 392 18'-126-669 Cyr I 852
 : <gk>AUTON</> 15 646
 : <gk>AUTW</> 59*
 inc 628
<gk>EI)S</> (sub % G Syh)] > (>7) <it>b</> (sed hab Compl) (>7) 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <lt>et</> {Lat}cod 100
<gk>KA/LUMMA</> (sub % G Syh)] > (>7) <it>b</> (sed hab Compl) (>7) 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
<gk>DERMA/TINON</> (sub % G Syh)]
 > 56* (>7) <it>b</> (sed hab Compl) (>7) 
   (>23) 58 Arab = Compl MT Tar (>23) (>24 homoi.) 376 53' (>24)
 : <gk>DERMATION</> 75' 619 68'-120 (sed hab Ald)
<gk>U(AKI/NQINON</> (sub % G Syh)]
 > (>7) <it>b</> (sed hab Compl) (>7) (>23) 58 Arab = Compl MT Tar (>23)
 : <gk>UAKINQINA</> 646
<gk>,</>
<gk>KAI\</> (sub % G Syh)] > (>7) <it>b</> (sed hab Compl) (>7) 
   (>23) 58 Arab = Compl MT Tar (>23)
<gk>E)PIQH/SOUSIN</> (sub % G Syh)]
 > (>7) <it>b</> (sed hab Compl) (>7) (>23) 58 Arab = Compl MT Tar (>23)
 : <gk>EPIQOUSIN</> 376
 : <gk>QHSOUSIN</> 126
 + <gk>AUTOU</> 618*
<gk>E)PI\</> (sub % G Syh)] > 246*(c pr m) 126 
   (>23) 58 Arab = Compl MT Tar (>23)
 : <gk>EP'</> M' <it>O</>'{-58}-72 46{s} <it>b</> <it>d</> 
   <it>f</>{-246*} <it>n</> <it>t</> <it>x</> 318 <it>z</>{-126} 
   55 646
 sup ras 57
 +< <gk>TOUS</> 528
<gk>A)NAFOREI=S</> (sub % G Syh)]
 > (>23) 58 Arab = Compl MT Tar (>23)
<gk>.</>
~x4y15
<gk>KAI\</>
<gk>SUNTELE/SOUSIN</>] > Bo
 : <gk>SUNTELESWSIN</> 392
 : <gk>SUNTELOUSIN</> 53' 458
<gk>*)AARW\N</>
 + <gk>AARWN</> 74*
<gk>KAI\</>
<gk>OI(</>] > 57 19 44 246 75 30 318
<gk>UI(OI\</>
<gk>AU)TOU=</>
<gk>KALU/PTONTES</>]
 : <gk>KALUPTONTA</> 72
 : <gk>KALUYOUSIN</> 29 Bo
 : <gk>KATAKALUPTONTES</> 25
<gk>TA\</>
<gk>A(/GIA</>] > (>6 homoi.) B{txt} 528 18 Bo (>6)
 : <gk>ALLA</> 319
 + <gk>TWN</> 75
 + <gk>AGIWN</> 75
<gk>KAI\</>] > (>6 homoi.) B{txt} 528 18 Bo (>6)
<gk>PA/NTA</>] > (>6 homoi.) B{txt} 528 18 Bo (>6)
<gk>TA\</>] > (>6 homoi.) B{txt} 528 18 Bo (>6)
<gk>SKEU/H</>] > (>6 homoi.) B{txt} 528 18 Bo (>6)
<gk>TA\</>] > Arm Syh = MT (>6 homoi.) B{txt} 528 18 Bo (>6)
<gk>A(/GIA</>]
 : <lt>sanctitatis</> Arm Syh = MT
<gk>E)N</>] > (>8) Arab (>8)
<gk>TW=|</>] > (>8) Arab (>8)
<gk>E)CAI/REIN</>] > (>8) Arab (>8)
<gk>TH\N</>] > (>8) Arab (>8)
<gk>PAREMBOLH/N</>] > (>8) Arab (>8)
<gk>,</>
<gk>KAI\</>] > 19 Bo{A} (>8) Arab (>8) (>15) 64{txt} (>15)
<gk>META\</>] > (>8) Arab (>8) (>15) 64{txt} (>15)
 : <gk>MET'</> 767
<gk>TAU=TA</>] > (>8) Arab (>8) (>15) 64{txt} (>15)
 : <gk>AUTA</> 767
<gk>EI)SELEU/SONTAI</>] > (>15) 64{txt} (>15)
 : <gk>ECELEUSONTAI</> 318
 +< <gk>OI</> rell
<gk>UI(OI\</> B <it>b</> 56'-129 126 424 799 Cyr I 852]
 > (>15) 64{txt} (>15)
<gk>*KAA\Q</>] > (>15) 64{txt} (>15)
 : <gk>KAAT</> 127*(vid)
 : <gk>KAQ</> 72 610 75 30 71-509* 68'-120* (sed hab Ald)
 : <lt>gaath</> {Lat}cod 100 Co
<gk>AI)/REIN</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
 : <gk>AREIN</> 616(sup ras)
<gk>,</>] > Ra
<gk>KAI\</>] > 628(|) (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
<gk>OU)X</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
 : <gk>OUK</> B* 58 30 318
<gk>A(/YONTAI</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
<gk>TW=N</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
 : <gk>TW</> 126: cf MT
<gk>A(GI/WN</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
 : <gk>AGIW</> 126: cf MT
<gk>,</>
<gk>I(/NA</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
<gk>MH\</>] > (>10) 319{txt}(c pr m) (>10) (>15) 64{txt} (>15)
<gk>A)POQA/NWSIN</>] > (>10) 319{txt}(c pr m) (>10) 
   (>15) 64{txt} (>15)
 : <gk>APOQANONTAI</> 767
<gk>:</>
<gk>TAU=TA</>] > (>10) 319{txt}(c pr m) (>10)
 + <gk>DE</> <it>d</> <it>t</>
<gk>A)ROU=SIN</>]
 : <gk>AIROUSIN</> 319*
<gk>OI(</>] > 131-500'-529' <it>f</>{-53} 126 799 = Compl
<gk>UI(OI\</>
<gk>*KAA\Q</>]
 : <gk>KAQ</> 313* 71
 : <lt>gaath</> {Lat}cod 100 Bo
<gk>E)N</>]
 : <lt>e</> Aeth Arm
<gk>TH=|</>] > Aeth Arm
<gk>SKHNH=|</>]
 : <lt>tabernaculo</> Aeth Arm
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>.</>
~x4y16
 +< <gk>KAI</> 29* Aeth Arm{te} = MT
<gk>E)PI/SKOPOS</>]
 : <gk>EPISKOPOI</> 126
<gk>*)ELEAZA\R</>]
 : <gk>ELEAZ</> 314
 : <lt>eliazar</> Arm (^)
 +< <gk>O</> 392
<gk>UI(O\S</>] > 628
 : <gk>UIOIS</> 75
<gk>*)AARW\N</>
<gk>TOU=</>
<gk>I(ERE/WS</>
<gk>:</>
 +< <lt>super</> Aeth
<gk>TO\</>
 + <gk>DE</> 376
<gk>E)/LAION</>]
 : <gk>ELAIOS</> 376 509
<gk>TOU=</>
<gk>FWTO\S</>
<gk>KAI\</>] > (>5 homoi.) 84{txt}(c pr m) (>5)
 +< <lt>super</> Aeth
<gk>TO\</>] > Syh (>5 homoi.) 84{txt}(c pr m) (>5)
<gk>QUMI/AMA</>] > (>5 homoi.) 84{txt}(c pr m) (>5)
 : <lt>tura</> Syh
<gk>TH=S</>] > (>13) 528 (>13) (>5 homoi.) 84{txt}(c pr m) (>5)
<gk>SUNQE/SEWS</>] > (>13) 528 (>13) (>5 homoi.) 84{txt}(c pr m) (>5)
<gk>KAI\</>] > 130-321' (>13) 528 (>13)
<gk>H(</>] > Aeth Arm (>13) 528 (>13)
<gk>QUSI/A</>] > Aeth Arm (>13) 528 (>13)
<gk>H(</>] > 619 68' Aeth Arm (>13) 528 (>13)
<gk>KAQ'</>] > 75' (>13) 528 (>13)
 : <gk>KAQARA</> 646
 : <lt>super</> Aeth
 + <lt>sacrificium</> Aeth Arm
<gk>H(ME/RAN</>] > 646 (>13) 528 (>13)
 : <gk>HMERA</> 376
 : <gk>KAQHMERINH</> 75'
 : <lt>quotidianum</> Aeth Arm
<gk>KAI\</>] > (>13) 528 (>13)
 +< <lt>super</> Aeth
<gk>TO\</>] > (>13) 528 (>13)
<gk>E)/LAION</>] > (>13) 528 (>13)
<gk>TH=S</>] > (>13) 528 (>13)
 : <gk>TOU</> 72
<gk>XRI/SEWS</>] > (>13) 528 (>13)
 : <gk>XRISMATOS</> 72
<gk>,</>
 +< <lt>et</> Sa Aeth
 +< <lt>super</> Aeth
<gk>H(</>] > Aeth
 : <lt>et</> Arm
<gk>E)PISKOPH\</>] > Aeth
 : <gk>EPISKOPON</> 376
 : <lt>apparatum</> Arm
<gk>O(/LHS</>]
 : <gk>OLH</> F <it>b</> 610* <it>f</> 28-85'-321'-344* 71 59 
   319 799 (sed hab Compl)
 : <lt>totum</> Aeth
<gk>TH=S</>] > Aeth
<gk>SKHNH=S</>]
 : <lt>tabernaculum</> Aeth
 + <lt>praefectus</> Aeth
<gk>KAI\</>] > (>4) V (>4)
 +< <lt>super</> Aeth
<gk>O(/SA</>] > (>4) V (>4)
 : <gk>OSON</> 53'
<gk>E)STI\N</>] > (>4) V (>4) (~) 53' (~)
<gk>E)N</>] > 730 Aeth (>4) V (>4) (~) 53' (~)
<gk>AU)TH=|</>] > Aeth (~) 53' (~)
 : <gk>AUTIN</> 376
 : <gk>AUTO</> G
 : <gk>AUTW</> 458 509
 : <gk>TH</> V
 +< <lt>et</> Arm
 +< <lt>quae</> Arm
<gk>E)N</>
<gk>TW=|</>
<gk>A(GI/W|</>
 + <gk>ESTIN</> (~) 53' (~)
 + <gk>EN</> (~) 53' (~)
 + <gk>AUTH</> (~) 53' (~)
<gk>,</>] > Ra
 +< <gk>KAI</> rell = edd MT
<gk>E)N</> B <it>b</> <it>d</> 127-767 <it>t</>{-84*} 
   <it>x</>{-619} 318 Bo] > {Lat}cod 100
 : <gk>KAI</> 53'
<gk>PA=SIN</>] > Bo{A} = MT
<gk>TOI=S</>
<gk>E)/RGOIS</>]
 : <gk>AGIOIS</> 29 Arm
 + ( # G Syh) <gk>AUTOU</> <it>O</>{-426} 646 Syh = MT
 + <lt>sanctis</> Bo
<gk>.</>
~x4y17
<gk>*KAI\</>
<gk>E)LA/LHSEN</>]
 : <gk>EIPE</> 125
 : <gk>EPELALHSE{N}</> 52'
 : <gk>EPILALHSE{N}</> 313
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</>{-458}
 : <gk>MWSIN</> 458
 : <gk>MWUSH</> 19 799
 : <gk>MWUSHS</> 551*
<gk>KAI\</>] > 29 30 392* 55 Sa
<gk>*)AARW\N</>] > 29 30 392* 55 Sa
<gk>LE/GWN</>
~x4y18
<gk>*MH\</>
<gk>O)LEQREU/SHTE</> B*{et c<s2>s} M 15-29-58 129-246 74-76' 55]
 : <gk>ECOLEQREUSHTE</> A
 : <gk>OLOQREUQHSHTAI</> 53 130
 : <gk>OLOQREUQHSETAI</> 130{c}
 : <gk>OLOQREUQHSETE</> 130*
 : <gk>OLOQREUSHTE</> (c var) rell = edd
<gk>TH=S</>] > Arm
 : <gk>TH</> 85'{mg}-321'{mg}
 : <gk>THN</> 30 Aeth 319
 : <lt>a</> Fac <lt>Def</> XII 3 Ruf <lt>Num</> IV 2
<gk>FULH=S</>] > Arm
 : <gk>FULH</> 85'{mg}-321'{mg}
 : <gk>FULHN</> Aeth
 : <gk>FULIN</> 30
 : <gk>FWNHN</> 319
 : <gk>SKHNHS</> <it>C</>'`{-131<sc>s} 730
 : <lt>tribu</> Fac <lt>Def</> XII 3 Ruf <lt>Num</> IV 2
 + <lt>sua</> Fac <lt>Def</> XII 3 Ruf <lt>Num</> IV 2
<gk>TO\N</>]
 : <gk>TOU</> 30-85'{mg}-321'{mg} 319 Aeth
 : <gk>TWN</> 767
<gk>DH=MON</>]
 : <gk>DHMOU</> 30-85'{mg}-321'{mg} 319 Aeth
 : <gk>DHMWN</> 767
<gk>TO\N</>] > {Lat}cod 100 Co
 : <gk>TOU</> ( > 321) 30-85'{mg}-321'{mg} 319 Aeth 
   72-618*(vid) 77 537 53'-246 321{txt}-730 669*(vid) 799
 : <gk>TWN</> 767
<gk>*KAA\Q</>]
 : <lt>gaath</> {Lat}cod 100 Co
<gk>E)K</>] > G*
<gk>ME/SOU</>] > G*
<gk>TW=N</>
<gk>*LEUITW=N</>]
 : <gk>LEBEITWN</> 767
 : <gk>LEBITWN</> 54
 : <gk>LEUEITWN</> V G 127
 : <gk>POLEITWN</> B*
<gk>:</>
~x4y19
 +< <gk>KAI</> 739 <it>f</> Aeth = Compl MT Tar
<gk>TOU=TO</> = Sam]
<gk>POIH/SATE</>]
 : <gk>POIHSETAI</> 319
 : <gk>POIHSETE</> 246
 : <gk>POIH<s>ST</></> 126
 +< <gk>EN</> 537
<gk>AU)TOI=S</>] > 75 509
 : <gk>AUTOI</> 458(|)
 : <gk>AUTOUS</> 343
 : <gk>EAUTOIS</> <it>b</>{-537} 127(sed hab Compl)
<gk>,</>] > Ra
<gk>KAI\</>
<gk>ZH/SONTAI</>
<gk>KAI\</>] > 628(|) Bo{A}
<gk>OU)</>
<gk>MH\</>
<gk>A)POQA/NWSIN</>
<gk>,</>] > Ra
<gk>PROSPOREUOME/NWN</>]
 : <gk>POREUOMENWN</> 126
 : <gk>PROPOREUOMENWN</> 72 71
 : <gk>PROSPOREUOMENOS</> 75
<gk>AU)TW=N</>
<gk>PRO\S</>]
 : <gk>EIS</> 72-381' <it>C</>'` 125-610 54-75' <it>s</> 509 126 799
<gk>TA\</>] > Aeth Arm
<gk>A(/GIA</>]
 : <lt>sanctitatem</> Aeth Arm
<gk>TW=N</>
<gk>A(GI/WN</>
<gk>:</>
 +< <lt>et</> Bo
<gk>*AARWN</>
<gk>KAI\</>] > 376
<gk>OI(</>] > 82 44' 246 458 126 319
<gk>UI(OI\</>
<gk>AU)TOU=</>
<gk>EI)SPOREUE/SQWSAN</>]
 : <gk>POREUESQWSAN</> 610
 : <gk>PROPOREUESQWSAN</> 72 71
 : <gk>PROSPOREUESQWSAN</> B V 82 551* 509 <it>y</>{-121} 55 
   {Lat}cod 100 = Ra
 : <lt>ingredientur</> Bo
<gk>,</>] > Ra
<gk>KAI\</>
<gk>KATASTH/SOUSIN</>]
 : <gk>KATAQISOUSIN</> 68
 : <gk>KATASTHSEIS</> <it>b</> (sed hab Compl)
 : <gk>KATASTHSON</> 52'
 : <gk>KATASTHSWSIN</> M' {Lat}cod 100
<gk>AU)TOU\S</>]
 : <gk>AUTOIS</> 618
 +< <gk>ENA</> <it>O</> Arab Syh = MT Tar
<gk>E(/KASTON</>]
 : <gk>EKASTOS</> <it>f</> 75 28 59 319 = Compl
 + ( # G Syh) <gk>EPI</> (+4) <it>O</> 767 Arab Syh = MT (+4)
 + ( # G Syh) <gk>THN</> (+4) <it>O</> 767 Arab Syh = MT (+4)
 + ( # G Syh) <gk>DOUL{E}IAN</> (+4) <it>O</> 767 Arab Syh = MT (+4)
 + ( # G Syh) <gk>AUTOU</> (+4) <it>O</> 767 Arab Syh = MT (+4)
<gk>KATA\</>]
 : <gk>EIS</> <it>b</>
<gk>TH\N</>
<gk>A)NAFORA\N</>
<gk>AU)TOU=</>]
 : <gk>AUTWN</> 72
<gk>,</>
~x4y20
<gk>KAI\</>
<gk>OU)</>
<gk>MH\</>
<gk>EI)SE/LQWSIN</>]
 : <gk>ECELQWSIN</> 73'
<gk>I)DEI=N</>] > (~) 422 {Lat}cod 100 Fac <lt>Def</> XII 3 Aeth Arm Bo (~)
<gk>E)CA/PINA</>] > (~) 628 (~)
 + <gk>IDEIN</> (~) 422 {Lat}cod 100 Fac <lt>Def</> XII 3 Aeth Arm Bo (~)
<gk>TA\</> B V 29 <it>x</>{-619} 318 Bo Syh] > Arm
 : <gk>TO</> 628 rell
 : <gk>TON</> 52
 + <gk>TWN</> 610
 + <gk>AGIWN</> 610
<gk>A(/GIA</> B V 29 <it>x</>{-619} 318 Bo Syh]
 : <gk>AGION</> 628 rell
 : <lt>sanctitatem</> Arm
 + <gk>ECAPINA</> (~) 628 (~)
 + <gk>TWN</> <it>d</>{-610} <it>n</> <it>t</>
 + <gk>AGIWN</> <it>d</>{-610} <it>n</> <it>t</>
 + <lt>sanctitatum</> Arm
<gk>,</>] > Ra
<gk>KAI\</>
 +< <gk>OUK</> V 319
 +< <gk>OU</> 417 318 55 <it>d</> <it>n</> <it>t</> {Lat}cod 100 Arm Bo
 +< <gk>MH</> 417 318 55 <it>d</> <it>n</> <it>t</> {Lat}cod 100 Arm Bo
<gk>A)POQANOU=NTAI</>]
 : <gk>APOQANWSI{N}</> <it>d</> <it>n</> <it>t</> {Lat}cod 100 Arm Bo
<gk>.</>
~x4y21
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> G-64-426 77-131-500' <it>n</>
 : <gk>MWUSH</> 19
<gk>LE/GWN</>
~x4y22
<gk>*LA/BE</>
 + <lt>tu</> Arm
<gk>TH\N</>] > {Lat}cod 100
<gk>A)RXH\N</>]
 : <gk>APARXHN</> 319
 : <lt>principem</> {Lat}cod 100
<gk>TW=N</>
<gk>UI(W=N</>
<gk>*GEDSW/N</>]
 : <gk>GEDEWN</> 15*-72-82-618 44 53'-56*-129 127* 74-76-84 71 
   68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GEDWN</> 16*(c pr m)
 : <gk>GEQSWN</> 75* 343 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHRSWN</> <it>O</>{-58} 767 Syh (^)
 : <lt>getson</> {Lat}cod 100
<gk>,</>
<gk>KAI\</>] > A 53' 392 55 Aeth Arm Sa (>6) F (>6)
<gk>TOU/TOUS</>] > 799 A 53' 392 55 Aeth Arm Sa (>6) F (>6)
 : <gk>TOUS</> 56'-129 <it>x</>{-619} 121 18 = Compl
 : <gk>TOUTWN</> 75'{-75*}-127 346{mg} 319 {Lat}cod 100
 : <gk>TOUTON</> 75*
<gk>KAT'</>] > (>6) F (>6)
 : <lt>secundum</> Arm{te}
<gk>OI)/KOUS</>] > (>6) F (>6)
 : <lt>nomina</> Arm{te}
<gk>PATRIW=N</>] > (>6) F (>6)
<gk>AU)TW=N</>] > (>6) F (>6) (>3 homoi.) A <it>d</> <it>t</> 392 (>3)
 + <gk>KAT'</> 458
 + <gk>OIKOUS</> 458
 + <gk>PATRIWN</> 458
<gk>,</>] > Ra
 +< <gk>KAI</> 58 71 799 Aeth
<gk>KATA\</>] > (>3 homoi.) A <it>d</> <it>t</> 392 (>3)
 : <gk>KAI</> 458
<gk>DH/MOUS</>] > (>3 homoi.) A <it>d</> <it>t</> 392 (>3)
 : <gk>DHMWN</> 458
<gk>AU)TW=N</>]
<gk>:</>
~x4y23
<gk>A)PO\</>
 +< <gk><uE>u</> 75
 +< <gk><uKE>u</> 107'-125 458 319
<gk>PENTEKAIEIKOSAETOU=S</>]
 : <gk>EIKOSAETOUS</> 75 77
 : <gk>ETWN</> 107'-125 458 319
 : <gk>TRIAKONTAETOUS</> 426 767 Arab = MT
 : <gk>DH</> G*
 + <gk>KAI</> G*
 + <gk><uK>u</> G*
 + <gk>ETOUS</> G*
<gk>KAI\</>] > (>4 homoi.) 53 30' 59 Syh: homoiot (>4)
<gk>E)PA/NW</>] > (>4 homoi.) 53 30' 59 Syh: homoiot (>4)
 + ( # G) <gk>EKEI</> <it>O</>{-426}: contra MT
 +< <gk>KAI</> 58-426 <it>b</>{-537} 319 {Lat}cod 100 
   (sed hab Compl) = MT{mss} Sam Tar{P}
<gk>E(/WS</>] > (>4 homoi.) 53 30' 59 Syh: homoiot (>4)
<gk>PENTHKONTAETOU=S</>] > (>4 homoi.) 53 30' 59 Syh: homoiot (>4)
 : <gk>ETWN</> 126
 : <gk>PENTIKONTA</> 799
 : <gk>PENTHKONTA</> <it>b</> <it>n</>{-127} 319 (sed hab Compl)
 + <gk>ETWN</> <it>b</> <it>n</>{-127} 319 (sed hab Compl)
 + <gk><uN>u</> 126
 + <gk>KAI</> (+4 dittogr.) 28-85 (+4)
 + <gk>EPANW</> (+4 dittogr.) 28-85 (+4)
 + <gk>EWS</> (+4 dittogr.) 28-85 (+4)
 + <gk>PENTHKONTAETOUS</> (+4 dittogr.) 28-85 (+4)
 +< <gk>KAI</> 30 610 <it>d</>{-610} <it>n</>{-127} <it>t</> Arm
<gk>E)PI/SKEYAI</> B M' V 127 <it>x</>{-619} Co]
 : <gk>EPISKEYASQAI</> A G-15-376-<it>oII</>{-707} 
   <it>C</>-46-414*-417-551 53-246 30-343 <it>y</> 18-126 55 59 319
 : <gk>EPISKEYASQE</> rell
 : <gk>EPISKEYESQE</> 19
 : <gk>EPISKEYON</> 610
<gk>AU)TOU/S</>
<gk>,</>
 +< <gk>KAI</> 319 {Lat}cod 100
<gk>PA=S</>
<gk>O(</>
<gk>EI)SPOREUO/MENOS</>]
 : <gk>EKPOREUOMENOS</> 52'-313-414-417 392 59
 : <gk>POREUOMENOS</> 126
<gk>LEITOURGEI=N</>] > Aeth Arab
 +: ( # G Syh) <gk>LEITOURGIAN</> <it>O</>{-G}{58} 767 Syh = MT
 :+ <gk>LITOURGIAN</> G
<gk>KAI\</>] > Aeth Arab B <it>x</>{-619} Arm Sa = MT
<gk>POIEI=N</>
<gk>TA\</>
<gk>E)/RGA</>
 + <gk>AUTOU</> B V 29 <it>b</> <it>d</> <it>f</> <it>n</> 
   130{mg}-321'{mg} <it>t</> <it>x</>{-619} 318 319 
   {Lat}cod 100 Bo = Ra
<gk>E)N</>] > A 121 <it>z</> Arm (sed hab Ald)
<gk>TH=|</>]
 : <gk>THS</> A 121 <it>z</> Arm (sed hab Ald)
<gk>SKHNH=|</>]
 : <gk>SKHNHS</> A 121 <it>z</> Arm (sed hab Ald)
<gk>TOU=</>
<gk>MARTURI/OU</>] > (>21 homoi.) 129{txt}(c pr m) (>21)
<gk>.</>
~x4y24
 +< <lt>et</> {Lat}cod 100
<gk>AU(/TH</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <gk>AUTOU</> 610
<gk>H(</>] > 319 (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>LEITOURGI/A</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>TOU=</>] > 130-321' 509 (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <gk>TWN</> 18 Aeth{M} Arab Sa{12}
<gk>DH/MOU</>] > 130-321' (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <gk>UIWN</> 18 Aeth{M} Arab Sa{12}
<gk>TOU=</>] > A G-376 52-417-552 <it>b</> 125 
   <it>f</>{(-129<stxt>s)} <it>n</>{-767} 121 55 18 Aeth{M} 
   Arab Sa{12} Arm {Lat}cod 100 (>105 homoi.) 343 (>105) 
   (>21 homoi.) 129{txt}(c pr m) (>21)
 : <gk>TWN</> <it>C</>'`{-52}{417}{528}{552} 44 767 30 134 71 
   392 126 424 646
<gk>*GEDSW\N</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <gk>GEDEWN</> 72-82-618 77 44 53'-56* 127* 74-76-84 71 68' 
   59 424 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GED[.]WN</> 500
 : <gk>GEGDSWN</> 19
 : <gk>GERSWN</> Compl
 : <gk>GHRSWN</> <it>O</>{-58} Syh (^)
 : <lt>getson</> {Lat}cod 100
 : <lt>gethson</> Arm
 +< <lt>quod</> Sa{4}
<gk>LEITOURGEI=N</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <lt>facient</> Sa{4}
 + <gk>LEITOURGIAN</> 15 318
<gk>KAI\</>] > Sa{12} (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>AI)/REIN</>] > Sa{12} (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 + <gk>TA</> <it>b</> (sed hab Compl)
 + <gk>SKEUH</> <it>b</> (sed hab Compl)
<gk>:</>
~x4y25
<gk>KAI\</>] > <it>f</>{(-129<stxt>s)} 509 55 {Lat}cod 100 Aeth 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
<gk>A)REI=</>] > <it>f</>{(-129<stxt>s)} 509 55 {Lat}cod 100 Aeth 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
 : <gk>AIREITAI</> 72
 : <gk>AREIN</> 730
 : <gk>AREIS</> 426 54-75'
 : <gk>AREITAI</> 59
 : <gk>ARREI</> 131{txt}-739
 : <lt>tollent</> Arm Sa{4} = MT
<gk>TA\S</>] > 59 72 {Lat}cod 100 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
 : <gk>PAS</> 107'-125
 : <gk>TA</> 71 B{c} 509
 : <gk>TOUS</> 18
 + <gk>SKEUH</> 71
<gk>DE/RREIS</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
 : <gk>DERR{E}IS</> 107'-125
 : <gk>DERREIS</> 18
 : <gk>SKEUH</> B{c} 509
 : <lt>sagestra</> {Lat}cod 100
<gk>TH=S</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>SKHNH=S</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>KAI\</>] > G 75 68'-120' Arab Sa{12} (sed hab Ald) 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
<gk>TH\N</>] > G 75 68'-120' Arab Sa{12} (sed hab Ald) 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
<gk>SKHNH\N</>] > G 75 68'-120' Arab Sa{12} (sed hab Ald) 
   (>21 homoi.) 129{txt}(c pr m) (>21) (>105 homoi.) 343 (>105)
<gk>TOU=</>] > (>21 homoi.) 129{txt}(c pr m) (>21) 
   (>105 homoi.) 343 (>105)
<gk>MARTURI/OU</>] > (>105 homoi.) 343 (>105)
<gk>KAI\</>] > (>5) {Lat}cod 100 (>5) (>105 homoi.) 343 (>105)
<gk>TO\</>] > (>5) {Lat}cod 100 (>5) (>105 homoi.) 343 (>105)
<gk>KA/LUMMA</>] > (>5) {Lat}cod 100 (>5) (>105 homoi.) 343 (>105)
 : <gk>KATAKALUMMA</> A B{c} F M' 58-64-381 
   <it>C</>'`{-52}{77*}{320}{414}{528} 56-129-246{c} 
   <it>n</>{-75} <it>s</>{-321*}{(343)} 318 59 = Compl
 : <gk>KATALUMMA</> 72-618 52-77*-528 75 509
 : <gk>KATALHMMA</> 509*
 : <gk>KATALUMA</> 71
 : <gk>KATAPETASMA</> 246*
<gk>AU)TH=S</>] > 53 (>5) {Lat}cod 100 (>5) (>105 homoi.) 343 (>105)
 : <lt>eorum</> Sa{12}
<gk>KAI\</>] > (>5) {Lat}cod 100 (>5) (>105 homoi.) 343 (>105)
<gk>TO\</>] > (>105 homoi.) 343 (>105)
<gk>KA/LUMMA</> B M' V 426-707 <it>b</> 121 68'-120'-126-669 
   55 319]
 > (>105 homoi.) 343 (>105)
 : <gk>KATAKALUMMA</> rell
 : <gk>KATAKATAKALUMMA</> 313
 : <gk>KATALUMA</> 71
 : <gk>KATALUMMA</> 72-82-618 52 106-107 75' 509 392*
 + <lt>eius</> Arm{te}
