[From rrice Fri July 21 1995]
[some editing by R. Kraft in Pss 1-11 (6/22/95)] 
"cf." and "ex" (etc.) markers may need explicit Ps # where ambiguous
Latin witness not needed where def art is not affected 

----- 
~a"LXXVar"b"027"c"Ps"x"t" 
<gk>{1<Lt>0*Y*A*L*M*O*I</>0}1</>] 
 : <gk>YALTHRION</> A' Rs(graecis litteris) (psalmus LaR(s)) 
 + <gk>TW|</> Rs 
 + <gk>D(_)D</> Rs (dauid LaR(s)) 
 + <gk>A(_)B</> Rs 
 + <gk>A)LLHLOIA</> Rs 
~x1y1z1 
<gk>*MAKA/RIOS</> 
<gk>A)NH/R</> 
<gk>,</> 
<gk>O(\S</> 
<gk>OU)K</> 
<gk>E)POREU/QH</> 
<gk>E)N</> 
<gk>BOULH=|</> 
<gk>A)SEBW=N</> 
~z2 
<gk>KAI\</>] > LaG(>6) 
<gk>E)N</>] > LaG(>6) 
<gk>O(DW=|</>] > LaG(>6) 
<gk>A(MARTWLW=N</>] > LaG(>6) 
<gk>OU)K</>] > LaG(>6) 
<gk>E)/STH</>] > LaG(>6) 
~z3 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>KAQE/DRAN</> (B' LdHe(vid)] 
 : <gk>KAQEDRA</> Rs Ld(sil)' A': cf 2.12 5.12 7.9 9.11.15 etc. et 
     Johannessohn Pra"p. p. 323  
<gk>LOIMW=N</> (<Lt>pestium</> Tert.p (cf. Lag. Probe) or <Lt>pestilentium</> 
     Tert.p (cf.  Lag. Probe) or <Lt>pestilentiarum</> Tert.p (cf. Lag. 
     Probe) 
     Aug. IV 336A. 1695 C)] 
 : <Lt>pestilentiae</> La(etiam Aug et Tert.p) Ga  
<gk>OU)K</> 
<gk>E)KA/QISEN</> 
<gk>,</> 
~x1y2z1 
<gk>A)LL'</> 
<gk>H)\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>NO/MW|</> 
<gk>KU/RI/OU</> 
<gk>TO\</> 
<gk>QE/LHMA</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>NO/MW|</> 
<gk>AU)TOU=</> 
<gk>MELETH/SEI</> 
<gk>H(ME/RAS</> 
<gk>KAI\</> 
<gk>NUKTO/S</> 
<gk>.</> 
~x1y3z1 
<gk>KAI\</> 
<gk>E)/STAI</> 
<gk>W(S</> 
<gk>TO\</> 
<gk>CU/LON</> 
<gk>TO\</> 
<gk>PEFUTEUME/NON</> 
<gk>PARA\</> 
<gk>TA\S</> 
<gk>DIECO/DOUS</> 
<gk>TW=N</> 
<gk>U(DA/TWN</> 
<gk>,</> 
~z2 
<gk>O(\</> 
<gk>TO\N</> 
<gk>KARPO\N</> 
<gk>AU)TOU=</> 
<gk>DW/SEI</> 
<gk>E)N</> 
<gk>KAIRW=|</> 
<gk>AU)TOU=</> 
~z3 
<gk>KAI\</> 
<gk>TO\</> 
<gk>FU/LLON</> 
<gk>AU)TOU=</> 
<gk>OU)K</> 
<gk>A)PORRUH/SETAI</> 
<gk>:</> 
~z4 
<gk>KAI\</> 
<gk>PA/NTA</> 
<gk>,</> 
<gk>O(/SA</> 
<gk>A)\N</> 
<gk>POIH=|</>] 
 : <gk>POIHSH</> A 
<gk>,</> 
<gk>KATEUODWQH/SETAI</> 
<gk>.</> 
~x1y4z1 
<gk>OU)X</> 
<gk>OU(/TWS</> 
<gk>OI(</> 
<gk>A)SEBEI=S</> 
<gk>,</> 
<gk>OU)X</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p. 120) 
<gk>OU(/TWS</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p.  120)
     
<gk>,</>] > O teste Hi ed. Morin (S.-St. 2, p. 120) 
~z2 
<gk>A)LL'</> 
<gk>H)\</> 
<gk>W(S</> (B' Rs A.2 == MT)] 
 : <gk>W(SEI</> L' 
<gk>O(</> (B' Rs A.2 == MT)] > L'(WSEI) 
<gk>XNOU=S</> 
<gk>,</> 
<gk>O(\N</> 
<gk>E)KRIPTEI=</> ( sic (cf. 8311 <gk>PARARRIPTEI=SQAI)</> uel <gk>)EKRI/PTEI</>,
     cf. Thack. p. 244) 
<gk>O(</> 
<gk>A)/NEMOS</> 
<gk>A)PO\</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p.  120) 
<gk>PROSW/POU</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p. 
     120) 
<gk>TH=S</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p. 120) 
<gk>GH=S</> (#8 Ga (cf. Field))] > O teste Hi ed. Morin (S.-St. 2, p. 120) 
<gk>.</> 
~x1y5z1 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>OU)K</> 
<gk>A)NASTH/SONTAI</> 
 +< <gk>OI(</> B' : ex 4 
<gk>A)SEBEI=S</> (Rs La' A.2 == MT) 
<gk>E)N</> 
<gk>KRI/SEI</> 
~z2 
<gk>OU)DE\</> 
 +< <gk>OI</> A 
<gk>A(MARTWLOI\</> 
<gk>E)N</> 
<gk>BOULH=|</> 
<gk>DIKAI/WN</> 
<gk>:</> 
~x1y6z1 
<gk>O(/TI</> 
<gk>GINW/SKEI</> 
<gk>KU/RIOS</> 
<gk>O(DO\N</> 
<gk>DIKAI/WN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(DO\S</> 
<gk>A)SEBW=N</> 
<gk>A)POLEI=TAI</> 
<gk>.</> 
~x2y"t" 
 +:< <gk>WDH</> Sa 
 ::+< <gk>YALMOS</> Rs LaR Ga (<Lt>psalmus</>) LaG (<Lt>[in finem psa]lmus) 
 :+< <gk>A)NEPIGRAFOS</> He 
 :+< <gk>PROFHTEIA</> uel sim. Bop 
 +< <gk>PERI</> uel sim. Bop 
 +< <gk>XRISTOU</> uel sim. Bop 
 +< <gk>TW</> Sa Rs  
 +:< <gk>DAUEID</> Sa  
 :+< <gk>DAUID</> Rs LaR Ga (<Lt>dauid</> ) LaG (<Lt>[ipsi dauid]</>) 
 ~x2y1z1 
<gk>*(/INA</> (B'Bop UulgAug L" A' = MT)] 
<gk>TI/</> 
<gk>E)FRU/ACAN</> (<Lt>fremuerunt</> La Ga)] 
 : <Lt>tumultuatae</> (<Lt>sunt</>) Tert (quinquies) et Cyp(bis): cf. proleg. 
     5.11 
 + (<Lt>tumultuatae</>) <Lt>sunt</> Tert (quinquies) et Cyp(bis): cf. proleg. 
     5.11 
<gk>E)/QNH</> 
~z2] 2.1.1-2.1.2 duo stichi Sa LaG(uid.) Ga, unus relinqui 
<gk>KAI\</> 
<gk>LAOI\</> 
<gk>E)MELE/THSAN</> 
<gk>KENA/</> 
<gk>;</> 
~x2y2z1 
<gk>PARE/STHSAN</> 
<gk>OI(</> 
<gk>BASILEI=S</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OI(</> 
<gk>A)/RXONTES</> 
<gk>SUNH/XQHSAN</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO\</> 
 +< @@@@@<gk>{1DIA/YALMA}1</>LaR(~) 
~z3 
<gk>KATA\</> 
<gk>TOU=</> 
<gk>KU/RI/OU</> 
<gk>KAI\</> 
<gk>KATA\</> 
<gk>TOU=</> 
<gk>XRISTOU=</> 
<gk>AU)TOU=</> 
~z4 @@@@@<gk>{1DIA/YALMA}1</> B' Sa <Lt>O</>(teste Euseb., cf. Field)-Ga] > Rs'
     Sy  
     LaR(~) == MT, in libris Hebraeorum non continebatur teste Hilar.  (cf.
      
     Sabatier)
~x2y3z1 
<gk>*DIARRH/CWMEN</> 
<gk>TOU\S</> 
<gk>DESMOU\S</> 
<gk>AU)TW=N</> 
~z2 
<gk>KAI\</> 
<gk>A)PORRI/YWMEN</> 
<gk>A)F'</> 
<gk>H(MW=N</> 
<gk>TO\N</> 
<gk>ZUGO\N</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x2y4z1 
<gk>O(</> 
<gk>KATOIKW=N</> 
<gk>E)N</> 
<gk>OU)RANOI=S</> 
<gk>E)KGELA/SETAI</>] 
 : <gk>E)GGELASETAI</> He, <Lt>eggel.</> Rs (ex corr.?)  
 : <gk>E)NGELASETAI</> A: cf. 36.13 58.9 
<gk>AU)TOU/S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>E)KMUKTHRIEI=</> 
<gk>AU)TOU/S</> 
<gk>.</> 
~x2y5z1 
<gk>TO/TE</> 
<gk>LALH/SEI</> 
<gk>PRO\S</> 
<gk>AU)TOU\S</> 
<gk>E)N</> 
<gk>O)RGH=|</> 
<gk>AU)TOU=</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QUMW=|</> 
<gk>AU)TOU=</> 
<gk>TARA/CEI</> 
<gk>AU)TOU/S</> 
~x2y6z1 
<gk>*)EGW\</> 
<gk>DE\</> 
<gk>KATESTA/QHN</> 
<gk>BASILEU\S</>] > B 
<gk>U(P'</> 
<gk>AU)TOU=</> 
~z2 
<gk>E)PI\</> 
<gk>*SIWN</> 
<gk>O)/ROS</> 
<gk>TO\</> 
<gk>A(/GION</> 
<gk>AU)TOU=</> 
~x2y7z1 
<gk>DIAGGE/LLWN</> 
<gk>TO\</> 
<gk>PRO/STAGMA</> 
<gk>KU/RI/OU</> (<Lt>domini</> LaR)] > LaG == MT
 : <Lt>eius</> Ga 
 : <Lt>ipsius</> Aug et Cyp.(teste cod. L) 
 + @@@@@ <Lt>diapsalma</> LaG 
~z2 
<gk>*KU/RIOS</> 
<gk>EI)=PEN</> 
<gk>PRO/S</> 
<gk>ME</> 
<gk>*UI(O/S</> 
<gk>MOU</> 
<gk>EI)=</> 
<gk>SU/</> 
<gk>,</> 
~z3 
<gk>E)GW\</> 
<gk>SH/MERON</> 
<gk>GEGE/NNHKA/</> 
<gk>SE</> 
<gk>:</> 
~x2y8z1 
<gk>AI)/THSAI</> 
<gk>PAR'</> 
<gk>E)MOU=</> 
<gk>,</> 
<gk>KAI\</> 
<gk>DW/SW</> 
<gk>SOI</> 
<gk>E)/QNH</> 
<gk>TH\N</> 
<gk>KLHRONOMI/AN</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>KATA/SXESI/N</> 
<gk>SOU</> 
<gk>TA\</> 
<gk>PE/RATA</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>:</> 
~x2y9z1 
<gk>POIMANEI=S</> 
<gk>AU)TOU\S</> 
<gk>E)N</> 
<gk>R(A/BDW|</> 
<gk>SIDHRA=|</> 
<gk>,</> 
 +< <gk>KAI\</> LaR Aug Uulg A 
<gk>W(S</> (== MT)] 
<gk>SKEU=OS</> (B" 2051 R 55 (<Lt>uas</> La Ga))] 
 : <gk>SKEUH</> Sa L" A: cf. 70.22 
<gk>KERAME/WS</> 
<gk>SUNTRI/YEIS</> 
<gk>AU)TOU/S</> 
<gk>.</> 
~x2 y10z1 
<gk>KAI\</> 
<gk>NU=N</> 
<gk>,</> 
<gk>BASILEI=S</> 
<gk>,</> 
<gk>SU/NETE</> 
<gk>:</> 
~z2 
<gk>PAIDEU/QHTE</> 
<gk>,</> 
<gk>PA/NTES</>] > LaG Ga Cyp == MT 
<gk>OI(</> 
<gk>KRI/NONTES</> 
<gk>TH\N</> 
<gk>GH=N</> 
<gk>.</> 
~x2y11z1 
<gk>DOULEU/SATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>E)N</> 
<gk>FO/BW|</> 
~z2 
<gk>KAI\</> 
<gk>A)GALLIA=SQE</> 
<gk>AU)TW=|</> (#8 Ga)] > Cyp. == MT 
<gk>E)N</> 
<gk>TRO/MW|</> 
<gk>.</> 
~x2y12z1 
<gk>DRA/CASQE</> 
<gk>PAIDEI/AS</>] 
 : <gk>PAIDEIAN</> R La Ga (<Lt>disciplinam</>), cf. Helbing Kas. p. 128 
<gk>,</> 
<gk>MH/POTE</> 
<gk>O)RGISQH=|</> 
 +< <gk>O</> R: cf. 7.18 10.7 13.2 14.4 etc. et Debrunner, Der Gebrauch des 
     Artikels bei <gk>KU/RIOS</> (Beihefte zur Ztschr. f. d. alttest. Wiss. 
     41.  
     p. 69-78) 
<gk>KU/RIOS</>] > LaG = MT #8 Ga 
~z2 
<gk>KAI\</> 
<gk>A)POLEI=SQE</> 
<gk>E)C</> 
<gk>O(DOU=</> 
<gk>DIKAI/AS</>#8Ga)] 
 : <Lt>iustitiae (eius)</> Sa 
 + <Lt>(iustitiae) eius</> Sa 
<gk>.</> (punctum posui == Aug ThtHe)] 
~z3 
<gk>O(/TAN</> 
<gk>E)KKAUQH=|</>] 
 : <gk>E)NKAUQH</> He 
<gk>E)N</> 
<gk>TA/XEI</> 
<gk>O(</> 
<gk>QUMO\S</> 
<gk>AU)TOU=</> 
 + <Lt>super (uos)</> Cyp 
 + <Lt>(super) uos</> Cyp 
<gk>,</>] 
 : <gk>.</> Swete 
~z4 
<gk>MAKA/RIOI</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>PEPOIQO/TES</> 
<gk>E)P'</> 
<gk>AU)TW=|</> B' Ld(sil)'He A' (<Lt>in eo</> Ga Aug)] 
 : <gk>AU)TON</> R Ld La Cyp (<Lt>in eum</>) : cf. 9.11 et Helbing Kas. p.  197/8
     
<gk>.</> 
~x3y1z1 @@<gk>{1*YALMO\S</>] > A 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>,</> 
<gk>O(PO/TE</>] 
 : <gk>OTE</> Lpau- Thtp 55: cf. 33.1 55.1 58.1 59.2 95.1 96.1 142.1 
<gk>A)PEDI/DRASKEN</> 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>*ABESSALWM</> 
<gk>TOU=</> 
<gk>UI(OU=</> 
<gk>AU)TOU=.}1</> 
 + <gk>E)N</> Lpau: cf. 141.1 
 + <gk>TH</> Lpau: cf. 141.1 
 + <gk>ERHMW</> Lpau: cf. 141.1 
~x3y2z1 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>TI/</> 
<gk>E)PLHQU/NQHSAN</> 
<gk>OI(</> 
<gk>QLI/BONTE/S</> 
<gk>ME</> 
<gk>;</> 
~z2 
<gk>POLLOI\</> 
<gk>E)PANI/STANTAI</> (B' R" Ga La")] 
 : <gk>E)PANISTANTO</> Lpau He* Sc Rc 55 
 : <gk>E)PANESTHSAN</> A (Bo Sa?) 