<gk>TO\</>] > (>105 homoi.) 343 (>105)
<gk>U(AKI/NQINON</>] > (>105 homoi.) 343 (>105)
<gk>TO\</>] > (>105 homoi.) 343 (>105)
<gk>O)\N</>] > (>105 homoi.) 343 (>105)
<gk>E)P'</> B* F V <it>C</>'` <it>s</>{(-343)} 319]
 > {Lat}cod 100 (>105 homoi.) 343 (>105)
<gk>AU)TH=S</> B* F V <it>C</>'` <it>s</>{(-343)} 319]
 > {Lat}cod 100 (>105 homoi.) 343 (>105)
 : <gk>AUTH</> rell
 : <gk>AUTHN</> A M' 29-58-72-<it>oI</> <it>f</> 71 
   <it>y</>{-392} 55 59 646 = Compl
 : <gk>AUTOU</> 75'
<gk>A)/NWQEN</>] > Arab (>105 homoi.) 343 (>105)
 + <gk>KAI</> 126 (^)
 + <gk>TO</> 126 (^)
 + <gk>KATAPETASMA</> 126 (^)
<gk>KAI\</>] > (>105 homoi.) 343 (>105)
 +< <gk>TOIS</> M
<gk>TO\</>] > 126 (>105 homoi.) 343 (>105)
 : <gk>TA</> M
<gk>KATAKA/LUMMA</>] > (>105 homoi.) 343 (>105)
 : <gk>KALUMMA</> B M V 707 <it>b</> 84{txt}(c pr m) 121 126 
   319 (sed hab Compl) = Ra
 : <gk>KATALUMA</> 71
 : <gk>KATALUMMA</> 72-82 52 75 509
<gk>TH=S</>] > M{txt} <it>C</>'`{-131<smg>s} 767*(c pr m) 
   <it>s</>{-(343)}{730<sc>s} 121 319 Arm (>105 homoi.) 343 (>105)
<gk>QU/RAS</>] > M{txt} <it>C</>'`{-131<smg>s} 767*(c pr m) 
   <it>s</>{-(343)}{730<sc>s} 121 319 Arm (>105 homoi.) 343 (>105)
<gk>TH=S</>] > (>105 homoi.) 343 (>105)
<gk>SKHNH=S</>] > (>105 homoi.) 343 (>105)
<gk>TOU=</>] > (>105 homoi.) 343 (>105)
<gk>MARTURI/OU</>] > (>105 homoi.) 343 (>105)
~x4y26
<gk>KAI\</>] > (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}
   -46-552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
<gk>TA\</>] > {Lat}cod 100 (>11 homoi.) B{txt} 707{txt} 
   <it>C</>{-131<smg>s}-46-552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
<gk>I(STI/A</>] > (>11 homoi.) B{txt} 707{txt} 
   <it>C</>{-131<smg>s}-46-552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
 : <gk>ISQIA</> 131{(mg)}
 : <lt>oppans</> {Lat}cod 100
<gk>TH=S</>] > (>11 homoi.) B{txt} 707{txt} 
   <it>C</>{-131<smg>s}-46-552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
<gk>AU)LH=S</>] > (>11 homoi.) B{txt} 707{txt} 
   <it>C</>{-131<smg>s}-46-552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
 + <gk>KAI</> (+9) V <it>O</>-29-72 131{(mg)} 767 619 59 646 
   Aeth{C} Arab Syh = Ald Compl (^) (+9)
 + <gk>TO</> (+9) V <it>O</>-29-72 131{(mg)} 767 619 59 646 
   Aeth{C} Arab Syh = Ald Compl (^) (+9)
 +: <gk>EPISPASTRON</> (+9) V <it>O</>{-376}-29-72 131{(mg)} 
   767 619 59 Aeth{C} Arab Syh = Ald Compl (^) (+9)
 :+ <gk>EPIPASTRON</> (+9) 376 131 646 (+9)
 :+ <gk>KATAKALUMMA</> (+9) Compl (+9)
 + (sub # G Syh) <gk>THS</> (+9) V <it>O</>-29-72 131{(mg)} 619 
   59 646 Aeth{C} Arab Syh = Ald Compl (^) (+9)
 + (sub # G Syh) <gk>QURAS</> (+9) V <it>O</>-29-72 131{(mg)} 
   619 59 646 Aeth{C} Arab Syh = Ald Compl (^) (+9)
 + (sub # G Syh) <gk>THS</> (+9) V <it>O</>{-58} 131{(mg)} 767 
   Aeth{C} Arab Syh = Ald Compl (^) (+9)			( > 131 Aeth Ald Compl)
 + (sub # G Syh) <gk>PULHS</> (+9) V <it>O</>{-58} 131{(mg)} 767 
   Aeth{C} Arab Syh = Ald Compl (^) (+9)			( > 131 Aeth Ald Compl)
 + (sub # G Syh) <gk>THS</> (+9) V <it>O</>-29-72 131{(mg)} 767 
   619 59 646 Aeth{C} Arab Syh = Ald Compl (^) (+9)
 + (sub # G Syh) <gk>AULHS</> (+9) V <it>O</>-29-72 131{(mg)} 
   767 619 59 646 Aeth{C} Arab Syh = Ald Compl (^) (+9)
<gk>,</>
 +< <lt>et</> Arm
<gk>O(/SA</> (sub # G(mend))] > (>4) 707{(mg)} (>4) 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-
   552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
 : <gk>A</> 767
<gk>E)PI\</> (sub # G(mend))] > (>4) 707{(mg)} (>4) 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-
   552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
 : <lt>in</> {Lat}cod 100
<gk>TH=S</> (sub # G(mend))] > {Lat}cod 100 (>4) 707{(mg)} (>4) 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-
   552{txt}-615-761{txt} 458 71: homoiot (>11) 
   (>105 homoi.) 343 (>105)
<gk>SKHNH=S</> (sub # G(mend))] > (>4) 707{(mg)} (>4) 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-552{txt}
   -615-761{txt} 458 71: homoiot (>11) (>105 homoi.) 343 (>105)
 : <lt>tabernaculum</> {Lat}cod 100
<gk>TOU=</> (sub % G Syh)] > <it>b</> 53' 319 Arab = MT 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-552{txt}
   -615-761{txt} 458 71: homoiot (>11) (>105 homoi.) 343 (>105)
<gk>MARTURI/OU</> (sub % G Syh)] > <it>b</> 53' 319 Arab = MT 
   (>11 homoi.) B{txt} 707{txt} <it>C</>{-131<smg>s}-46-552{txt}-
   615-761{txt} 458 71: homoiot (>11) (>105 homoi.) 343 (>105)
 + ( # G Syh) <gk>KAI</> (+11) 767 (+11) 
   (+5) V <it>O</>-29 619 Syh = Ald Compl MT (+5)
 + ( # G Syh) <gk>EPI</> (+11) 767 (+11) 
   (+5) V <it>O</>-29 619 Syh = Ald Compl MT (+5)
 +: ( # G Syh) <gk>TOU</> (+11) 767 (+11) 
   (+5) <it>O</>-29 619 Syh = Ald Compl MT (+5)
 :+ <gk>TO</> (+5) V (+5)
 +: ( # G Syh) <gk>QUSIASTHRIOU</> (+11) 767 (+11) 
   (+5) <it>O</>-29 619 Syh = Ald Compl MT (+5)
 :+ <gk>QUSIASTHRION</> (+5) V (+5)
 + ( # G Syh) <gk>KUKLW</> (+11) 767 (+11) 
   (+5) V <it>O</>-29 619 Syh = Ald MT (+5)
 + <gk>OSA</> (+11) 767 (+11)
 + <gk>EPI</> (+11) 767 (+11)
 + <gk>THS</> (+11) 767 (+11)
 + <gk>SKHNHS</> (+11) 767 (+11)
 + <gk>TOU</> (+11) 767 (+11)
 + <gk>MARTURIOU</> (+11) 767 (+11)
<gk>,</>
<gk>KAI\</>] > (>105 homoi.) 343 (>105)
<gk>TA\</> B 82 <it>d</> <it>n</>{-767} <it>t</> <it>x</>{-619} 
   319 {Lat}cod 100 Aeth Arm Bo Sa{12}] > Sa{4} 
   (>105 homoi.) 343 (>105)
<gk>PERISSA\</> B 82 <it>d</> <it>n</>{-767} <it>t</> 
   <it>x</>{-619} 319 {Lat}cod 100 Aeth Arm Bo Sa{12}]
 > (>105 homoi.) 343 (>105)
 : <lt>abundantiam</> Sa{4}
 + <gk>TOUTWN</> <it>b</>
 + <gk>AUTWN</> rell = Compl MT
 + <lt>eius</> Sa{4}
 + <lt>omnem</> Sa{4}
<gk>KAI\</>] > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
<gk>PA/NTA</>] > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
<gk>TA\</>] > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
<gk>SKEU/H</>] > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
 + <gk>THS</> (+4) 413 (+4)
 + <gk>SKHNHS</> (+4) 413 (+4)
 + <gk>TOU</> (+4) 413 (+4)
 + <gk>MARTURIOU</> (+4) 413 (+4)
<gk>TA\</> B M' V 82 16-46 <it>b</> <it>d</> <it>n</> <it>t</> 
   <it>x</>{-619} 319 Arm Co]
 > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
 : <gk>THS</> 392 {Lat}cod 100
<gk>LEITOURGIKA/</> B M' V 82 16-46 <it>b</> <it>d</> <it>n</> 
   <it>t</> <it>x</>{-619} 319 Arm Co]
 > (>105 homoi.) 343 (>105) (>6 homoi.) 72 (>6)
 : <gk>LEITOURGIAS</> 392 {Lat}cod 100
 + <gk>AUTWN</> 392 rell = Compl MT
<gk>,</>
<gk>KAI\</>] > B <it>b</> <it>x</>{-619} 392 319 {Lat}cod 100 
   Aeth{M} Arm Bo Sa{4} = Ra (>105 homoi.) 343 (>105)
 +< <gk>PANTA</> <it>O</>{-58}-29 619 Aeth Syh = Ald MT
 +< <gk>PANT'</> V
<gk>O(/SA</>] > (>105 homoi.) 343 (>105)
<gk>LEITOURGOU=SIN</>] > (>105 homoi.) 343 (>105)
 : <gk>LEITOURGEIN</> 68'-120' (sed hab Ald)
 : <gk>LEITOURGHSOUSIN</> <it>f</>{-246} 71 55 = Compl
<gk>E)N</>] > 52'-313-414 = MT (>105 homoi.) 343 (>105)
<gk>AU)TOI=S</>] > (>105 homoi.) 343 (>105)
 : <gk>AUTAIS</> 618
 + <gk>,</> Ra
 +< <lt>et</> Aeth{-M} Arm = MT
<gk>POIH/SOUSIN</>] > Aeth{M} (>105 homoi.) 343 (>105)
<gk>.</>
~x4y27
<gk>KATA\</>] > (>105 homoi.) 343 (>105)
 +< <gk>TO</> 52'
 +< ÷ <lt>verbum</> _ Syh: cf <hb>1n'n</> Tar(O)	????????????????????????????/
<gk>STO/MA</>] > (>105 homoi.) 343 (>105)
<gk>*)AARW\N</>] > (>105 homoi.) 343 (>105)
 : <gk>ARWN</> 75
 + <gk>AARWN</> 618*(|)
<gk>KAI\</>] > (>105 homoi.) 343 (>105)
<gk>TW=N</>] > 458 (>105 homoi.) 343 (>105)
<gk>UI(W=N</>] > (>105 homoi.) 343 (>105)
<gk>AU)TOU=</>] > (>105 homoi.) 343 (>105)
 : <gk>AUTW</> 799*(vid)
 : <gk>AUTWN</> 529 127-767*(c pr m)
 +< <lt>et</> {Lat}cod 100 Co
<gk>E)/STAI</>] > (>105 homoi.) 343 (>105)
+< ( # G Syh) <gk>PASA</> <it>O</>-29 619 Sa{4} Syh = Ald MT
<gk>H(</>] > Sa{12} (>105 homoi.) 343 (>105)
<gk>LEITOURGI/A</>] > (>105 homoi.) 343 (>105)
 : <lt>consideratio</> Sa{12}
 litt <gk>IA</> sup ras F
<gk>TW=N</>] > (>105 homoi.) 343 (>105)
 litt <gk>TWN</> sup ras F
<gk>UI(W=N</>] > (>105 homoi.) 343 (>105)
 litt <gk>UIWN</> sup ras F
<gk>*GEDSW\N</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
 : <gk>GEDEWN</> 72-82-618 44 53' 74-76-84 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GEDSSWN</> 75
 : <gk>GERSWN</> Compl
 : <gk>GHRSWN</> <it>O</>{-58} 767 Syh: cf MT
 : <lt>gethson</> Arm
 : <lt>getson</> {Lat}cod 100
 + <gk>EN</> (+5) 550* (+5)
 + <gk>TH</> (+5) 550* (+5)
 + <gk>SKHNH</> (+5) 550* (+5)
 + <gk>TOU</> (+5) 550* (+5)
 + <gk>MARTURIOU</> (+5) 550* (+5)
<gk>KATA\</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
 : <lt>secundum</> Sa{4}
<gk>PA/SAS</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
 : <lt>haec</> Sa{4}
<gk>TA\S</>] > 54-75' 509 319 799 Sa{4} (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>LEITOURGI/AS</>] > Sa{4} (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>AU)TW=N</>] > Sa{4} (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>KAI\</>] > A 15-618* 75 121 55 Bo (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>KATA\</>] > <it>b</> 106 (sed hab Compl) 
   (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
<gk>PA/NTA</>] > 106 Arab Sa{4} (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>TA\</>] > 28{txt}-85{txt}-130 321'{mg} (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
<gk>A)RTA\</> A 15-707{mg} <it>C</>'` 127 
   28{txt}-30'-85{txt}-130-321'{txt}-344* 121{txt} 55*{et c<s2>s} 319*]
 > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
 : <gk>ARMATA</> 319{c}
 : <gk>ERGA</> rell
 : <gk>ERGALEIA</> <it>d</> 54-75' <it>t</> 799
 : <gk>ERGALIA</> 509 318
 : <gk>DISSA</> 321'{mg} (cf <gk>TA ERGA DIA</> sq)
<gk>DI'</> A B F{a} M 15-64* <it>b</> 55* 319 416{c} Sa]
 > 321'{mg} F F{b} rell = Compl (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28)
 : <gk>DIA</> 64{c}-381' 127 28-85'-321'{txt} 121 55{c}
 : <gk>DISSA</> <it>C</>'`
<gk>AU)TW=N</>] > 551 (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28) (>10 homoi.) 707{txt}-381' (>10)
<gk>:</>
<gk>KAI\</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
<gk>E)PISKE/YH|</>] > (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28) (>10 homoi.) 707{txt}-381' (>10)
 : <gk>EPISKEYASQE</> <it>n</>{-75*}{75<sc>s}{458}{767} 84-134 Arm
 : <gk>EPESKEYASQAI</> 75*
 : <gk>EPISKEYASQAI</> 75{c}-458 134*
 : <gk>EPISKEYESQE</> <it>d</> 74-76' Arab = MT
<gk>AU)TOU\S</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
<gk>E)C</>] > (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
<gk>O)NOMA/TWN</>] > (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28) (>10 homoi.) 707{txt}-381' (>10)
 : <gk>ONOMATOS</> 52'-739 53' 458 Arm = Sixt
 + <gk>AUTWN</> 68'-120' Bo Sa{12} (sed hab Ald)
 +< <gk>KAI</> <it>C</>'` <it>d</> 127-767 <it>s</>{(-343)} 
   <it>t</> Arm
 +< <lt>et</> {Lat}cod 100
<gk>PA/NTA</>] > Sa{4} (>5) <it>b</> 246 (sed hab Compl) (>5) 
   (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
 : <gk>PANTWN</> 75
 : <lt>omnia</> {Lat}cod 100
<gk>TA\</> F{b<s1>s}] > F 82 52'-528 Bo {Lat}cod 100 
   (>5) <it>b</> 246 (sed hab Compl) (>5) (>105 homoi.) 343 (>105) 
   (>28 homoi.) 71 (>28) (>10 homoi.) 707{txt}-381' (>10)
<gk>A)RTA\</> F{b<s1>s}] > (>5) <it>b</> 246 (sed hab Compl) (>5) 
   (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
 : <gk>ARMATA</> 319
 : <gk>ERGA</> 321'{mg} B{c} F{b<s2>s} V* 72-707{(mg)} <it>d</> 
   767 130{mg} <it>t</> 619 121{mg}-318 <it>z</> 59 646 799
 : <gk>ERGAL{E}IA</> M{mg} 344{mg} 416
 : <lt>mascula</> Bo
 : <lt>opera</> {Lat}cod 100
 + <lt>eorum</> {Lat}cod 100
 +< <gk>TA</> <it>d</> <it>t</> <it>z</>{-18*} 646 799 619 = Ald
<gk>U(P'</>] > M{mg} 72 416 Bo (>5) <it>b</> 246 (sed hab Compl) (>5) 
   (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28) 
   (>10 homoi.) 707{txt}-381' (>10)
 : <gk>DI'</> M{txt} 64 319 619 = Ald
 : <gk>DIA</> 55{c} 130{mg} 321'{mg}
 : <gk>EP'</> 551
 : <lt>secundum</> {Lat}cod 100
 + <lt>inchoationem</> {Lat}cod 100
 inc 707{(mg)}
<gk>AU)TW=N</>] > (>5) <it>b</> 246 (sed hab Compl) (>5) 
   (>105 homoi.) 343 (>105) (>28 homoi.) 71 (>28)
 : <lt>eorum</> {Lat}cod 100
<gk>.</>
~x4y28
<gk>AU(/TH</>] > (>28 homoi.) 71 (>28)
<gk>H(</>] > (>28 homoi.) 71 (>28)
<gk>LEITOURGI/A</>] > (>28 homoi.) 71 (>28)
 +< <gk>TOU</> <it>O</>{-376}-29 767 619 Syh = Ald MT
 +< <gk>DHMOU</> <it>O</>-29 619 Syh = Ald MT
 +< <gk>DHMOUS</> 767
 +< <gk>TWN</> 82*(|)
<gk>TW=N</>] > 72* (>28 homoi.) 71 (>28)
<gk>UI(W=N</>] > (>28 homoi.) 71 (>28)
<gk>*GEDSW\N</>]
 : <gk>GEDEWN</> 618-<it>oII</>{-29} 44 53' 74-76-84 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GEQSWN</> 343 Arm
 : <gk>GERSWN</> 767 = Compl
 : <gk>GHRSWN</> <it>O</>{-58} Syh (^)
 : <lt>getson</> {Lat}cod 100
 +< <gk>KATA</> 537 318 Bo
 +< <gk>PASAS</> 537 318 Bo
 +< <gk>TAS</> 537 318 Bo
 +< <gk>LEITOURGIAS</> 537 318 Bo
 +< <gk>AUTWN</> 537 318 Bo
<gk>E)N</>
<gk>TH=|</>
<gk>SKHNH=|</>
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>,</>
<gk>KAI\</>] > (>11) 707{txt} (>11)
<gk>H(</>] > {Lat}cod 100 (>11) 707{txt} (>11)
<gk>FULAKH\</>] > (>11) 707{txt} (>11)
 : <lt>custodiae</> {Lat}cod 100
<gk>AU)TW=N</>] > (>11) 707{txt} (>11)
 : <gk>AUTOU</> 53'
<gk>E)N</>] > (>11) 707{txt} (>11)
 +< <gk>TH</> 343'
<gk>XEIRI\</>] > (>11) 707{txt} (>11)
 : <lt>manibus</> Bo
<gk>*)IQAMA\R</>] > (>11) 707{txt} (>11)
 : <gk>EIQAMAR</> 127
 : <gk>HQAMAR</> 313 53* 319
 : <gk>QAMAR</> 72-618* 414-417 509 799
 +< <gk>TOU</> 107' rell = Ra
<gk>UI(OU=</> 29-381' 125 799] > 319 (>11) 707{txt} (>11) 
   (~) 107' (~)
<gk>*)AARW\N</> 29-381' 125 799] > 319 (>11) 707{txt} (>11)
 + <gk>UIOU</> (~) 107' (~)
<gk>TOU=</>] > 125 (>11) 707{txt} (>11)
<gk>I(ERE/WS</>] > 125 (>11) 707{txt} (>11)
<gk>.</>
~x4y29
 +< <gk>KAI</> 125 319 V 106{c} 127-767 28-85{mg}-130{mg} Aeth 
   Arab Arm Co
 +< <gk>OI</> V 106{c} 127-767 28-85{mg}-130{mg} Aeth Arab Arm Co rell
 +< <lt>et</> {Lat}cod 100
<gk>*UI(OI\</> B M' <it>O</>{-58}-618 529* <it>b</> <it>f</> 
   54-75 <it>t</> <it>x</>{-619}]
 : <gk>UIOU</> 610
 : <lt>fi[.]lios</> {Lat}cod 100
<gk>*MERARI/</>]
 : <gk>MENARI</> 458
 : <gk>MERAREI</> B M' V <it>O</>{-376} <it>f</> 127-767 392 
   18 59 319 Sa{12}
 : <gk>MERARH</> 72 318
<gk>,</>
<gk>KATA\</>
<gk>DH/MOUS</>
<gk>AU)TW=N</>
<gk>,</>] > Ra
 +< <lt>et</> Aeth{-M}
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>
<gk>AU)TW=N</>] > <it>C</>'` <it>s</>{-30} 646
 : <gk>AUTW</> 19
<gk>,</>] > Ra
 +< <gk>KAI</> 58-72 44 <it>n</>{-767} 84 59 Aeth{M} 
   <it>d</>{-44} <it>t</>{-84}
<gk>E)PISKE/YASQE</>]
 : <gk>EPISKEYESQE</> <it>d</>{-44} <it>t</>{-84} M' Bo
 : <lt>numera</> Aeth
 : <lt>recensebis</> Sa{4} = MT
<gk>AU)TOU/S</>] > Arm{ap} (>8 homoi.) 707{txt}(||) 509 (>8)
 : <gk>AUTWN</> 458
<gk>:</>
~x4y30
 +< <gk>KAI</> 126
<gk>A)PO\</>] > (>8 homoi.) 707{txt}(||) 509 (>8)
<gk>PENTEKAIEIKOSAETOU=S</>] > (>8 homoi.) 707{txt}(||) 509 (>8)
 : <gk>PEMPTOUKOSAETOUS</> <it>z</>{-126} 646 (sed hab Ald)
 : <gk>TRIAKONTAETOUS</> 426 Arab = MT
 : <gk><uKE>u</> 126 458
 +: <gk>ETOUS</> 458
 :+ <gk>ETWN</> 126
<gk>KAI\</>] > Arab Sa{4} (>8 homoi.) 707{txt}(||) 509 (>8)
<gk>E)PA/NW</>] > Arab Sa{4} (>8 homoi.) 707{txt}(||) 509 (>8)
<gk>E(/WS</>] > (>8 homoi.) 707{txt}(||) 509 (>8)
 +< ( # G Syh) <gk>UIOU</> <it>O</>{-426} Syh = MT
<gk>PENTHKONTAETOU=S</>] > (>8 homoi.) 707{txt}(||) 509 (>8)
 : <gk><uN>u</> 319
 : <gk>PENTHKOSTOU</> <it>z</>{-18} (sed hab Ald)
 + <gk>ETOUS</> <it>z</>{-18} (sed hab Ald)
 + <gk>ETWN</> 319
 + <gk>KAI</> 767
 + <gk>EPANW</> 767
<gk>E)PISKE/YASQE</>] > 72 <it>b</> (sed hab Compl) 
   (>8 homoi.) 707{txt}(||) 509 (>8)
 : <gk>EPISKEYESQE</> <it>t</>{-84} Bo
 : <lt>numera</> Aeth
 : <lt>recensebis</> Sa{4} = MT
<gk>AU)TOU/S</>] > 72 <it>b</> (sed hab Compl)
 : <lt>eos</> Aeth
 : <lt>eos</> Sa{4} = MT
<gk>,</>
<gk>PA=S</>
<gk>O(</>
<gk>EI)SPOREUO/MENOS</>]
 : <gk>EKPOREUOMENOS</> <it>b</> (sed hab Compl)
 : <gk>POREUOMENOS</> 126
 + ( # G Syh) <gk>EIS</> V <it>O</> Syh = MT
 + ( # G Syh) <gk>THN</> V <it>O</> Syh = MT
 +: ( # G Syh) <gk>DUNAMIN</> V <it>O</>{-376} Syh = MT
 :+ <gk>DUNAMEIN</> 376
<gk>LEITOURGEI=N</>
 + <gk>KAI</> 246
 + <gk>POIEIN</> 246 56-129 71 = Compl
 +< <gk>EIS</> 509
<gk>TA\</>
<gk>E)/RGA</>]
 : <gk>AGIA</> 509
<gk>TH=S</>] > F
<gk>SKHNH=S</>] > F
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>.</>
~x4y31
<gk>KAI\</>
<gk>TAU=TA</>]
 : <gk>PANTA</> 628(1st) 799
<gk>TA\</>] > 413 <it>d</>{-610<sc>s} 75* 370 392
<gk>FULA/GMATA</>
<gk>TW=N</>] > 509
 : <gk>TA</> 528
<gk>AI)ROME/NWN</>]
 : <gk>AIROUMENWN</> 615* 75
<gk>U(P'</>
<gk>AU)TW=N</>]
 : <gk>AUTOU</> A
<gk>KATA\</>]
 : <gk>KAI</> 458
<gk>PA/NTA</>
<gk>TA\</>
<gk>E)/RGA</>
<gk>AU)TW=N</>] > 509
 : <gk>TWN</> B*
 + <gk>KATA</> 799
 + <gk>PANTA</> 799
<gk>E)N</>] > (>5) <it>b</> (sed hab Compl) (>5)
<gk>TH=|</>] > (>5) <it>b</> (sed hab Compl) (>5)
<gk>SKHNH=|</>] > (>5) <it>b</> (sed hab Compl) (>5)
<gk>TOU=</>] > (>5) <it>b</> (sed hab Compl) (>5)
 + <gk>TOU</> 120(|)
<gk>MARTURI/OU</>] > (>5) <it>b</> (sed hab Compl) (>5)
 + <gk>KAI</> (+18 dittogr.) 628 (+18)
 + <gk>TAUTA</> (+18 dittogr.) 628 (+18)
 + <gk>TA</> (+18 dittogr.) 628 (+18)
 + <gk>FULAGMATA</> (+18 dittogr.) 628 (+18)
 + <gk>TWN</> (+18 dittogr.) 628 (+18)
 + <gk>AIROMENWN</> (+18 dittogr.) 628 (+18)
 + <gk>UP'</> (+18 dittogr.) 628 (+18)
 + <gk>AUTWN</> (+18 dittogr.) 628 (+18)
 + <gk>KATA</> (+18 dittogr.) 628 (+18)
 + <gk>PANTA</> (+18 dittogr.) 628 (+18)
 + <gk>TA</> (+18 dittogr.) 628 (+18)
 + <gk>ERGA</> (+18 dittogr.) 628 (+18)
 + <gk>AUTWN</> (+18 dittogr.) 628 (+18)
 + <gk>EN</> (+18 dittogr.) 628 (+18)
 + <gk>TH</> (+18 dittogr.) 628 (+18)
 + <gk>SKHNH</> (+18 dittogr.) 628 (+18)
 + <gk>TOU</> (+18 dittogr.) 628 (+18)
 + <gk>MARTURIOU</> (+18 dittogr.) 628 (+18)
<gk>:</>
 +< <gk>KAI</> 82 Sa{12}
<gk>TA\S</>] > 53
<gk>KEFALI/DAS</>]
 : <gk>KAI</> 53
<gk>TH=S</>]
 : <gk>TOU</> 73'
<gk>SKHNH=S</>]
 : <gk>BIBLIOU</> 73'
 + <gk>TOU</> 53'
 + <gk>MARTURIOU</> 53'
<gk>KAI\</>] > (>4 homoi.) {Lat}cod 100 (>4)
<gk>TOU\S</>] > (>4 homoi.) {Lat}cod 100 (>4)
<gk>MOXLOU\S</>] > (>4 homoi.) {Lat}cod 100 (>4)
<gk>AU)TH=S</>] > B V <it>d</> 54-75' <it>t</> <it>x</>{-619} 
   319 {Lat}cod 104 Arm Sa{12} = Ra (>4 homoi.) {Lat}cod 100 (>4) 
   (>4 homoi.) F*(c pr m) 707{txt} 30 18 (>4) (>8 homoi.) 53 (>8)
<gk>KAI\</>] > (>4 homoi.) F*(c pr m) 707{txt} 30 18 (>4) 
   (>8 homoi.) 53 (>8)
<gk>TOU\S</>] > (>4 homoi.) F*(c pr m) 707{txt} 30 18 (>4) 
   (>8 homoi.) 53 (>8)
 : <gk>OI</> V 319
 : <gk>TOU</> 75
<gk>STU/LOUS</>] > (>4 homoi.) F*(c pr m) 707{txt} 30 18 (>4) 
   (>8 homoi.) 53 (>8)
 : <gk>STHLOUS</> 75
 : <gk>STULOI</> V 319
<gk>AU)TH=S</>] > V 106-125 319 Sa{12} (>8 homoi.) 53 (>8) 
   (>4 homoi.) 319 Arab Sa{4} (>4)
 + <gk>AUTA</> 458
<gk>KAI\</>] > (>8 homoi.) 53 (>8)
<gk>TA\S</>] > 106-125 (>8 homoi.) 53 (>8)
 : <gk>AI</> V
<gk>BA/SEIS</>] > (>8 homoi.) 53 (>8)
<gk>AU)TH=S</> 58 = Compl] > 82*(c pr m) Sa{12}
 : <gk>AUTWN</> 121 Aeth
 + <gk>KAI</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+7) 246 (+7) (+9) 799 (+9)
 +: <gk>TO</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+9) 799 (+9)
 :+ <gk>TA</> (+7) 246 (+7)
 +: <gk>KATAKALUMMA</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+9) 799 (+9)
 :+ <gk>KATAKALUMMATA</> (+7) 246 (+7)
 + <gk>THS</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+7) 246 (+7) (+9) 799 (+9)
 + <gk>QURAS</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+7) 246 (+7) (+9) 799 (+9)
 + <gk>THS</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+7) 246 (+7) (+9) 799 (+9)
 + <gk>SKHNHS</> (+7) 29 <it>b</> 610 130 392 Co (+7) (+7) 246 (+7) (+9) 799 (+9)
 + <gk>TOU</> (+9) 799 (+9)
 + <gk>MARTURIOU</> (+9) 799 (+9)
 + (% G Syh) <gk>KAI</> (+18) rell = Ra (+18)			( > 319 Sa{4})( > Aeth{C} Arab)
 + (% G Syh) <gk>TO</> (+18) rell = Ra (+18)			( > 319 Sa{4})( > Aeth{C} Arab)
 +: (% G Syh) <gk>KATAKALUMMA</> (+18) rell = Ra (+18)	( > 319 Sa{4})( > Aeth{C} Arab)
 :+ <gk>KALUMMA</> 44 54'-458 318 126
 :+ <gk>KATALUMMA</> V 82-618*-707 52-414*
 :+ <gk>KATALUMA</> 71
 :+ <gk>KALLUMMA</> 75
 :+ <gk>KATAKALUMA</> 106
 + <gk>THS</> A
 + <gk>SKHNHS</> A
 + <gk>AUTHS</> 376
 + <gk>THS</> (+4) 414 (+4)
 + <gk>QURAS</> (+4) 414 (+4)
 + <gk>THS</> (+4) 414 (+4)
 + <gk>SKHNHS</> (+4) 414 (+4)
 + (% G Syh) <gk>KAI</> (+18) rell = Ra (+18)		( > {Lat}cod 100) ( > Aeth{C} Arab) (>71)
 +: (% G Syh) <gk>AI</> (+18) rell = Ra (+18)		( > Aeth{C} Arab) (>71)
 :+ <gk>TAS</> 414* Arm
 +: (% G Syh) <gk>BASEIS</> (+18) rell = Ra (+18)	( > Aeth{C} Arab) (>71)
 :+ <gk>BASSEIS</> 30
 + <gk>AUTHS</> (+7) 53 (+7)
 + <gk>KAI</> (+7) 53 (+7)
 + <gk>TO</> (+7) 53 (+7)
 + <gk>KATAKALUMMA</> (+7) 53 (+7)
 + <gk>KAI</> (+7) 53 (+7)
 + <gk>AI</> (+7) 53 (+7)
 + <gk>BASEIS</> (+7) 53 (+7)
 +: (% G Syh) <gk>AUTWN</> (+7) 53 (+7) (+18) rell = Ra (+18) ( > Aeth{C} Arab) (>125) (>71)
 :+ <gk>AUTHS</> 319 Arm{te}
 + (% G Syh) <gk>KAI</> (+18) rell = Ra (+18)	( > {Lat}cod 100* Sa{4})
 + (% G Syh) <gk>OI</> (+18) rell = Ra (+18) 	( > {Lat}cod 100* Sa{4})(> {Lat}codd 100{c} 104 
Arm)
 +: (% G Syh) <gk>STULOI</> (+18) rell = Ra (+18)	( > {Lat}cod 100* Sa{4})
 :+ <lt>columellas</>  {Lat}codd 100{c} 104 Arm
 +: (% G Syh) <gk>AUTWN</> (+18) rell = Ra (+18)	( > {Lat}cod 100* Sa{4})
 :+ <gk>AUTW</> 458
 + <gk>KAI</> (+4) F*(c pr m) 77* (+4)
 + <gk>OI</> (+4) F*(c pr m) 77* (+4)
 + <gk>STULOI</> (+4) F*(c pr m) 77* (+4)
 + <gk>AUTWN</> (+4) F*(c pr m) 77* (+4)
 + ras ca 45 litt 56
 + (% G Syh) <gk>KAI</> (+18) rell = Ra (+18)
 + (% G Syh) <gk>TO</> (+18) rell = Ra (+18)
 +: (% G Syh) <gk>KATAKALUMMA</> (+18) rell = Ra (+18)
 :+ <gk>KALUMMA</> A B{c} 75' 126 319
 :+ <gk>KATAKALUMA</> 528
 :+ <gk>KATALUMMA</> F (sed hab F{b}) 82-618-707* 52 71)
 + (% G Syh) <gk>THS</> (+18) rell = Ra (+18)		( > 16* 30)
 + (% G Syh) <gk>QURAS</> (+18) rell = Ra (+18) 	( > 16* 30)
 + <gk>THS</> 417
 + <gk>QURAS</> 417
 + (% G Syh) <gk>THS</> (+18) rell = Ra (+18)		( > Bo{A})
 + (% G Syh) <gk>SKHNHS</>  (+18) rell = Ra (+18)	( > Bo{A})
 + <gk>TOU</> 127 {Lat}cod 104 Aeth Syh (non sub %)
 + <gk>MARTURIOU</> 127 {Lat}cod 104 Aeth Syh (non sub %)
 + <gk>ANW</> 767
<gk>,</>] > Ra
~x4y32
<gk>KAI\</>
<gk>TOU\S</>
<gk>STU/LOUS</>
 +< <gk>TOU</> 669
 +< <gk>KATAPETASMATOS</> 669
 +< <gk>THS</> 669
 +< <gk>PULHS</> 669
<gk>TH=S</>] > <it>C</>'` 85*-130-321'-343' 509 392 18 108* 30'
<gk>AU)LH=S</>] > 30'
 : <gk>AUTHS</> <it>C</>'` 85*-130-321'-343' 509 392 18
 : <gk>SKHNHS</> 376-381*(c pr m)-618{mg}
<gk>KU/KLW|</> 58-426 44 54-75' 84 Aeth] > 669
 + <gk>KAI</> rell = Ra
 +: <gk>AI</> rell = Ra
 :+ <gk>TAS</> 72 <it>b</> <it>d</>{-44} 127-767 <it>t</>{-84} Arm
 +: <gk>BASEIS</> rell = Ra
 :+ <gk>BASSEIS</> 30
 +: <gk>AUTWN</> rell = Ra
 :+  <gk>AUTW</> G*
 :+ <gk>AUTHS</> 19
 :+ <lt>omnium</> {Lat}cod 104
			Difficult variant follows.  Make sure to check.
 +< (% G Syh) <gk>KAI</> rell = Ra
 +< (% G Syh) <gk>TOUS</> rell = Ra
 +< (% G Syh) <gk>STULOUS</> rell = Ra
 +< (% G Syh) <gk>TOU</> rell = Ra
 +< <gk>TOUS</> 528
 +< (% G Syh) <gk>KATAPETASMATOS</> rell = Ra
 +< (% G Syh) <gk>THS</> rell = Ra
 +< (% G Syh) <gk>PULHS</> rell = Ra
 +< (% G Syh) <gk>THS</> rell = Ra
 +< (% G Syh) <gk>AULHS</> rell = Ra
 +< <gk>KUKLW</> 458
Should the  (% G Syh) be within the brackets for these next four words???????
<gk>KAI</> 58 44 54-75 84 Aeth (% G Syh)] > 107'-125
<gk>TA)S</> 58 44 54-75 84 Aeth (% G Syh)] > 107'-125
 : <gk>AI</> V 318 319
<gk>BA/SEIS</> 58 44 54-75 84 Aeth (% G Syh)] > 107'-125
 : <gk>BASSEIS</> 30
<gk>AU)TWN</> 58 44 54-75 84 Aeth F{a} (% G Syh)]
 > 107'-125 (>4 homoi.) F {Lat}cod 104 (>4) (>8 homoi.) 71 (>8)
 + <gk>KAI</> (+13 dittogr.) 552 (+13)
 + <gk>TOUS</> (+13 dittogr.) 552 (+13)
 + <gk>STULOUS</> (+13 dittogr.) 552 (+13)
 + <gk>TOU</> (+13 dittogr.) 552 (+13)
 + <gk>KATAPETASMATOS</> (+13 dittogr.) 552 (+13)
 + <gk>THS</> (+13 dittogr.) 552 (+13)
 + <gk>PULHS</> (+13 dittogr.) 552 (+13)
 + <gk>THS</> (+13 dittogr.) 552 (+13)
 + <gk>AULHS</> (+13 dittogr.) 552 (+13)
 + <gk>KAI</> (+4) 426 (+4) (+13 dittogr.) 552 (+13)
 +: <gk>AI</> (+4) 426 (+4)
 :+ <gk>TAS</> (+13 dittogr.) 552 (+13)
 + <gk>BASEIS</> (+4) 426 (+4) (+13 dittogr.) 552 (+13)
 + <gk>AUTWN</> (+4) 426 (+4) (+13 dittogr.) 552 (+13)
<gk>KAI\</>] > (>4 homoi.) F {Lat}cod 104 (>4) (>8 homoi.) 71 (>8)
<gk>TOU\S</>] > (>4 homoi.) F {Lat}cod 104 (>4) (>8 homoi.) 71 (>8)
 : <gk>TAS</> <it>t</>{-84}
<gk>PASSA/LOUS</>] > (>4 homoi.) F {Lat}cod 104 (>4) 
   (>8 homoi.) 71 (>8)
<gk>AU)TW=N</>] > 44-125 (>8 homoi.) 71 (>8) 
   (>4 homoi.) 767 509 55 (>4)
<gk>KAI\</>] > (>8 homoi.) 71 (>8) (>4 homoi.) 767 509 55 (>4)
<gk>TOU\S</>] > 125 (>8 homoi.) 71 (>8) (>4 homoi.) 767 509 55 (>4)
 : <gk>TAS</> 551*
<gk>KA/LOUS</>] > (>8 homoi.) 71 (>8) (>4 homoi.) 767 509 55 (>4)
 : <gk>KADOUS</> 799
 : <gk>KALLOUS</> 46
 : <gk>KAULOUS</> F*(c pr m) V 72 54-75' Bo
 : <gk>KLADOUS</> A 121{txt}
 : <gk>MOXLOUS</> <it>b</> (sed hab Compl)
 : <gk>SKALOUS</> 125
<gk>AU)TW=N</>] > 44
<gk>KAI\</>] > Aeth{M}
<gk>PA/NTA</>
<gk>TA\</>] > 313
<gk>SKEU/H</>
<gk>AU)TW=N</>] > 125
<gk>KAI\</>
<gk>PA/NTA</>] > 125
<gk>TA\</>] > 125
<gk>LEITOURGH/MATA</>
<gk>AU)TW=N</>
<gk>,</>
 +< <lt>et</> Arm
<gk>E)C</>]
 : <lt>e</> Arm
<gk>O)NOMA/TWN</>]
 : <lt>nomine</> Arm
 + <gk>AUTWN</> 15 318 Co
<gk>E)PISKE/YASQE</>]
 : <gk>EPESKEYASQE</> 30
 : <lt>recensebis</> Aeth Sa{4}
 : <lt>recensebitis</> Bo Sa{12}
 +< % Syh
<gk>AU)TOU\S</> (sub % G)] > 72 = MT
<gk>KAI\</> (sub % G)] > {Lat}codd 100 104 = MT
<gk>PA/NTA</> (sub % G)] > 392 = MT Tar
 +< <gk>KAI</> 376
<gk>TA\</>] > Aeth{M}
<gk>SKEU/H</>] > Aeth{M}
<gk>TH=S</>] > Bo Sa{4} {Lat}cod 100
<gk>FULAKH=S</>] > Bo
 : <gk>FULHS</> 59*
 : <gk>SKHNHS</> 77
 : <lt>custodite</> {Lat}cod 100
 : <lt>ministerii</> Sa{4}
<gk>TW=N</>]
 : <gk>AUTWN</> 528
 : <gk>TA</> <it>d</> <it>n</>{-767*} <it>t</> Arm
 inc 767*
<gk>AI)ROME/NWN</>]
 : <gk>AIROMENA</> <it>d</> <it>n</>{-75*}{458}{767}{767*} <it>t</> Arm
 : <gk>EROMENA</> 75*
 : <gk>AIRWMENA</> 458-767
 : <gk>AROMENWN</> 551*
 inc 767*
<gk>U(P'</>]
 : <gk>AP'</> <it>C</>'`{-73'*}{77}{529<sc>s}{550'}{761} <it>s</>(346 inc)
 : <gk>EP'</> 58 53'
<gk>AU)TW=N</>
<gk>.</>
~x4y33
<gk>AU(/TH</>
<gk>H(</>
<gk>LEITOURGI/A</>
 +< ( # G) <gk>TOU</> <it>O</>{-426} 413 19 246 126
<gk>DH/MOU</>] > <it>f</>{-246} {Lat}cod 104 (~) 319 (~)
 : <lt>plebum</> _ Syh = MT
 +< <gk>TWN</> 58-376 413 <it>b</> 53'-246 126
<gk>UI(W=N</>] > 76 = Compl
 : <gk>TOU</> 799
 + <gk>DHMOU</> (~) 319 (~)
<gk>*MERARI\</>]
 : <gk>MAREREI</> 53
 : <gk>MENARI</> 458
 : <gk>MERAREI</> B M' V <it>O</>{-376} <it>f</>{-53} 127-767 
   392 18 59 319 Sa{12}
<gk>E)N</>] > G = MT (>5 homoi.) 318 (>5)
<gk>PA=SIN</>] > (>5 homoi.) 318 (>5)
<gk>TOI=S</>] > (>5 homoi.) 318 (>5)
<gk>E)/RGOIS</>] > (>5 homoi.) 318 (>5)
<gk>AU)TW=N</>] > (>5 homoi.) 318 (>5)
<gk>E)N</>
<gk>TH=|</>] > 44
<gk>SKHNH=|</>
<gk>TOU=</>
<gk>MARTURI/OU</>
 + <lt>secundum</> (+5) Sa{4} (+5)
 + <lt>quod</> (+5) Sa{4} (+5)
 + <lt>statutum</> (+5) Sa{4} (+5)
 + <lt>est</> (+5) Sa{4} (+5)
 + <lt>eis</> (+5) Sa{4} (+5)
<gk>E)N</>]
 : <lt>in</> {Lat}cod 104 Bo{B}
 + <gk>TH</> 128
<gk>XEIRI\</>]
 : <lt>manibus</> {Lat}cod 104 Bo{B}
<gk>*)IQAMA\R</>]
 : <gk>AQAMAR</> 458
 : <gk>EIQAMAR</> 127
 : <gk>HQAMAR</> 30
 : <gk>QAMAR</> 46-414 346*
 +< <gk>TOU</> A 426-<it>oI</> <it>f</> 619 <it>y</>{-392} 
   <it>z</> 646 = Compl Sixt
<gk>UI(OU=</>] > 319
<gk>*)AARW\N</>] > 319 {Lat}cod 104 (>7 homoi.) 376 (>7)
<gk>TOU=</>] > (>7 homoi.) 376 (>7)
<gk>I(ERE/WS</>] > (>7 homoi.) 376 (>7)
<gk>.</>
~x4y34
<gk>*KAI\</>] > (>7 homoi.) 376 (>7)
 + <gk>KAI</> 528(|)
<gk>E)PESKE/YATO</>] > (>7 homoi.) 376 (>7)
 : <gk>EPISKEYAS</> 458
 : <gk>EPISKEYATO</> 610
 : <gk>EPISKEYATW</> 59
 : <gk>HRIQMHSE</> 128{mg}
 : <lt>recensuerunt</> Aeth Arm Co Syh
<gk>*MWUSH=S</>] > (>7 homoi.) 376 (>7)
 : <gk>MWSHS</> <it>O</>{(-376)} 73' <it>n</>
<gk>KAI\</>] > 68'-120' (sed hab Ald) (>7 homoi.) 376 (>7)
<gk>*)AARW\N</>] > 68'-120' (sed hab Ald)
 : <gk>ARWN</> 106*
<gk>KAI\</>] > (>4) 799 (>4)
<gk>OI(</>] > (>4) 799 (>4)
<gk>A)/RXONTES</>] > (>4) 799 (>4)
<gk>*)ISRAH\L</>] > (>4) 799 (>4)
 + ras 3--4 litt 707
<gk>TOU\S</>
<gk>UI(OU\S</>
<gk>*KAA\Q</>]
 : <gk>KAQ</> 75
 : <lt>chat</> {Lat}cod 104
 : <lt>gaath</> {Lat}cod 100 Bo
<gk>KATA\</>
<gk>DH/MOUS</>]
 : <gk>ARIQMON</> 509
<gk>AU)TW=N</>] > 125
 : <gk>AUTOUS</> 313
<gk>,</>] > Ra
 +< <gk>KAI</> 125 Aeth = MT
<gk>KAT'</>
<gk>OI)/KOUS</>
<gk>PATRIW=N</>
<gk>AU)TW=N</>
<gk>,</>] > Ra
~x4y35
<gk>A)PO\</>
<gk>PENTEKAIEIKOSAETOU=S</>]
 : <gk>EIKOSI</> 107'-125
 : <gk>ETWN</> 126
 : <gk>TRIAKONTAETOUS</> 426 767 Arab = MT
 + <gk><uKE>u</> 126
 + <gk>PENTE</> 107'-125
<gk>KAI\</>] > (>4) {Lat}cod 100 (>4) (~) 313-414 (~)
<gk>E)PA/NW</>] > (>4) {Lat}cod 100 (>4) (~) 313-414 (~)
 + <gk>ETWN</> 107'-125
 +< <gk>KAI</> 58-426 <it>n</>{-75} = MT
<gk>E(/WS</>] > (>4) {Lat}cod 100 (>4) (~) 313-414 (~)
 +< ( # G) <gk>UIOU</> <it>O</>{-426} Syh = MT
<gk>PENTHKONTAETOU=S</>] > (>4) {Lat}cod 100 (>4) (~) 313-414 (~)
 : <gk>ETWN</> 126
 : <gk>PENTHKONTA</> 52'
 : <gk>PENTHKONTAETH</> 528
 : <gk>PENTHKOSTOU..</> 537
 + <gk>..ETOUS</> 537
 + <gk><uN>u</> 126
 + <gk>EPISKEYASQAI</> 75
 + <gk>AUTOUS</> 75
<gk>,</>
<gk>PA=S</>]
 : <lt>omnes</> {Lat}cod 100
<gk>O(</>] > 28-85
 : <lt>qui</> {Lat}cod 100
<gk>EI)SPOREUO/MENOS</>]
 : <gk>POREUOMENOS</> 414 126
 : <lt>introibant</> {Lat}cod 100
 + <gk>KAI</> (~) 313-414 (~)
 + <gk>EPANW</> (~) 313-414 (~)
 + <gk>EWS</> (~) 313-414 (~)
 + <gk>PENTHKONTAETOUS</> (~) 313-414 (~)
<gk>LEITOURGEI=N</>] > Aeth
<gk>KAI\</>] > Aeth
<gk>POIEI=N</>]
 : <lt>faciebat</> Arm
<gk>TA\</>] > B <it>f</> <it>x</>{-619} 319 {Lat}cod 100 Sa = Ra: cf MT
 : <lt>in</> Aeth
<gk>E)/RGA</>] > B <it>f</> <it>x</>{-619} 319 {Lat}cod 100 Sa = Ra: cf MT
 : <lt>opere</> Aeth
 + <gk>AUTOU</> <it>d</> <it>t</>
 + <gk>AUTWN</> V
<gk>E)N</>] > 343 A M' 29-58-<it>oI</> 619 121 68'-120 55 59 Aeth
<gk>TH=|</>] > 44 126
 : <gk>THS</> A M' 29-58-<it>oI</> 619 121 68'-120 55 59 Aeth
<gk>SKHNH=|</>]
 : <gk>SKHNHS</> A M' 29-58-<it>oI</> 619 121 68'-120 55 59 Aeth
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>.</>
~x4y36
<gk>KAI\</>] > Sa
<gk>E)GE/NETO</>]
 : <gk>EGENHQH</> <it>b</> (sed hab Compl)
<gk>H(</>] > 75
 : <gk>O</> <it>b</> 319 {Lat}codd 100 104 Bo (sed hab Compl)
<gk>E)PI/SKEYIS</>]
 : <gk>ARIQMOS</> <it>b</> 319 {Lat}codd 100 104 Bo (sed hab Compl)
<gk>AU)TW=N</>] > 68(2nd)-120(2nd) 799
 + <gk>APO</> (+5) 318 (+5)
 + <gk>EIKOSI</> (+5) 318 (+5)
 + <gk>ETWN</> (+5) 318 (+5)
 + <gk>EWS</> (+5) 318 (+5)
 + <gk>PENTHKONTA</> (+5) 318 (+5)
<gk>KATA\</>] > 59 319 Arab
<gk>DH/MOUS</>] > 59 319 Arab
<gk>AU)TW=N</>] > 122(2nd) 59 319 Arab
 : <gk>AUTOUS</> 246
 : <lt>[fi]liorum</> {Lat}cod 104
 +: <gk>KATA</> (+3 dittogr.) 344* 134(||) (+3)
 :+ <gk>KAT'</> (+4) V <it>d</>{-125} <it>t</>: ex par (+4)
 + <gk>OIKOUS</> (+4) V <it>d</>{-125} <it>t</>: ex par (+4)
 +: <gk>DHMOUS</> (+3 dittogr.) 344* 134(||) (+3)
 :+ <gk>PATRIWN</> (+4) V <it>d</>{-125} <it>t</>: ex par (+4)
 + <gk>AUTWN</> (+4) V <it>d</>{-125} <it>t</>: ex par (+4) 
   (+3 dittogr.) 344* 134(||) (+3)
<gk>DISXI/LIOI</>]
 : <gk>DISXILIWN</> 414
 : <gk><uOB>u</> Bo{B}
 : <gk>XILIADES</> 458
 + <gk><uB>u</> 458
 +< <gk>KAI</> 318 = Sam
 +< <lt>et</> {Lat}cod 100
<gk>E)PTAKO/SIOI</>]
 : <gk>DIAKOSIOI</> B 82 <it>x</>{-619} Sa = Ra
 : <gk>EPTAKOSIWN</> 414
 : <gk>PENTAKOSIOI</> 19' (sed hab Compl)
 : <gk>TRIAKOSIA</> 18
 : <gk>TRIAKOSIOI</> A 15 121 126-128-628-669 55
 : <lt>DC</> {Lat}cod 100
 +< <gk>KAI</> F 426 16-46-529 509 318 18-68'(2nd)-120(2nd)-628 = MT
<gk>PENTH/KONTA</>
<gk>:</>
~x4y37
<gk>AU(/TH</>]
 : <gk>OUTOS</> <it>b</> 85'{mg}-321'{mg} 319 {Lat}cod 100
<gk>H(</>]
 : <gk>O</> <it>b</> 85'{mg}-321'{mg} 319 {Lat}cod 100
<gk>E)PI/SKEYIS</>]
 : <gk>ARIQMOS</> <it>b</> 85'{mg}-321'{mg} 319 {Lat}cod 100
 + <gk>AUTWN</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>KATA</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>DHMOUS</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>AUTWN</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>DISXILIOI</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>EPTAKOSIOI</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>PENTHKONTA</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>:</> 68'-120 (sed hab Ald)
 + <gk>AUTH</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>H</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
 + <gk>EPISKEYIS</> (+10 dittogr.) 68'-120 (sed hab Ald) (+10)
<gk>DH/MOU</>]
 : <gk>DHMON</> 107
 : <lt>filiorum</> Aeth Sa
 + <gk>UIWN</> V
<gk>*KAA/Q</>]
 : <lt>gaath</> Co
 : <lt>aath</> {Lat}cod 100
 : <lt>cha{.}[t]</> {Lat}cod 104
 + <gk>KAT'</> (+4) 799 (+4)
 + <gk>OIKOUS</> (+4) 799 (+4)
 + <gk>PATRIWN</> (+4) 799 (+4)
 + <gk>AUTWN</> (+4) 799 (+4)
<gk>,</>
<gk>PA=S</>]
 : <lt>[omnes]</> {Lat}cod 104
<gk>O(</>]
 : <lt>[qui]</> {Lat}cod 104
<gk>LEITOURGW=N</>]
 : <gk>LEITOURGOS</> 125
 : <lt>[deser]uiunt</> {Lat}cod 104
<gk>E)N</>
<gk>TH=|</>
<gk>SKHNH=|</>
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>,</>
 +< <gk>KAI</> 54: ex par
 +< <gk>EGENETO</> 54: ex par
 +< <gk>H</> 54: ex par
 +< <gk>EPISKEYIS</> 54: ex par
<gk>KAQA\</>] > 77(2nd)
 : <gk>KAAQ</> G* 392 767
 : <gk>KAQAPER</> 509 55
 : <gk>KAQWS</> 619 <it>z</> 646
 : <gk>OUS</> V = MT
 + <gk>A</> 767
 +< <gk>KAI</> 82
 +< <lt>et</> Arm
<gk>E)PESKE/YATO</>] > 77(2nd)
 : <lt>recensuerunt</> Aeth Arm Syh
 + <gk>EN</> (+7 dittogr.) 77* (+7)
 + <gk>TH</> (+7 dittogr.) 77* (+7)
 + <gk>SKHNH</> (+7 dittogr.) 77* (+7)
 + <gk>TOU</> (+7 dittogr.) 77* (+7)
 + <gk>MARTURIOU</> (+7 dittogr.) 77* (+7)
 + <gk>KAQA</> (+7 dittogr.) 77* (+7)
 + <gk>EPESKEYATO</> (+7 dittogr.) 77* (+7)
<gk>*MWUSH=S</>]
 : <gk>MWSHS</> <it>O</>{-376} 73' <it>n</>
<gk>KAI\</>] > 509
<gk>*)AARW\N</>] > 509
<gk>DIA\</>
<gk>FWNH=S</>
<gk>KURI/OU</>
 +< <lt>et</> Aeth
<gk>E)N</>] > 381'
<gk>XEIRI\</>] > 381'
 : <lt>manibus</> Bo{A}
<gk>*MWUSH=</>] > 381'
 : <gk>MWSEI</> 426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 343
 : <gk>MWUSEOS</> 68' (sed hab Ald)
 : <gk>MWUSEWS</> 120'
<gk>.</>
~x4y38
<gk>*KAI\</>
<gk>E)PESKE/PHSAN</>]
 : <gk>EPESKEPH</> 707*
 +< <gk>OI</> rell
<gk>UI(OI\</> B M' G-426 44 <it>f</> 75' 71 126 59 319 799 = Compl]
<gk>*GEDSW\N</>]
 : <gk>DEDSWN</> 54 120*(vid)
 : <gk>GEDEWN</> 82-618-707 44 53' 74-76-84 71 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 537
 : <gk>GEDTWN</> 458
 : <gk>GEQSWN</> 343 509 Ann
 : <gk>GERSWN</> Compl
 : <gk>GHDSWN</> 376
 : <gk>GHRSSWN</> 767
 : <gk>GHRSWN</> G-426 Syh (^)
 : <lt>getson</> {Lat}cod 100
<gk>KATA\</>] > (~) 509 Sa (~)
<gk>DH/MOUS</>] > (~) 509 Sa (~)
<gk>AU)TW=N</>] > (~) 509 Sa (~)
 : <gk>AUTOUS</> 246
<gk>,</>] > Ra
 +< <lt>et</> Aeth = MT
<gk>KAT'</>]
 : <lt>per</> {Lat}codd 100 104(vid)
<gk>OI)/KOUS</>]
 : <lt>pagos</> {Lat}codd 100 104(vid)
<gk>PATRIW=N</>] > {Lat}codd 100 104(vid)
<gk>AU)TW=N</>]
 : <lt>suos</> {Lat}codd 100 104(vid)
 +: <gk>KATA</> (~) 509 Sa (~)
 :+ <gk>KAT'</> (+4 dittogr.) 71 (+4)
 +: <gk>DHMOUS</> (~) 509 Sa (~)
 :+ <gk>OIKOUS</> (+4 dittogr.) 71 (+4)
 + <gk>PATRIWN</> (+4 dittogr.) 71 (+4)
 + <gk>AUTWN</> (+4 dittogr.) 71 (+4) (~) 509 Sa (~)
<gk>,</>] > Ra
~x4y39
<gk>A)PO\</>
<gk>PENTEKAIEIKOSAETOU=S</>]
 : <gk>TRIAKONTAETOUS</> 426 Arab = MT
 : <gk><uKE>u</> 107'-125 126
 + <gk>ETWN</> 107'-125 126
<gk>KAI\</>] > <it>f</> Arab Sa{6} (>4) 707{txt} (>4)
<gk>E)PA/NW</>] > 319 <it>f</> Arab Sa{6} (>4) 707{txt} (>4)
 +< (# Syh) <gk>KAI</> A 376' <it>b</> {Lat}cod 100 
   Syh (sed hab Compl) = MT
<gk>E(/WS</>] > (>4) 707{txt} (>4)
 # <gk>KAI EWS</> _ G			???????????????????????????/
 +< ( # Syh) <gk>UIOU</> 58-376 Syh = MT
<gk>PENTHKONTAETOU=S</>] > (>4) 707{txt} (>4)
 : <gk>ETWN</> 126
 + <gk><uN>u</> 126
<gk>,</>
<gk>PA=S</>]
 : <lt>omnes</> {Lat}cod 100
 + <gk>DE</> 610
<gk>O(</>]
 : <lt>qui</> {Lat}cod 100
<gk>EI)SPOREUO/MENOS</>]
 : <gk>EKPOREUOMENOS</> 376*(c pr m) <it>b</> (sed hab Compl)