<gk>E)P'</> 
<gk>E)ME/</> 
<gk>:</> 
~x3y3z1 
<gk>POLLOI\</> 
<gk>LE/GOUSIN</> 
<gk>TH=|</> 
<gk>YUXH=|</> 
<gk>MOU</> 
~z2 
<gk>*OU)K</> 
<gk>E)/STIN</> 
<gk>SWTHRI/A</> 
<gk>AU)TW=|</> (S' Sa La Ga L' A' == MT)] > B 
 : <gk>AU)TOU</> R SyHe* 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>AU)TOU=</> (#8 Ga)] 
<gk>.</> 
~z3 @@@@@<gk>{1DIA/YALMA.}1</>] > Sy 
~x3y4z1 
<gk>SU\</> 
<gk>DE/</> 
<gk>,</> 
<gk>KU/RIE</>] > A 
<gk>,</>] > A 
<gk>A)NTILH/MPTWR</>] 
 : <gk>A)NTILHPTWR</> L' (etiam He, non ZT): item ubique, cf. proleg. $$  7.11
     
<gk>MOU</> 
<gk>EI)=</> (#8 Ga)] 
<gk>,</> 
~z2 
<gk>DO/CA</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>U(YW=N</> 
<gk>TH\N</> 
<gk>KEFALH/N</> 
<gk>MOU</> 
<gk>.</> 
~x3y5z1 
<gk>FWNH=|</> 
<gk>MOU</> 
<gk>PRO\S</> 
<gk>KU/RION</> 
<gk>E)KE/KRACA</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PH/KOUSE/N</> (B' L 55)] 
 : <gk>E)ISHKOUSEN</> R Tht A: cf. 6.9 16.6 21.25 85.1,7 90.15 etc. et 
     Helbing Kas. p. 154 
<gk>MOU</> 
<gk>E)C</> 
<gk>O)/ROUS</> 
<gk>A(GI/OU</> 
<gk>AU)TOU=</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x3y6z1 
<gk>E)GW\</> 
 + <gk>DE</> Bo Sa A 
<gk>E)KOIMH/QHN</> 
<gk>KAI\</> 
<gk>U(/PNWSA</> 
<gk>:</>  
~z2 
 +< <Lt>et</> LaG Aug Uulg et Cyp. 
<gk>E)CHGE/RQHN</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>KU/RIOS</> 
<gk>A)NTILH/MYETAI/</> (cf. proleg. $$ 7.11; La <Lt>suscipiet</> )] 
 : <gk>A)NTELABETO</> S Ga (<Lt>suscepit</>): ex 117.13 
<gk>MOU</> 
<gk>.</> 
~x3y7z1 
<gk>OU)</> 
<gk>FOBHQH/SOMAI</> 
<gk>A)PO\</> 
<gk>MURIA/DWN</> 
<gk>LAOU=</> 
~z2(7.1 + 7.2 unus stichus Sa R" Ga) 
<gk>TW=N</> 
<gk>KU/KLW|</> 
<gk>SUNEPITIQEME/NWN</>] 
 : <gk>E)PITIQEME/NWN</> > B 
<gk>MOI</> 
<gk>.</> 
~x3y8z1 
<gk>A)NA/STA</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>SW=SO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>SU\</> (#8 Ga)] 
<gk>E)PA/TACAS</> 
<gk>PA/NTAS</> 
<gk>TOU\S</> 
<gk>E)XQRAI/NONTA/S</> 
<gk>MOI</> 
<gk>MATAI/WS</> 
<gk>,</> 
~z3 
<gk>O)DO/NTAS</> 
<gk>A(MARTWLW=N</> 
<gk>SUNE/TRIYAS</> 
<gk>.</> 
~x3y9z1 (3.9.1 3.9.2 duo stichi Sy, unus relinqui) 
<gk>TOU=</> 
<gk>KU/RI/OU</> 
<gk>H(</> 
<gk>SWTHRI/A</> 
<gk>,</> 
~z2 (duo stichi Sy, unus relinqui) 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>TO\N</> 
<gk>LAO/N</> 
<gk>SOU</> 
<gk>H(</> 
<gk>EU)LOGI/A</> (== MT)] 
 : <gk>EU)DOKIA</> Sa: cf. 18.15 48.14 84.2 118.108 et Helbing Kas. p. 19  n. 
<gk>SOU</> 
 + @@@@@<gk>DIAYALMA</> Ga == MT 
<gk>.</> 
~x4y1z1 @@<gk>{*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>E)N</> ] > R' Lpau LaR Aug Sa Lpau' A 
<gk>YALMOI=S</> B'(Bo?) 1220] > R' Lpau LaR Aug Sa Lpau' A (see below!) 
 : <gk>UMNOIS</> Ld' He 55 Ga <Lt>(in) hymnis (canticum)</> Ga <Lt>(in) carminibus
     (psalmus)</> Vulg.
<gk>:</> 
<gk>W)|DH\</> B'(Bo?) 1220 Ga] 
 ::> (~)LaR Aug(~) <Lt>(canticum)</>  
 : <gk>YALMOS</> Sa Lpau' A R' Lpau Ld' (see He(~)) 55 LaR Aug <Lt>(in 
     carminibus) psalmus (canticum)</> Vulg 
 +: <gk>WDHS</> R' Lpau  
 :+ <Lt>canticum</> (~)LaR Aug (~) 
 + <gk>TW</> Lpau 
 + <gk>DOULW</> Lpau 
 + <gk>KU/RIOU</> Lpau 
<gk>TW=|</>] 
 : <gk>TOU)</> R 
<gk>*DAUID}1</> 
 + <gk>YALMOS</> He(~) 
<gk>.</> 
~x4y2z1 
<gk>*)EN</>] 
 : <Lt>cum (inuocarem)</> Sa La (non Aug) Sy 
<gk>TW=|</>] 
 : <Lt>(cum inuocarem)</> Sa La (non Aug) Sy 
<gk>E)PIKALEI=SQAI/</>] 
 : <Lt>(cum) inuocarem</> 
 + <Lt>te</> Sa La 
<gk>ME</>] > (~)Sa La(non Aug) Sy(~) 
<gk>EI)SH/KOUSE/N</>] 
 : <Lt>exaudisti</> Sa La (non Aug) Sy 
<gk>MOU</>] 
 : <Lt>me</> <Lt>(cum inuocarem exaudisti) me</> Sa La(non Aug) Sy
<gk>O(</> 
<gk>QEO\S</> 
<gk>TH=S</> 
<gk>DIKAIOSU/NHS</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>QLI/YEI</> 
<gk>E)PLA/TUNA/S</> 
<gk>MOI</>] 
 : <gk>ME</> LaG Ld 
<gk>:</> 
~z3 
<gk>OI)KTI/RHSO/N</> 
<gk>ME</> 
 + <Lt>domine</> Bo LaR 
 + <Lt>deus</> LaG 
<gk>KAI\</> 
<gk>EI)SA/KOUSON</> 
 + <Lt>deus</> Sa 
<gk>TH=S</> 
<gk>PROSEUXH=S</> 
<gk>MOU</> 
<gk>.</> 
 + <gk>@@@@@{1DIA/YALMA.}1</> Sy~
~x4y3z1 
<gk>UI(OI\</> 
<gk>A)NQRW/PWN</> 
<gk>,</> 
<gk>E(/WS</> 
<gk>PO/TE</> 
<gk>BARUKA/RDIOI</> 
<gk>;</> 
~z2 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>A)GAPA=TE</> 
<gk>MATAIO/THTA</>] 
 : <gk>MATAIOTHTAS</> A 
<gk>KAI\</> 
<gk>ZHTEI=TE</> 
<gk>YEU=DOS</> 
<gk>;</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > SaL, Sy~
~x4y4z1 
<gk>KAI\</>] > LaR 
<gk>GNW=TE</> 
<gk>O(/TI</> 
<gk>E)QAUMA/STWSEN</> 
<gk>KU/RIOS</> 
<gk>TO\N</> 
<gk>O(/SION</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z2 
<gk>KU/RIOS</> 
<gk>EI)SAKOU/SETAI/</> 
<gk>MOU</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KEKRAGE/NAI</> 
<gk>ME</> 
<gk>PRO\S</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x4y5z1 
<gk>O)RGI/ZESQE</> 
<gk>KAI\</> 
<gk>MH\</> 
<gk>A(MARTA/NETE</> 
<gk>:</> 
 +< <gk>A</> relinqui: cf. proleg. $$ 518 
~z2] 5.2 5.3 duo stichi R" Ga SyHe 1219, unus B' Sa A' 
<gk>LE/GETE</> <Lt>dicite</> LaG et Cyp. == MT] 
 : <gk>LEGETE</> (<gk>LEG.</> est modus indicatiuus) relinqui: cf. proleg. $$ 
     518 
<gk>E)N</> 
<gk>TAI=S</>] > B 
<gk>KARDI/AIS</>] 
 : <gk>KARDIA</> B 
<gk>U(MW=N</>] > B 
~z3] 5.2 5.3 duo stichi R" Ga SyHe 1219, unus B' Sa A' 
<gk>KAI\</> R" Sy et Cyp. > B" Sa GaAug  A': == MT, sed MT hab. <3W>3 in 
     seq.] 
<gk>E)PI\</> 
<gk>TAI=S</> 
<gk>KOI/TAIS</> 
<gk>U(MW=N</> 
<gk>KATANU/GHTE</>] 
 : <gk>KATANOIGHTE</> A' 
 : <Lt>aperimini</> Auguar 
<gk>.</> 
~z4 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sa~ 
~x4y6z1 
<gk>QU/SATE</> 
<gk>QUSI/AN</> 
<gk>DIKAIOSU/NHS</> 
<gk>KAI\</> 
<gk>E)LPI/SATE</> 
<gk>E)PI\</> 
<gk>KU/RION</> 
<gk>.</> 
 + <gk>@@@@@{1DIA/YALMA.}1</>] Sa~ 
~x4y7z1 
<gk>POLLOI\</> 
<gk>LE/GOUSIN</> 
<gk>*TI/S</> 
<gk>DEI/CEI</> 
<gk>H(MI=N</> 
<gk>TA\</> 
<gk>A)GAQA/</> 
<gk>;</> 
~z2 
<gk>E)SHMEIW/QH</> 
<gk>E)F'</> 
<gk>H(MA=S</> 
<gk>TO\</> 
<gk>FW=S</> 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>.</> 
~x4y8z1 
<gk>E)/DWKAS</> 
<gk>EU)FROSU/NHN</> 
<gk>EI)S</> 
<gk>TH\N</> 
<gk>KARDI/AN</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>A)PO\</> 
<gk>KAIROU=</> La == MT] 
 : <gk>KARPOU</> relinqui: cf. 30.16 et proleg. $$ 5.18 
<gk>SI/TOU</> 
<gk>KAI\</> == MT] > La Uulg Ld 
<gk>OI)/NOU</> 
<gk>KAI\</>] > O teste Hi ed. Morin (S.-St. 2, p. 120) == MT 
<gk>E)LAI/OU</>] > O teste Hi ed. Morin (S.-St. 2, p. 120) == MT 
<gk>AU)TW=N</>] > LaR 
 : <gk>AU)TOU</> Lpau 
<gk>E)PLHQU/NQHSAN</> 
<gk>.</> 
~x4y9z1 
 +< <gk>EGW</> Sa: ex 36 
 +< <gk>DE</> Sa: ex 36 
<gk>E)N</> 
<gk>EI)RH/NH|</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO\</> 
<gk>KOIMHQH/SOMAI</> 
<gk>KAI\</> 
<gk>U(PNW/SW</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>SU/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>KATA\</> 
<gk>MO/NAS</> 
<gk>E)P'</>] 
 : <gk>E)PI</> B 1220 
<gk>E)LPI/DI</> 
<gk>KATW/|KISA/S</> 
<gk>ME</> 
<gk>.</> 
~x5y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>U(PE\R</> 
<gk>TH=S</> 
<gk>KLHRONOMOU/SHS</> 
<gk>:</> 
~z2 
<gk>@@YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x5y2z1 
<gk>*TA\</> 
<gk>R(H/MATA/</> 
<gk>MOU</> 
<gk>E)NW/TISAI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
~z2 
<gk>SU/NES</> 
<gk>TH=S</>] 
 : <gk>TH</> Lb'HeRc A': cf. Helbing Kas. p. 158 
<gk>KRAUGH=S</>] 
 : <gk>KRAUGH</> Lb'HeRc A': cf. Helbing Kas. p. 158 
<gk>MOU</> 
<gk>:</> 
~x5y3z1 
<gk>PRO/SXES</> 
<gk>TH=|</>] 
 : <gk>TH=S</> B': ad 22 adapt.? cf. 60.2 140.1 et Helbing Kas. p. 293 
<gk>FWNH=|</>] 
 : <gk>FWNHS</> B': ad 22 adapt.? cf. 60.2 140.1 et Helbing Kas. p. 293 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>BASILEU/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>.</> 
~z3 
<gk>O(/TI</> 
<gk>PRO\S</> 
<gk>SE\</> 
 + <gk>KU/RIE</> LaR~ 
<gk>PROSEU/COMAI</>  
<gk>,</> 
<gk>KU/RIE</> > LaR~ 
<gk>:</> 
~x5y4z1 
 +< <Lt>et</> LaG et Cyp. 
 +<gk>KU/RIE</>] MT~ 
<gk>TO\</> 
<gk>PRWI\</> 
<gk>EI)SAKOU/SH|</> 
<gk>TH=S</> 
<gk>FWNH=S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>TO\</> 
<gk>PRWI\</> 
<gk>PARASTH/SOMAI/</> 
<gk>SOI</> 
<gk>KAI\</> 
<gk>E)PO/YOMAI</> B' Sa R" Ga et Cyp.  