 : <gk>POREUOMENOS</> 126
 : <lt>intrabant</> {Lat}cod 100
<gk>LEITOURGEI=N</>
<gk>KAI\</>
<gk>POIEI=N</>
<gk>TA\</>
<gk>E)/RGA</>
<gk>E)N</>] > F 29-58-376-<it>oI</> 57* 75-767 71 121 
   120*(c pr m)-126 59 {Lat}cod 100 Aeth Bo
<gk>TH=|</> 75-767*]
 : <gk>THS</> F 29-58-376-<it>oI</> 57* 767 71 121 
   120*(c pr m)-126 59 {Lat}cod 100 Aeth Bo
<gk>SKHNH=|</> 120]
 : <gk>SKHNHS</> F 29-58-376-<it>oI</> 57* 75-767 71 121 
   120*(c pr m)-126 59 {Lat}cod 100 Aeth Bo
 +< <gk>TOU</> 68(|)
<gk>TOU=</>] > (>29 homoi.) 44 (>29)
<gk>MARTURI/OU</>] > (>29 homoi.) 44 (>29)
<gk>.</>
~x4y40
<gk>KAI\</>] > 53' (>5) A (>5) (>29 homoi.) 44 (>29)
<gk>E)GE/NETO</>] > 53' (>5) A (>5) (>29 homoi.) 44 (>29)
<gk>H(</>] > (>5) A (>5) (>29 homoi.) 44 (>29)
 : <gk>O</> 19 M'{mg} <it>b</>{-19} 130{mg}(vid) 319 {Lat}cod 100 Bo
<gk>E)PI/SKEYIS</>] > (>5) A (>5) (>29 homoi.) 44 (>29)
 : <gk>ARIQMOS</> 19 M'{mg} <it>b</>{-19} 130{mg}(vid) 319 
   {Lat}cod 100 Bo
 + <gk>KAI</> (+4) 19 (+4)
 + <gk>EGENETO</> (+4) 19 (+4)
 + <gk>O</> (+4) 19 (+4)
 + <gk>ARIQMOS</> (+4) 19 (+4)
<gk>AU)TW=N</>] > (>5) A (>5) (>29 homoi.) 44 (>29) 
   (>3 homoi.) Arab (>3) (>7 homoi.) <it>d</>{(-44)} (>7)
 + <gk>EN</> (+5) F (+5)
 + <gk>TH</> (+5) F (+5)
 + <gk>SKHNH</> (+5) F (+5)
 + <gk>TOU</> (+5) F (+5)
 + <gk>MARTURIOU</> (+5) F (+5)
<gk>KATA\</>] > (>29 homoi.) 44 (>29) (>3 homoi.) Arab (>3) 
   (>7 homoi.) <it>d</>{(-44)} (>7)
<gk>DH/MOUS</>] > (>29 homoi.) 44 (>29) (>3 homoi.) Arab (>3) 
   (>7 homoi.) <it>d</>{(-44)} (>7)
<gk>AU)TW=N</>] > (>29 homoi.) 44 (>29) 
   (>7 homoi.) <it>d</>{(-44)} (>7) 
   (>4 homoi.) 52' {Lat}cod l04(vid) (>4)
 : <gk>AUTW</> 458
<gk>,</>] > Ra
 +< <lt>et</> {Lat}cod 100 Aeth
<gk>KAT'</>] > (>29 homoi.) 44 (>29) 
   (>7 homoi.) <it>d</>{(-44)} (>7) 
   (>4 homoi.) 52' {Lat}cod l04(vid) (>4)
<gk>OI)/KOUS</>] > (>29 homoi.) 44 (>29) 
   (>7 homoi.) <it>d</>{(-44)} (>7) 
   (>4 homoi.) 52' {Lat}cod l04(vid) (>4)
<gk>PATRIW=N</>] > (>29 homoi.) 44 (>29) 
   (>7 homoi.) <it>d</>{(-44)} (>7) 
   (>4 homoi.) 52' {Lat}cod l04(vid) (>4)
<gk>AU)TW=N</>] > 68'-120' (sed hab Ald) (>29 homoi.) 44 (>29)
 + <gk>APO</> 618*
 + <gk>PENTEKAIEI</> 618*
<gk>,</>] > Ra
<gk>DISXI/LIOI</>] > (>29 homoi.) 44 (>29)
 + <gk>DISXILIOI</> A*
<gk>E(CAKO/SIOI</>] > (>29 homoi.) 44 (>29)
 +< <gk>KAI</> V 28-85-130{mg}-321'{mg} Syh = MT
<gk>TRIA/KONTA</>] > (>29 homoi.) 44 (>29)
<gk>:</>
~x4y41
<gk>AU(/TH</>] > (>29 homoi.) 44 (>29)
 : <gk>OUTOS</> <it>b</> 85'{mg}-321'{mg} 319 
   {Lat}codd 100 104 (sed hab Compl)
<gk>H(</>] > (>29 homoi.) 44 (>29)
 : <gk>O</> <it>b</> 85'{mg}-321'{mg} 319 
   {Lat}codd 100 104 (sed hab Compl)
<gk>E)PI/SKEYIS</>] > (>29 homoi.) 44 (>29)
 : <gk>ARIQMOS</> <it>b</> 85'{mg}-321'{mg} 319 
   {Lat}codd 100 104 (sed hab Compl)
 +< <gk>TOU</> 16-46
<gk>DH/MOU</>] > 529* <it>b</> Sa (sed hab Compl) 
   (>29 homoi.) 44 (>29) (~) 319 (~)
 : <gk>DHMOUS</> 82 120
 : <gk>TWN</> 106
<gk>UI(W=N</>] > {Lat}codd 100 104(vid) (>29 homoi.) 44 (>29)
 + <gk>DHMOU</> (~) 319 (~)
<gk>*GEDSW/N</>] > (>29 homoi.) 44 (>29)
 : <gk>GEDEWN</> 82-618-707 53' 74-76-84 71* 68' 59 (sed hab Ald)
 : <gk>GEDISWN</> 118-537
 : <gk>GEQSWN</> 343 Arm
 : <gk>GERSWN</> Compl
 : <gk>GHDSWN</> 376
 : <gk>GHRSWN</> G-426 767 Syh = MT
 : <lt>getson</> {Lat}cod 100
<gk>,</>
<gk>PA=S</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>O(</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>LEITOURGW=N</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>E)N</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>TH=|</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>SKHNH=|</>] > (>8) Arab (>8) (>29 homoi.) 44 (>29)
<gk>TOU=</>] > (>8) Arab (>8)
<gk>MARTURI/OU</>] > (>8) Arab (>8)
<gk>,</>
<gk>OU(\S</>] > 528
 : <gk>AS</> 610
 : <gk>OU</> 707* 509
<gk>E)PESKE/YATO</>]
 : <gk>EPESKEYANTO</> M' 44 Aeth Arm Syh
<gk>*MWUSH=S</>]
 : <gk>MWSHS</> <it>O</>{-376} 422 <it>n</>
<gk>KAI\</>] > 799
<gk>*)AARW\N</>] > 799
 : <gk>ARWN</> 344*
<gk>DIA\</>] > (>6) 44 (>6) (>6) Arab (>6)
<gk>FWNH=S</>] > (>6) 44 (>6) (>6) Arab (>6)
 : <gk>XEIROS</> 121
<gk>KURI/OU</>] > (>6) 44 (>6) (>6) Arab (>6)
 +< <lt>et</> Aeth
<gk>E)N</> (sub % G Syh = MT)] > (>6) 44 (>6) (>6) Arab (>6)
 : <lt>in</> Bo
<gk>XEIRI\</> (sub % G Syh = MT)] > (>6) 44 (>6) (>6) Arab (>6)
 : <lt>manibus</> Bo
<gk>*MWUSH=</> (sub % G Syh = MT)] > 246* (>6) 44 (>6) 
   (>6) Arab (>6)
 : <gk>MWSEI</> 426
 : <gk>MWSH</> G-58-82(vid) <it>n</>
 : <gk>MWUSEI</> 707(sup ras) 343
 : <gk>MWUSEOS</> 68' (sed hab Ald)
 : <gk>MWUSEWS</> 120'
 : <gk>MWUSOU</> 131-500'-616
 : <gk>MWU<s>S</></> 126
 : <lt>moysi</> Bo
 + <lt>et</> (+4) Arab (+4)
 + <lt>principes</> (+4) Arab (+4)
 + <lt>filiorum</> (+4) Arab (+4)
 + <lt>israel</> (+4) Arab (+4)
<gk>.</>
~x4y42
<gk>*)EPESKE/PHSAN</>]
 : <gk>EPESKEPH</> F {Lat}cod 100
<gk>DE\</>] > 54*(|) Arm
<gk>KAI\</>] > 53' Bo
<gk>DH=MOS</>]
 : <gk>DHMOI</> <it>d</> 127-767 <it>t</> {Lat}cod 104 Arm
 : <gk>DHMON</> 64
 : <gk>DHMOU</> 618 54-75
 : <gk>DHMOUS</> 376-707* 52 458 59
<gk>UI(W=N</>]
 : <gk>UIOS</> 53'
<gk>*MERARI\</>]
 : <gk>MENARI</> 458
 : <gk>MERAREI</> B M' V <it>O</>{-376} 46{s} <it>f</> 127-767 
   392 59 319 Sa{6}
 : <gk>MERARH</> 318
<gk>KATA\</>] > 75
<gk>DH/MOUS</>] > 75
<gk>AU)TW=N</>] > 75 (>4 homoi.) 125 (>4)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</>] > (>4 homoi.) 125 (>4)
 : <gk>KAI</> 82
 : <gk>KATA</> 53
<gk>OI)/KOUS</>] > (>4 homoi.) 125 (>4)
<gk>PATRIW=N</>] > V 68'-120 (sed hab Ald) (>4 homoi.) 125 (>4)
 : <gk>PATRIAS</> 319
<gk>AU)TW=N</>] > {Lat}cod 100
 + <gk>AUTWN</> 413
 + <gk>TRISXILIOI</> 618*: ex 4{{44}}
 + <gk>KAI</> 618*: ex 4{{44}}
 + <gk>DIAKOSIOI</> 618*: ex 4{{44}}
<gk>,</>] > Ra
~x4y43
<gk>A)PO\</> F{a}] > F
 +< <gk>EIKOSI</> 107'-125 458
<gk>PENTEKAIEIKOSAETOU=S</>]
 : <gk>ETWN</> 126
 : <gk>PENTEKAIDEKAETOUS</> 59
 : <gk>TRIAKONTAETOUS</> 426 Arab = MT
 : <gk>PENTE</> 107'-125 458
 + <gk><uKE>u</> 126
 + <gk>ETWN</> 107'-125 458
<gk>KAI\</>] > Arab (>4) 130 (>4)
<gk>E)PA/NW</>] > Arab (>4) 130 (>4)
 +< ( # Syh) <gk>KAI</> 18'-628-669 Syh = MT
<gk>E(/WS</>] > 68'-120 (sed hab Ald) (>4) 130 (>4)
 +< <lt>filii</> Syh = MT
<gk>PENTHKONTAETOU=S</>] > (>4) 130 (>4)
 : <gk>PENTHKONTAETWN</> <it>b</> (sed hab Compl)
 : <gk>ETWN</> 126
 + <gk><uN>u</> 126
<gk>,</>
 +< <gk>KAI</> 59
<gk>PA=S</>
<gk>O(</>
<gk>EI)SPOREUO/MENOS</>]
 : <gk>EKPOREUOMENOS</> <it>b</> 319 (sed hab Compl)
 : <gk>POREUOMENOS</> 126
 + <gk>EIS</> 318
 + <gk>THN</> 318
 + <gk>DUNAMIN</> 318
LEITOURGEIN—6{{7}} AUTW] absc 121
om. LEITOURGEIN—6{{7}} AUTW 53'
<gk>LEITOURGEI=N</>
<gk>PRO\S</>] > 126 Bo
 : <gk>EIS</> 16-77-414 53' Arm
<gk>TA\</>
<gk>E)/RGA</>
<gk>TH=S</>
<gk>SKHNH=S</>
<gk>TOU=</>
<gk>MARTURI/OU</>
<gk>.</>
~x4y44
<gk>KAI\</>] > Sa
<gk>E)GENH/QH</>]
 : <gk>EGENETO</> A F 58-<it>oI</>` <it>C</>'` <it>n</> 
   <it>s</> 619 392 68'-120' 55 59 319 646 799
<gk>H(</>]
 : <gk>O</> <it>b</> 130{mg}(vid)-321'{mg}(vid) 319 
   {Lat}cod 100 (sed hab Compl)
<gk>E)PI/SKEYIS</>]
 : <gk>ARIQMOS</> <it>b</> 130{mg}(vid)-321'{mg}(vid) 319 
   {Lat}cod 100 (sed hab Compl)
<gk>AU)TW=N</>] > <it>b</> 130{mg}(vid)-321'{mg}(vid) 319 
   {Lat}cod 100 (sed hab Compl) A 58-<it>oI</>{-64<stxt>s} 414 
   125 767 619 318 55 59 = Ald
 +< <gk>KAI</> 646
 +< <gk>THS</> 58-<it>oI</>{-64<stxt>s} <it>C</>'`{-46<ss>s}{52'} 
   <it>b</> 767 619 59 319 646 {Lat}cod 100 (sed hab Compl) = Ald
 +< <gk>KATA</> 46{s}
 +< <gk>SUGGENEIAS</> <it>oI</>{-64<stxt>s} 
   <it>C</>'`{-46<ss>s}{52'} <it>b</> 767 619 59 319 646 
   {Lat}cod 100 (sed hab Compl) = Ald
 +< <gk>SUGGENIAS</> 58
 +< <gk>DHMOUS</> 46{s}
 +< <gk>AUTWN</> 58-<it>oI</>{-64<stxt>s} <it>C</>'`{-52'} 
   <it>b</> 767 619 59 319 646 {Lat}cod 100 (sed hab Compl) = Ald
<gk>KATA\</>] > A 28-85'{txt}-321'{txt}-343' 318 55 (>7) 106 (>7)
 + <gk>THS</> A 28-85'{txt}-321'{txt}-343' 318 55
<gk>DH/MOUS</>] > (>7) 106 (>7)
 : <gk>SUGGENEIAS</> A 28-85'{txt}-321'{txt}-343'
 : <gk>SUGGENIAS</> 318 55
<gk>AU)TW=N</>] > <it>C</>'`{-52'}{77}{551} 314 646 (>7) 106 (>7)
<gk>,</>] > Ra
 +< <lt>et</> Aeth
<gk>KAT'</> (sub % G Syh)] > 413 (>7) 106 (>7) 
   (>4) 426 52' 107'-125 {Lat}cod 100 = MT (>4)
 : <gk>KATA</> 319
<gk>OI)/KOUS</> (sub % G Syh)] > 319 413 
   (>4) 426 52' 107'-125 {Lat}cod 100 = MT (>4) (>7) 106 (>7)
 : <gk>OIKWN</> 646
<gk>PATRIW=N</> (sub % G Syh)] > (>7) 106 (>7) 
   (>4) 426 52' 107'-125 {Lat}cod 100 = MT (>4)
 : <gk>PATRIAS</> 319
<gk>AU)TW=N</> (sub % G Syh)] > 68'-120 (sed hab Ald) 
   (>4) 426 52' 107'-125 {Lat}cod 100 = MT (>4) (>7) 106 (>7)
<gk>,</>] > Ra
<gk>TRISXI/LIOI</>]
 : <gk><u,BS>u</> 319				????????????????
<gk>KAI\</>] > 529 314 <it>d</>{-44} 126 71 319
<gk>DIAKO/SIOI</>] > 319
<gk>:</>
~x4y45
 +< <gk>KAI</> 29*
<gk>AU(/TH</>] > (>38) 106 (>38)
<gk>H(</>] > (>38) 106 (>38)
<gk>E)PI/SKEYIS</>] > (>38) 106 (>38)
<gk>DH/MOU</>] > 29 458 Co (>38) 106 (>38) (~) 319 (~)
 : <gk>DHMOUS</> 767
 : <gk>DHMWN</> 59 = MT Sam
 +< <gk>TWN</> 53'
<gk>UI(W=N</>] > (>38) 106 (>38)
 + <gk>DHMOU</> (~) 319 (~)
<gk>*MERARI/</>] > (>38) 106 (>38)
 : <gk>MERAREI</> B V <it>O</>{-376} <it>f</> 127-767 509 392 
   18 59 319 416 Sa
 : <gk>MERARH</> 318
<gk>,</>
 +< <gk>KAI</> 458
 +< <gk>DHMOUS</> 458
 +< <lt>per</> Sa
 +< <lt>plebes</> Sa
 +< <lt>eorum</> Sa
<gk>OU(\S</>] > (>11) 44 (>11) (>38) 106 (>38)
<gk>E)PESKE/YATO</>] > (>11) 44 (>11) (>38) 106 (>38)
 : <lt>recensuerunt</> Aeth Arm Syh
<gk>*MWUSH=S</>] > (>11) 44 (>11) (>38) 106 (>38)
 : <gk>MWMWUSHS</> 84(|)
 : <gk>MWSHS</> <it>O</>{-376} <it>n</> 669(|)
<gk>KAI\</>] > (>11) 44 (>11) (>38) 106 (>38)
<gk>*)AARW\N</>] > (>11) 44 (>11) (>38) 106 (>38) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <gk>AARW</> 118{mg}
<gk>DIA\</>] > (>11) 44 (>11) (>38) 106 (>38) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
<gk>FWNH=S</>] > (>11) 44 (>11) (>38) 106 (>38) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
<gk>KURI/OU</>] > (>11) 44 (>11) (>38) 106 (>38) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14) 
   (>58 homoi.) Sa{12} (>58)
 +< <lt>et</> Aeth
<gk>E)N</>] > 646{txt} (>11) 129{(mg<sc>s)} 59 (>11) 
   (>11) 44 (>11) (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <lt>in</> Bo
<gk>XEIRI\</>] > 646{txt} (>11) 129{(mg<sc>s)} 59 (>11) 
   (>11) 44 (>11) (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <lt>manibus</> Bo
<gk>*MWUSH=</>] > 646{txt} (>11) 129{(mg<sc>s)} 59 (>11) 
   (>11) 44 (>11) (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <gk>MWSEI</> 426 127
 : <gk>MWSH</> G-58 <it>n</>{-127}
 : <gk>MWUSEI</> 343 68'-120'(sed hab Ald)
 : <lt>moysi</> Bo
<gk>.</>
~x4y46
<gk>*PA/NTES</>] > (>11) 129{(mg<sc>s)} 59 (>11) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 + <gk>OMOU</> 30' 18-126-628
<gk>OI(</>] > (>11) 129{(mg<sc>s)} 59 (>11) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
<gk>E)PESKEMME/NOI</>] > (>11) 129{(mg<sc>s)} 59 (>11) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <gk>HRIQMHMENOI</> <it>b</> {Lat}cod 100 (sed hab Compl)
<gk>,</>
<gk>OU(\S</>] > (>11) 129{(mg<sc>s)} 59 (>11) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
<gk>E)PESKE/YATO</>] > (>11) 129{(mg<sc>s)} 59 (>11) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <lt>recensuerunt</> Aeth Arm Syh
<gk>*MWUSH=S</>] > (>11) 129{(mg<sc>s)} 59 (>11) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
 : <gk>MWUSH</> 610(lst)
 : <gk>MWSHS</> <it>O</>{-376} <it>n</> 669
<gk>KAI\</>] > (>11) 129{(mg<sc>s)} 59 (>11) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58) 
   (>14 homoi.) 618{txt} 417 53-129{txt}-246 319 (>14)
<gk>*)AARW\N</>] > (>11) 129{(mg<sc>s)} 59 (>11) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58)
 + <gk>DIA</> (+14 dittogr.) 761 610 (+14)
 + <gk>FWNHS</> (+14 dittogr.) 761 610 (+14)
 + <gk>KURIOU</> (+14 dittogr.) 761 610 (+14)
 + <gk>EN</> (+14 dittogr.) 761 610 (+14)
 + <gk>XEIRI</> (+14 dittogr.) 761 610 (+14)
 + <gk>MWUSH</> (+14 dittogr.) 761 610 (+14)
 + <gk>.</> 761 610
 + <gk>PANTES</> (+14 dittogr.) 761 610 (+14)
 + <gk>OI</> (+14 dittogr.) 761 610 (+14)
 + <gk>EPESKEMMENOI</> (+14 dittogr.) 761 610 (+14)
 + <gk>OUS</> (+14 dittogr.) 761 610 (+14)
 + <gk>EPESKEYATO</> (+14 dittogr.) 761 610 (+14)
 + <gk>MWUSHS</> (+14 dittogr.) 761 610 (+14)
 + <gk>KAI</> (+14 dittogr.) 761 610 (+14)
 + <gk>AARWN</> (+14 dittogr.) 761 610 (+14)
<gk>KAI\</>] > B*(|) 73*(c pr m) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58)
<gk>OI(</>] > (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>A)/RXONTES</>] > (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
 + <gk>AUTWN</> 53' 18
 +< <gk>TWN</> 52' 53' 28-85-730
 +< <gk>UIWN</> 52' 53' 28-85-730 rell
 +< <gk>UIWN</> 68
<gk>*)ISRAH\L</> B <it>O</>{-58}-15 <it>b</> <it>d</>{(-106)} 
   54'-75 <it>t</> <it>x</>{-619} 318 18 {Lat}codd 100 104(vid) 
   Arm Pal Syh]
 > (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>,</>
<gk>TOU\S</>] > (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>*LEUI/TAS</>] > (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
 : <gk>LEUEITAS</> B* V G 127
 : <gk>LEBEITAS</> 767
 + <lt>secundum</> Bo
 + <lt>nomina</> Bo
 + <lt>eorum</> Bo
<gk>KATA\</>] > (>31) 107'-125 (>31) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58)
<gk>DH/MOUS</>] > (>31) 107'-125 (>31) (>38) 106 (>38) 
   (>58 homoi.) Sa{12} (>58)
<gk>AU(TW=N</>] > B <it>x</>{-619} {Lat}cod 104(vid) = Ra 
   (>31) 107'-125 (>31) (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>,</>] > Ra
 +< <gk>KAI</> B Aeth = MT Tar{O}
<gk>KAT'</>] > (>4) 126 (>4) (>31) 107'-125 (>31) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>OI)/KOUS</>] > (>4) 126 (>4) (>31) 107'-125 (>31) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>PATRIW=N</>] > (>4) 126 (>4) (>31) 107'-125 (>31) 
   (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>AU)TW=N</>] > B 71 {Lat}cod 104 (>4) 126 (>4) 
   (>31) 107'-125 (>31) (>38) 106 (>38) (>58 homoi.) Sa{12} (>58)
<gk>,</>] > Ra
~x4y47
<gk>A)PO\</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 +< <gk><uKE>u</> 458
<gk>PENTEKAIEIKOSAETOU=S</>] > (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <gk>EIKOSAETOUS</> 246
 : <gk>ETOUS</> 458
 : <gk>ETWN</> 126
 : <gk>TRIAKONTAETOUS</> 426 Arab = MT
 + <gk><uKE>u</> 126
<gk>KAI\</>] > Arab (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
<gk>E)PA/NW</>] > Arab (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>APANW</> 126
 +< ( # G Syh) <gk>KAI</> <it>O</>{-426} Syh = MT
<gk>E(/WS</>] > 246 (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 +< <lt>filii</> Syh = MT
<gk>PENTHKONTAETOU=S</>] > 246 (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <gk>ETWN</> 126
 + <gk><uN>u</> 126
<gk>,</>
<gk>PA=S</>] > 29(|) (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
<gk>O(</>] > 46{s}(|) (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <lt>qui</> {Lat}cod 100
<gk>EI)SPOREUO/MENOS</>] > (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <gk>EKPOREUOMENOS</> 58-82 <it>C</>'`{-46} 646
 : <gk>POREUOMENOS</> 126
 : <lt>introivit</> {Lat}cod 100
<gk>PRO\S</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>EIS</> 19 71 Aeth Arm 799
<gk>TO\</>] > 509(|) (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>TA</> 799 Compl Pal
 : <gk>THN</> <it>b</>
<gk>E)/RGON</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>ERGA</> 799 Compl Pal
 : <gk>LEITOURGIAN</> <it>b</>
<gk>TW=N</>] > Bo V (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 + <lt>secundum</> Bo
<gk>E)/RGWN</>] > V (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>AGIWN</> 29-58 44' <it>n</>{-767} 85'{mg}-321'{mg} 
   <it>t</> 68'-120' 799 {Lat}cod 100 Arm (sed hab Ald)
 : <lt>opera</> Bo
 + <lt>sanctorum</> Bo
<gk>KAI\</>] > Aeth {Lat}cod 104 (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <gk>KATA</> M' V 15-58-376 246 318 18'-126-628-669 319 646 
   Bo Sa{6}
<gk>TA\</>] > Sa{6} Sa Aeth (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <lt>ad</> Ruf <lt>Num</> V 2
 + <gk>KAI</> 120(||)
 + <gk>TA</> 120(||)
<gk>E)/RGA</>] > Sa{6} (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <lt>opera</> Ruf <lt>Num</> V 2
 : <lt>operis</> Aeth
<gk>TA\</>] > 52'-313 {Lat}cod 100 (>31) 107'-125 (>31) 
   (>58 homoi.) Sa{12} (>58)
 : <gk>TWN</> 122*
 : <lt>quod</> Aeth
<gk>AI)RO/MENA</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>AIROUMENA</> 82-707*(vid)
 : <gk>AIROMENWN</> 122*
 : <lt>tolluntur</> {Lat}cod 100
 : <lt>portant</> Aeth
<gk>E)N</>] > Aeth {Lat}Ruf <lt>Num</> V 2 Arm 
   (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>EK</> 74-76
 : <gk>EPI</> <it>b</> (sed hab Compl)
<gk>TH=|</>] > Aeth {Lat}Ruf <lt>Num</> V 2 Arm 
   (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>THS</> 74-76 <it>b</> (sed hab Compl)
<gk>SKHNH=|</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
 : <gk>SKHNHS</> 74-76 <it>b</> (sed hab Compl)
 : <lt>tabernaculi</> Aeth {Lat}Ruf <lt>Num</> V 2 Arm
<gk>TOU=</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
<gk>MARTURI/OU</>] > (>31) 107'-125 (>31) (>58 homoi.) Sa{12} (>58)
<gk>,</>
~x4y48
<gk>KAI\</> B M' V <it>O</> <it>b</> <it>d</> <it>n</> <it>t</> 
   <it>x</>{-619} 318 {Lat}cod 100 Syh]
 > rell (>58 homoi.) Sa{12} (>58)
<gk>E)GENH/QHSAN</>] > (>58 homoi.) Sa{12} (>58)
 : <gk>EGENNHQHSAN</> A 618-707 313-528 30
<gk>OI(</>] > (>58 homoi.) Sa{12} (>58)
<gk>E)PISKEPE/NTES</> (<gk>EPESKEPENTES</> G-29-58-376*-707* 59) B F <it>O</>` 85'{mg} 
59]
 > (>58 homoi.) Sa{12} (>58)
 : <gk>ARIQMHQENTES</> 319 {Lat}cod 100
 : <gk>EPESKEMMENOI</> rell
 : <gk>EPISKEFQENTES</> V <it>d</> <it>f</>{-56}{129}{246} 
   <it>t</>{-84} = Compl
 : <gk>EPESKEFQENTES</> 56'-129 84
 + <gk>AUTWN</> <it>O</> Syh = MT
 + <gk>PANTES</> <it>d</> <it>t</> 71 <it>y</> 799
<gk>O)KTAKISXI/LIOI</>] > (>58 homoi.) Sa{12} (>58)
 : <gk>OKTAXILIOI</> 130
 : <gk><u,Z>u</> 376			???????????
 : <gk><u,W>u</> 319			???????????
 : <gk>XILIADES</> 458
 + <gk><uH>u</> 458
 +< <gk>KAI</> V 127-458 76 669 Syh = MT
<gk>PENTAKO/SIOI</>] > (>58 homoi.) Sa{12} (>58)
 : <gk>OKTAKOSIOI</> <it>f</>
 : <lt>CCCC</> {Lat}cod 100
 +< <gk>KAI</> A 75' 44 54'-767 <it>t</>{-84} Syh = MT
<gk>O)GDOH/KONTA</>] > Bo (>58 homoi.) Sa{12} (>58)
 : <gk>EBDOMHKONTA</> 426
 : <gk>PENTHKONTA</> A
 : <gk><uO>u</> 75'
<gk>.</>
~x4y49
<gk>DIA\</>] > (>9) 628 (>9) (>20) Arab (>20) 
   (>58 homoi.) Sa{12} (>58)
<gk>FWNH=S</>] > (>9) 628 (>9) (>20) Arab (>20) 
   (>58 homoi.) Sa{12} (>58)
<gk>KURI/OU</>] > (>9) 628 (>9) (>20) Arab (>20)
 +< <gk>OUS</> A
<gk>E)PESKE/YATO</>] > (>5) 71 (>5) (>9) 628 (>9) 
   (>20) Arab (>20)
 : <gk>EPESKEPANTO</> 29 Bo Sa{6}
 : <lt>numerati</> Aeth
 + <lt>sunt</> Aeth
<gk>AU)TOU\S</>] > (>4) Aeth (>4) (>5) 71 (>5) (>9) 628 (>9) 
   (>20) Arab (>20) (~) 19' (~)
 + <gk>MWSHS</> 127 54-75'
 + <gk>KAI</> 54-75'
 + <gk>AARWN</> 54-75'
 + <lt>dominus</> Arm
<gk>E)N</>] > 52' 118'-537 19' (>4) Aeth (>4) (>5) 71 (>5) 
   (>9) 628 (>9) (>20) Arab (>20) (~) {Lat}cod 100 (~)
 : <lt>in</> Bo
<gk>XEIRI\</>] > 52' 118'-537 19' (>4) Aeth (>4) (>5) 71 (>5) 
   (>9) 628 (>9) (>20) Arab (>20) (~) {Lat}cod 100 (~)
 : <lt>manibus</> Bo
<gk>*MWUSH=</>] > 52' (>4) Aeth (>4) (>5) 71 (>5) (>9) 628 (>9) 
   (>20) Arab (>20)
 : <gk>MWSEI</> 426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 343 619 68'-120'
 : <gk>MWUSHS</> 19' 118'-537
 : <lt>m<uo>uyse<uo>us</> Sa{8}
 : <lt>moyses</> {Lat}cod 100
 : <lt>moysi</> Bo
 + <gk>AUTOUS</> (~) 19' (~)
 + <gk>KAI</> <it>f</> Sa{12}
 + <gk>AARWN</> <it>f</> Sa{12}
 + <lt>in</> (~) {Lat}cod 100 (~)
 + <lt>manu</> (~) {Lat}cod 100 (~)
 + <lt>sua</> {Lat}cod 100
<gk>A)/NDRA</>] > <it>f</>{-246} (>9) 628 (>9) (>20) Arab (>20)
 : <gk>ANDRAS</> 19
<gk>KATA\</>] > (>20) Arab (>20)
 : <gk>KAT'</> B F V 58-376-<it>oI</>` <it>C</>'` <it>b</> 44' 
   53' 28-85'-321' 71 <it>y</> 126 55 59 319 799 (sed hab Compl)
<gk>A)/NDRA</>] > (>20) Arab (>20)
<gk>E)PI\</>] > (>20) Arab (>20) (>5) Sa (>5)
<gk>TW=N</>] > (>20) Arab (>20) (>5) Sa (>5)
<gk>E)/RGWN</>] > (>20) Arab (>20) (>5) Sa (>5)
<gk>AU)TW=N</>] > 767 (>20) Arab (>20) (>5) Sa (>5)
 : <gk>AUTOU</> <it>b</> 30' 126* Pal = MT
<gk>KAI\</>] > 29 Arm (>20) Arab (>20) (>5) Sa (>5)
<gk>E)PI\</>] > (>20) Arab (>20)
 : <gk>EF'</> V <it>b</> <it>d</> <it>n</> <it>t</> 319 (sed hab Compl)
 +< <gk>TWN</> 528
<gk>W(=N</>] > (>20) Arab (>20)
 : <gk>W</> 319
 : <gk>TWN</> 82 68'-120' (sed hab Ald)
 +< <lt>ipsi</> Pal Arm
<gk>AI)/ROUSIN</>] > (>20) Arab (>20)
 : <gk>AROUSIN</> 52-615{c}(vid) 319 {Lat}cod 104
 : <lt>capiunt</> Pal
 : <lt>tollebant</> Arm
<gk>AU)TOI/</>] > Pal Arm (>20) Arab (>20)
 : <gk>AUTWN</> 458
 + <gk>AI</> 127
<gk>:</>
<gk>KAI\</>] > 319 Bo (>8) Sa (>8)
<gk>E)PESKE/PHSAN</>] > (>8) Sa (>8)
 + <gk>AUTOI</> <it>O</> Syh
<gk>,</>
<gk>O(\N</>] > (>8) Sa (>8)
<gk>TRO/PON</>] > (>8) Sa (>8)
 : <gk>TROPW</> 767
<gk>SUNE/TACEN</>] > (>8) Sa (>8)
 : <gk>ENETEILATO</> <it>b</> (sed hab Compl)
<gk>KU/RIOS</>] > (>8) Sa (>8)
<gk>TW=|</>] > 664 (>8) Sa (>8)
<gk>*MWUSH=|</>] > (>8) Sa (>8)
 : <gk>MWSEI</> 426
 : <gk>MWSH</> G-58 53* <it>n</>
 : <gk>MWUSEI</> 46 343 619 68'-120'
<gk>.</>
~x5y1
<gk>*KAI\</>
<gk>E)LA/LHSEN</>
<gk>KU/RIOS</>
<gk>PRO\S</>
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> 426 <it>n</> Cyr I 888 977
 : <gk>MWUSH</> 19 346*
<gk>LE/GWN</>
~x5y2
<gk>*PRO/STACON</>]
 : <gk>PROSACON</> 73*
 : <gk>PROTACON</> 618*
 : <gk>LALHSON</> Cyr I 888 977 1081
<gk>TOI=S</>]
 : <gk>TOUS</> <it>b</> 392 (sed hab Compl)
<gk>UI(OI=S</>]
 : <gk>UIOUS</> <it>b</> 392 (sed hab Compl)
<gk>*)ISRAH/L</>
 + <gk>LEGWN</> 799
<gk>,</>] > Ra
<gk>KAI\</>
<gk>E)CAPOSTEILA/TWSAN</>]
 : <gk>APOSTEILATWSAN</> 15 Cyr X 733
<gk>E)K</>]
 : <gk>ECW</> 417
<gk>TH=S</>
<gk>PAREMBOLH=S</>]
 : <gk>SUNAGWGHS</> A
<gk>PA/NTA</>] > (>21)53' 527(>21)
 : <gk>PAN</> 56*
 + <gk>TON</> 392
<gk>LEPRO\N</>
<gk>KAI\</>] > Cyr II 556
<gk>PA/NTA</>
<gk>GONORRUH=</>]
 : <gk>GONORUHN</> G*
 : <gk>GONORUN</> 509
<gk>KAI\</>] > Aeth{M}
<gk>PA/NTA</>] > (~) 107'-125 (~)
<gk>A)KA/QARTON</>
 + <gk>PANTA</> (~) 107'-125 (~)
<gk>E)PI\</>]
 : <gk>APO</> 319*
 : <gk>EN</> 72 <it>b</> Phil I 114 {Lat}codd 100 104 Arm 
   Syh (sed hab Compl)
 : <gk>TH</> 16-46 Cyr II 556 = MT
 + <gk>TH</> 72
<gk>YUXH=|</>]
 : <gk>TUXH</> 426
 : <gk>YUXHN</> 610 767 619 318
 : <gk>YUXHS</> 414 54 Tht <lt>Nm</> 194{ap}
<gk>:</>
~x5y3
<gk>A)PO\</>] > 610
 : <gk>AP'</> 126
<gk>A)RSENIKOU=</>
<gk>E(/WS</>] > V 669*
<gk>QHLUKOU=</>] > V 669*
<gk>E)CAPOSTEI/LATE</>] > (>4) 53' (>4)
 : <gk>APOSTEILATE</> <it>b</> 71 Cyr X 733 (sed hab Compl)
 : <gk>ECAPOSTEILETAI</> 75
 : <lt>emittet</> {Lat}cod 100
 : <lt>mitte</> {Lat}cod 104*
 + <gk>ECAPOSTEILATE</> 129*
<gk>E)/CW</>] > (>4) 53' (>4)
 +< <gk>THS</> 318
 +< <gk>SKHNHS</> 318
<gk>TH=S</>] > (>4) 53' (>4)
<gk>PAREMBOLH=S</>] > (>4) 53' (>4)
 + <gk>KAQA</> 618*
 + <gk>ELALHSE</> 618*
 + <gk>K_S_</> 618*
 +: <gk>ECAPOSTEILATAI</> 319
 :+ ( # G Syh) <gk>ECAPOSTEILATE</> <it>O</> Syh = MT
 + ( # G Syh) <gk>AUTOUS</> <it>O</> Syh = MT
 + <gk>AUTWN</> 18
 + <lt>et</> {Lat}cod 104
 + <lt>mitti{.}te</> {Lat}cod 104
<gk>,</>
<gk>KAI\</>] > (>6) 18 Sa (>6)
<gk>OU)</>] > Aeth{M} (>6) 18 Sa (>6)
 + <gk>MH\</> B Cyr I 977 =  Ra
<gk>MIANOU=SIN</>] > (>6) 18 Sa (>6)
 : <gk>MIAINOUSI{N}</> 16-46 509
<gk>TA\S</>] > Pal (>6) 18 Sa (>6)
 : <gk>THN</> 319
<gk>PAREMBOLA\S</>] > (>6) 18 Sa (>6)
 : <gk>PAREMBOLHN</> 319
 : <lt>castra</> Pal
<gk>AU)TW=N</>] > 319 (>6) 18 Sa (>6)
 : <lt>vestra</> Pal
<gk>,</>
<gk>E)N</>] > (>6) 319 (>6)
<gk>OI(=S</>] > (>6) 319 (>6)
 : <gk>AIS</> <it>b</> 59 (sed hab Compl)
<gk>E)GW\</>] > 44 = Tar{O} (>6) 319 (>6)
<gk>KATAGI/NOMAI</>] > (>6) 319 (>6)
 : <gk>GINOMAI</> 126
 : <gk>KATAGINWMAI</> 107 246 75'
 : <gk>PARAGENOMAI</> 72
 : <lt>venio</> Aeth{-C}
 : <lt>d_m_s_</> {Lat}cod 104
 : <lt>apparebo</> Bo
 + <lt>eis</> Bo {Lat}cod 104
<gk>E)N</>] > 72 Aeth{C} 313-615* 343 Cyr X 733 (>6) 319 (>6)
 : <gk>EP'</> 68'-120' (sed hab Ald)
<gk>AU)TOI=S</>] > 72 Aeth{C} (>6) 319 (>6)
 : <gk>EAUTOIS</> 313-615*
<gk>.</>
~x5y4
<gk>KAI\</>
<gk>E)POI/HSAN</>]
 : <gk>EPOIHSE{N}</> <it>b</> (sed hab Compl)
<gk>OU(/TWS</>] > 125 Bo (>10) 19 (>10)
<gk>OI(</>] > 246 458-767 318 319 (>9) <it>b</>{-19} (>9) 
   (>10) 19 (>10)
<gk>UI(OI\</>] > (>9) <it>b</>{-19} (>9) (>10) 19 (>10)
<gk>*)ISRAH/L</>] > (>9) <it>b</>{-19} (>9) (>10) 19 (>10) 
   (>16 homoi.) 53' (>16)
<gk>,</>] > Ra
<gk>KAI\</>] > 509 Bo Sa{4} (>6) 107'-125 (>6) 
   (>9) <it>b</>{-19} (>9) (>10) 19 (>10) (>16 homoi.) 53' (>16)
<gk>E)CAPE/STEILAN</>] > (>6) 107'-125 (>6) 
   (>9) <it>b</>{-19} (>9) (>10) 19 (>10) (>16 homoi.) 53' (>16)
 : <gk>ECAPESTEILEN</> 426 16*-46-73'
<gk>AU)TOU\S</>] > A (>6) 107'-125 (>6) (>9) <it>b</>{-19} (>9) 
   (>10) 19 (>10) (>16 homoi.) 53' (>16) (~) 76 (~)
<gk>E)/CW</>] > (>6) 107'-125 (>6) (>9) <it>b</>{-19} (>9) 
   (>10) 19 (>10) (>16 homoi.) 53' (>16)
<gk>TH=S</>] > (>6) 107'-125 (>6) (>9) <it>b</>{-19} (>9) 
   (>10) 19 (>10) (>16 homoi.) 53' (>16)
<gk>PAREMBOLH=S</>] > (>6) 107'-125 (>6) (>9) <it>b</>{-19} (>9) 
   (>10) 19 (>10) (>16 homoi.) 53' (>16)
 + <gk>AUTOUS</> (~) 76 (~)
<gk>:</>
<gk>KAQA\</>] > (>10) 72 (>10) (>16 homoi.) 53' (>16)
<gk>E)LA/LHSEN</>] > (>10) 72 (>10) (>16 homoi.) 53' (>16)
<gk>KU/RIOS</>] > (>10) 72 (>10) (>16 homoi.) 53' (>16)
<gk>TW=|</>] > B 509 {Lat}cod 104 (>10) 72 (>10) 
   (>16 homoi.) 53' (>16)
 : <gk>PROS</> 71 = MT
<gk>*MWUSH=|</>] > {Lat}cod 104 (>10) 72 (>10) 
   (>16 homoi.) 53' (>16)
 : <gk>MWSEI</> 426
 : <gk>MWSH</> G-58 <it>n</>
 : <gk>MWUSEI</> 46 343 619 68'-120'
 : <gk>MWUSHN</> 71 = MT
<gk>,</>
<gk>OU(/TWS</>] > (>5) 107'-125 126 Arab (>5) (>10) 72 (>10) 
   (>16 homoi.) 53' (>16)
 : <gk>LEGWN</> 68'-120 (sed hab Ald)
 + <gk>KAI</> 767
 + <gk>GAR</> 44
<gk>E)POI/HSAN</>] > (>5) 107'-125 126 Arab (>5) (>10) 72 (>10) 
   (>16 homoi.) 53' (>16)
 : <gk>EPOIHSEN</> 18*(c pr m)
<gk>OI(</>] > 16-46 58 246 30 319 (>5) 107'-125 126 Arab (>5) 
   (>10) 72 (>10) (>16 homoi.) 53' (>16)
<gk>UI(OI\</>] > 16-46 (>5) 107'-125 126 Arab (>5) 
   (>10) 72 (>10) (>16 homoi.) 53' (>16)
<gk>*)ISRAH/L</>] > 16-46 (>5) 107'-125 126 Arab (>5) 
   (>10) 72 (>10)
<gk>.</>
~x5y5
<gk>*KAI\</>
<gk>E)LA/LHSEN</>]
 : <gk>EIPE{N}</> 107'-125 509
<gk>KU/RIOS</>
<gk>PRO\S</>] > 19 58 54-458 G-426 75-127-767
 : <gk>TW</> 72 628
<gk>*MWUSH=N</>]
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58 54-458
 : <gk>MWSHN</> G-426 75-127-767
 : <gk>MWUSH</> 19 628
<gk>LE/GWN</>] > 107'-125 126
~x5y6
<gk>*LA/LHSON</>] > (>5 homoi.) 52'-313 106 {Lat}cod 100: homoiot (>5)
<gk>TOI=S</>] > (>5 homoi.) 52'-313 106 {Lat}cod 100: homoiot (>5)
<gk>UI(OI=S</>] > (>5 homoi.) 52'-313 106 {Lat}cod 100: homoiot (>5)
<gk>*)ISRAH\L</>] > (>5 homoi.) 52'-313 106 {Lat}cod 100: homoiot (>5)
<gk>LE/GWN</> (sub % G Syh)] > F*(c pr m) 72 73{txt}-320 125 
   53' 799 Arab = MT Tar (>5 homoi.) 52'-313 106 {Lat}cod 100: homoiot (>5)
<gk>*)ANH\R</>] > (>6) 664{txt} (>6)
 : <gk>WN</> 53
 + <gk>HN</> 53
<gk>H)\</>] > (>6) 664{txt} (>6)
<gk>GUNH/</>] > (>6) 664{txt} (>6)
<gk>,</>
<gk>O(/STIS</>] > 126 (>6) 664{txt} (>6)
 : <gk>HTIS</> 134 319 Tht <lt>Nm</> 194{ap}
 : <gk>EI</> Tht <lt>Nm</> 194{te} 194{ap}
 : <gk>WS</> 53-664{(mg)} 318
 + <gk>TIS</> 53-664{(mg)} 318 Tht <lt>Nm</> 194{te} 194{ap}
<gk>A)\N</>] > V <it>b</> <it>n</> (sed hab Compl) 
   319 Tht <lt>Nm</> 194{ap} 194{te} (>6) 664{txt} (>6)
 : <gk>EAN</> A B F M' 414 <it>f</>{(-664<stxt>s)} 71 126 (sed hab Sixt) = Ra
<gk>POIH/SH|</>] > (>6) 664{txt} (>6)
 : <gk>POIHSEI</> <it>b</> <it>n</>{-767} (sed hab Compl) 
   319 Tht <lt>Nm</> 194{ap} 194{te}
 : <gk>POIHSOI</> Tht <lt>Nm</> 194{ap}
 : <gk>POI<s>H</></> 767
 + <gk>AMARTIAN</> 55 Sa{4}
<gk>A)PO\</>
 +< <gk>PANTWN</> 29
 +< <gk>PASWN</> Tht <lt>Nm</> 194 rell = Sixt MT
<gk>TW=N</> A B G <it>x</>{-619} Anast 376 Arab Sa] > 55
 : <gk>PASWN</> 55 126
<gk>A(MARTIW=N</>55  A B G <it>x</>{-619} Anast 376 Arab Sa]
 > (~) 799 (~)
 : <gk>ANOMIWN</> 53'
 + <gk>ANQRWPINWN</> (~) 799 (~)
<gk>TW=N</>] > 799
 : <gk>AUTWN</> 127*
<gk>A)NQRWPI/NWN</>] > (~) 799 (~)
 + <gk>AMARTIWN</> (~) 799 (~)
<gk>KAI\</> (sub # G)]
 : <lt>per</> {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
<gk>PARIDW\N</> (sub # G)] > 125
 : <gk>PARIDW</> 619
 : <lt>neclegentiam</> {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
 + <gk>PARIDWN</> 53*
<gk>PARI/DH|</>]
 : <gk>PAREIDH</> V 55
 : <gk>PAREIDHS</> 509
 : <gk>PARI<s>D</></> 126
 : <lt>perneclegens</> {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
 + ( # Syh) <gk>EN</> <it>O</> 619 68'-120' Arab Syh = MT
 + ( # Syh) <gk>KURIW</> <it>O</> 619 68'-120' Arab Syh = MT
 + <gk>EIS</> 767
 + <gk><uKN>u</> 767
<gk>,</>] > Ra
<gk>KAI\</>] > {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
 +< <gk>PLHMMELWN</> B*
<gk>PLHMMELH/SH|</>]
 : <gk>PLHMMELHSEI</> 58-72'{-707} 57'-73'-761* 537 53'-246 
   75-767 30 84 <it>y</> 120*-126 319 799
 : <gk>PLHMELHSEI</> 707
 : <gk>PLHMMELEISHS</> 458
 : <lt>inquinata</> Bo
 + <lt>fuerit</> Bo
<gk>H(</>
<gk>YUXH\</>
<gk>E)KEI/NH</>
<gk>,</>
~x5y7
 +< <gk>KAI</> 767 64{c}-381' 628 319 = MT
 +< <lt>et</> Aeth
<gk>E)CAGOREU/SEI</>]
 : <gk>AGOREUSH</> 767
 : <gk>ECAGOREUSH</> 376'{-376}-707* <it>C</>{-16}{77} 19' 53' 
   321* 509 18-68'-120-126 646 (sed hab Ald)
 : <gk>ECAGWREUSH</> 376-707
 : <gk>ECAGOREUEI</> 392
 : <gk>ECAGOREUSAI</> 56*-129-246 343 {Lat}cod 100
 : <gk>ECAGOREUSWSHN</> 319 (^)
 : <lt>confessus</> Aeth
 + <lt>sit</> Aeth
<gk>TH\N</>
<gk>A(MARTI/AN</>]
 +: (# G Syh) <gk>AUTWN</> <it>O</>{-G<sc>s}{58} 318 Syh = MT
 :+ <gk>AUTWU</> G{c}
 :+ <gk>AUTHS</> 15 <it>b</> {Lat}cod 100 Sa{8} (sed hab Compl)
 :+ <gk>AUTOU</> 58
 + <gk>EKHNH</> 619
 + <lt>eius</> Arm
<gk>,</>
<gk>H(\N</>
<gk>E)POI/HSEN</>]
 : <gk>HMARTE{N}</> A M'{mg} <it>oI</> <it>C</>'` 
   28-30'-85'{txt}-321'{txt}-343' 55 646
 : <gk>HMARTWSAN</> 319
<gk>,</>
<gk>KAI\</>
<gk>A)PODW/SEI</>] > 509 (>13 homoi.) 53 (>13)
 : <gk>DWSEI</> 59*(c pr m)
<gk>TH\N</>] > 509 {Lat}cod 104 (>13 homoi.) 53 (>13)
 : <gk>THS</> 72 <it>d</> <it>n</> 85'{mg}-321'mg-344{mg} 
   <it>t</> Arm
 : <lt>pro</> {Lat}cod 100
<gk>PLHMME/LEIAN</>] > 509 (>13 homoi.) 53 (>13)
 : <gk>PLHMMEL{E}IAS</> 72 <it>d</> <it>n</> 
   85'{mg}-321'mg-344{mg} <it>t</> Arm
 : <lt>neglegentia</> {Lat}cod 100
 : <lt>n{.}ec{.}legentiam</> {Lat}cod 104
 +: <gk>AUTHS</> 15 Sa{8}
 :+ ( # G Syh) <gk>AUTOU</> <it>O</> 767 Syh = MT
<gk>TO\</> ( # G Syh)] > (>13 homoi.) 53 (>13)		Should "( # G Syh)" be here or next line?