 + <Lt>te</> LaR et Cyp. == MT] 
 : <gk>E)POYH</> Bo L" A' 
 ::<gk>EPOYEI</> Bo L" A' 
 : <gk>EPOYH</> 55 cf. Thack. p. 125 
 + <gk>ME</> Bo L" A' 
<gk>.</> 
~x5y5z1 
<gk>O(/TI</> 
<gk>OU)XI\</> 
<gk>QEO\S</> 
<gk>QE/LWN</> 
<gk>A)NOMI/AN</> 
<gk>SU\</> 
<gk>EI)=</> 
<gk>,</> 
~z2 
<gk>OU)DE\</> B" Ga A'] 
 : <gk>OU</> R" L" == MT 
<gk>PAROIKH/SEI</> 
<gk>SOI</>] > Ld: post <gk>-SEI</> 
<gk>PONHREUO/MENOS</> 
<gk>:</> 
~x5y6z1 
<gk>OU)</> B' == MT] 
 : <gk>OUDE</> Bo Sa R" Ga L" A' 
<gk>DIAMENOU=SIN</> 
<gk>PARA/NOMOI</> 
<gk>KATE/NANTI</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>E)MI/SHSAS</> S Sa LaGAug Ga LThtp 55 == MT] 
 + <gk>KU/RIE</> B'-2008 R' Thtp'- He*(uid.) A 
<gk>PA/NTAS</> #8 Ga 
<gk>TOU\S</> 
<gk>E)RGAZOME/NOUS</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>.</> 
~x5y7z1 
<gk>A)POLEI=S</> 
<gk>PA/NTAS</>] > La(non Aug) == MT 
<gk>TOU\S</> 
<gk>LALOU=NTAS</> 
<gk>TO\</> 
<gk>YEU=DOS</> 
<gk>:</> 
~z2 
<gk>A)/NDRA</> 
<gk>AI(MA/TWN</> 
<gk>KAI\</> 
<gk>DO/LION</> 
<gk>BDELU/SSETAI</> 
<gk>KU/RIOS</> 
<gk>.</> 
~x5y8z1 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>PLH/QEI</> 
<gk>TOU=</> 
<gk>E)LE/OUS</> S R L' 55] 
 : <gk>E)LEOU</> B He* A: sequitur <gk>S</>; cf. 68.14 83.12 89.14 100.1 etc.  et
     6.5 et Thack. p.  158 
<gk>SOU</> 
<gk>EI)SELEU/SOMAI</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>OI)=KO/N</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>PROSKUNH/SW</> 
<gk>PRO\S</> 
<gk>NAO\N</> 
<gk>A(/GIO/N</> 
<gk>SOU</> 
<gk>E)N</> 
<gk>FO/BW|</> 
<gk>SOU</> 
<gk>.</> 
~x5y9z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(DH/GHSO/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>DIKAIOSU/NH|</> 
<gk>SOU</> 
<gk>E(/NEKA</>] ad 9.1 trahunt B' Sa R" Ga stichus singularis est in A SyHe 55
     begin 9.2 here
<gk>TW=N</>] ad 9.1 trahunt B' Sa R" Ga, stichus singularis 
     est in A 
<gk>E)XQRW=N</>] ad 9.1 trahunt B' Sa R" Ga, stichus singularis est in A 
<gk>MOU</>] ad 9.1 trahunt B' Sa R" Ga stichus singularis est in A <gk>,</> 
~z2 
<gk>KATEU/QUNON</> 
<gk>E)NW/PIO/N</> 
<gk>MOU</> S-2008 (uid.) Sa GaHi Lpau (item <gk>ENIA TWN ANTIGRAFWN</>  teste
     Tht, cf. proleg. $$ 75 n.) == MT] >B' R'' Uulg L"Su A' 
<gk>TH\N</> S-2008 (uid.) Sa GaHi Lpau (item <gk>ENIA TWN ANTIGRAFWN</>  teste
     Tht, cf. proleg. $$ 75 n.) == MT] > B' R'' Uulg L"Su A' 
<gk>O(DO/N</> S-2008 (uid.) Sa GaHi Lpau (item <gk>ENIA TWN ANTIGRAFWN</> teste
     Tht, cf. proleg. $$ 75 n.) == MT] > B' R'' Uulg L"Su A' 
<gk>SOU</> 
 + <gk>TH/N</> B' R'' Uulg L"Su A' (+3) 
 + <gk>ODON</> B' R'' Uulg L"Su A' (+3) 
 + <gk>MOU</>B' R'' Uulg L"Su A' (+3) 
<gk>.</> 
~x5y10z1 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>E)N</> 
<gk>TW=|</>] > S 
<gk>STO/MATI</> 
<gk>AU)TW=N</> 
<gk>A)LH/QEIA</> 
<gk>,</> 
 +< <Lt>lingua </> Sa: cf. 10.4 (+3) 
 +< <Lt>eorum</> Sa: cf. 10.4 (+3) 
 +< <Lt>et</> Sa: cf. 10.4 (+3) 
~z2 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>AU)TW=N</> 
<gk>MATAI/A</> 
<gk>:</> 
~z3 
<gk>TA/FOS</> 
<gk>A)NEW|GME/NOS</> 
<gk>O(</> 
<gk>LA/RUGC</> 
<gk>AU)TW=N</> 
 + <gk>IOS</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221 infra(+6) 
 + <gk>ASPIDWN</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221
     infra(+6) 
 + <gk>UPO</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221 infra(+6) 
 + <gk>TA</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221 infra(+6) 
 + <gk>XEILH</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221 infra(+6) 
 + <gk>AU)TWN</> (+6)Sa: ex Rom. 3.13 Ps. 13.3, cf. S.-St. 2, p. 221 
     infra(+6) 
<gk>,</> 
~z4 
<gk>TAI=S</> 
<gk>GLW/SSAIS</> 
<gk>AU)TW=N</> 
<gk>E)DOLIOU=SAN</> 
<gk>.</> 
~x5y11z1 
<gk>KRI=NON</> 
<gk>AU)TOU/S</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>:</> 
~z2 
<gk>A)POPESA/TWSAN</>] 
 : <gk>A)POPESATWSET</> LdHec 55 : cf. 15.6 19.9 etc. et Thack. p. 211 
 + <gk>.</> LdHec 55 : cf. 15.6 19.9 etc. et Thack. p. 211(?) 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>DIABOULI/WN</> 
<gk>AU)TW=N</> 
<gk>:</> 
~z3 
<gk>KATA\</> 
<gk>TO\</> 
<gk>PLH=QOS</> 
<gk>TW=N</> 
<gk>A)SEBEIW=N</> 
<gk>AU)TW=N</>] B' A~ begin 4.1 here 
<gk>E)/CWSON</>
<gk>AU)TOU/S</>
<gk>,</>
~z4 
<gk>O(/TI</> 
<gk>PAREPI/KRANA/N</> 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>.</> 
~x5y12z1 
<gk>KAI\</> 
<gk>EU)FRANQH/TWSAN</> Bo Sa R" Ga L" 55 == MT] 
 : <gk>EUFRANQEIHSAN</> LdThtp: cf. 6.11 24.3 34.4 34.26 34.27 etc. 
 + <gk>E)PI</> B A S-2008: cf. 29.2 34.27 et Helbing Kas. p. 257 
 + <gk>SOI</> B A 
 + <gk>SE</> S-2008: cf. 29.2 34.27 et Helbing Kas. p. 257 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>E)LPI/ZONTES</>] 
 : <gk><AGA>PWNTES</> 2008: ex 5.12.3 
<gk>E)PI\</>] 
 : <gk>TO</> 2008: ex 5.12.3
 + <gk><ONOMA></> 2008: ex 5.12.3 
<gk>SE/</>] 
 : <gk><SOU></> 2008: ex 5.12.3 
 : <gk>SOI</> LbHe* Rc: cf. 9.11 
<gk>:</> 
~z2 
<gk>EI)S</> 
<gk>AI)W=NA</> 
<gk>A)GALLIA/SONTAI</> 
<gk>,</> 
<gk>KAI\</> 
<gk>KATASKHNW/SEIS</>] 
 : <gk>KATASKHNWSOUSIN</> Sa: cf. 4.9 15.9 
 : <Lt>inhabitabunt (eis)</> LaG 
<gk>E)N</>] 
 : <gk>EP</> Sa: cf. 4.9 15.9 
 : <Lt>(inhabitabunt)eis</> LaG 
<gk>AU)TOI=S</>] 
 : <gk>ELPIDI</> Sa: cf. 4.9 15.9 
 : <Lt>(inhabitabunt) eis</> LaG 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>KAUXH/SONTAI</> 
<gk>E)N</> 
<gk>SOI\</> 
<gk>PA/NTES</> ult.] > LThtp 55 == MT 
<gk>OI(</> 
<gk>A)GAPW=NTES</> 
<gk>TO\</> 
<gk>O)/NOMA/</> 
<gk>SOU</> 
<gk>.</> 
~x5y13z1 
<gk>O(/TI</> 
<gk>SU\</> 
 + <Lt>domine</> LaG 
<gk>EU)LOGH/SEIS</> S Sa R L"( <Lt>benedices</> LaRAug Uulg)] 
 : <gk>EULOGEIS</> B' A' (<Lt>benedicis</> LaG Ga) 
 +< <gk>TON</> R 
<gk>DI/KAION</> 
<gk>:</> 
~z2 
<gk>KU/RIE</> 
<gk>,</> 
<gk>W(S</> 
<gk>O(/PLW|</> 
<gk>EU)DOKI/AS</> 
<gk>E)STEFA/NWSAS</> 
<gk>H(MA=S</> 
<gk>.</> 
~x6y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>E)N</>] > Lpau A 
<gk>U(/MNOIS</>] > Lpau A 
<gk>,</>] > Lpau A 
<gk>U(PE\R</> 
<gk>TH=S</> 
<gk>O)GDO/HS</> 
<gk>:</> 
~z2 
<gk>@@YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x6y2z1 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>MH\</> 
<gk>TW=|</> 
<gk>QUMW=|</> 
<gk>SOU</> 
<gk>E)LE/GCH|S</> 
<gk>ME</> 
~z2 
<gk>MHDE\</> 
<gk>TH=|</> 
<gk>O)RGH=|</> 
<gk>SOU</> 
<gk>PAIDEU/SH|S</> 
<gk>ME</> 
<gk>.</> 
~x6y3z1 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>A)SQENH/S</> 
<gk>EI)MI</> 
<gk>:</> 
~z2 
<gk>I)/ASAI/</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</>] > B 
<gk>,</>] > B 
<gk>O(/TI</>] 
 : <Lt>quoniam (infirmus sum)</> LaG: ex 31 repet. 
<gk>E)TARA/XQH</>] 
 : <Lt>(quoniam) infirmus sum</> LaG: ex 31 repet. 
 + <Lt>(quoniam infirmus) sum</> LaG: ex 31 repet. 
<gk>TA\</>] 
<gk>O)STA=</>] 
<gk>MOU</>] 
<gk>,</> 
~x6y4z1 
<gk>KAI\</> 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>E)TARA/XQH</> 
<gk>SFO/DRA</> 
<gk>:</> 
~z2 
<gk>KAI\</> 
<gk>SU/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E(/WS</> 
<gk>PO/TE</> 
<gk>;</> 
~x6y5z1 
<gk>E)PI/STREYON</> 
<gk>,</> 
<gk>KU/RIE</>] > Bo 
<gk>,</>] > Bo 
 +< <Lt>et</> LaGAug Ga 
<gk>R(U=SAI</> == MT] 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>SW=SO/N</> 
<gk>ME</> 
 + <Lt>domine</> Sa 
<gk>E(/NEKEN</> 
<gk>TOU=</> 
<gk>E)LE/OUS</> 
<gk>SOU</> 
<gk>.</> 
~x6y6z1 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QANA/TW|</> 
<gk>O(</> 
<gk>MNHMONEU/WN</> 
<gk>SOU</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>DE\</> 
<gk>TW=|</> 
<gk>A(/|DH|</> 
<gk>TI/S</> 
<gk>E)COMOLOGH/SETAI/</> 
<gk>SOI</> 
<gk>;</> 
~x6y7z1 
<gk>E)KOPI/ASA</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>STENAGMW=|</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>LOU/SW</> 
<gk>KAQ'</> 
<gk>E(KA/STHN</> 
<gk>NU/KTA</> 
<gk>TH\N</> 
<gk>KLI/NHN</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>E)N</> 
<gk>DA/KRUSI/N</> 
<gk>MOU</>] > La 
<gk>TH\N</> 
<gk>STRWMNH/N</> 
<gk>MOU</> 
<gk>BRE/CW</> 
<gk>.</> 
~x6y8z1 
<gk>E)TARA/XQH</> 
<gk>A)PO\</> 
<gk>QUMOU=</>] 
 : <gk>KLAUQMOU</> Sa: ex 9 
<gk>O(</> 
<gk>O)FQALMO/S</> 
<gk>MOU</> 
<gk>,</>] > He(>7) 
~z2 
<gk>E)PALAIW/QHN</>] > He(>7) 
<gk>E)N</>] > He(>7) 
<gk>PA=SIN</>] > He(>7) 
<gk>TOI=S</>] > He(>7) 
<gk>E)XQROI=S</>] > He(>7) 
<gk>MOU</>] > He(>7) 
<gk>.</> 
~x6y9z1 
<gk>A)PO/STHTE</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>,</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>E)RGAZO/MENOI</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>EI)SH/KOUSEN</>] 
 : <gk>(E)PH/KOUSEN</> 1220: cf. 3.5 
<gk>KU/RIOS</>] 
<gk>TH=S</>] 
<gk>FWNH=S</>] > S (haplog.)(>8) 
<gk>TOU=</>] > S (haplog.)(>8) 
<gk>KLAUQMOU=</>] > S (haplog.)(>8) 
<gk>MOU</>] > S (haplog.)(>8) 
<gk>:</>] > S (haplog.)(>8) 
~x6y10z1 
<gk>EI)SH/KOUSEN</> B R He 55] > LaG(</>1) S (haplog.)(>8) 
 : <gk>H)KOUSEN</> L' A 
<gk>KU/RIOS</>] > LaG(</>1) S (haplog.)(>8) 
 +< <gk>TH=S</> Sy: ex 9 
 +< <gk>FWNHS</> Sy: ex 9 
<gk>TH=S</>] > LaG(</>1)] > S (haplog.)(>8) 
<gk>DEH/SEW/S</>] > LaG(</>1) 
<gk>MOU</>] > LaG(</>1) 
<gk>,</>] > LaG(</>1) 
~z2 
<gk>KU/RIOS</>] > LaG(</>1) 
<gk>TH\N</>] > LaG(</>1) 
<gk>PROSEUXH/N</>] > LaG(</>1) 
<gk>MOU</>] > LaG(</>1) 
<gk>PROSEDE/CATO</>] > LaG(</>1) 
<gk>.</>] >LaG(</>1) 
~x6y11z1 
<gk>AI)SXUNQEI/HSAN</>] > LaG(</>1) 
 : <gk>AISXUNQHTWSAN</> R: cf. 5.12 
<gk>KAI\</>] > LaG(</>1) 
<gk>TARAXQEI/HSAN</>] > LaG(</>1) 
 : <gk>ENTRAPHTWSAN</> R: ex 69.3 34.4 
<gk>SFO/DRA</> B'' Sa 1220 GaHi A == MT] > R'Aug L''Su 55 LaG(</>1) 
<gk>PA/NTES</>] > LaG(</>1) 
<gk>OI(</>] > LaG(</>1) 
<gk>E)XQROI/</>] > LaG(</>1) 
<gk>MOU</>] > LaG(</>1) 
<gk>,</>] > LaG(</>1) 
~z2 
<gk>A)POSTRAFEI/HSAN</> uel sim. (cf. sup.) B R" Ga L' 55 == MT] 
 : <gk>E)PISTRAFEIHSAN</> B 
 : <gk>E)PISTRAFHTWSAN</> R 
 + <gk>EI)S</> S ThtCh A: cf. 34.4 39.15 69.3 
 + <gk>TA</> S ThtCh A: cf. 34.4 39.15 69.3 
 + <gk>OPISW</> S ThtCh A: cf. 34.4 39.15 69.3 
<gk>KAI\</> 
<gk>KATAISXUNQEI/HSAN</> L' A' (cf. 34.4. 69.3)] 
 : <gk>AI)SXUNQEIHSAN</> B': ad 6.11.1 adapt. 