 : <gk>TW</> Anast 376
 : <lt>sua</> {Lat}cod 100
 : <lt>suam{.}</> {Lat}cod 104
<gk>KEFA/LAION</> ( # G Syh)] > {Lat}cod 104 (>13 homoi.) 53 (>13)
 : <gk>KEFALAIW</> Anast 376
 : <gk>KEFALH</> 528
 : <lt>domino</> {Lat}cod 100
 + ( # G Syh) <gk>AUTOU</> <it>O</> 318 Syh = MT
<gk>,</>] > Ra
<gk>KAI\</>] > (>13 homoi.) 53 (>13)
 : <lt>quod</> {Lat}cod 100
 : <lt>et</> {Lat}cod 104
<gk>TO\</>] > 321 318 59 {Lat}cod 100 (>13 homoi.) 53 (>13)
 : <lt>quo</> {Lat}cod 104
<gk>E)PI/PEMPTON</>] > (>13 homoi.) 53 (>13)
 : <lt>obicitur</> {Lat}cod 100
 : <lt>dimittitur</> {Lat}cod 104
 + <lt>et</> {Lat}cod 100
<gk>AU)TOU=</>] > V 319 Bo Pal Sa{8} {Lat}codd 100 104 
   (>13 homoi.) 53 (>13)
 +< <gk>KAI</> 318 Aeth{FM}
<gk>PROSQH/SEI</>] > (>13 homoi.) 53 (>13)
 : <gk>DWSEI</> 72
 : <gk>EPIQHSEI</> V 319
 : <gk>PROSQHSH</> 739 19 664 343
 : <lt>opponet</> {Lat}cod 100
 : <lt>e{.}[. . .</> {Lat}cod 104
<gk>E)P'</>] > V 319 72 (>13 homoi.) 53 (>13)
<gk>AU)TO/</>] > 72 (>13 homoi.) 53 (>13)
 : <gk>AUTON</> 509
 : <gk>AUTW</> V 319 376 <it>C</>'` 343 318 55 646
<gk>,</>] > Ra
<gk>KAI\</>] > (>13 homoi.) 53 (>13)
<gk>A)PODW/SEI</>]
 : <gk>APODOQH</> 58-72 59
 : <gk>APODWSH</> 343
 : <gk>APODW<s>S</></> 126			Regular sigma, not final-sigma(?)
 + <gk>EP'</> G
 + <gk>AUTO</> G
 + <gk>,</> Ra
 +< <gk>EI</> F
<gk>TI/NI</>
<gk>E)PLHMME/LHSEN</>
 +< <gk>EN</> 509 Syh
<gk>AU)TW=|</>] > <it>b</> 84{txt} (sed hab Compl)
 : <gk>AUTO</> A*(c pr m) 29-72 52-414-615{c} 44 
   53-56{c}-246-664{c} 75' 68'-120' 59 799
<gk>.</>
~x5y8
<gk>E)A\N</>
<gk>DE\</>] > Tht <lt>Nm</> 195{ap}
<gk>MH\</>
<gk>H)=|</>
<gk>TW=|</>] > {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
 : <gk>O</> Aeth
<gk>A)NQRW/PW|</>]
 : <gk><uANOS>u</> 82 767 Aeth
 : <lt>ei</> {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
<gk>O(</>] > A <it>oI</> <it>n</> 130 68' 55 Tht <lt>Nm</> 195 
   (sed hab Ald) = MT
<gk>A)GXISTEU/WN</>
<gk>W(/STE</>] > (~) Pal (~)
<gk>A)PODOU=NAI</>] > (~) Pal (~)
<gk>AU)TW=|</> (sub % G Syh)] > 58 246 Bo = MT
 : <gk>AUTO</> 82
 : <gk>AUTOU</> 72 Tht <lt>Nm</> 195{ap}
 + <gk>WSTE</> (~) Pal (~)
 + <gk>APODOUNAI</> (~) Pal (~)
<gk>TO\</>
<gk>PLHMME/LHMA</>] > (>4 homoi.) V 52'-313-414 54-75' 319 
   Tht <lt>Nm</> 195{ap} Bo (>4)
 +< <gk>TO</> 707{c} <it>d</>{-107}{125}{610} 127 85'{mg}-346{mg} 
   <it>t</> Tht <lt>Nm</> 195
 +< <gk>TW</> 107'-125 767
<gk>PRO\S</>] > Compl Arm (>4 homoi.) V 52'-313-414 54-75' 319 
   Tht <lt>Nm</> 195{ap} Bo (>4)
<gk>AU)TO/N</>] > Compl (>4 homoi.) V 52'-313-414 54-75' 319 
   Tht <lt>Nm</> 195{ap} Bo (>4)
 : <lt>eius</> Arm
<gk>,</>
 +< <lt>et</> Arm
<gk>TO\</>] > 71 (>4 homoi.) V 52'-313-414 54-75' 319 
   Tht <lt>Nm</> 195{ap} Bo (>4) 
   (~) {Lat}cod 100 (sed hab Aug <lt>Num</> 9) (~)
<gk>PLHMME/LHMA</>] > 71 (~) {Lat}cod 100 (sed hab Aug <lt>Num</> 9) (~)
<gk>TO\</>
<gk>A)PODIDO/MENON</>
 + <gk>TO</> (~) {Lat}cod 100 (sed hab Aug <lt>Num</> 9) (~)
 + <gk>PLHMMELHMA</> (~) {Lat}cod 100 (sed hab Aug <lt>Num</> 9) (~)
 +< <gk>TOU</> 72
 +< <gk>TW</> Tht <lt>Nm</> 195 rell = Compl
 +< <gk>TO</> 321*
<gk>KURI/W|</> B <it>b</> 509] > 16-46 53'
 : <gk>K_U_</> 72
 +< <gk>KAI</> 44 {Lat}cod 100 (sed hab Aug <lt>Num</> 9)
 +< <lt>id</> Arm
<gk>TW=|</>
<gk>I(EREI=</>
<gk>E)/STAI</> (sub % G Syh = MT)]
 : <lt>dabit</> {Lat}cod 100 (sed hab Aug <lt>Num</> 9) Aeth
<gk>,</>] > Ra
<gk>PLH\N</>
<gk>TOU=</>]
 : <gk>TOUS</> V
<gk>KRIOU=</>]
 : <gk>KRIOUS</> V
 : <gk>KURIOU</> 15 392*
<gk>TOU=</>
<gk>I(LASMOU=</>]
 : <gk>ECILASMOU</> A 130{mg}-344{mg}-346{mg} 392
<gk>,</>
<gk>DI'</>
<gk>OU(=</>
<gk>E)CILA/SETAI</>]
 : <gk>ECILASKETAI</> 73'
 + <gk>APODIDOMENON</> 618*: ex praec
 + <gk>TW</> 618*: ex praec
 + <gk>K_W_</> 618*: ex praec
<gk>E)N</>] > 528 118 G* (~) 414 <it>b</> <it>d</> <it>f</> 
   <it>n</> <it>t</> Tht <lt>Nm</> 195 Bo (~)
<gk>AU)TW=|</>] > (~) 414 <it>b</> <it>d</> 
   <it>f</> <it>n</> <it>t</> Tht <lt>Nm</> 195 Bo (~)
 : <gk>EAUTW</> G*
 : <gk>ENIAUTOU</> 528 118*
 : <gk>ENAUTOU</> 118
 : <gk>ENIAUTW</> 528{c}
<gk>PERI\</>
<gk>AU)TOU=</>]
 : <gk>EAUTOU</> G
 + <gk>EN</> (~) 414 <it>b</> <it>d</> <it>f</> <it>n</> 
   <it>t</> Tht <lt>Nm</> 195 Bo (~)
 + <gk>AUTW</> (~) 414 <it>b</> <it>d</> <it>f</> <it>n</> 
   <it>t</> Tht <lt>Nm</> 195 Bo (~)
<gk>.</>
~x5y9
<gk>KAI\</>
<gk>PA=SA</>]
 : <lt>omnes</> {Lat}cod 100
 + <gk>H</> 550'
<gk>A)PARXH\</>]
 : <gk>ARXH</> 19' 106* 53' 18-68-126 (sed hab Ald Compl)
 : <lt>primitiae</> {Lat}cod 100
<gk>KATA\</> B <it>O</>{-58} <it>d</> <it>f</> 767 
   <it>t</>(370 inc) <it>x</>{-619} 799 {Lat}cod 100 Arm Bo 
   Sa{5}{8} Syh = Compl]
 : <gk>KAI</> 127 318 rell
 + <gk>TA</> 127 318
<gk>PA/NTA</>] > Bo
<gk>TA\</>] > 52' 53-664* 75 71 319
<gk>A(GIAZO/MENA</>
<gk>E)N</>] > Aeth = MT
 +< <gk>TOIS</> V 458 130{mg}-321'{mg}-344{mg} 319
<gk>UI(OI=S</>] > (>33 homoi.) 56* (>33)
 : <gk>UMIN</> 55
 : <lt>fiIiorum</> Aeth = MT
<gk>*)ISRAH/L</>] > 55 (>33 homoi.) 56* (>33)
<gk>,</>
<gk>O(/SA</>] > Arab (>33 homoi.) 56* (>33)
 : <lt>quae</> {Lat}cod 100
<gk>A)\N</>] > Arab (>33 homoi.) 56* (>33)
 : <gk>EAN</> A M' V <it>oII</>{-72} <it>C</>'`{-422}{551} 
   <it>f</>{(-56*)} <it>s</>{-30'} 619 <it>y</> <it>z</>{-126} 
   646 799 = Sixt
 : <lt>cum</> {Lat}cod 100
<gk>PROSFE/RWSIN</>] > Arab (>33 homoi.) 56* (>33)
 : <gk>PROSFEROUSI{N}</> 52'-131-313-417-500'-529'* 767
 : <gk>FERWSIN</> 55
 : <lt>offeruntur</> {Lat}cod 100
 + <gk>OI</> 55
 + <gk>UIOI</> 55
 + <gk>ISRAHL</> 55
 +< <gk>TW</> B <it>oI</>-82 <it>C</>'` <it>b</> 125 
   56{(c<s1>s)} <it>s</> 18'-126-628 646 799 = Ra
<gk>KURI/W|</> (sub % G)] > 58 Arab = MT (>33 homoi.) 56* (>33)
 +< <gk>KAI</> <it>b</> (sed hab Compl)
<gk>TW=|</>] > (>33 homoi.) 56* (>33)
<gk>I(EREI=</>] > (>33 homoi.) 56* (>33)
<gk>,</>
<gk>AU)TW=|</>] > 16-46 246 55 59 {Lat}cod 100 Aeth Arm Bo Sa{8} 
   (>33 homoi.) 56* (>33) (~) <it>n</> 319 (~)
 : <gk>AUTA</> <it>C</>{-16}
 : <gk>AUTO</> 53'
 : <gk>AUTOU</> F{b}
 : <gk>AUTWN</> 58-72 107'-125
<gk>E)/STAI</>] > (>33 homoi.) 56* (>33)
 + <gk>AUTW</> (~) <it>n</> 319 (~)
<gk>.</>
~x5y10
<gk>KAI\</>] > (>6 homoi.) <it>cI</>{-413}{528}-422-551 
   346{txt} 134: homoiot (>6) (>33 homoi.) 56* (>33) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
<gk>E(KA/STOU</>] > (>6 homoi.) <it>cI</>{-413}{528}-422-551 
   346{txt} 134: homoiot (>6) (>33 homoi.) 56* (>33) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>EKASTA</> 376
 : <gk>EKASTW</> B* 29 52'-313-414-417 
   28-30'-85-130{txt}-321*-343'-346{(mg*)} 18-628 319 646
 : <lt>quaecumque</> {Lat}cod 100
<gk>TA\</>] > 52' {Lat}cod 100 (>33 homoi.) 56* (>33) 
   (>6 homoi.) <it>cI</>{-413}{528}-422-551 346{txt} 134: homoiot (>6) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>TO</> 71
 : <gk>TW</> 321
<gk>H(GIASME/NA</>] > (>6 homoi.) <it>cI</>{-413}{528}-422-551 
   346{txt} 134: homoiot (>6) (>33 homoi.) 56* (>33) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>HGIASMENON</> 71
 : <gk>HGIASMENW</> 321
 : <gk>AGIA..</> 53'
 : <lt>sanctificantur</> {Lat}cod 100
 + <gk>..ASMENA</> 53'
<gk>AU)TOU=</>] > (>6) 71 (>6) (>33 homoi.) 56* (>33) 
   (>6 homoi.) <it>cI</>{-413}{528}-422-551 346{txt} 134: homoiot (>6) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>AUTW</> 29-707{c} 52'-313-414-417 53' <it>n</>{-767} 
   <it>s</>{(-346<stxt>s)} 74-76-84 <it>y</> {Lat}cod 100 Bo Sa{8}
 + ( ^ G Syh) <gk>AUTW</> V <it>O</> 767 319 Syh = MT
<gk>E)/STAI</>] > (>6) 71 (>6) (>33 homoi.) 56* (>33) 
   (>6 homoi.) <it>cI</>{-413}{528}-422-551 346{txt} 134: homoiot (>6) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
<gk>:</>
<gk>KAI\</> F{a} (sub ^ G Syh)] > 707{txt} 392 B* = Ra MT Tar 
   (>6) 71 (>6) (>33 homoi.) 56* (>33) (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
<gk>A)NH\R</> F{a} (sub ^ G Syh)] > 707{txt} 392 (>6) 71 (>6) 
   (>9 homoi.) F 29 131{(mg)} 53' <it>z</> 59 (sed hab Ald): homoiot (>9) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15) 
   (>33 homoi.) 56* (>33)
 : <gk>ANDRI</> 52'-313
<gk>O(\S</> F{a} (sub ^ G Syh)] > (>6) 71 (>6) (>33 homoi.) 56* (>33) 
   (>9 homoi.) F 29 131{(mg)} 53' <it>z</> 59 (sed hab Ald): homoiot (>9) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>OSA</> 376-707 <it>cI</>`{(-46 413 528)} <it>s</> 
   <it>t</>{(-370)} 392 646 799 Sa
<gk>A)/N</> F{a} A F{(a)} M' <it>O</>{-58}-15'-82 414 
   56{(c)}-129-246 127 30-343 619 318 55 = edd (sub ^ G Syh)]
 > (>6) 71 (>6) (>33 homoi.) 56* (>33) (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
 : <gk>EAN</> rell = Ra
<gk>DW=|</> F{a} (sub ^ G Syh)] > (>9 homoi.) F 29 131{(mg)} 53' 
   <it>z</> 59 (sed hab Ald): homoiot (>9) (>33 homoi.) 56* (>33) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15)
<gk>TW=|</> F{a} (sub ^ G Syh)] > 75 (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) (>15 homoi.) 72 
   <it>C</>{-131<smg>s}-46-413-528 <it>b</> <it>d</> 370 
   509 (sed hab Compl): homoiot (>15) (>33 homoi.) 56* (>33)
<gk>I(EREI=</> F{a} (sub ^ G Syh)] > (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) 
   (>15 homoi.) 72 <it>C</>{-131<smg>s}-46-413-528 <it>b</> 
   <it>d</> 370 509 (sed hab Compl): homoiot (>15) 
   (>33 homoi.) 56* (>33)
<gk>,</>
<gk>AU)TW=|</> F{a} (sub ^ G Syh)] > (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) (>15 homoi.) 72 
   <it>C</>{-131<smg>s}-46-413-528 <it>b</> <it>d</> 370 
   509 (sed hab Compl): homoiot (>15) (>33 homoi.) 56* (>33)
 : <lt>eius</> Arm
<gk>E)/STAI</> F{a} (sub ^ G Syh)] > (>9 homoi.) F 29 131{(mg)} 
   53' <it>z</> 59 (sed hab Ald): homoiot (>9) (>15 homoi.) 72 
   <it>C</>{-131<smg>s}-46-413-528 <it>b</> <it>d</> 370 
   509 (sed hab Compl): homoiot (>15) (>33 homoi.) 56* (>33)
 + <gk>KAI</> (+15 dittogr.) 618*(||) (+15)
 + <gk>EKASTOU</> (+15 dittogr.) 618*(||) (+15)
 + <gk>TA</> (+15 dittogr.) 618*(||) (+15)
 + <gk>HGIASMENA</> (+15 dittogr.) 618*(||) (+15)
 + <gk>AUTOU</> (+15 dittogr.) 618*(||) (+15)
 + <gk>ESTAI</> (+15 dittogr.) 618*(||) (+15)
 + <gk>:</> 618*(||)
 + <gk>KAI</> (+15 dittogr.) 618*(||) (+15)
 + <gk>ANHR</> (+15 dittogr.) 618*(||) (+15)
 + <gk>OS</> (+15 dittogr.) 618*(||) (+15)
 + <gk>AN</> (+15 dittogr.) 618*(||) (+15)
 + <gk>DW</> (+15 dittogr.) 618*(||) (+15)
 + <gk>TW</> (+15 dittogr.) 618*(||) (+15)
 + <gk>IEREI</> (+15 dittogr.) 618*(||) (+15)
 + <gk>AUTW</> (+15 dittogr.) 618*(||) (+15)
 + <gk>ESTAI</> (+15 dittogr.) 618*(||) (+15)
<gk>.</>
~x5y11
	om. init.—8{{7}} AUTWN #2 646(||)
<gk>*KAI\</>] > (>33 homoi.) 56* (>33)
<gk>E)LA/LHSEN</>] > (>33 homoi.) 56* (>33)
 : <gk>EIPE</> 125
<gk>KU/RIOS</>] > (>33 homoi.) 56* (>33)
<gk>PRO\S</>] > (>33 homoi.) 56* (>33)
<gk>*MWUSH=N</>] > (>33 homoi.) 56* (>33)
 : <gk>MWSEI</> 72
 : <gk>MWSH</> 58
 : <gk>MWSHN</> G-426 <it>n</> Cyr I 909
 : <gk>MWUSH</> 19
<gk>LE/GWN</>] > 125 (>33 homoi.) 56* (>33)
~x5y12
<gk>*LA/LHSON</>] > (>33 homoi.) 56* (>33)
<gk>TOI=S</>] > (>33 homoi.) 56* (>33)
<gk>UI(OI=S</>
 + <gk>UIOIS</> 58
<gk>*)ISRAH\L</>]
 : <gk>AARWN</> 417
<gk>KAI\</>] > 126 (>4) 72 107'-125 Arab (>4)
<gk>E)REI=S</>] > 126 (>4) 72 107'-125 Arab (>4)
<gk>PRO\S</>] > 126 (>4) 72 107'-125 Arab (>4)
<gk>AU)TOU/S</>] > (>4) 72 107'-125 Arab (>4)
 : <gk>LEGWN</> 126
 + <gk>LEGWN</> 77
<gk>*)ANDRO\S</>]
 : <lt>virum</> {Lat}cod 100 (sed hab Aug <lt>Loc in hept</> IV 8)
<gk>A)NDRO\S</>] > V 72 529{c} <it>d</> 53' 75'-767 71 68'-126 
   799 Cyr I 909 Bo Sa{12} (sed hab Ald)
 : <lt>maritum</> {Lat}cod 100 (sed hab Aug <lt>Loc in hept</> IV 8)
<gk>E)A\N</>
<gk>PARABH=|</>]
 : <gk>PARH</> 18*
<gk>H(</>] > 528 Chr II 917
<gk>GUNH\</>
 +< <gk>KATA</> Chr II 917
 +< <gk>TOU</> Chr II 917
 +< <gk>ANDROS</> Chr II 917
<gk>AU)TOU=</>] > <it>b</> 628 {Lat}cod 100 (sed hab Compl Aug <lt>Loc in hept</> IV 8)
 : <gk>AUTHS</> Chr II 917
<gk>KAI\</>] > (>4) 75 (>4)
<gk>PARI/DH|</>] > (>4) 75 (>4) 
   (~) 53' 619 <it>z</>{-126} Cyr I 909 Arm{ap} Sa = Sixt (~)
 : <gk>PAREIDH</> 29 30-130-346* 509 55
 : <gk>UPERIDH</> <it>b</> (sed hab Compl)
<gk>AU)TO\N</>] > (>4) 75 (>4) 
   (~) 53' 619 <it>z</>{-126} Cyr I 909 Arm{ap} Sa = Sixt (~)
 : <gk>AUTHN</> 72-376 246 (^)
 : <gk>AUTWN</> 28*(c pr m)
<gk>U(PERIDOU=SA</> 963] > 126 Aeth Arab Arm{te} (>4) 75 (>4)
 : <gk>PARIDOUSA</> 73* 53' 619*(c pr m) Arm{ap}
 + <gk>PARIDH</> (~) 53' 619 <it>z</>{-126} Cyr I 909 Arm{ap} Sa = Sixt (~)
 + <gk>AUTON</> (~) 53' 619 <it>z</>{-126} Cyr I 909 Arm{ap} Sa = Sixt (~)
<gk>,</>] > Ra
~x5y13
<gk>KAI\</>
<gk>KOIMHQH=|</>
<gk>TIS</>] > 417*(c pr m) (~) A 376 (~)
<gk>MET'</>]
 : <gk>META</> 963
<gk>AU)TH=S</>]
 : <gk>AUTHN</> 64-72 318 128
 : <gk>TAUTHS</> 963
 + <gk>MET'</> 552*
 + <gk>AUTHS</> 552*
 + <gk>TIS</> (~) A 376 (~)
<gk>KOI/THN</>]
 : <gk>KOITHS</> 458
 : <gk>KOITH</> 71
<gk>SPE/RMATOS</>
<gk>,</>] > Ra
<gk>KAI\</>
<gk>LA/QH|</>]
 : <gk>LABH</> 963 77 68' (sed hab Ald)
 : <gk>LALHQH</> <it>d</> <it>t</>{-84<sc>s}
<gk>E)C</>
<gk>O)FQALMW=N</>
<gk>TOU=</>] > 414 413*
<gk>A)NDRO\S</>] > 413*
<gk>AU)TH=S</>] > 82 Chr II 917 {Lat}cod 100
<gk>KAI\</>] > (>6 homoi.) Chr II 917 (>6)
<gk>KRU/YH|</>] > (>6 homoi.) Chr II 917 (>6)
 : <gk>KRUYEI</> 58 16-46* 56' 75' 84 71 318 59 799
 + <lt>hoc</> {Lat}cod 100
<gk>,</>
<gk>AU)TH\</>] > (>6 homoi.) Chr II 917 (>6) (~) Bo (~)
<gk>DE\</>] > V 30 (>6 homoi.) Chr II 917 (>6) (~) Bo (~)
 +< <gk>MH</> A F 55 799
<gk>H)=|</> F{b}] > 72 59 (>6 homoi.) Chr II 917 (>6) (~) Bo (~)
 : <gk>HN</> 963 82 <it>b</> 68'-120' (sed hab Ald Compl)
<gk>MEMIAMME/NH</> 963] > (>6 homoi.) Chr II 917 (>6) 
   (~) Bo (~)
 : <gk>MEMIASMENH</> 381' 77 19 53' 127-767 619 126-669 55{c} 
   Cyr I 909 = edd
<gk>,</>] > Ra
<gk>KAI\</>] > (>11 homoi.) 53': homoiot (>11)
<gk>MA/RTUS</>] > (>11 homoi.) 53': homoiot (>11) 
<gk>MH\</>] > 618 (>11 homoi.) 53': homoiot (>11)
<gk>H)=|</> 963] > (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
 : <gk>HN</> B Cyr I 909 = Ra
<gk>MET'</> B <it>x</>{-619} 59 Cyr I 909]
 > (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
 : <gk>META</> 963
 : <gk>KAT'</> rell
<gk>AU)TH=S</> B <it>x</>{-619} 59 Cyr I 909]
 > (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
 : <gk>TAUTHS</> 963
 + <gk>AUTH</> (~) Bo (~)
 + <gk>DE</> (~) Bo (~)
 + <gk>H</> (~) Bo (~)
 + <gk>MEMIAMMENH</> (~) Bo (~)
<gk>KAI\</>] > (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
<gk>AU)TH\</>] > Chr II 917 Arm (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
<gk>MH\</>] > (>11 homoi.) 53': homoiot (>11) 
   (>6 homoi.) 68'-120 (sed hab Ald) (>6)
<gk>H)=|</>] > 767 (>11 homoi.) 53': homoiot (>11)
<gk>SUNEILHMME/NH</>] > (>11 homoi.) 53': homoiot (>11)
 : <gk>SUNETLHMMENH</> 54-75'{-458}
 : <gk>SUNENTLHMMENH</> 458
<gk>,</>
~x5y14
<gk>KAI\</>
<gk>E)PE/LQH|</>]
 : <gk>APELQH</> 314
 : <gk>EPELQOI</> 56'
 +< <gk>EP'</> V 319 72-82-376 761 <it>b</> 509 68*-122 55 799 
   Chr II 917 (sed hab Ald Compl) = MT
<gk>AU)TW=|</> 963]
 : <gk>AUTON</> V 319
 : <gk>TW</> <it>d</> <it>n</>{-767} <it>t</> Arm Bo
 : <gk>TO</> 767
 + <gk>ANDRI</> <it>d</> <it>n</> <it>t</> Arm Bo
 + <gk>AUTHS</> <it>d</> <it>n</> <it>t</> Arm Bo
<gk>PNEU=MA</>
<gk>ZHLW/SEWS</>
<gk>,</>] > Ra
<gk>KAI\</>] > (>5) 417 (>5) (>18) Chr II 917 (>18)
<gk>ZHLW/SH|</> 963] > (>5) 417 (>5) (>18) Chr II 917 (>18)
 : <gk>ZHLWSEI</> V 58-72 <it>C</>{-529'<sc>s}-46'-52' 19 125 
   <it>f</>{-129} 75' 730 84 71 318 18-120-122*-126 59 319 799
<gk>TH\N</>] > (>5) 417 (>5) (>18) Chr II 917 (>18)
<gk>GUNAI=KA</>] > (>5) 417 (>5) (>18) Chr II 917 (>18)
<gk>AU)TOU=</>] > (>5) 417 (>5) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
<gk>,</>
<gk>AU)TH\</>] > (>18) 125 624 (>18) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 sup ras A
<gk>DE\</>] > A (>18) 125 624 (>18) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 sup ras A
 +< <gk>MH</> 16* Arm
 +< <gk>H</> 16* Arm 16{c}-46-77-500'-529' {Lat}cod 100(vid)
<gk>MEMI/ANTAI</>] > (>18) 125 624 (>18) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 : <gk>MEMIAMENH</> 16* Arm 16{c}-46-500'-529'{-529<sc>s} 
   {Lat}cod 100(vid)
 : <gk>MEMIAMMENH</> 529{c}
 : <gk>MEMIASMENH</> 77
 : <gk>MEMIASTAI</> 381'
 sup ras A
<gk>,</>
<gk>H)\</>] > (>15) F{b} 44 458 71 Bo (>15) (>18) 125 624 (>18) 
   (>18) Chr II 917 (>18) (>13 homoi.) G-58-72 
   52'-131{txt}-422-550' 107' 53' 30 628 799 Arab Sa (>13)
 : <gk>EI</> 131{(mg)} 75
 : <gk>KAI</> 963 319
 + <lt>si</> {Lat}cod 100
 sup ras A
<gk>E)PE/LQH|</> 963] > (>11) 126 (>11) (>18) 125 624 (>18) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 
   628 799 Arab Sa (>13)
 : <gk>EPELQOI</> 56'
 : <gk>EPHLQEN</> <it>b</> (sed hab Compl)
 sup ras A
 +< <gk>EP'</> 106* 19 V 106{c} <it>t</> 319 
   761 <it>b</>{-19} 56'-129 509 59 {Lat}codd 91 92 94--96 Syh = MT