 : <gk>KATAISXUNQHTWSAN</> R 
<gk>SFO/DRA</> ult.] #8 Ga 
<gk>DIA\</> 
<gk>TA/XOUS</> 
<gk>.</> 
~x7y1z1 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>,</> 
<gk>O(\N</> 
<gk>H)=|SEN</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
~z2 
<gk>@@U(PE\R</> 
<gk>TW=N</> 
<gk>LO/GWN</> 
<gk>*XOUSI</> 
<gk>UI(OU=</> 
<gk>*IEMENI.}1</> 
~x7y2z1 
<gk>*KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>E)PI\</> 
<gk>SOI\</> 
<gk>H)/LPISA</> 
<gk>:</> 
~z2 
<gk>SW=SO/N</> 
<gk>ME</> 
<gk>E)K</> 
<gk>PA/NTWN</> 
<gk>TW=N</> 
<gk>DIWKO/NTWN</> 
<gk>ME</> 
<gk>KAI\</> 
<gk>R(U=SAI/</> 
<gk>ME</> 
<gk>,</> 
~x7y3z1 
<gk>MH/POTE</> 
<gk>A(RPA/SH|</> 
<gk>W(S</> 
<gk>LE/WN</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
~z2 
<gk>MH\</> 
<gk>O)/NTOS</> 
<gk>LUTROUME/NOU</> 
<gk>MHDE\</> 
<gk>SW/|ZONTOS</> 
<gk>.</> 
~x7y4z1 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>EI)</> 
<gk>E)POI/HSA</> 
<gk>TOU=TO</> 
<gk>,</> 
~z2 
<gk>EI)</> 
<gk>E)/STIN</> 
<gk>A)DIKI/A</> 
<gk>E)N</> 
<gk>XERSI/N</> 
<gk>MOU</> 
<gk>,</> 
~x7y5z1 
<gk>EI)</> 
<gk>A)NTAPE/DWKA</> 
<gk>TOI=S</> 
<gk>A)NTAPODIDOU=SI/N</> 
<gk>MOI</> 
<gk>KAKA/</>] 
 : <gk>PONHRA</> R: cf. 11.3 22.4 27.3 37.21 40.6 40.8 53.7 108.5 et S.-St. 2,
     p. 99 n. 1 
<gk>,</> 
~z2 
<gk>A)POPE/SOIN</> B*(uid.)' A] 
 : <gk>A)POPESOIMI</> R L' (etiam Bc) 12.19': cf. G. Curtius, Das Verbum  der
     griech.  Sprache 1 (1873), p. 45/46; Ku:hner, Ausfu:rl. Gramm. der 
     griech. Sprache I 2 (ed. Blaá), p. 52.  
<gk>A)/RA</> 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>MOU</> 
<gk>KENO/S</> 
<gk>,</> 
~x7y6z1 
<gk>KATADIW/CAI</> 
<gk>A)/RA</> <Lt>ergo</> LaRAug] > LaG Ga == MT 
<gk>O(</> 
<gk>E)XQRO\S</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>KATALA/BOI</> 
 + <gk>AU)THN</> <Lt>eam</> R' 
~z2 
<gk>KAI\</> 
<gk>KATAPATH/SAI</> 
 : <gk>KATAPATHSEI</> R Sc 
<gk>EI)S</> 
<gk>GH=N</> 
<gk>TH\N</> 
<gk>ZWH/N</> 
<gk>MOU</> 
~z3 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>DO/CAN</> 
<gk>MOU</> 
<gk>EI)S</> 
<gk>XOU=N</> 
<gk>KATASKHNW/SAI</> 
<gk>.</> 
~z4 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sy 
~x7y7z1 
<gk>A)NA/STHQI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>O)RGH=|</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>U(YW/QHTI</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>PE/RASI</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>MOU</> B" Sa LaGAug Ga Tht A*(uid.) == MT] 
 : <gk>SOU</> R' La'Ch Ac(uid.)' 
<gk>:</> 
 +< <gk>KAI\</> R'Aug Ga(sub #13) L" A' == MT 
~z3 
<gk>E)CEGE/RQHTI</> B' LaG] 
<gk>,</>] > (>5)Sa(>5) 
<gk>KU/RIE</> ult.] > S == MT (>5)Sa(>5) 
<gk>O(</>] > (>5)Sa(>5) 
<gk>QEO/S</>] > (>5)Sa(>5) 
<gk>MOU</>] > (>5)Sa(>5) 
<gk>,</> 
<gk>E)N</> 
<gk>PROSTA/GMATI</> 
<gk>,</> 
<gk>W(=|</> 
<gk>E)NETEI/LW</> 
<gk>,</> 
~x7y8z1 
<gk>KAI\</> 
<gk>SUNAGWGH\</> 
<gk>LAW=N</> 
<gk>KUKLW/SEI</> 
<gk>SE</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>U(PE\R</> 
<gk>TAU/THS</> 
<gk>EI)S</> 
<gk>U(/YOS</> 
<gk>E)PI/STREYON</> 
 + <gk>KU/RIE</> Sy et cod. 184 (proleg. $$ 7.3) 
<gk>.</> 
~x7y9z1 
<gk>KU/RIOS</> (futurum hab. Bo Sa Sy)] 
 : <Lt>dominus (iudicat)</> LaRAug Ga 
 : <Lt>domine (iudica)</> LaG 
<gk>KRINEI=</> (futurum hab. Bo Sa Sy)] 
 : <Lt>(dominus) iudicat</> LaRAug Ga 
 : <Lt>(domine) iudica</> LaG 
<gk>LAOU/S</> 
<gk>:</> 
~z2 
<gk>KRI=NO/N</>] 
 : <Lt>saluum fac (me)</> LaG 
<gk>ME</>] 
 : <gk>MOI</> LdHe* A': datiuus commodi, cf. 93.9 et 25.1 34.24 42.1 53.3 
     81.3 et Helbing Kas. p. 96/97.  
 : <Lt>(saluum fac) me</> LaG 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>MOU</>] 
 : <gk>SOU</> Lpau'HeSu 55 2025 
~z3 
<gk>KAI\</> 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>A)KAKI/AN</> 
<gk>MOU</> 
<gk>E)P'</> 
<gk>E)MOI/</>] 
 : <gk>E)ME</> R Lpau: cf. 1.1 
<gk>.</> 
~x7y10z1 
<gk>SUNTELESQH/TW</> 
<gk>DH\</> == <3AN>3] > Ga 
 : <Lt>AUTEM</> LaRAug 
 : <Lt>uero</> LaG 
<gk>PONHRI/A</> 
<gk>A(MARTWLW=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>KATEUQUNEI=S</> 
<gk>DI/KAION</> 
<gk>:</> 
 +< #13 Ga == MT 
 +< <Lt>et</> Ga == MT 
~z3 
<gk>E)TA/ZWN</> <Lt>scrutans</> LaRAug Uulg] 
 + <Lt>et (scruta)</> LaG 
 : <Lt>(et) scruta</> LaG 
<gk>KARDI/AS</> 
<gk>KAI\</> 
<gk>NEFROU\S</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>.</> 
 + <gk>DIKAIWS</> L == MT~ 
~x7y11z1 
<gk>DIKAI/A</> B" Sa R" Ga Tht'Ch A'] 
 : <gk>DIKAIWS</> He 
<gk>H(</> 
<gk>BOH/QEIA/</> 
<gk>MOU</> 
<gk>PARA\</> 
<gk>TOU=</> == MT] > 2025 
<gk>QEOU=</> == MT] 
 : <gk>KU/RIOU</> R" Ga 
~z2 
<gk>TOU=</> 
<gk>SW/|ZONTOS</> 
<gk>TOU\S</> 
<gk>EU)QEI=S</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>.</> 
~x7y12z1 
<gk>O(</> 
<gk>QEO\S</> 
<gk>KRITH\S</> 
<gk>DI/KAIOS</> 
<gk>KAI\</> == MT] > GaAug 
<gk>I)SXURO\S</> == MT <3LAE?>3 non ab ipso interprete ortum uid., cf. 41.3 
     et S.-St. 2, p. 139 et Flashar p. 264/5] 
<gk>KAI\</>] #8 Ga 
<gk>MAKRO/QUMOS</>] #8 Ga 
 +< <gk>KAI\</> L" 
~z2 
<gk>MH\</> (== <3LAa?>3)] 
 : <Lt>num quid (irasc.)</> Ga LaG 
<gk>O)RGH\N</>] 
 : <Lt>(num quid) irasc.</> Ga LaG 
<gk>E)PA/GWN</>] 
 : <Lt>(num quid) irascitur</> LaG 
 : <Lt>(num quid) irascetur</> Ga 
<gk>KAQ'</> 
<gk>E(KA/STHN</> 
<gk>H(ME/RAN</> 
<gk>.</> 
~x7y13z1 
<gk>E)A\N</> 
<gk>MH\</> 
<gk>E)PISTRAFH=TE</> 
<gk>,</> 
<gk>TH\N</> 
<gk>R(OMFAI/AN</> 
<gk>AU)TOU=</> 
<gk>STILBW/SEI</> 
<gk>:</> 
~z2 
<gk>TO\</> 
<gk>TO/CON</> 
<gk>AU)TOU=</> 
<gk>E)NE/TEINEN</> 
<gk>KAI\</> 
<gk>H(TOI/MASEN</> 
<gk>AU)TO\</> 
~x7y14z1 
<gk>KAI\</> 
<gk>E)N</>] > Grabe 
<gk>AU)TW=|</>] 
 : <gk>EAUTW</> Grabe == <3WL>3, sed cf. 11.6 65.7 
<gk>H(TOI/MASEN</> 
<gk>SKEU/H</> 
<gk>QANA/TOU</> 
<gk>,</> 
~z2 
<gk>TA\</> 
<gk>BE/LH</> 
<gk>AU)TOU=</> 
<gk>TOI=S</> 
<gk>KAIOME/NOIS</> 
<gk>E)CEIRGA/SATO</> 
<gk>.</> 
~x7y15z1 
<gk>I)DOU\</> 
<gk>W)DI/NHSEN</> 
<gk>A)DIKI/AN</>] > B' 1219 (uid.)~ 
 + <gk>A)NOMI/AN</> B' 1219 (uid.)~
<gk>,</> 
 +< #13 <Lt>et</> Ga(non Uulg) 
~z2 
<gk>SUNE/LABEN</>
<gk>PO/NON</>
<gk>KAI\</>
<gk>E)/TEKEN</>
<gk>A)NOMI/AN</>] > B' 1219 (uid.)~
 + <gk>A)DIKI/AN</>] B' 1219 (uid.)~
<gk>:</> 
~x7y16z1 
<gk>LA/KKON</> 
<gk>W)/RUCEN</> 
<gk>KAI\</> 
<gk>A)NE/SKAYEN</> 
<gk>AU)TO\N</> 
~z2 
<gk>KAI\</> 
<gk>E)MPESEI=TAI</> 
<gk>EI)S</> 
<gk>BO/QRON</> 
<gk>,</> 
<gk>O(\N</> 
<gk>EI)RGA/SATO</> 
<gk>:</> 
~x7y17z1 
<gk>E)PISTRE/YEI</> 
<gk>O(</> 
<gk>PO/NOS</> 
<gk>AU)TOU=</> 
<gk>EI)S</> 
<gk>KEFALH\N</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>KORUFH\N</> 
<gk>AU)TOU=</> 
<gk>H(</> 
<gk>A)DIKI/A</> 
<gk>AU)TOU=</> 
<gk>KATABH/SETAI</> 
<gk>.</> 
~x7y18z1 
<gk>E)COMOLOGH/SOMAI</> 
 +< <gk>TW=|</> S* R L' A': cf. 2.12 
<gk>KU/RI/W|</> BSc] 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>AU)TOU=</> 
~z2 
<gk>KAI\</>] > LaR 
<gk>YALW=</> 
<gk>TW=|</> 
<gk>O)NO/MATI</> 
<gk>KU/RI/OU</> 
<gk>TOU=</> 
<gk>U(YI/STOU</> 
<gk>.</> 
~x8y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>U(PE\R</> 
<gk>TW=N</> 
<gk>LHNW=N</> 
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x8y2z1] 2.1 in duo stichos (<gk>KU/RIE</> -- <gk>HMWN</>, <gk>WS</> -- <gk>GH</>)
     diuidit Sy: cf. 8.10 
<gk>*KU/RIE</> 
<gk>O(</>] 
<gk>KU/RIOS</>] 
 : <Lt>deus</> LaG hic, non in 8.10  
<gk>H(MW=N</> 
<gk>,</> 
<gk>W(S</> 
<gk>QAUMASTO\N</> 
<gk>TO\</>] 
<gk>O)/NOMA/</>] 
 : <Lt>regnum</> LaG hic, non in 8.10 
<gk>SOU</> 
<gk>E)N</> 
<gk>PA/SH|</> 
<gk>TH=|</> 
<gk>GH=|</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>E)PH/RQH</> 
<gk>H(</> 
<gk>MEGALOPRE/PEIA/</> 
<gk>SOU</> 
<gk>U(PERA/NW</> 
<gk>TW=N</> 
<gk>OU)RANW=N</> 
<gk>.</> 
~x8y3z1 
<gk>E)K</> 
<gk>STO/MATOS</> 
<gk>NHPI/WN</> 
<gk>KAI\</> 
<gk>QHLAZO/NTWN</> 
<gk>KATHRTI/SW</> 
<gk>AI)=NON</> 
~z2] 3.2 3.3 duo stichi B' R" Ga ZSy A, unus Sa He 55 2025 
<gk>E(/NEKA</>] 
 : <gk>ENEKEN</> 2025: cf. 24.7 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>SOU</> 
~z3] 3.2 3.3 duo stichi B' R" Ga ZSy A, unus Sa He 55 2025 
<gk>TOU=</> 
<gk>KATALU=SAI</> 
<gk>E)XQRO\N</> 
<gk>KAI\</> 
<gk>E)KDIKHTH/N</> 
<gk>.</> 
~x8y4z1 
<gk>O(/TI</> 
<gk>O)/YOMAI</> 
<gk>TOU\S</> 
<gk>OU)RANOU/S</>] 