<gk>AU)TW=|</> 963] > (>11) 126 (>11) (>18) 125 624 (>18) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 : <gk>AUTH</> 19
 : <gk>AUTHN</> 106*
 : <gk>AUTON</> V 106{c} <it>t</> 319
 sup ras A
<gk>PNEU=MA</>] > (>11) 126 (>11) (>15) F{b} 44 458 71 Bo (>15) 
   (>18) 125 624 (>18) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 sup ras A
<gk>ZHLW/SEWS</>] > (>11) 126 (>11) (>18) 125 624 (>18) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
 : <gk>ZHLOTUPIAS</> 414
 : <gk>ZHLWTUPIAS</> 313
 sup ras A
<gk>,</>] > Ra
<gk>KAI\</>] > (>5) 106 (>5) (>11) 126 (>11) (>18) 125 624 (>18) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
<gk>ZHLW/SH|</> 963] > (>5) 106 (>5) (>11) 126 (>11) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) 125 624 (>18) 
   (>18) Chr II 917 (>18) (>13 homoi.) G-58-72 52'-131{txt}-422-550' 
   107' 53' 30 628 799 Arab Sa (>13)
 : <gk>EZHLWSE</> <it>b</> {Lat}codd 91 92 94--96
 : <gk>ZHLWSEI</> 82-376 16-46-73'-131{(mg)}-417-500'-529* 
   56'-129 75 321*-730 84 619 318 68' 55 59 319
<gk>TH\N</>] > (>5) 106 (>5) (>11) 126 (>11) (>18) 125 624 (>18) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) Chr II 917 (>18) 
   (>13 homoi.) G-58-72 52'-131{txt}-422-550' 107' 53' 30 628 
   799 Arab Sa (>13)
<gk>GUNAI=KA</>] > (>5) 106 (>5) (>11) 126 (>11) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) 125 624 (>18) 
   (>18) Chr II 917 (>18) (>13 homoi.) G-58-72 52'-131{txt}-422-550' 
   107' 53' 30 628 799 Arab Sa (>13)
<gk>AU)TOU=</>] > (>5) 106 (>5) (>11) 126 (>11) 
   (>15) F{b} 44 458 71 Bo (>15) (>18) 125 624 (>18) 
   (>18) Chr II 917 (>18)
 + ras 5 litt 616
<gk>,</>
<gk>AU)TH\</>] > (>11) 126 (>11) (>15) F{b} 44 458 71 Bo (>15) 
   (>18) 125 624 (>18)
<gk>DE\</>] > (>11) 126 (>11) (>15) F{b} 44 458 71 Bo (>15) 
   (>18) 125 624 (>18)
<gk>MH\</>] > 422 Arm (>15) F{b} 44 458 71 Bo (>15) 
   (>18) 125 624 (>18)
<gk>H)=|</>] > (>15) F{b} 44 458 71 Bo (>15) (>18) 125 624 (>18)
<gk>MEMIAMME/NH</>] > (>15) F{b} 44 458 71 Bo (>15) 
   (>18) 125 624 (>18)
 : <gk>MEMIASMENH</> 381' 77-528 53-664*(vid) <it>n</>{(-458)} 
   84* 619 126 55{c} Chr II 917 Cyr I 909 = edd
<gk>,</>
~x5y15
<gk>KAI\</>] > 72 {Lat}cod 100 Aeth Arm Bo
<gk>A)/CEI</>]
 : <gk>ACH</> 313 343 {Lat}cod 100
 : <gk>ECEI</> 346
 + <gk>O</> 246*(c pr m)
 + <gk>IEREUS</> 246*(c pr m)
<gk>O(</>] > 58*
<gk>A)/NQRWPOS</>
<gk>TH\N</>
<gk>GUNAI=KA</>
<gk>AU)TOU=</>
<gk>PRO\S</>
<gk>TO\N</>
<gk>I(ERE/A</>
<gk>,</>] > Ra
<gk>KAI\</>] > Bo{A}
<gk>PROSOI/SEI</>]
 : <gk>OISEI</> A
 : <gk>PROSSEISOI</> 376
 : <lt>offerat</> {Lat}cod 100
<gk>TO\</>] > Arm
 + <lt>pro</> Arm
 + <lt>ea</> Arm
 + <lt>sacerdos</> Arm
<gk>DW=RON</>]
 : <lt>donum</> Arm
 + (# G Syh) <gk>AUTHS</> <it>O</> Chr II 917 Syh = MT
 +< <gk>TO</> 963 <it>O</> Syh
<gk>PERI\</>] > 392(|) Arm (>6) Chr II 917 (>6)
<gk>AU)TH=S</>] > Arm (>6) Chr II 917 (>6)
<gk>TO\</>] > 767 {Lat}cod 100 (>6) Chr II 917 (>6)
<gk>DE/KATON</>] > 767 {Lat}cod 100 (>6) Chr II 917 (>6)
<gk>TOU=</>] > (>6) Chr II 917 (>6)
 : <gk>TO</> 767
 : <gk>TW</> 72
<gk>OI)FI\</>] > (>6) Chr II 917 (>6)
<gk>A)/LEURON</>
 +< <gk>KAI</> 767
<gk>KRI/QINON</>
<gk>,</>
 +< <gk>KAI</> <it>n</>{-127} Aeth Arm Bo
<gk>OU)K</>
<gk>E)PIXEEI=</> 963]
 : <gk>EPIXEEIS</> F*(c pr m) 551 <it>b</> 509 Chr II 917 (sed hab Compl)
 : <gk>EPIXEI</> Cyr I 909
<gk>E)P'</>
<gk>AU)TO\</> 963] > (>5 homoi.) Sa{4} (>5)
 : <gk>AUTIN</> 767
 : <gk>AUTW</> 72-381 <it>C</>'`{-16}{46}{529'*} 108-118' 
   28-30-85-343 509 122*-126 = Compl
<gk>E)/LAION</>] > (>5 homoi.) Sa{4} (>5)
 : <gk>ELEON</> V
<gk>OU)DE\</>] > (>5) Bo (>5) (>5 homoi.) Sa{4} (>5)
 : <gk>OUD'</> 58 73'-413 126
 + <lt>enim</> {Lat}cod 100
<gk>E)PIQH/SEI</>] > (>5) Bo (>5) (>5 homoi.) Sa{4} (>5) 
   (~) 16-46 (~)
 : <gk>EPIQHSEIS</> F <it>b</> 509 Chr II 917 (sed hab Compl)
<gk>E)P'</>] > (>5) Bo (>5) (>5 homoi.) Sa{4} (>5)
<gk>AU)TO\</> 963] > (>5) Bo (>5)
 : <gk>AUTW</> 72-381-707 <it>C</>'`{-16}{46} 458-767 30-343
 + <gk>EPIQHSEI</> (~) 16-46 (~)
<gk>LI/BANON</>] > (>5) Bo (>5)
<gk>,</>
<gk>E)/STIN</> 963] > (~) <it>O</>{-58}-72 Aeth Arm Bo Syh = MT (~)
<gk>GA\R</> 963] > 16* 72 (~) <it>O</>{-58} Aeth Arm Bo Syh = MT (~)
<gk>QUSI/A</> 963] > 669{txt} 53'-56 = Compl
 : <gk>QUMIAMA</> 376
 + <gk>GAR</> (~) <it>O</>{-58} Aeth Arm Bo Syh = MT (~)
<gk>ZHLOTUPI/AS</> 963] > 669{txt}
 : <gk>ZHLWTUPIAS</> 72*
 + <gk>ESTI{N}</> (~) <it>O</>{-58}-72 Aeth Arm Bo Syh = MT (~)
<gk>,</>
 +< <gk>KAI</> 125 Fa
<gk>QUSI/A</>] > 246 767 Syh
 : <gk>QUSIAN</> 376 44 319 799
 : <gk>QUSIAS</> 29
<gk>MNHMOSU/NOU</>] > 246
 : <gk>AMNHMOSUNOU</> 767
 : <gk>MNHMOSUNON</> 72 52 392
 : <gk>MNHMOSUNW</> 458
 +< <gk>KAI</> 125
 +< <gk>QUSIA</> <it>d</>{-106} <it>n</> <it>t</> Tht <lt>Nm</> 196 Arm
<gk>A)NAMIMNH/SKOUSA</>] > Fa
<gk>A(MARTI/AN</>] > Fa
 : <gk>AMARTIA</> 72
 : <gk>AMARTIAS</> 458
<gk>.</>
~x5y16
<gk>KAI\</>] > Arm
<gk>PROSA/CEI</>
<gk>AU)TH\N</>] > <it>n</>{-767} Tht <lt>Nm</> 196 Arm 
   (>5 homoi.) <it>C</>'`{-52'} (>5)
 : <lt>peccatum</> Fa
 + <lt>mulieris</> Fa
 + <lt>suae</> Fa
<gk>O(</>] > Aeth (>5 homoi.) <it>C</>'`{-52'} (>5)
<gk>I(EREU/S</>] > (>5 homoi.) <it>C</>'`{-52'} (>5)
 : <lt>sacerdoti</> Aeth
<gk>,</>] > Ra
<gk>KAI\</>] > 52' Sa{5} (>5) Tht <lt>Nm</> 196{ap} (>5) 
   (>5 homoi.) <it>C</>'`{-52'} (>5)
<gk>STH/SEI</>] > 52' Sa{5} (>5) Tht <lt>Nm</> 196{ap} (>5) 
   (>5 homoi.) <it>C</>'`{-52'} (>5)
 : <gk>STHSH</> 108-118 56-664 321
 +< <gk>THN</> 44' <it>n</> <it>t</> Tht <lt>Nm</> 196 Arm
<gk>AU)TH\N</> 963] > 52' Sa{5} {Lat}cod 100 
   (>5) Tht <lt>Nm</> 196{ap} (>5)
 : <gk>GUNAIKA</> 44' <it>n</> <it>t</> Tht <lt>Nm</> 196 Arm
 + <gk>O</> 29 59
 + <gk>IEREUS</> 29 59
<gk>E)/NANTI</> 963] > (>5) Tht <lt>Nm</> 196{ap} (>5)
 : <gk>ENANTION</> G 616 130{mg}-321'{c}
<gk>KURI/OU</>] > (>5) Tht <lt>Nm</> 196{ap} (>5)
 + <lt>dei</> Fa
<gk>,</>
~x5y17
<gk>KAI\</>] > 68(||)
<gk>LH/MYETAI</> A B* F V 963 G-82 509 624]
 : <gk>LHYETAI</> F{b} rell
 : <lt>dabit</> Arm{ap}
<gk>O(</>] > Chr II 917
 + <gk>KAI</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>PASA</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>APARXH</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>KAI</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>PANTA</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>TA</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>AGIAZOMENA</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>EN</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>UIOIS</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk><uIHL>u</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>OSA</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>EAN</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>PROSFERWSI</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>TW</> (+15) 73*(||): ex 5{{9}} (+15)
 + <gk>K_W_</> (+15) 73*(||): ex 5{{9}} (+15)
<gk>I(EREU\S</>] > Chr II 917
<gk>U(/DWR</>
<gk>KAQARO\N</>] > (~) Tht <lt>Nm</> 196{ap} (~)
<gk>ZW=N</> (sub % G{c} Syh)] > Chr II 917 
   {Lat}ApocEvang <lt>Inf</> H 51 Aeth{C} Fa: cf MT
 + <gk>ENANTI</> Tht <lt>Nm</> 196{te}
 + <gk>KURIOU</> Tht <lt>Nm</> 196{te}
 + <gk>KAQARON</> (~) Tht <lt>Nm</> 196{ap} (~)
<gk>E)N</> 963 (sub % G*: cf praec)]
<gk>A)GGEI/W|</> 963 (sub % G*: cf praec)]
<gk>O)STRAKI/NW|</>
<gk>KAI\</>] > (>16) Sa (>16) (>16) Aeth (>16)
 +< <gk>APO</> K V <it>O</> <it>C</>'` 767 30'-130{mg}-321'{mg} 
   <it>z</> Chr II 917 Syh (sed hab Ald) = MT
<gk>TH=S</> 963] > {Lat}cod 100 (>16) Sa (>16) (>16) Aeth (>16)
<gk>GH=S</> 963] > (>16) Sa (>16) (>16) Aeth (>16)
 : <lt>terram</> {Lat}cod 100
<gk>TH=S</>] > G* 75 (>16) Sa (>16) (>16) Aeth (>16)
<gk>OU)/SHS</>] > (>16) Sa (>16) (>16) Aeth (>16)
<gk>E)PI\</>] > (>16) Sa (>16) (>16) Aeth (>16)
 : <gk>APO</> 426 122*
<gk>TOU=</>] > 509 (>16) Sa (>16) (>16) Aeth (>16)
 : <gk>TO</> 458
<gk>E)DA/FOUS</>] > 509 (>16) Sa (>16) (>16) Aeth (>16)
 : <gk>EDAFOU</> V 319
 +< <gk>EPI</> 82
<gk>TH=S</>] > (>5) Chr II 917 (>5) (>16) Sa (>16) 
   (>16) Aeth (>16)
<gk>SKHNH=S</>] > (>5) Chr II 917 (>5) (>16) Sa (>16) 
   (>16) Aeth (>16)
<gk>TOU=</> (sub % G Syh = MT)] > (>5) Chr II 917 (>5) 
   (>16) Sa (>16) (>16) Aeth (>16)
<gk>MARTURI/OU</> (sub % G Syh = MT)] > (>5) Chr II 917 (>5) 
   (>16) Sa (>16) (>16) Aeth (>16)
<gk>,</>] > Ra
<gk>KAI\</>] > Arm = MT (>5) Chr II 917 (>5) (>16) Sa (>16) 
   (>16) Aeth (>16)
<gk>LABW\N</>] > Bo (>16) Sa (>16) (>16) Aeth (>16)
 : <gk>ANALABWN</> 963(vid) <it>b</> (sed hab Compl)
 + <gk>AARWN</> 58
<gk>O(</>] > (>16) Sa (>16) (>16) Aeth (>16)
<gk>I(EREU\S</>] > (>16) Sa (>16) (>16) Aeth (>16)
 + <lt>et</> (+9) Sa (+9) (+9) Aeth (+9)
 + <lt>sumet</> (+9) Sa (+9) (+9) Aeth (+9)
 + <lt>sacerdos</> (+9) Sa (+9) (+9) Aeth (+9)
 + <lt>terram</> (+9) Sa (+9)
 + <lt>pulverem</> (+9) Aeth (+9)
 + <lt>e</> (+9) Sa (+9) (+9) Aeth (+9)
 + <lt>terra</> (+9) Sa (+9)
 + <lt>loco</> (+9) Sa (+9)
 +: <lt>tabernaculi</> (+9) Sa (+9)
 :+ <lt>tabernaculo</> (+9) Aeth (+9)
 + <lt>testimonii</> (+9) Sa (+9) (+9) Aeth (+9)
 + <lt>e</> (+9) Aeth (+9)
 + <lt>terra</> (+9) Aeth (+9)
 +< <lt>et</> {Lat}cod 100 Aeth
<gk>E)MBALEI=</>]
 : <gk>EKBALEI</> 120
 : <gk>EMBALEIN</> 53
 : <gk>EMBALH</> 29 246* 767{c}
 : <gk>EMBALLEI</> 610
 + <lt>terram</> Bo Fa
<gk>EI)S</> K] > 610*
<gk>TO\</> K] > Fa
<gk>U(/DWR</> K]
 : <gk>PUR</> 55
 : <lt>aquam</> Fa
 + <lt>puram</> Fa
<gk>:</>
~x5y18
<gk>KAI\</>
<gk>STH/SEI</> K]
 : <gk>STHSH</> 664 55
<gk>O(</> K] > (~) B (sed hab Sixt) (~)
<gk>I(EREU\S</> K] > (~) B (sed hab Sixt) (~)
<gk>TH\N</>] > 618{txt}
<gk>GUNAI=KA</>] > 618{txt}
 + <gk>O</> (~) B (sed hab Sixt) (~)
 + <gk>IEREUS</> (~) B (sed hab Sixt) (~)
<gk>E)/NANTI</>]
 : <gk>ENANTION</> Phil I 173s
<gk>KURI/OU</>
 + <gk>KAI</> 618*
 + <gk>LHYETAI</> 618*
 + <lt>dei</> Fa
<gk>,</>] > Ra
<gk>KAI\</>
<gk>A)POKALU/YEI</>]
 : <gk>APOKALUYH</> 30-343 624
 : <gk>APOKALEI</> 44
<gk>TH\N</>
<gk>KEFALH\N</>
 + <gk>AUTHS</> 381' 619 = Ald
<gk>TH=S</>] > 107'-125 Phil I 173 Arab 618*(c pr m)
<gk>GUNAIKO\S</>]
 : <gk>AUTHS</> 107'-125 Phil I 173 Arab
<gk>,</>] > Ra
<gk>KAI\</>
<gk>DW/SEI</>]
 : <gk>DWSEIS</> G*
 : <gk>QHSEI</> 381' 125 619 = Ald
<gk>E)PI\</>]
 : <lt>in</> {Lat}cod 100 Aeth
<gk>TA\S</>] > 417 {Lat}cod 100 Aeth
 : <gk>THS</> Tht <lt>Nm</> 196{ap} Sa
 : <gk>TWN</> Tht <lt>Nm</> 196{te}
<gk>XEI=RAS</>]
 : <gk>XEIROS</> Tht <lt>Nm</> 196{ap} Sa
 : <gk>XEIRWN</> Tht <lt>Nm</> 196{te}
 : <lt>manu</> {Lat}cod 100 Aeth
<gk>AU)TH=S</>] > 18
 : <gk>AUTHN</> 414
<gk>TH\N</>] > 730 Tht <lt>Nm</> 196{ap} (>4) B* 130-321' (>4)
<gk>QUSI/AN</>] > (>4) B* 130-321' (>4)
<gk>TOU=</>] > Tht <lt>Nm</> 196{ap} (>4) B* 130-321' (>4)
<gk>MNHMOSU/NOU</>] > (>4) B* 130-321' (>4)
 : <gk>MNHMOSUNH</> 108
 + <gk>THN</> (+4 dittogr.) 56* (+4)
 + <gk>QUSIAN</> (+4 dittogr.) 56* (+4)
 + <gk>TOU</> (+4 dittogr.) 56* (+4)
 + <gk>MNHMOSUNOU</> (+4 dittogr.) 56* (+4)
<gk>,</>
 +< <gk>KAI</> 376 {Lat}ApocEvang <lt>Inf</> H 51
<gk>TH\N</>] > 75(|) (~) 53 (~)
 : <gk>THS</> F
 : <gk>KAI</> 52'-313
<gk>QUSI/AN</>] > 75(|) (~) 53 (~)
 : <gk>QUSIAS</> F
<gk>TH=S</>] > 52'
<gk>ZHLOTUPI/AS</>
 + <gk>THN</> (~) 53 (~)
 + <gk>QUSIAN</> (~) 53 (~)
<gk>,</>
 +< <gk>KAI</> 130{mg}-346{mg} 319
<gk>E)N</>]
 : <gk>EAN</> 318
<gk>DE\</>] > 529 75 130{mg}-346{mg} 319
<gk>TH=|</>] > 75
<gk>XEIRI\</>
<gk>TOU=</>
<gk>I(ERE/WS</>
<gk>E)/STAI</>] > 29
 : <gk>ESTW</> 458'
<gk>TO\</>
<gk>U(/DWR</>
<gk>TOU=</>] > Arab
 : <gk>TO</> 134
<gk>E)LEGMOU=</>] > Arab
<gk>TOU=</> B 963 <it>n</>{-458} <it>x</>{-619} 319 Cyr I 909 
   Tht <lt>Nm</> 196 Arm Bo]
 : <gk>TO</> {Lat}Aug <lt>Loc in hept</> IV 10s rell
 : <lt>quae</> {Lat}cod 100
<gk>E)PIKATARWME/NOU</> (<gk>EPIKATAROMENOU</> 75) B 963 
   <it>n</>{-458} <it>x</>{-619} 319 Cyr I 909 Tht <lt>Nm</> 196 Arm Bo]
 : <gk>EPIKATARWMEMENOU</> 458(|)
 : <gk>EPIKATARWMENON</> {Lat}Aug <lt>Loc in hept</> IV 10s rell
 : <gk>EPIKATAROMENON</> 376
 : <gk>KATARWMENON</> 126
 : <lt>abicietur</> {Lat}cod 100
 +< % Syh
<gk>TOU/TOU</> B 963 <it>n</>{-458} <it>x</>{-619} 319 Cyr I 909 
   Tht <lt>Nm</> 196 Arm Bo] > 58 <it>b</> Aeth = MT {Lat}cod 100
 : <gk>TOUTO</> 458(|) {Lat}Aug <lt>Loc in hept</> IV 10s rell		(sub % G) ??????????/
<gk>:</>]
 : <gk>.</> Ra
~x5y19
<gk>KAI\</>] > Sa{12}
<gk>O(RKIEI=</>]
 : <gk>ORKEEI</> 120
 : <gk>ORKEI</> 72
<gk>AU)TH\N</>]
 : <gk>AUTOUS</> 46{c<s1>s}
 : <gk>AUTHS</> 16-46*
 : <gk>TAUTHN</> 707
<gk>O(</>
<gk>I(EREU\S</>
<gk>KAI\</>]
 : <gk>OUTWS</> 72
<gk>E)REI=</>] > 72
<gk>TH=|</>] > 72
<gk>GUNAIKI/</>] > 72
<gk>*EI)</>] > 126
<gk>MH\</>] > 126
<gk>KEKOI/MHTAI/</> 963] > (>9) 616{txt} (>9)
 : <gk>EKOIMHTAI</> 624
 : <gk>KEKEKOIMHKE</> 313
 : <gk>KEKEKOIMHTAI</> 313{c}
<gk>TIS</>] > (>9) 616{txt} (>9) (~) {Lat}cod 100 Arm (~)
<gk>META\</>] > (>9) 616{txt} (>9)
<gk>SOU=</>] > (>9) 616{txt} (>9)
 + <gk>TIS</> (~) {Lat}cod 100 Arm (~)
<gk>,</>
 +< (# G; + % Syh) <gk>KAI</> V <it>O</> 18'-628-669 
   {Lat}Or <lt>Matth</> 110 Syh = MT
<gk>EI)</>] > (>9) 616{txt} (>9)
 : <gk>KAI</> 126
 : <lt>et</> Aeth Bo
<gk>MH\</>] > 126 422* {Lat}cod 100 (>9) 616{txt} (>9)
 : <lt>non</> Aeth Bo
<gk>PARABE/BHKAS</>] > (>9) 616{txt} (>9)
 : <gk>PAREBHKAS</> 426 71 392 126-669 624
 : <gk>PAREBHS</> Chr II 917
 : <lt>concubuisti</> {Lat}cod 100
<gk>MIANQH=NAI</>] > (>9) 616{txt} (>9)
 : <lt>coinquinata</> {Lat}cod 100
 +< <gk>KAI</> 68' (sed hab Ald)
<gk>U(PO\</>] > 610 (>9) 616{txt} (>9)
 : <gk>EPI</> 71
 : <gk>PROS</> A Chr II 917
<gk>TO\N</>
<gk>A)/NDRA</>
<gk>TO\N</>] > 552 381'
<gk>SEAUTH=S</>]
 : <gk>EAUTHS</> 15 392 126*
 : <gk>SON</> 53'
 : <gk>SOU</> 381'
<gk>,</>
<gk>A)QW/|A</>]
 : <gk>AQWOS</> F{b} 551 <it>n</> Tht <lt>Nm</> 197{te}
 : <gk>SWA</> Chr II 917
<gk>I)/SQI</>]
 : <gk>ESH</> 509 {Lat}Or <lt>Matth</> 110 Syh
 : <gk>SU</> <it>z</> (sed hab Ald)
<gk>A)PO\</>]
 : <gk>[. . .]</> 963
<gk>TOU=</>]
 : <gk>[. . .]</> 963
<gk>U(/DATOS</>] > (~) 16-46 (~)
 + <gk>ELEGMOU</> (~) 16-46 (~)
<gk>TOU=</>] > 963
<gk>E)LEGMOU=</>] > (~) 16-46 (~)
 + <gk>UDATOS</> (~) 16-46 (~)
<gk>TOU=</>] > 767
 : <gk>TOUTOU</> 130
 : <gk>TO</> 52'
<gk>E)PIKATARWME/NOU</>]
 : <gk>EPIKATARWMENON</> 52'
 : <gk>KATARWMENOU</> 126
<gk>TOU/TOU</>] > 767
 : <gk>TOUTO</> 52'
 + <gk>PIKROU</> 767
<gk>:</>
~x5y20
<gk>EI)</>]
 : <gk>EAN</> 422
<gk>DE\</>] > Sa{5}
 + <gk>MH</> 739
<gk>SU\</>] > 318 319 {Lat}cod 100 Aeth Arm (>4) Chr II 917 (>4)
 spat 1-2 litt 509
<gk>PARABE/BHKAS</>]
 : <gk>PAREBHKAS</> 71 669
 : <gk>PAREBHS</> Chr II 917
 : <gk>SUMPARABHKAS</> 318
<gk>U(P'</>] > (>4) Chr II 917 (>4)
 : <gk>UPO</> 72 458 799
<gk>A)NDRO\S</>] > (>4) Chr II 917 (>4)
<gk>OU)=SA</>] > (>4) Chr II 917 (>4)
<gk>H)\</>] > 414
 : <gk>KAI</> V 767 30'-321'{mg} 319 Chr II 917 Aeth (^)
 : <gk>EI</> 376 <it>b</> 75 59 Cyr I 909 Tht <lt>Nm</> 197{ap} 
   (sed hab Compl)
 +< <gk>SU</> <it>O</>{-G} <it>b</> <it>d</> <it>n</>{-767} 
   <it>t</> Tht <lt>Nm</> 197 {Lat}cod 100 Syh (sed hab Compl) (^)
 +< <gk>SOI</> G
 +< <gk>MH</> 126
<gk>MEMI/ANSAI</>]
 : <gk>MEMIANTAI</> 500
<gk>,</>] > Ra
<gk>KAI\</>]
 : <gk>H</> Tht <lt>Nm</> 197
<gk>E)/DWKE/N</>
 + <gk>SOI</> 53'
<gk>TIS</>] > (~) 58 (~)
<gk>TH\N</>] > 616 (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
<gk>KOI/THN</>] > (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
 + <gk>KOITHN</> 767
<gk>AU)TOU=</>] > 610* 84{txt}(c pr m) Tht <lt>Nm</> 197 
   (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
 : <gk>TOU</> 619
<gk>E)N</>] > 125 53 509
 : <gk>EPI</> 628
 : <gk>META</> V 319
<gk>SOI\</>] > 125 53 509
 : <gk>SOU</> V 319
 + <gk>TIS</> (~) 58 (~)
 + <gk>THN</> (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
 + <gk>KOITHN</> (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
 + <gk>AUTOU</> (~) 58 (~) (~) <it>O</>{-58} Syh = MT (~)
<gk>PLH\N</>
<gk>TOU=</>
<gk>A)NDRO/S</>
<gk>SOU</>
<gk>.</>
~x5y21
<gk>KAI\</>] > 59(|) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
<gk>O(RKIEI=</>] > (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
 + <gk>AUTHN</> 767 319
<gk>O(</>] > (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
<gk>I(EREU\S</>] > (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>TH\N</>] > 319 (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>GUNAI=KA</>] > 319 (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>E)N</>] > 59 (>12) 963{txt} (>12) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
 : <lt>in</> Bo = MT
<gk>TOI=S</>] > Bo = MT (>12) 963{txt} (>12) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>O(/RKOIS</>] > (>12) 963{txt} (>12) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
 : <gk>LOGOIS</> B (sed hab Sixt)
 : <lt>iuramento</> Bo = MT
<gk>TH=S</>] > (>12) 963{txt} (>12) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
 : <gk>TOIS</> 130