 + #13 <Lt>tuos</> GaHi: ex <gk>Q'</> teste Hi 
<gk>,</> 
<gk>E)/RGA</> 
<gk>TW=N</> 
<gk>DAKTU/LWN</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>SELH/NHN</> 
<gk>KAI\</> 
<gk>A)STE/RAS</> 
<gk>,</> 
<gk>A(\</> 
<gk>SU\</> 
<gk>E)QEMELI/WSAS</> 
<gk>.</> 
~x8y5z1 
<gk>TI/</>] 
 : <gk>TIS</> Lpau A 
<gk>E)STIN</> 
<gk>A)/NQRWPOS</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>MIMNH/|SKH|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>H)\</> 
<gk>UI(O\S</> 
<gk>A)NQRW/POU</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)PISKE/PTH|</> 
<gk>AU)TO/N</> 
<gk>;</> 
~x8y6z1 
<gk>H)LA/TTWSAS</> 
<gk>AU)TO\N</> 
<gk>BRAXU/</> 
<gk>TI</> 
<gk>PAR'</> 
<gk>A)GGE/LOUS</> 
<gk>,</> 
~z2 
<gk>DO/CH|</>] 
 : <gk>DOCAN</> R 
 : <Lt>gloriam (et honorem)</> LaG 
<gk>KAI\</>] 
 : <Lt>(gloriam) et (honorem)</> LaG 
<gk>TIMH=|</>] 
 : <gk>TIMHN</> (sic) A R 
 : <Lt>(gloriam et) honorem</> LaG 
<gk>E)STEFA/NWSAS</> 
<gk>AU)TO/N</> 
<gk>:</> 
~x8y7z1 
<gk>KAI\</> 
<gk>KATE/STHSAS</> 
<gk>AU)TO\N</> 
<gk>E)PI\</> 
 +< <gk>PANTA</> Sa Sy 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>TW=N</>] > B 
<gk>XEIRW=N</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>PA/NTA</> 
<gk>U(PE/TACAS</> 
<gk>U(POKA/TW</> 
<gk>TW=N</> 
<gk>PODW=N</> 
<gk>AU)TOU=</> 
<gk>,</> 
~x8y8z1 
<gk>PRO/BATA</> 
<gk>KAI\</> 
<gk>BO/AS</> 
<gk>PA/SAS</> B' 55] 
 : <gk>APASAS</> R L' A 
<gk>,</> 
~z2 
<gk>E)/TI</> 
<gk>DE\</> 
<gk>KAI\</> 
<gk>TA\</> 
<gk>KTH/NH</> 
<gk>TOU=</> 
<gk>PEDI/OU</> 
<gk>,</> 
~x8y9z1 
<gk>TA\</> 
<gk>PETEINA\</> 
<gk>TOU=</> 
<gk>OU)RANOU=</> 
<gk>KAI\</> 
<gk>TOU\S</> 
<gk>I)XQU/AS</> 
<gk>TH=S</> 
<gk>QALA/SSHS</> 
<gk>,</> 
~z2 
<gk>TA\</> 
<gk>DIAPOREUO/MENA</> 
<gk>TRI/BOUS</> 
<gk>QALASSW=N</> 
<gk>.</> 
~x8y10z1] 8.10 in duo stichos (<gk>KU/RIE</> -- <gk>HMWN</>, <gk>WS</> -- <gk>GH</>) 
     diuidunt Sy 55: cf 8.2 
<gk>KU/RIE</> 
<gk>O(</>] 
<gk>KU/RIOS</>] 
 : <Lt>deus</> LaR hic, non in 8.2 
<gk>H(MW=N</> 
<gk>,</> 
<gk>W(S</> 
<gk>QAUMASTO\N</> 
<gk>TO\</> 
<gk>O)/NOMA/</> 
<gk>SOU</> 
<gk>E)N</> 
<gk>PA/SH|</> 
<gk>TH=|</> 
<gk>GH=|</> 
<gk>.</> 
~x9] (1-21 = MT 9; 22-39 = MT 10)y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>U(PE\R</> 
<gk>TW=N</> 
<gk>KRUFI/WN</> 
<gk>TOU=</>] > R(non Aug LaR dub.) Lpau 
<gk>UI(OU=</>] > R(non Aug LaR dub.) Lpau 
<gk>:</> 
~z2 
<gk>@@YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x9y2z1 
<gk>*)ECOMOLOGH/SOMAI/</> 
<gk>SOI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>O(/LH|</> 
<gk>KARDI/A|</> 
<gk>MOU</> 
<gk>,</>] > S(>6) 
~z2 
<gk>DIHGH/SOMAI</>] > S(>6) 
<gk>PA/NTA</>] > S(>6) 
<gk>TA\</>] > R: post <gk>PANTA</> S(>6) 
<gk>QAUMA/SIA/</>] > S(>6) 
<gk>SOU</>] > S(>6) 
<gk>:</> 
~x9y3z1 
<gk>EU)FRANQH/SOMAI</> 
<gk>KAI\</> 
<gk>A)GALLIA/SOMAI</> 
<gk>E)N</> 
<gk>SOI/</> 
<gk>,</> 
~z2 
<gk>YALW=</> 
<gk>TW=|</> 
<gk>O)NO/MATI/</> 
<gk>SOU</> 
<gk>,</> 
<gk>U(/YISTE</> 
<gk>.</> 
~x9y4z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>A)POSTRAFH=NAI</> 
<gk>TO\N</> 
<gk>E)XQRO/N</> 
<gk>MOU</> 
<gk>EI)S</> 
<gk>TA\</> 
<gk>O)PI/SW</> 
~z2 
<gk>A)SQENH/SOUSIN</> 
<gk>KAI\</> 
<gk>A)POLOU=NTAI</> 
 + <gk>PANTES</> Bo 
<gk>A)PO\</> 
 +< <gk>TOU</> R 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>,</> 
~x9y5z1 
<gk>O(/TI</>] 
 : <gk>OTE</> Sy 
<gk>E)POI/HSAS</> 
<gk>TH\N</> 
<gk>KRI/SIN</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>DI/KHN</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>E)KA/QISAS</> 
<gk>E)PI\</> 
<gk>QRO/NOU</> 
<gk>,</> 
<gk>O(</> <Lt>qui (iudicas iustitiam)</> Ga] 
 : <Lt>qui (iudicas aequitatem)</> La 
<gk>KRI/NWN</> <Lt>(qui) iudicas (iustitiam)</> Ga] 
 : <Lt>(qui) iudicas (aequitatem)</> La 
<gk>DIKAIOSU/NHN</> <Lt>(qui iudicas) iustitiam</> Ga] 
 : <Lt>(qui iudicas) aequitatem</> La: <Lt>aequitas</> fere semper ==
     <gk>EUQUTHS</>, sed hic La <Lt>aequitatem</> pro <gk>DIKAIOSUNHN</> adhibuit
     uarietatis causa, cf.9.9 et proleg. $$ 2.5 
<gk>.</> 
~x9y6z1 
<gk>E)PETI/MHSAS</> 
<gk>E)/QNESIN</> 
<gk>,</> 
<gk>KAI\</>] #8 Ga (hab.#8per errorem etiam ante <gk>KAI\</> 2nd) 
<gk>A)PW/LETO</> 
<gk>O(</> 
<gk>A)SEBH/S</> 
<gk>,</> 
~z2 
<gk>TO\</> 
<gk>O)/NOMA</> 
<gk>AU)TW=N</> B" Sa R" Ga == MT] 
 : <gk>AU)TOU</> L" 55: cf. 7 
 : <gk>SOU</> A 
<gk>E)CH/LEIYAS</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>TOU=</>] #8 Ga Sy: cf. 37 et 36.29 44.18 91.8 110.10 
<gk>AI)W=NOS</>] #8 Ga Sy: cf. 37 et 36.29 44.18 91.8 110.10 
<gk>:</> 
~x9y7z1] 7.1 unus stichus B' Z A', duo (<gk>TOU</> -- <gk>TELOS, <gk>KAI POL.
     KAQ.</>) SaB R" Ga Sy 
<gk>TOU=</> 
<gk>E)XQROU=</> 
<gk>E)CE/LIPON</> 
<gk>AI(</> 
<gk>R(OMFAI=AI</> 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>,</>] Sal begins 7.2 here
<gk>KAI\</>
<gk>PO/LEIS</>
<gk>KAQEI=LES</> B' L' A']
 : <gk>KAQEILAS</> R ZSc: cf. 10.3 59.3 79.13 88.41 et Thack. p. 211. 
<gk>,</> 
~z2 
<gk>A)PW/LETO</> 
<gk>TO\</> 
<gk>MNHMO/SUNON</> 
<gk>AU)TW=N</> == MT] 
 : <gk>AU)TOU</> L(non Tht'Ch): cf. 6 
<gk>MET'</> 
<gk>H)/XOUS</> (sic, non <gk>)HXOU=S</> scribendum uid., cf. Thack. p. 159 n.) 
     B' R  Lpau A'] 
 : <gk>HXOU</> L': cf. 41.5 76.17 et 64.8 150.3 
<gk>.</> 
~x9y8z1 
<gk>KAI\</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>ME/NEI</> 
<gk>,</> 
~z2 
<gk>H(TOI/MASEN</>] 
 : <gk>H(TOIMASAS</> LpauThtd 
<gk>E)N</> 
<gk>KRI/SEI</> 
<gk>TO\N</> 
<gk>QRO/NON</> 
<gk>AU)TOU=</> 
<gk>,</> 
~x9y9z1 
<gk>KAI\</> 
<gk>AU)TO\S</> 
<gk>KRINEI=</> 
<gk>TH\N</> 
<gk>OI)KOUME/NHN</> 
 + <Lt>totam</> Bo 
<gk>E)N</> 
<gk>DIKAIOSU/NH|</>] > R 
 : <gk>EUQUTHTI</> R == <Lt>aequi-</> <Lt>tate</> ... <Lt>iustitia</> La Ga, sed sic La
     Ga uarietatis causa uertisse uidentur, ne pro "<gk>DIKAIOSUNH, KRINEI</>"
     dicerent "<Lt>iustitia</>, <Lt>iudicabit</>", cf. 9.5 
<gk>,</> 
~z2 
<gk>KRINEI=</> 
<gk>LAOU\S</> 
<gk>E)N</> 
<gk>EU)QU/THTI</>] > R 
 : <gk>DIKAIOSUNH</> R == <Lt>aequi-</> <Lt>tate</> ... <Lt>iustitia</> La Ga, sed  sic
     La Ga uarietatis causa uertisse uidentur, ne pro "<gk>DIKAIOSUNH,
     KRINEI</>" dicerent "<Lt>iustitia</>, <Lt>iudicabit</>", cf. 9.5 
<gk>.</> 
~x9y10z1 
<gk>KAI\</> 
<gk>E)GE/NETO</> 
<gk>KU/RIOS</> 
<gk>KATAFUGH\</> 
<gk>TW=|</> <Lt>pauperi</> GaAug] 
 : <Lt>(pauperum)</> La 
<gk>PE/NHTI</> <Lt>pauperi</> GaAug] 
 : <Lt>pauperum</> La 
<gk>,</> 
~z2 
<gk>BOHQO\S</> 
<gk>E)N</> 
<gk>EU)KAIRI/AIS</> 
<gk>E)N</> 
<gk>QLI/YEI</> B' Sa(uid.) La Ga A' == MT] 
 : <gk>QLIYESI(N)</> S R L" 55: cf. 9.22 
<gk>:</> 
~x9y11z1 
<gk>KAI\</> 
<gk>E)LPISA/TWSAN</> 
<gk>E)PI\</> 
<gk>SE\</>] 
 : <gk>SOI</> La' A': cf. 5.12 16.7 21.5 24.20 etc. et Helbing Kas. p. 199 
 +< <gk>PANTES</> Sa Sy A et Psalt. Rom. 
<gk>OI(</> B" R" Ga L' 55 == MT] 
<gk>GINW/SKONTES</> 
<gk>TO\</> 
<gk>O)/NOMA/</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>O(/TI</>] 
 : <Lt>ne (derelinquas)</> Bo 
<gk>OU)K</>] 
 : <Lt>ne (derelinquas)</> Bo 
<gk>E)GKATE/LIPES</> B' L' A'] 
 : <gk>EGKATELIPAS</> LpauZScRc: cf. 21.2 et Thack. p. 211 
 : <gk>EGKATALEIPEIS</> R 
 : <Lt>derelinques</> LaR (pro <Lt>derelinquis</>? cf. proleg. $$ 2.3) 
 : <Lt>dereliquisti</> Sa LaGAug Ga Sy 
 : <Lt>(ne) derelinquas</> Bo 
<gk>TOU\S</> 
<gk>E)KZHTOU=NTA/S</> 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</>] > LaG 
<gk>.</> 
~x9y12z1 
<gk>YA/LATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>TW=|</> 
<gk>KATOIKOU=NTI</> 
<gk>E)N</> 
<gk>*SIWN</> 
<gk>,</> 
~z2 
<gk>A)NAGGEI/LATE</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>E)/QNESIN</> 
<gk>TA\</>] 
 : <Lt>(mirabilia)</> LaRAug 
<gk>E)PITHDEU/MATA</>] 
 : <Lt>mirabilia</> LaRAug 
<gk>AU)TOU=</> 
<gk>,</> 
~x9y13z1 
<gk>O(/TI</> 
 +< <gk>O</> La'' 55 
<gk>E)KZHTW=N</> 
<gk>TA\</> 
<gk>AI(/MATA</> 
<gk>AU)TW=N</> == <3MTWA>3 recte cum <gk>EMNHSQH</> connectit Bo, cum <gk>TA
     AIMATA</> Sa Aug Sy] 
<gk>E)MNH/SQH</> 
<gk>,</> 
~z2 
<gk>OU)K</> 
<gk>E)PELA/QETO</> 
<gk>TH=S</> 
<gk>KRAUGH=S</> == MT] 
 : <gk>DEHSEWS</>B LaG 
 : <gk>FWNHS</> A 
<gk>TW=N</> 
<gk>PENH/TWN</> 
<gk>.</> 
~x9y14z1 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
 +< <Lt>et</> LaG. 
<gk>I)DE\</> 
<gk>TH\N</> 
<gk>TAPEI/NWSI/N</> 
<gk>MOU</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>U(YW=N</> 
<gk>ME</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>PULW=N</> 
<gk>TOU=</> 
<gk>QANA/TOU</> 
<gk>,</> 
~x9y15z1] 9.15.1 9.15.2 9.15.3 tres stichi B ZSy A', duo S Sa  R'(9.15.1+2,
     9.15.3) et LaR (9.15.1, 9.15.2+3, sed Aug connectit 9.15.2 cum 
     9.15.1) 
<gk>O(/PWS</> 
<gk>A)\N</> 
<gk>E)CAGGEI/LW</> 
<gk>PA/SAS</> 
<gk>TA\S</> 
<gk>AI)NE/SEIS</> 
<gk>SOU</> 
~z2] 9.15.1 9.15.2 9.15.3 tres stichi B ZSy A', duo S Sa R'(9.15.1+2,  
     9.15.3) et LaR (9.15.1, 9.15.2+3, sed Aug connectit 9.15.2 cum 9.15.1)
     
<gk>E)N</> 
<gk>TAI=S</> 
<gk>PU/LAIS</> 
<gk>TH=S</> 
<gk>QUGATRO\S</> 
<gk>*SIWN</> 
<gk>:</> 
~z3] 9.15.1 9.15.2 9.15.3 tres stichi B ZSy A', duo S Sa R'(9.15.1+2,
     9.15.3) et LaR (9.15.1, 9.15.2+3, sed Aug connectit 9.15.2 cum 
     9.15.1) 
<gk>A)GALLIA/SOMAI</> == MT] 
 : <gk>AGALLIASO</>(uel <gk>W</>)<gk>MEQA</> L" 55 
<gk>E)PI\</>] 
 : <Lt>epi (to soterion)</> R: item 12.6 20.2, cf. 1.1 
 : <gk>E)N</>(==<3B>3) A: cf. 12.6 19.6 34.9 88.13 Od. 4.18 et Helbing Kas. 
     p. 256 
<gk>TW=|</>] 
 : <Lt>(epi) to (soterion)</> R: item 12.6 20.2, cf. 1.1 
<gk>SWTHRI/W|</>] 
 : <Lt>(epi to) soterion</> R: item 12.6 20.2, cf. 1.1 
<gk>SOU</> 
<gk>.</> 
~x9y16z1 
<gk>E)NEPA/GHSAN</> 
<gk>E)/QNH</> 
<gk>E)N</> 
<gk>DIAFQORA=|</> 
<gk>,</> 
<gk>H(=|</> 
<gk>E)POI/HSAN</> 
<gk>,</> 
~z2 
<gk>E)N</> 
 +< <gk>TH</> R 
<gk>PAGI/DI</> 
<gk>TAU/TH|</>] > R 
<gk>,</> 
<gk>H(=|</> 
<gk>E)/KRUYAN</> 
<gk>,</> 
<gk>SUNELH/MFQH</> 
<gk>O(</> 
<gk>POU\S</> 
<gk>AU)TW=N</> 
<gk>:</> 
~x9y17z1 
<gk>GINW/SKETAI</> 
<gk>KU/RIOS</> 
<gk>KRI/MATA</> 
<gk>POIW=N</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>E)/RGOIS</> 
<gk>TW=N</> 
<gk>XEIRW=N</> 
<gk>AU)TOU=</> 
<gk>SUNELH/MFQH</> 
<gk>O(</> 
<gk>A(MARTWLO/S</> 
<gk>.</> 
~z3 
<gk>@@{1W)|DH\</> 
<gk>DIAYA/LMATOS.}1</> 
~x9y18z1 
<gk>A)POSTRAFH/TWSAN</>] 
 : <gk>E)PISTRAFHTWSAN</> R 
<gk>OI(</> 
<gk>A(MARTWLOI\</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>A(/|DHN</> 
<gk>,</> 
~z2 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>E)/QNH</> 
<gk>TA\</> 
<gk>E)PILANQANO/MENA</> 
<gk>TOU=</>] 
 : <Lt>(dominum)</> LaR 
<gk>QEOU=</>] 
 : <Lt>dominum</> LaR 
<gk>:</> 
~x9y19z1 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>E)PILHSQH/SETAI</> 
<gk>O(</>] 
<gk>PTWXO/S</>] 
 : <Lt>pauperum</> LaG: ex 9.19.2 
<gk>,</> 
~z2 
<gk>H(</> 
<gk>U(POMONH\</> 
<gk>TW=N</> 
<gk>PENH/TWN</> 
<gk>OU)K</> 
<gk>A)POLEI=TAI</> 
<gk>EI)S</> 
<gk>TO\N</> B" R Tht'Ch 55, <Lt>aeternum</> LaRAug] > Sa L A 
 : <Lt>(finem)</> LaG Ga et Tert. 
<gk>AI)W=NA</> B" R Tht'Ch 55, <Lt>aeternum</> LaRAug] 
 : <gk>TELOS</> Sa L A 
 : <Lt>finem</> LaG Ga et Tert. 
<gk>.</> 
~x9y20z1 
<gk>A)NA/STHQI</>] 
 : <gk>A)NASTA</> R: cf. 3.8 7.7 etc. 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>MH\</> 
<gk>KRATAIOU/SQW</> 
<gk>A)/NQRWPOS</> 
<gk>,</> 
~z2 
<gk>KRIQH/TWSAN</> 
<gk>E)/QNH</> 
<gk>E)NW/PIO/N</> 
<gk>SOU</> 
 + <Lt>domine</> LaG 
<gk>:</> 
~x9y21z1 
<gk>KATA/STHSON</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>NOMOQE/THN</> 
<gk>E)P'</> 
<gk>AU)TOU/S</> 
<gk>,</> 
~z2 
<gk>GNW/TWSAN</> 
<gk>E)/QNH</> 
 + <Lt>omnia</> Sa 
<gk>O(/TI</> 
 +< <gk>OI</> B 
<gk>A)/NQRWPOI/</> 
<gk>EI)SIN</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA}1</> 
<gk>.</> 
~x9y22z1(MT x10y1) 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>A)FE/STHKAS</> 
<gk>MAKRO/QEN</> 
<gk>,</> 
~z2 
<gk>U(PERORA=|S</> 
<gk>E)N</> 
<gk>EU)KAIRI/AIS</> 
<gk>E)N</> 
<gk>QLI/YEI</> B La Ga A == MT] 
 : <gk>QLIYESI</>(<gk>N</>) S Sa(uid.) RAug L" 55: cf. 9.10 
<gk>;</> 
~x9y23z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>U(PERHFANEU/ESQAI</> 
<gk>TO\N</> 
<gk>A)SEBH=</> 
<gk>E)MPURI/ZETAI</> 
<gk>O(</> 
<gk>PTWXO/S</> 
<gk>,</> 
~z2 
<gk>SULLAMBA/NONTAI</> 
<gk>E)N</> 
<gk>DIABOULI/OIS</> 
 + <Lt>suis</> LaRAug 
<gk>,</> 
<gk>OI(=S</> 
<gk>DIALOGI/ZONTAI</> 
<gk>.</> 
~x9y24z1 
<gk>O(/TI</> 
<gk>E)PAINEI=TAI</> 
<gk>O(</> 
<gk>A(MARTWLO\S</> 
<gk>E)N</>] 
 : <gk>E)PI</> S 
<gk>TAI=S</> 
<gk>E)PIQUMI/AIS</> 
<gk>TH=S</> 
<gk>YUXH=S</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(</> 
<gk>A)DIKW=N</> 
<gk>E)NEULOGEI=TAI</> 
<gk>:</> 
~x9y25z1 
<gk>PARW/CUNEN</> 
<gk>TO\N</> 
<gk>KU/RION</>] MT begins 25.1 here 
<gk>O(</>] > R 
<gk>A(MARTWLO/S</> 
~z2 
<gk>*KATA\</> 
<gk>TO\</> 
<gk>PLH=QOS</> 
<gk>TH=S</> 
<gk>O)RGH=S</> 
<gk>AU)TOU=</> 
<gk>OU)K</>] > LaG 
<gk>E)KZHTH/SEI</> 
<gk>:</> 
~z3 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)NW/PION</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x9y26z1 
<gk>BEBHLOU=NTAI</> 
<gk>AI(</> 
<gk>O(DOI\</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>PANTI\</> 
<gk>KAIRW=|</> 
<gk>,</> 
~z2 
<gk>A)NTANAIREI=TAI</> 
<gk>TA\</> 
<gk>KRI/MATA/</> 
<gk>SOU</>] 
 : <gk>AU)TOU</> R 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
<gk>PA/NTWN</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>AU)TOU=</> 
<gk>KATAKURIEU/SEI</> 
<gk>:</> 
~x9y27z1] 9.27.1 9.27.2 duo stichi Sy 55 (ut edidi) et LaG Ga, unus B'  Sa
     R' A  
<gk>EI)=PEN</> 
<gk>GA\R</> 
<gk>E)N</> 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>*OU)</>] > (~)LaG Ga(~) 
<gk>MH\</>] > (~)LaG Ga(~) 
<gk>SALEUQW=</>] > (~)LaG Ga(~) 
<gk>,</> 
~z2] 9.27.1 9.27.2 duo stichi Sy 55 (ut edidi) et LaG Ga,  
     unus B' Sa R' A 
 + <gk>*OU)</> (~)LaG Ga(~) 
 + <gk>MH\</> (~)LaG Ga(~) 
 + <gk>SALEUQW=</> (~)LaG Ga(~) 
<gk>A)PO\</>] 
 : <Lt>in (generatione et generatione)</> LaR 
<gk>GENEA=S</>] 
 : <Lt>(in) generatione (et generatione)</> LaR 
<gk>EI)S</>] 
 : <Lt>(in generatione) et (generatione)</> LaR 
<gk>GENEA\N</>] 
 : <Lt>(in generatione et) generatione</> LaR 
<gk>A)/NEU</> 
<gk>KAKOU=</> 
<gk>.</> 
~x9y28z1 
<gk>OU(=</> 
<gk>A)RA=S</> 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>AU)TOU=</> 
<gk>GE/MEI</> 
<gk>KAI\</> 
<gk>PIKRI/AS</> 
<gk>KAI\</> 
<gk>DO/LOU</> 
<gk>,</> 
~z2 
<gk>U(PO\</> 
<gk>TH\N</> 
<gk>GLW=SSAN</> 
<gk>AU)TOU=</> 
<gk>KO/POS</> 
<gk>KAI\</> 
<gk>PO/NOS</> 
<gk>.</> 
~x9y29z1 
<gk>E)GKA/QHTAI</> 
<gk>E)NE/DRA|</> 
<gk>META\</> 
<gk>PLOUSI/WN</> 
~z2 
<gk>E)N</> 
<gk>A)POKRU/FOIS</> 
 +< <gk>TOU=</> LThtd 
<gk>A)POKTEI=NAI</> (sic etiam Lpau)] 
<gk>A)QW=|ON</> 
<gk>,</> 
~z3 
<gk>OI(</> 
<gk>O)FQALMOI\</> 
<gk>AU)TOU=</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>PE/NHTA</> 
<gk>A)POBLE/POUSIN</>] 
 : <gk>E)PIBLEPOUSIN> Lpau 55: cf. 10.4 
<gk>:</> 
~x9y30z1(MT x10y9) 
<gk>E)NEDREU/EI</>] > A(</>0) 
<gk>E)N</>] > A(</>0) 
<gk>A)POKRU/FW|</>] > A(</>0) 
 : <gk>A)POKRUFOIS</> 1219: ex 9.29 
<gk>W(S</>] > A(</>0) 
<gk>LE/WN</>] > A(</>0) 
<gk>E)N</>] > A(</>0) 
<gk>TH=|</>] > A(</>0) 
<gk>MA/NDRA|</>] > A(</>0) 
<gk>AU)TOU=</>] > A(</>0) 
<gk>,</>] > A(</>0) 
~z2 
<gk>E)NEDREU/EI</>] > Sa(>5) 
<gk>TOU=</>] > Sa(>5) 
<gk>A(RPA/SAI</>] > Sa(>5) 
<gk>PTWXO/N</>] > Sa(>5) 
<gk>,</>] > Sa(>5) 
~z3 
<gk>A(RPA/SAI</> 
<gk>PTWXO\N</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E(LKU/SAI</> 
<gk>AU)TO/N</> 
<gk>:</> 
~x9y31z1 
<gk>E)N</> 
<gk>TH=|</> 
<gk>PAGI/DI</> 
<gk>AU)TOU=</>] MT begins 30.1 here 
<gk>TAPEINW/SEI</> 
<gk>AU)TO/N</> 
<gk>,</> 
~z2 
<gk>KU/YEI</> 
<gk>KAI\</> 
<gk>PESEI=TAI</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>AU)TO\N</> 
<gk>KATAKURIEU=SAI</> 
<gk>TW=N</> 
<gk>PENH/TWN</> 
<gk>.</> 
~x9y32z1 
<gk>EI)=PEN</> 
<gk>GA\R</> 
<gk>E)N</> 
 +< <gk>TH</> B 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>*)EPILE/LHSTAI</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
~z2 
<gk>A)PE/STREYEN</> 
<gk>TO\</> 
<gk>PRO/SWPON</> 
<gk>AU)TOU=</> 
<gk>TOU=</> 
<gk>MH\</> 
<gk>BLE/PEIN</> 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>.</> 
~x9y33z1 
<gk>A)NA/STHQI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> B" Sa La Ga == MT] 
 + <gk>MOU</> R L" A' 
<gk>,</> 
<gk>U(YWQH/TW</> 
<gk>H(</> 
<gk>XEI/R</> 
<gk>SOU</> 
<gk>,</> 
 +< <gk>KAI\</> 1221 
~z2 
<gk>MH\</> 
<gk>E)PILA/QH|</> 
<gk>TW=N</> B" Sa-1221 Ga A == MT] 
<gk>PENH/TWN</> B" Sa-1221 Ga A == MT] 
 + <gk>SOU</> L" 1219': ex 73.19 
 + <gk>EI)S</> R" L" 1219': ex 73.19 
 + <gk>TELOS</> R" L" 1219': ex 73.19 
<gk>:</> 
~x9y34z1 
<gk>E(/NEKEN</> 
<gk>TI/NOS</> 
<gk>PARW/CUNEN</> B 1221 R A (cf. 9.25)] 
 : <gk>PARWRGISEN</> S L' 55 
<gk>O(</>] 
<gk>A)SEBH\S</>] 
 : <Lt>(dominum) peccator</> LaG 
<gk>TO\N</>] 
<gk>QEO/N</>] 
 : <Lt>dominum (peccator)</> LaG 
<gk>;</> 
~z2 
<gk>EI)=PEN</> 
<gk>GA\R</> 
<gk>E)N</> 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>*OU)K</> (cf. 9.25)] 
 : <gk>OU</> B 
<gk>E)KZHTH/SEI</> (cf. 9.25)] 
 : <EKZHTHSEIS</> Sa-1221 == MT 
 : <gk>ZHTHSEI</> B 
<gk>.</> 
~x9y35z1 
<gk>BLE/PEIS</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>PO/NON</> B' 1221 L'] 
 : <gk>KOPON</> R A' 
<gk>KAI\</> 
<gk>QUMO\N</> 
<gk>KATANOEI=S</>] 
 : <gk>KATANOHSEIS</> B 
~z2 
<gk>TOU=</> 
<gk>PARADOU=NAI</> 
<gk>AU)TOU\S</>] 
 : <gk>AU)TON</> L" 
<gk>EI)S</> 
<gk>XEI=RA/S</> 
<gk>SOU</> 
<gk>:</> 
~z3 
<gk>SOI\</> 
<gk>OU)=N</> B" 1221 A'] > Sa R" Ga L" == MT 
<gk>E)GKATALE/LEIPTAI</>] 
 : <gk>EGKATALEIPETAI</> 1221 
<gk>O(</> 
<gk>PTWXO/S</> 
<gk>,</> 
~z4 
<gk>O)RFANW=|</> 
<gk>SU\</> 
<gk>H)=SQA</> <Lt>eras</> LaG Ga == MT] 
 : <Lt>eris</> LaRAu Uulg 
<gk>BOHQW=N</> S1221 R Tht' A'] 
 : <gk>BOHQOS</> B L 
<gk>.</> 
~x9y36z1 
<gk>SU/NTRIYON</> 
<gk>TO\N</> 
<gk>BRAXI/ONA</> 
<gk>TOU=</> 
<gk>A(MARTWLOU=</> 
<gk>KAI\</> 
<gk>PONHROU=</> 
<gk>,</> 
~z2 
<gk>ZHTHQH/SETAI</> 
<gk>H(</> 
<gk>A(MARTI/A</> 
<gk>AU)TOU=</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>EU(REQH=|</> 
 
<gk>DI'</> B" Sa-1221 R Tht'Ch A', <Lt>propter (illud)</> LaRAug(S.-St. 2, p.  62
     n.3)] > LaG Ga L == MT
<gk>AU)TH/N</> B" Sa-1221 R Tht'Ch A', <Lt>(propter) illud</> LaRAug(S.-St. 2, p.