<gk>A)RA=S</>] > (>12) 963{txt} (>12) (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
 : <gk>WRAS</> 767
 +< % Syh
<gk>TAU/THS</> (sub % G)] > 58 = MT (>12) 963{txt} (>12) 
   (>12) 72 (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
 : <lt>eius</> {Lat}cod 100 (sed hab Or <lt>Matth</> 110)
<gk>,</>
<gk>KAI\</>] > (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>E)REI=</>] > (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>O(</>] > 72 (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18) 
   (>12 homoi.) 53 (>12)
<gk>I(EREU\S</>] > 72 (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
 +< <lt>sic</> Sa
<gk>TH=|</>] > (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
 : <gk>THN</> 669*(c pr m)
 : <gk>PROS</> 72
<gk>GUNAIKI/</>] > (>12) 963{txt} (>12) 
   (>18) <it>d</> <it>t</> 619 Chr II 917 Tht <lt>Nm</> 197 (>18)
 : <gk>GUNAIKA</> 669*(c pr m)
 : <gk>AUTHN</> 72
<gk>*DW/|H</>]
 : <gk>DWSEI</> 318 Tht <lt>Nm</> 197{ap}
<gk>KU/RIO/S</> B F 963 <it>O</>`{-376} <it>d</> <it>f</> 
   <it>t</> <it>x</>{-619} <it>y</> <it>z</>{-68'}{126} 59 799 
   Chr II 917 {Lat}cod 100 = Compl]
 > (~) 616{c} 54 Tht <lt>Nm</> 197{ap} (~) (~) 552 (~) 
   (~) Tht <lt>Nm</> 197{te} rell = Ald Sixt (~)
<gk>SE</> B F 963 <it>O</>`{-376} <it>d</> <it>f</> <it>t</> 
   <it>x</>{-619} <it>y</> <it>z</>{-68'}{126} 59 799 Chr II 917 
   {Lat}cod 100 = Compl]
 > 376 68'
 : <gk>SOI</> 616{c} Tht <lt>Nm</> 197{ap}
 : <gk>SEI</> 54
 + <gk>O</> 552
 + <gk>KURIOS</> (~) 616{c} 54 Tht <lt>Nm</> 197{ap} (~) 
   (~) Tht <lt>Nm</> 197{te} rell = Ald Sixt (~) (~) 552 (~)
<gk>E)N</>] > 77 Sa{4}
 : <gk>EIS</> 55 = MT
<gk>A)RA=|</>] > 77 Sa{4}
 : <gk>ORA</> 319
 : <gk>ARAN</> 55 = MT
 + <gk>SE</> 376
<gk>KAI\</>] > 551(vid) Sa{4}
<gk>E)NO/RKION</>]
 : <gk>ENORKW</> <it>f</>{-129} = Compl
<gk>E)N..</>] > 68 509
<gk>..ME/SW|</>]
 : <gk>EMMESOU</> 509
 : <gk>ENMESOU</> 68
<gk>TOU=</>] > 767
<gk>LAOU=</>
<gk>SOU</>] > <it>b</> Aeth{-CG} (sed hab Compl)
<gk>,</>] > Ra
<gk>E)N</>]
 : <lt>et</> {Lat}cod 100
<gk>TW=|</>] > {Lat}cod 100
<gk>DOU=NAI</>]
 : <lt>det</> {Lat}cod 100
<gk>KU/RION</>] > 44
 : <gk>KURIOS</> 426
 : <lt>dominus</> {Lat}cod 100
<gk>TO\N</>] > (>5) Chr II 917 (>5)
 : <gk>TWN</> 610
<gk>MHRO/N</>] > (>5) Chr II 917 (>5)
 : <gk>MHRWN</> 610
<gk>SOU</>] > (>5) Chr II 917 (>5)
<gk>DIAPEPTWKO/TA</>] > (>5) Chr II 917 (>5)
 : <gk>DIAPEPTWKENAI</> Tht <lt>Nm</> 197{ap}
<gk>KAI\</>] > (>5) Chr II 917 (>5)
<gk>TH\N</>
<gk>KOILI/AN</>
 + <gk>KAI</> (+3 dittogr.) 16-46 (+3)
 + <gk>THN</> (+3 dittogr.) 16-46 (+3)
 + <gk>KOILIAN</> (+3 dittogr.) 16-46 (+3)
<gk>SOU</>] > F 320 Tht <lt>Nm</> 197{ap}
 +< <gk>PAN</> 54
<gk>PEPRHSME/NHN</> 963]
 : <gk>DIAPEPRHSMENHN</> V 376 509 318
 : <gk>DIAPEPRISMENHN</> <it>d</> 458 <it>t</> 319
 : <gk>DIAPEPRUSMENHN</> 75
 : <gk>EMPEPRISMENHN</> Chr II 917
 : <gk>PEPRISMENHN</> 15-72-82 46{s}-414-529{c} <it>b</> <it>f</>{-129} 127 343 68'-120-126 
799 (sed hab Ald)
 : <gk>PRHSMENHN</> 54
<gk>:</>]
 : <gk>,</> Ra
~x5y22
<gk>KAI\</>
<gk>EI)SELEU/SETAI</>]
 : <gk>ELEUSETAI</> 767 126
<gk>TO\</>
 + <gk>TO</> 618(||)
<gk>U(/DWR</>
<gk>TO\</>] > 52 (~) 376 <it>C</>'`{-52} 44-610 Bo (~) (~) sup ras 57 (~)
<gk>E)PIKATARW/MENON</>] > (~) 376 (~) (~) 313 (~) 
   (~) <it>C</>'`{-313} 44-610 Bo (~) (~) sup ras 57 (~)
 : <gk>EPIKATHRAMENON</> Chr II 917
 : <gk>KATARWMENON</> 126
<gk>TOU=TO</>] > Arm (>5) Chr II 917 (>5)
 sup ras 57
 + <gk>TO</> (~) 376 <it>C</>'`{-52} 44-610 Bo (~) (~) sup ras 57 (~)
 +: <gk>EPIKATARWMENON</> (~) <it>C</>'`{-313} 44-610 Bo (~)
 :+ <gk>EPIKATAROMENON</> (~) 313 (~)
 :+ <gk>KATARWMENON</> (~) 376 (~)
 :+ <gk>EPI</> (~) sup ras 57 (~)
 +< <gk>GENOITO</> 618
<gk>EI)S</>] > (>5) Chr II 917 (>5)
 + <gk>GENOITO</> 618*
<gk>TH\N</>] > (>5) Chr II 917 (>5)
<gk>KOILI/AN</>] > (>5) Chr II 917 (>5)
<gk>SOU</>] > (>5) Chr II 917 (>5) (>6 homoi.) 72 (>6)
<gk>PRH=SAI</>] > (>6 homoi.) 72 (>6)
 : <gk>DIAPRISAI</> 44
 : <gk>PLHSAI</> <it>f</>{-129} 84* 55
 : <gk>PRISAI</> 29 46{s}-414-529{c} <it>b</> <it>d</>{-44} 
   127-458 343 <it>t</>{-84} 71 319 Chr II 917
 : <gk>PRISE</> 799
 +< <gk>THN</> Chr II 917
<gk>GASTE/RA</>] > (>6 homoi.) 72 (>6)
 + <gk>SOU</> <it>d</> <it>n</> <it>t</> Aeth Arm Bo Syh = Tar{P} 
   Chr II 917
<gk>KAI\</>] > (>6 homoi.) 72 (>6)
<gk>DIAPESEI=N</>] > (>6 homoi.) 72 (>6)
 : <gk>DIAPESEI</> 458 346*
 : <gk>DIEKPESEIN</> 628
 : <gk>DIEMPESEIN</> 18
 : <gk>EPESEIN</> 126
 +< <gk>TON</> 29
 +< <gk>O</> 458
<gk>MHRO/N</>] > (>6 homoi.) 72 (>6)
 : <gk>MOIROS</> 458
<gk>SOU</> (sub % (# G) G Syh = MT Sam Tar{O})]
<gk>.</>
<gk>KAI\</>
<gk>E)REI=</>
<gk>H(</>] > 77
<gk>GUNH/</>] > 77
 + <gk>GENH</> 321
<gk>*GE/NOITO</>
<gk>,</>
<gk>GE/NOITO</>] > M' 618* Sa{4}
<gk>.</>
~x5y23
<gk>KAI\</>
<gk>GRA/YEI</>]
 : <gk>BAYEI</> 799
 : <gk>GRAFEI</> 75
 : <gk>GRAYH</> 616* 319
<gk>O(</>] > (~) 376' Syh = MT (~)
<gk>I(EREU\S</>] > (~) 376' Syh = MT (~)
<gk>TA\S</>] > 19 30 319
<gk>A)RA\S</>] > 19 30 319
<gk>TAU/TAS</>]
 : <gk>PANTAS</> 313-615*(vid)
 : <gk>PASAS</> 52-615{c}
 + <gk>O</> (~) 376' Syh = MT (~)
 + <gk>IEREUS</> (~) 376' Syh = MT (~)
<gk>EI)S</>]
 : <gk>EPI</> G
 + <gk>TO</> 381'
<gk>BIBLI/ON</>]
 : <gk>BIBLIOS</> 122
 : <gk>BIBLIOU</> G
 : <gk>BIBLON</> 552*
<gk>,</>] > Ra
<gk>KAI\</>
<gk>E)CALEI/YEI</>]
 : <gk>ECALEIYH</> 75 509
<gk>EI)S</>
<gk>TO\</>
<gk>U(/DWR</>
<gk>TOU=</>] > Arab
<gk>E)LEGMOU=</>] > Arab
<gk>TOU=</> (sub % G = MT)]
 : (% Syh) <gk>TO</> 246 458 Syh
<gk>E)PIKATARWME/NOU</> 458 (sub % G = MT)]
 : (% Syh) <gk>EPIKATARWMENON</> 246 Syh
 : <gk>EPIKATARAMENOU</> 44
 : <gk>KATARWMENOU</> 77* 76(|)
 + <gk>TOU</> 767
 + <gk>ELEGMOU</> 767
<gk>,</>] > Ra
~x5y24
5{{24}}—6{{6}} PA[SH] ] absc 624 (||)
<gk>KAI\</>] > (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 
   <it>d</> 767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
<gk>POTIEI=</>] > (>20) 53' (>20) (>10 homoi.) 963 
   52'-413-414-528 <it>d</> 767 370 126-669 Aeth: homoiot (>10) 
   (~) 458 (~)
 : <gk>POIEI</> 28
 + <gk>O</> 55 {Lat}cod 100
 + <gk>IEREUS</> 55 {Lat}cod 100
<gk>TH\N</>] > (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 
   <it>d</> 767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
<gk>GUNAI=KA</>] > (>20) 53' (>20) (>10 homoi.) 963 
   52'-413-414-528 <it>d</> 767 370 126-669 Aeth: homoiot (>10) 
   (~) 458 (~)
<gk>TO\</>] > (>6) 72 (>6) (>8) 314 (>8) (>20) 53' (>20) 
   (>10 homoi.) 963 52'-413-414-528 <it>d</> 767 370 126-669 
   Aeth: homoiot (>10) (~) 458 (~) (~) 319 (~)
<gk>U(/DWR</>] > (>6) 72 (>6) (>8) 314 (>8) (>20) 53' (>20) 
   (>10 homoi.) 963 52'-413-414-528 <it>d</> 767 370 126-669 
   Aeth: homoiot (>10) (~) 458 (~) (~) 319 (~)
 + <gk>TO</> 130*
 + <gk>UDWR</> 130*
<gk>TOU=</>] > (>4) 71 (>4) (>6) 72 (>6) (>8) 314 (>8) 
   (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 <it>d</> 
   767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
<gk>E)LEGMOU=</>] > (>4) 71 (>4) (>6) 72 (>6) (>8) 314 (>8) 
   (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 <it>d</> 
   767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
 + <gk>TO</> (~) 319 (~)
 + <gk>UDWR</> (~) 319 (~)
<gk>TOU=</>] > Arab (>4) 71 (>4) (>6) 72 (>6) (>8) 314 (>8) 
   (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 <it>d</> 
   767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
 : <gk>TO</> G* 246* 30 {Lat}cod 100 Syh
<gk>E)PIKATARWME/NOU</>] > Arab (>4) 71 (>4) (>6) 72 (>6) 
   (>8) 314 (>8) (>20) 53' (>20) (>10 homoi.) 963 52'-413-414-528 
   <it>d</> 767 370 126-669 Aeth: homoiot (>10) (~) 458 (~)
 : <gk>EPIKATARWMENON</> G* 246* {Lat}cod 100 Syh
 : <gk>KATARWMENOU</> 761*
 + <gk>KAI</> (+10 dittogr.) 376 (+10)
 + <gk>POTIEI</> (+10 dittogr.) 376 (+10)
 + <gk>THN</> (+10 dittogr.) 376 (+10)
 + <gk>GUNAIKA</> (+10 dittogr.) 376 (+10)
 + <gk>TO</> (+10 dittogr.) 376 (+10)
 + <gk>UDWR</> (+10 dittogr.) 376 (+10)
 + <gk>TOU</> (+10 dittogr.) 376 (+10)
 + <gk>ELEGMOU</> (+10 dittogr.) 376 (+10)
 + <gk>TOU</> (+10 dittogr.) 376 (+10)
 + <gk>EPIKATARWMENOU</> (+10 dittogr.) 376 (+10)
<gk>,</>
<gk>KAI\</>] > (>8) 314 (>8) (>20) 53' (>20)
<gk>EI)SELEU/SETAI</>] > (>8) 314 (>8) (>20) 53' (>20)
 sup ras 500
<gk>EI)S</>] > 68 (>20) 53' (>20) 
   (~) <it>b</> Aeth (sed hab Compl) (~)
 sup ras 500
 : <gk>EP'</> G
 : <gk>EN</> G*
<gk>AU)TH\N</>] > 68 (>20) 53' (>20) 
   (~) <it>b</> Aeth (sed hab Compl) (~)
 sup ras 500
 : <gk>AUTW</> 376
<gk>TO\</>] > (>20) 53' (>20)
<gk>U(/DWR</>] > (>20) 53' (>20)
 + <gk>KAI</> (~) 458 (~)
 + <gk>POTIEI</> (~) 458 (~)
 + <gk>THN</> (~) 458 (~)
 + <gk>GUNAIKA</> (~) 458 (~)
 + <gk>TO</> (~) 458 (~)
 + <gk>UDWR</> (~) 458 (~)
 + <gk>TOU</> (~) 458 (~)
 + <gk>ELEGMOU</> (~) 458 (~)
 + <gk>TOU</> (~) 458 (~)
 + <gk>EPIKATARWMENOU</> (~) 458 (~)
<gk>TO\</> K] > 72 <it>b</> 458 (>4) 381' (>4) (>20) 53' (>20) 
   (~) 56'-129 Aeth = Compl (~)
<gk>E)PIKATARW/MENON</> K] > 72 <it>b</> 458 (>4) 381' (>4) 
   (>20) 53' (>20) (~) 56'-129 Aeth = Compl (~)
<gk>TOU=</>] > (>4) 381' (>4) (>20) 53' (>20)
<gk>E)LEGMOU=</>] > (>4) 381' (>4) (>20) 53' (>20)
 + <gk>TOU</> (~) 56'-129 Aeth = Compl (~)
 + <gk>EPIKATARWMENOU</> (~) 56'-129 Aeth = Compl (~)
 + <gk>EIS</> (~) <it>b</> Aeth (sed hab Compl) (~)
 + <gk>AUTHN</> (~) <it>b</> Aeth (sed hab Compl) (~)
<gk>.</>
~x5y25
<gk>KAI\</>
<gk>LH/MYETAI</> A B* F V 963 G-82 509]
 : <gk>LHYETAI</> F{b} rell
<gk>O(</>
<gk>I(EREU\S</>
<gk>E)K</>] > Bo (~) 75 (~)
 +< <gk>THS</> 107'-125 130{mg} 319
<gk>XEIRO\S</>] > Bo (~) 75 (~)
<gk>TH=S</> K] > 73{txt} (~) 75 (~)
 : <gk>THN</> 29
<gk>GUNAIKO\S</>] > 73{txt} (~) 75 (~)
<gk>TH\N</>
<gk>QUSI/AN</>
<gk>TH=S</>]
 : <gk>THN</> 108
<gk>ZHLOTUPI/AS</>
 + <gk>EK</> (~) 75 (~)
 + <gk>XEIROS</> (~) 75 (~)
 + <gk>THS</> (~) 75 (~)
 + <gk>GUNAIKOS</> (~) 75 (~)
<gk>,</>] > Ra
<gk>KAI\</>
<gk>E)PIQH/SEI</>]
 : <gk>EPIQHSH</> 664
 : <gk>EPIQUSEI</> 376
 : <gk>POIHSEI</> 71
<gk>TH\N</>] > 75
<gk>QUSI/AN</>] > 75
 + <gk>THS</> F{b} (+6 dittogr.) F (+6)
 + <gk>ZHLOTUPIAS</> F{b} (+6 dittogr.) F (+6)
 + <gk>KAI</> (+6 dittogr.) F (+6)
 + <gk>EPIQHSEI</> (+6 dittogr.) F (+6)
 + <gk>THN</> (+6 dittogr.) F (+6)
 + <gk>QUSIAN</> (+6 dittogr.) F (+6)
<gk>E)/NANTI</>
<gk>KURI/OU</>
<gk>,</>] > Ra
<gk>KAI\</>
<gk>PROSOI/SEI</>]
 : <gk>PROSQHSEI</> 509
<gk>AU)TH\N</>] > Arm
<gk>PRO\S</> B V <it>b</> <it>d</> 54'-75 <it>t</> 71 319 Cyr I 909 {Lat}cod 100]
 : <gk>EIS</> 458
 : <gk>EPI</> 963(vid) rell = Compl Tar{P}
<gk>TO\</>
<gk>QUSIASTH/RION</>
<gk>,</>
~x5y26
<gk>KAI\</>] > (16 homoi.) 44 (>16)
<gk>DRA/CETAI</>] > (16 homoi.) 44 (>16)
 : <gk>DOCAZETAI</> 16-46
<gk>O(</>] > (16 homoi.) 44 (>16)
<gk>I(EREU\S</>] > (16 homoi.) 44 (>16)
<gk>A)PO\</>] > (16 homoi.) 44 (>16)
<gk>TH=S</>] > (16 homoi.) 44 (>16)
<gk>QUSI/AS</>] > (16 homoi.) 44 (>16)
 +< <gk>EPI</> 56*-129
<gk>TO\</> 963] > (16 homoi.) 44 (>16)
 : <gk>TOUTO</> 246
 : <gk>TOU</> V 739 319 {Lat}cod 100 Arm
<gk>MNHMO/SUNON</> 963] > (16 homoi.) 44 (>16)
 : <gk>MNHOSUNOU</> V 739 319 {Lat}cod 100 Arm
<gk>AU)TH=S</>] > V 319 {Lat}cod 100 (16 homoi.) 44 (>16)
<gk>,</>] > Ra
<gk>KAI\</>] > (16 homoi.) 44 (>16)
<gk>A)NOI/SEI</>] > (16 homoi.) 44 (>16)
 : <gk>ANOISETAI</> 619 68 Cyr I 909 = Ald Sixt
 : <gk>OISEI</> 53'
<gk>AU)TO\</> 963] > 458 68 {Lat}cod 100 = MT (16 homoi.) 44 (>16)
 : <gk>AUTHN</> 318
 + <gk>O</> 619 <it>z</> = Ald
 + <gk>IEREUS</> 619 <it>z</> = Ald
<gk>E)PI\</>] > (16 homoi.) 44 (>16)
<gk>TO\</>] > (16 homoi.) 44 (>16)
<gk>QUSIASTH/RION</>] > (16 homoi.) 44 (>16)
<gk>,</>] > Ra
<gk>KAI\</>
<gk>META\</>]
 : <gk>MET'</> 767
<gk>TAU=TA</>]
 : <gk>AUTA</> 767
 : <gk>TOUTO</> 58-376
<gk>POTIEI=</>] > (>7) 75 (>7)
 : <gk>POTISEI</> 376
<gk>TH\N</>] > (>7) 75 (>7)
<gk>GUNAI=KA</>] > (>7) 75 (>7)
<gk>TO\</>] > (>7) 75 (>7)
<gk>U(/DWR</>] > (>7) 75 (>7)
 + <lt>reprehensionis</> Arm
<gk>.</>
~x5y27
 +< (# G Syh) <gk>KAI</> <it>O</>{-58} Syh = MT
 +< (# G Syh) <gk>POTIEI</> <it>O</>{-58} Syh = MT
 +< (# G Syh) <gk>AUTHN</> <it>O</>{-58} Syh = MT
 +< (# G Syh) <gk>TO</> <it>O</>{-58} Syh = MT
 +< (# G Syh) <gk>UDWR</> <it>O</>{-58} Syh = MT
<gk>KAI\</>] > (>7) 75 (>7)
<gk>E)/STAI</>] > S(vid) Aeth (>7) 75 (>7)
<gk>E)A\N</> B S 963 <it>O</>{-58} 417{txt} <it>f</>{-246} 
   <it>x</>{-619} 319 Chr II 917 Cyr I 909 Sa Syh = Compl] > Bo
 : <gk>EI</> 72-707*
 : <gk>EN</> 707
 + <gk>MH</> 528
 + <gk>MEN</> 72-707* rell
<gk>H)=|</>] > Bo
 : <gk>HN</> 707*
 + <gk>T[. . . </> S
<gk>MEMIAMME/NH</>] > 59
 : <gk>MEMIASMENH</> 381' 422-528 53-664* <it>n</> 619 55{c} 
   Chr II 917 Cyr I 909 = edd
 + <lt>muIier</> Bo
<gk>KAI\</>
<gk>LH/QH|</> 963] > 509 59 {Lat}cod 100 Aeth
 : <gk>LHQHN</> 72
<gk>LA/QH|</>]
 : <gk>DIALAQH</> 59
 : <gk>LAQRA</> 799
<gk>TO\N</>
<gk>A)/NDRA</>
<gk>AU)TH=S</>] > Syh
<gk>,</>
<gk>KAI\</>] > 72 30' Aeth
<gk>EI)SELEU/SETAI</>
<gk>EI)S</>] > Chr II 917
<gk>AU)TH\N</>] > Chr II 917
<gk>TO\</>
<gk>U(/DWR</>
<gk>TOU=</>] > (>4) Arab (>4) (~) <it>O</>{-58} Syh = MT (~)
<gk>E)LEGMOU=</>] > (>4) Arab (>4) (~) 77 (~) 
   (~) <it>O</>{-58} Syh = MT (~)
<gk>TO\</>] > 77 72 Chr II 917 (>4) Arab (>4)
 : <gk>TOU</> <it>C</>'`{-77} 767 <it>s</>{-343}{344<sc>s}
<gk>E)PIKATARW/MENON</>] > 72 Chr II 917 (>4) Arab (>4)
 : <gk>EPIKATARWMENOU</> 77 <it>C</>'`{-77} 767 
   <it>s</>{-343}{344<sc>s}
 + <gk>TOU</> (~) <it>O</>{-58} Syh = MT (~)
 + <gk>ELEGMOU</> (~) <it>O</>{-58} Syh = MT (~) (~) 77 (~)
<gk>,</>
<gk>KAI\</>] > Arm
<gk>PRHSQH/SETAI</>]
 : <gk>PRHQHSETAI</> 963
 : <gk>PRISEI</> 72 Chr II 917
 : <gk>PRISQHSETAI</> 15-29-82-376' 46{c}-414-529{c}-616* 
   <it>b</> <it>d</> <it>f</> <it>n</>{-458} 30-343 <it>t</> 71 
   318 55 319 799
 : <gk>PROSQHSETAI</> 618 528 <it>x</>{-71} 68'-120 59*
<gk>TH\N</>]
 : <gk>TH</> 53'
<gk>KOILI/AN</>]
 : <gk>KOILIA</> 53'
 + (# G Syh) <gk>AUTHS</> <it>O</> 767 Chr II 917 {Lat}cod 100 
   Aug <lt>Loc in hept</> IV 12 Arm 
Co Syh = MT
<gk>,</>
<gk>KAI\</>] > Bo
<gk>DIAPESEI=TAI</>]
 : <gk>DIAPESEI</> 707
<gk>O(</>
<gk>MHRO\S</>]
 : <gk>MOIROS</> 458
<gk>AU)TH=S</>
 + <gk>WS</> (+13) 58 (+13)
 + <gk>YEUSAMENH</> (+13) 58 (+13)
 + <gk>TON</> (+13) 58 (+13)
 + <gk>ANDRA</> (+13) 58 (+13)
 + <gk>EPI</> (+13) 58 (+13)
 + <gk>TOIS</> (+13) 58 (+13)
 + <gk>GAMOIS</> (+13) 58 (+13)
 + <gk>KAI</> (+13) 58 (+13)
 + <gk>TON</> (+13) 58 (+13)
 + <gk><uQN>u</> (+13) 58 (+13)
 + <gk>EPI</> (+13) 58 (+13)
 + <gk>TOIS</> (+13) 58 (+13)
 + <gk>ORKOIS</> (+13) 58 (+13)
<gk>,</>
<gk>KAI\</>
<gk>E)/STAI</>]
 : <gk>[. . . . .]</> S
<gk>H(</>] > 414*(|)
 : <gk>[. . . . .]</> S
<gk>GUNH\</>] > 414*(|)
 : <gk>[. . . . .]</> S
<gk>EI)S</>
<gk>A)RA\N</>
<gk>E)N</> 963] > B S* 68' 799 Cyr I 909 Arm{ap} (sed hab Ald)
 : <lt>in</> Sa = MT
 + <lt>medio</> Sa = MT
<gk>TW=|</> 963] > Sa = MT
<gk>LAW=|</> 963]
 : <lt>populi</> Sa = MT
<gk>AU)TH=S</>
<gk>:</>
~x5y28
<gk>E)A\N</>
<gk>DE\</>]
 : <gk>DH</> 616
<gk>MH\</>] > 44 (~) Sa (~)
 +< <gk>H</> 68'-120' (sed hab Ald)
<gk>MIANQH=|</> 963] > (~) Sa (~)
 : <gk>EMIANQH</> 318
 : <gk>MEMIAMMENH</> 68'{-122}-120' (sed hab Ald)
 : <gk>MEMIAMENH</> 122
 : <gk>MEMIANTAI</> <it>d</> <it>n</>{-458} <it>t</>
 : <gk>MEMIANTE</> 458
 + <gk>KAQARA</> (~) Sa (~)
 + <gk>H</> (~) Sa (~)
<gk>H(</>] > 707* 68'-120' Phil I 146 Aeth Arab (sed hab Ald)
<gk>GUNH\</>] > 68'-120' Phil I 146 Aeth Arab (sed hab Ald)
 + <gk>AUTH</> 72
<gk>KAI\</>] > 125 (>3 homoi.) 126: homoiot (>3)
<gk>KAQARA\</>] > (>3 homoi.) 126: homoiot (>3) (~) Sa (~)
<gk>H)=|</>] > 376 68'-120' Phil I 146 (sed hab Ald) 
   (>3 homoi.) 126: homoiot (>3) (~) Sa (~)
 : <gk>ESTAI</> G
 + <gk>KAI</> (+3 dittogr.) S(vid) (+3)
 + <gk>KAQARA</> (+3 dittogr.) S(vid) (+3)
 + <gk>H</> (+3 dittogr.) S(vid) (+3)
 + <gk>MH</> (~) Sa (~)
 + <gk>MIANQH</> (~) Sa (~)
<gk>,</>
<gk>KAI\</>] > V <it>b</> <it>n</> 318 319 799 {Lat}cod 100 Aeth Arm
<gk>A)QW/|A</> 963]
 : <gk>AQWOS</> S* <it>n</>{-127<sc>s} Phil I 146
 : <gk>AQWA</> 126
 : <gk>AQWWQHSETAI</> 85{mg}-321'{mg}-344{mg}
 : <gk>AQOWQHSETAI</> V 319
<gk>E)/STAI</> 963] > 72 V 85{mg}-321'{mg}-344{mg} 319
 : <gk>ESQAI</> 54{c}
 : <gk>H</> 126
<gk>KAI\</>] > 72
 : <gk>EK</> Phil I 146
<gk>E)KSPERMATIEI=</>]
 : <gk>EKSPERMATIEIS</> G*-82 54 130*
 : <gk>EKPERMATIEIS</> G
 : <gk>EKSPERMATEUEI</> 319*
 : <gk>EKSPERMATISEI</> 68'-120' (sed hab Ald)
 : <gk>ENSPERMATIEI</> 53'
 : <gk>SPERMATIEI</> 30'-343' 71 126
 : <gk>SPERMATISEI</> 509
 : <gk>SPERMATWN</> Phil I 146
 +< <gk>EIS</> <it>x</>{-509}{619} Phil I 146
 +< <gk>EI</> 509
<gk>SPE/RMA</>
<gk>.</>
~x5y29
 +< <gk>KAI</> 134
<gk>OU(=TOS</>]
 : <gk>OUTWS</> 707 30 59*(vid)
<gk>O(</>
<gk>NO/MOS</>
<gk>TH=S</>] > 29 552
<gk>ZHLOTUPI/AS</>]
 : <gk>ZHLOTUPOUMENHS</> V 85{mg}-321'{mg}-344{mg}
 : <gk>ZHLWTUPOUMENHS</> 319
<gk>,</>
<gk>W(=|</>] > 319
 : <gk>O</> 963 707
 : <gk>ON</> 616{c}
 : <gk>OU</>