     62 n.3)] > LaG Ga L == MT 
<gk>:</> 
~x9y37z1 
<gk>BASILEU/SEI</> B R' Tht'Ch A'] > L == MT S 1221 LaGAug Ga Z~
 : <gk>BASILEUSEI (KURIOS)</> uel <gk>(KURIOS) BASILEUSEI</> Bo Sa 
 + <gk>KU/RIOS</> L == MT~ 
<gk>KU/RIOS</> B R' Tht'Ch A'] > L == MT, S 1221 LaGAug Ga Z~
 : <gk>(BASILEUSEI) KURIOS</> uel <gk>KU/RIOS (BASILEUSEI)</> Bo Sa 
 + <gk>BASILEU/SEI> S 1221 LaGAug Ga Z~
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>TOU=</>] #8 Ga Sy: cf. 6 et S.-St. 2, p. 128 
<gk>AI)W=NOS</>] #8 Ga Sy: cf. 6 et S.-St. 2, p. 128 
<gk>,</> 
~z2 
<gk>A)POLEI=SQE</>] 
 : <Lt>peribunt</> LaG: cf. MT 
<gk>,</> 
<gk>E)/QNH</> 
<gk>,</> 
<gk>E)K</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x9y38z1 
<gk>TH\N</> 
<gk>E)PIQUMI/AN</> 
<gk>TW=N</> 
<gk>PENH/TWN</> 
<gk>EI)SH/KOUSEN</></>] 
 : <gk>EI)SHKOUSAS</> L" == MT 
<gk>KU/RIOS</> (LaG <Lt>deus</>)] 
 : <gk>KU/RIE</> L" == MT 
<gk>,</> 
~z2 
<gk>TH\N</>] 
 : <gk>TH=|</> Ld': cf. Helbing Kas. p. 293 
<gk>E(TOIMASI/AN</>] 
 : <gk>E(TOIMASIA</> Ld': cf. Helbing Kas. p. 293 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>AU)TW=N</> 
<gk>PROSE/SXEN</> 
<gk>TO\</> 
<gk>OU)=S</> 
<gk>SOU</> == MT] 
 : <gk>AU)TOU</> Bo Sa-1221 A: ad 38.1 adapt. uel pro -<Lt>abit</> (proleg. $$ 
     2.3) 
~x9y39z1 
<gk>KRI=NAI</> 
<gk>O)RFANW=|</> 
<gk>KAI\</> 
<gk>TAPEINW=|</> 
<gk>,</> 
~z2 
<gk>I(/NA</> 
<gk>MH\</> 
<gk>PROSQH=|</> 
<gk>E)/TI</>] > 1221 
<gk>TOU=</>] > B 1221 
<gk>MEGALAUXEI=N</>] > 1221 
<gk>A)/NQRWPOS</>] 
 : <gk>A)NQRWPON</> R Lpau 
 + <gk>TOU</> 1221 
 + <gk>MEGALAUXEIN</> 1221 
<gk>E)PI\</> 
<gk>TH=S</> 
<gk>GH=S</> 
 + <gk>ETI</> 1221 
<gk>.</> 
~x10] (MT11)y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</>] > B 1221~
<gk>TW=|</>
<gk>*DAUID.}1</>
 + <gk>YALMO\S</> B 1221~
~z2 
<gk>*)EPI\</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>PE/POIQA</> 
<gk>:</> 
<gk>PA=S</> 
<gk>E)REI=TE</> <Lt>dicetis</> LaG</>] 
 : <Lt>dicitis</> LaRAug Ga: cf. proleg. $$ 2.3 
<gk>TH=|</> 
<gk>YUXH=|</> 
<gk>MOU</> 
~z3 
<gk>*METANASTEU/OU</> 
<gk>E)PI\</> 
<gk>TA\</> <Lt>(montes)</> GaAug] 
 : <Lt>(monte)</> LaR: exciditne <Lt>s</> ante <Lt>sicut</>? 
 : <Lt>(montem)</> LaG Uulg == MT 
<gk>O)/RH</> <Lt>montes</> GaAug] 
 : <Lt>monte</> LaR: exciditne <Lt>s</> ante <Lt>sicut</>? 
 : <Lt>montem</> LaG Uulg == MT 
<gk>W(S</> 
<gk>STROUQI/ON</> 
<gk>;</> 
~x10y2z1 
<gk>O(/TI</> 
<gk>I)DOU\</> 
<gk>OI(</> 
<gk>A(MARTWLOI\</> 
<gk>E)NE/TEINAN</> 
<gk>TO/CON</> 
<gk>,</> 
~z2 
<gk>H(TOI/MASAN</> 
<gk>BE/LH</> <Lt>sagittas</> La] 
 + <Lt>suas</> GaAug == MT 
<gk>EI)S</> 
<gk>FARE/TRAN</> 
~z3 
<gk>TOU=</> 
<gk>KATATOCEU=SAI</> 
<gk>E)N</> 
<gk>SKOTOMH/NH|</> 
<gk>TOU\S</> 
<gk>EU)QEI=S</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>.</> 
~x10y3z1 
<gk>O(/TI</> 
<gk>A(\</> 
 +< <gk>SU</> L" A" 
<gk>KATHRTI/SW</> B" U'-1221-2018 R Ga] 
<gk>,</> 
 +< <gk>AU)TOI</> L" A" 
<gk>KAQEI=LON</> B" U'-1221-2018 R Ga] 
 : <gk>KAQEILAN</> ZRc: cf. 9.7 
<gk>:</> 
~z2 
<gk>O(</> 
<gk>DE\</>] #8 Ga 
<gk>DI/KAIOS</> 
<gk>TI/</> 
<gk>E)POI/HSEN</> 
<gk>;</> 
~x10y4z1 
<gk>KU/RIOS</> 
<gk>E)N</> 
<gk>NAW=|</> 
<gk>A(GI/W|</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z2 
<gk>KU/RIOS</>] > LaG 
<gk>,</> 
<gk>E)N</> 
<gk>OU)RANW=|</> 
<gk>O(</> 
<gk>QRO/NOS</> 
<gk>AU)TOU=</> 
<gk>.</> 
~z3 
<gk>OI(</> 
<gk>O)FQALMOI\</> 
<gk>AU)TOU=</> 
<gk>EI)S</> (ex 9.29)] > 1221-2018 Tht'Ch #8 Ga 
<gk>TO\N</> (ex 9.29)] > 1221-2018 Tht'Ch #8 Ga 
 : <gk>TH/N</> U' 
<gk>PE/NHTA</> (ex 9.29)] > 1221-2018 Tht'Ch #8 Ga 
 : <gk>OIKOUMENHN</> U' 
<gk>A)POBLE/POUSIN</> B' R Z A] 
 : <gk>E)PIBLEPOUSIN</> 1221-2018 Tht'Ch 1221-2018L'Ch 55 (praepositio periit
     in U): cf.  9.29 
 + <gk>TH/N</> 1221-2018 Tht'Ch 
 + <gk>OIKOUMENHN</> 1221-2018 Tht'Ch 
<gk>,</> 
~z4 
<gk>TA\</> 
<gk>BLE/FARA</> 
<gk>AU)TOU=</> 
<gk>E)CETA/ZEI</> 
<gk>TOU\S</> 
<gk>UI(OU\S</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>.</> 
~x10y5z1 
<gk>KU/RIOS</> 
<gk>E)CETA/ZEI</> 
<gk>TO\N</> 
<gk>DI/KAION</> 
<gk>KAI\</> 
<gk>TO\N</> 
<gk>A)SEBH=</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>DE\</> 
<gk>A)GAPW=N</> 
 +< <gk>TH/N</> U R L' A' 
<gk>A)DIKI/AN</> B' 1221] 
<gk>MISEI=</> 
<gk>TH\N</> 
<gk>E(AUTOU=</> 
<gk>YUXH/N</> 
<gk>.</> 
~x10y6z1 
<gk>E)PIBRE/CEI</> 
<gk>E)PI\</> 
<gk>A(MARTWLOU\S</> 
<gk>PAGI/DAS</>] 
 : <gk>PAGIDA</> LbSc A 
 : <gk>PAKIDAS</> S: item in 17.6 24.15 30.5 etc., sed <gk>G</> hab. etiam S in
     9.16 9.31 118.110 123.7.2 123.7.3 etc. (ambis formis per uices  utitur
     in 34.7/8, ubi uerbum ter inuenitur: 34.7.1 <gk>PAKIDOS</>, 34.8.1
     <gk>PAGIS</>, 34.8.3 <gk>PAKIDI</>): cf. Thack. $$ 7.6 
<gk>,</> 
~z2 
<gk>PU=R</> 
<gk>KAI\</> 
<gk>QEI=ON</> 
<gk>KAI\</> 
<gk>PNEU=MA</> 
<gk>KATAIGI/DOS</> <Lt>procellae</> LaRAug] 
 : <Lt>procellarum</> LaG Ga == MT 
<gk>H(</> 
<gk>MERI\S</> 
<gk>TOU=</> 
<gk>POTHRI/OU</> 
<gk>AU)TW=N</>] 
 : <gk>AU)TOU</> LdThtp 55 
<gk>.</> 
~x10y7z1 
<gk>O(/TI</> 
<gk>DI/KAIOS</> 
 +< <gk>O</> U-1221: cf. 212 
<gk>KU/RIOS</> 
<gk>KAI\</>] > 1221 == MT #8 Ga 
<gk>DIKAIOSU/NAS</> == MT] 
 : <gk>DIKAIOSUNHN</> S Sa(uid.)-1221-2018 LaR et Clem. Alex. (S.-St. 2, p.
     215): hanc lectionem nouit Orig. (cf. ibid.) 
<gk>H)GA/PHSEN</> 
<gk>,</> 
~z2 
<gk>EU)QU/THTA</> B" Sa(uid.)-1221 R" Ga == MT] 
 : <gk>EUQUTHTAS</> L" A': cf. 162 
<gk>EI)=DEN</> 
<gk>TO\</> 
<gk>PRO/SWPON</> 
<gk>AU)TOU=</>] > R 
<gk>.</> 
~x11] (MT 12)y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>U(PE\R</>] > A~ (~3)
<gk>TH=S</>] > A~ (~3)
<gk>O)GDO/HS</>] > A~ (~3)
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
 + <gk>U(PE\R</>] A~ (~3)
 + <gk>TH=S</>] A~ (~3)
 + <gk>O)GDO/HS</>] A~ (~3)
~x11y2z1 
<gk>*SW=SO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)KLE/LOIPEN</> 
<gk>O(/SIOS</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>W)LIGW/QHSAN</> 
<gk>AI(</> 
<gk>A)LH/QEIAI</> 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>UI(W=N</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>.</> 
~x11y3z1 
<gk>MA/TAIA</> 
<gk>E)LA/LHSEN</>] 
 : <gk>ELALHSAN</> S LaG Ga == MT 
<gk>E(/KASTOS</> 
<gk>PRO\S</> 
<gk>TO\N</> 
<gk>PLHSI/ON</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>XEI/LH</> 
<gk>DO/LIA</> 
<gk>E)N</> 
<gk>KARDI/A|</> 
<gk>KAI\</> 
<gk>E)N</>] > 1221-2018 La Ga == MT 
<gk>KARDI/A|</> 
<gk>E)LA/LHSAN</> B" R" Ga A' == MT; fin. B" U'-1221-2018 GaAug == MT] 
 : <gk>ELALHSEN</> U'- 1221-2018 L': cf. 15.6 16.5 17.16 17.23 17.37  etc. et
     S.-St. 3, p. 262 infra. 281 (<gk>KAI EN KARDIA ELALHSAN</> uel - <gk>SEN</>
     est enuntiatum singulare in Bo Sa, stichus singularis in SaL) 
 + <gk>KAKA</> R" L" A' 
 + <gk>PONHRA</> R: cf.7.5 
<gk>.</> 
~x11y4z1] 4.1 4.2 unus stichus B' 
<gk>E)COLEQREU/SAI</> B' 1221-2018 La Ga LaThtp == MT] 
 : <gk>ECOLEQREUSEI</> U' R LpauThtp A' 
 : <gk>ECOLEQREUSH</> Z 
 : <gk>LOQREU/SAI</> L": cf. 17.41 33.17 36.9 etc. et Thack. p. 88 
<gk>KU/RIOS</>] > 1221 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>XEI/LH</> 
<gk>TA\</> 
<gk>DO/LIA</> 
~z2] 4.1 4.2 unus stichus B' 
<gk>KAI\</>] > Ga(non Uulg)Aug L" == MT 
<gk>GLW=SSAN</> 
<gk>MEGALORH/MONA</> 
~x11y5z1 
<gk>TOU\S</> 
<gk>EI)PO/NTAS</> 
<gk>*TH\N</> 
<gk>GLW=SSAN</> 
<gk>H(MW=N</> 
<gk>MEGALUNOU=MEN</> 
<gk>,</> 
~z2] 11.5.2 11.5.3 11.6.1 11.6.2 quattuor stichi R' Z, tres Sa LaG (11.5.2,
     11.5.3, 11.6.1+2) et S A' (11.5.2, 11.5.3+11.6.1, 11.6.2) et Sy
     (11.5.2+3, 11.6.1,  11.6.2), duo B (11.5.2, 11.5.3+11.6.1+2) et Ga
     (11.5.2+3, 11.6.1+2)
<gk>TA\</> 
<gk>XEI/LH</> 
<gk>H(MW=N</> 
<gk>PAR'</> B" Sa-1221 R Lb(sil)Z' A' <Lt>a (nobis)</> LaG Ga] 
 : <Lt>apud (nos)</> LaRAug == MT 
<gk>H(MW=N</> B" Sa-1221 R Lb(sil)Z' A' <Lt>(a) nobis</> LaG Ga] 
 : <gk>HMIN</> La' 
 : <Lt>(apud) nos</> LaRAug == MT 
<gk>E)STIN</> 
<gk>:</> 
~z3] 11.5.2 11.5.3 11.6.1 11.6.2 quattuor stichi R' Z, 
     tres Sa LaG (11.5.2, 11.5.3, 11.6.1+2) et 
     S A' (11.5.2, 11.5.3+11.6.1, 11.6.2) et Sy (11.5.2+3, 11.6.1, 
     11.6.2), 
     duo B (11.5.2, 11.5.3+11.6.1+2) et Ga (11.5.2+3, 11.6.1+2) 
<gk>TI/S</> 
<gk>H(MW=N</> 
<gk>KU/RIO/S</> 
<gk>E)STIN</> 
<gk>;</> 
~x11y6z1] ~z2] 11.5.2 11.5.3 11.6.1 11.6.2 quattuor stichi R' Z, 
     tres Sa LaG (11.5.2, 11.5.3, 11.6.1+2) et 
     S A' (11.5.2, 11.5.3+11.6.1, 11.6.2) et Sy (11.5.2+3, 11.6.1, 
     11.6.2), 
     duo B (11.5.2, 11.5.3+11.6.1+2) et Ga (11.5.2+3, 11.6.1+2) 
<gk>*)APO\</> B' A' et Clem. Rom. (S.-St. 2, p. 200)] 
 : <gk>E(NEKEN</> U(uid.)'-1221 R" Ga L"(?) 
 : <gk>E(NEKA</> 1221(?) 
<gk>TH=S</> 
<gk>TALAIPWRI/AS</> 
<gk>TW=N</> 
<gk>PTWXW=N</> 
~z2] ~z2] 11.5.2 11.5.3 11.6.1 11.6.2 quattuor stichi R' Z, 
     tres Sa LaG (11.5.2, 11.5.3, 11.6.1+2) et 
     S A' (11.5.2, 11.5.3+11.6.1, 11.6.2) et Sy (11.5.2+3, 11.6.1, 
     11.6.2), 
     duo B (11.5.2, 11.5.3+11.6.1+2) et Ga (11.5.2+3, 11.6.1+2) 
<gk>KAI\</> 
<gk>A)PO\</> 
<gk>TOU=</> 
<gk>STENAGMOU=</> 
<gk>TW=N</> 
<gk>PENH/TWN</> 
~z3 
<gk>NU=N</> 
<gk>A)NASTH/SOMAI</> 
<gk>,</> 
<gk>LE/GEI</> 
<gk>KU/RIOS</> 
<gk>,</> 
~z4 
<gk>QH/SOMAI</> 
<gk>E)N</> 
<gk>SWTHRI/A|</> B' R] 
 : <gk>SWTHRIW</> 1221 L' A' 
<gk>,</> 
<gk>PARRHSIA/SOMAI</> 
<gk>E)N</> 
<gk>AU)TW=|</> 
<gk>.</> 
~x11y7z1 
<gk>TA\</> 
<gk>LO/GIA</> 
<gk>KU/RI/OU</> 
<gk>LO/GIA</> 
<gk>A(GNA/</> 
<gk>,</> 
~z2 
<gk>A)RGU/RION</> 
<gk>PEPURWME/NON</> 
<gk>DOKI/MION</>] 1221 begins 7.3 here
 : <gk>DOKIMON</> 2019 1221 1219 
 +< <gk>E)N</> U' Lpau' Sa(cf. sup.) 
<gk>TH=|</>
<gk>GH=|</> Sa(cf. sup.) cum <gk>KEKAQARISMENON</> connectit (11.7.2 + 11.7.3
     unus stichus Sa)]
~z3 
<gk>KEKAQARISME/NON</> 
<gk>E(PTAPLASI/WS</>] > R* 
 : <gk>E(PTAPLASION</> 2019 Rc 
 : <gk>E(PTAPLASIWN</> 2019c 
<gk>.</> 
~x11y8z1 
<gk>SU/</> 
 + <gk>DE</> Bo U'-1221 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>FULA/CEIS</>] 
 : <gk>FULACEAIS</> LdThtp 
<gk>H(MA=S</> 
~z2 
<gk>KAI\</>] ad 8.2 trahunt B' Sa 
<gk>DIATHRH/SEIS</>] ad 8.2 trahunt B' Sa 
 : <gk>DIATHRHSAIS</> LdThtp 
<gk>H(MA=S</>] ad 8.2 trahunt B' Sa, R" Ga ZSy A' begin 8.2 here 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>GENEA=S</> 
<gk>TAU/THS</> 
<gk>KAI\</>] > 1221 UulgAug == MT 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~x11y9z1 
<gk>KU/KLW|</> 
<gk>OI(</> 
<gk>A)SEBEI=S</> 
<gk>PERIPATOU=SIN</> 
<gk>:</> 
~z2 
<gk>KATA\</> 
<gk>TO\</> 
<gk>U(/YOS</> 
<gk>SOU</> 
<gk>E)POLUW/RHSAS</> 
 +< <gk>PANTAS</> A' 
<gk>TOU\S</> 
<gk>UI(OU\S</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>.</> 
~x12y1z1] (MT13) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x12y2z1 
<gk>*(/EWS</> 
<gk>PO/TE</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)PILH/SH|</> 
<gk>MOU</> 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>;</> 
~z2 
<gk>E(/WS</> 
<gk>PO/TE</> 
<gk>A)POSTRE/YEIS</> B -2019 U'-1221 Z</>] 
 : <gk>A)POSTREFEIS</> R" Ga L" A' 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>;</> 
~x12y3z1 
<gk>E(/WS</> 
<gk>TI/NOS</>] 
 : <gk>POTE</> USa(uid.)-1221 
<gk>QH/SOMAI</> 
 +< <gk>TAS</> 2019 
<gk>BOULA\S</>] 
 : <Lt>consilium</> La 
<gk>E)N</> 
<gk>YUXH=|</> 
<gk>MOU</> 
<gk>,</> 
~z2 
 +< <gk>E)PI/BLEYON</> 2019~ (~10)
 +< <gk>,</> 2019~ (~10)
 +< <gk>EI)SA/KOUSO/N</> 2019~ (~10)
 +< <gk>MOU</> 2019~ (~10)
 +< <gk>,</> 2019~ (~10)
 +< <gk>KU/RIE</> 2019~ (~10)
 +< <gk>O(</> 2019~ (~10)
 +< <gk>QEO/S</> 2019~ (~10)
 +< <gk>MOU</> 2019~ (~10)
 +< <gk>:</> 2019~ (~10)
<gk>O)DU/NAS</>
<gk>E)N</>
<gk>KARDI/A|</>
<gk>MOU</>
 +< <Lt>tota (die)</> Bo
<gk>H(ME/RAS</> U'-1221 R" Ga == MT 2019]
 : <gk>H(MERE</> B"-2019: sic!
 + <gk>KAI\</> L" A'
 + <gk>NUKTOS</> L" A'
<gk>;</> 
~z3 
<gk>E(/WS</>
<gk>PO/TE</>
<gk>U(YWQH/SETAI</>
<gk>O(</>
<gk>E)XQRO/S</>
<gk>MOU</>
<gk>E)P'</>
<gk>E)ME/</>
<gk>;</> 
~x12y4z1 
<gk>E)PI/BLEYON</> <Lt>respice</> LaRAug Ga] > 2019~ (~10)
 : <gk>E)PISTREYON</> U'-1221 
 : <Lt>conuertere</> LaG
<gk>,</> 
 +< <gk>KAI\</> R' Uulg 
<gk>EI)SA/KOUSO/N</>] > 2019~ (~10)
<gk>MOU</>] > S, 2019~ (~10)
<gk>,</>] > 2019~ (~10)
<gk>KU/RIE</>] > 2019~ (~10)
<gk>O(</>] > 2019~ (~10)
<gk>QEO/S</>] > 2019~ (~10)
<gk>MOU</>] > 2019~ (~10)
<gk>:</>] > 2019~ (~10)
~z2 
<gk>FW/TISON</> 
<gk>TOU\S</> 
<gk>O)FQALMOU/S</>] 
 : <gk>ADELFOUS</> 2019 
<gk>MOU</>] > B: ante <gk>MH</>(?) 
<gk>,</> 
<gk>MH/POTE</> 
<gk>U(PNW/SW</>] 
 : <gk><U>PN<WSWSI>N</> 2019 
<gk>EI)S</> 
<gk>QA/NATON</> 
<gk>,</> 
~x12y5z1 
<gk>MH/POTE</> 
<gk>EI)/PH|</> 
<gk>O(</> 
<gk>E)XQRO/S</> 
<gk>MOU</>] > <Lt>Lb</> 
<gk>*)/ISXUSA</> 
<gk>PRO\S</> 
<gk>AU)TO/N</> 
<gk>:</> 
 +< <Lt>quia</> Sy 
~z2 
<gk>OI(</> 
<gk>QLI/BONTE/S</> 
<gk>ME</> 
<gk>A)GALLIA/SONTAI</> 
<gk>,</> 
<gk>E)A\N</> 
<gk>SALEUQW=</> 
<gk>.</> 
~x12y6z1 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)PI\</> 
<gk>TW=|</> 
<gk>E)LE/EI</> 
<gk>SOU</> 
<gk>H)/LPISA</> 
<gk>,</> 
~z2 
<gk>A)GALLIA/SETAI</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>E)PI\</>] 
 : <gk>E)N</> B: cf. 9.15 
<gk>TW=|</>] 
 : <gk> TO</> (<Lt>to (soterion)</>) R: cf. 9.15 
<gk>SWTHRI/W|</>] 
 : <gk>SWTERION> <Lt>((to) soterion)</>  R: cf. 9.15 
<gk>SOU</> 
<gk>:</> 
~z3 
<gk>A)/|SW</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>TW=|</> 
<gk>EU)ERGETH/SANTI/</> 
<gk>ME</> (cf. Helbing Kas. p. 11)] 
 : <gk>MOI</> R == <Lt>mihi</> La Ga 
~z4 
<gk>KAI\</>] #8 Ga: ex 7.18.2? 
<gk>YALW=</>] #8 Ga: ex 7.18.2? 
<gk>TW=|</>] #8 Ga: ex 7.18.2? 
 : <Lt>nomini tuo (altissime)</> LaG et Psalt.Rom.: ex 9.3 
<gk>O)NO/MATI</>] #8 Ga: ex 7.18.2? 
 : <Lt>nomini (tuo altissime)</> LaG et Psalt.Rom.: ex 9.3 
<gk>KU/RI/OU</>] #8 Ga: ex 7.18.2? 
<gk>TOU=</>] #8 Ga: ex 7.18.2? 
 : <Lt>(nomini) tuo (altissime)</> LaG et Psalt.Rom.: ex 9.3 
<gk>U(YI/STOU</>] #8 Ga: ex 7.18.2? 
 : <Lt>(nomini tuo) altissime</> LaG et Psalt.Rom.: ex 9.3 
<gk>.</> 
~x13y1z1] (MT14) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</>] > S-2019 Lb~
<gk>TW=|</>
<gk>*DAUID.}1</>
 + <gk>YALMO\S</> S-2019 Lb~
~z2 
<gk>*EI)=PEN</> 
<gk>A)/FRWN</> 
<gk>E)N</> 
 +< <gk>TH</> U 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>*OU)K</> 
<gk>E)/STIN</> 
<gk>QEO/S</> 
<gk>:</> 
~z3 
<gk>DIE/FQEIRAN</> B' U 55] 
 : <gk>DIEFQARHSAN</> 2019 1221 R" Ga L" A': cf. 522 
<gk>KAI\</> 
<gk>E)BDELU/XQHSAN</> 
<gk>E)N</> 
<gk>E)PITHDEU/MASIN</> 
 + <Lt>suis</> La Ga: cf. 522 
<gk>,</> 
~z4 
<gk>OU)K</> 
<gk>E)/STIN</> 
 +< <gk>O</> 1221: cf. 3 
<gk>POIW=N</> 
<gk>XRHSTO/THTA</>] 
 : <gk>AGAQON</> <Lt>bonum</> R" Ga: item in 3: ex 52.2 52.4 (Aug in 13.1  
<Lt>bonitatem</>,  in 13.3 <Lt>bonum</>) 
<gk>,</> 
<gk>OU)K</> B"- 2019 U'-1221 R" A'(cf. S.-St. 2, p. 52 n.7)] > L" 55 == MT:
     cf. 13.3 #8 Ga 
<gk>E)/STIN</> B"- 2019 U'-1221 R" A'(cf. S.-St. 2, p. 52 n.7)] > L" 55 == MT:
     cf. 13.3, #8 Ga 
<gk>E(/WS</> B"- 2019 U'-1221 R" A'(cf. S.-St. 2, p. 52 n.7)] > L" 55 == MT:
     cf. 13.3, #8 Ga 
<gk>E(NO/S</> B"- 2019 U'-1221 R" A'(cf. S.-St. 2, p. 52 n.7)] > L" 55 == MT:
     cf. 3, #8 Ga 
<gk>.</> 
~x13y2z1 
 +< <gk>O</> U(non 1221): cf. 2.12 
<gk>KU/RIOS</> 
<gk>E)K</> 
<gk>TOU=</>] 
 : <gk>TWN</> 2019 
<gk>OU)RANOU=</>] 
 : <gk>OURANWN</> 2019 
<gk>DIE/KUYEN</> 
<gk>E)PI\</> 
<gk>TOU\S</> 
<gk>UI(OU\S</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
~z2 
<gk>TOU=</> 
<gk>I)DEI=N</> 
<gk>EI)</> 
<gk>E)/STIN</> 
 +< <gk>O</> 1221: ex Rom. 3.11, cf. Ps. 52.3 
<gk>SUNI/WN</> 
<gk>H)\</>] > 2019 == MT #8 Ga 
 : <gk>KAI\</> U-1221; aut <gk>KAI\</> aut nihil hab. Sa; cf. 52.3 
<gk>E)KZHTW=N</>] 
 : <gk>ZHTWN</> 1221 
<gk>TO\N</> 
<gk>QEO/N</> 
<gk>.</> 
~x13y3z1 
<gk>PA/NTES</> 
<gk>E)CE/KLINAN</> 
<gk>,</> 
<gk>A(/MA</> 
<gk>H)XREW/QHSAN</>] 
 : <gk>HXREIWQHSAN</> L'(non Z): cf. 52.4 et Thack. p. 82 
<gk>,</> 
~z2 
<gk>OU)K</> 
<gk>E)/STIN</> 
 +< <gk>O</> S-2019 U-1221: cf. Rom. 3.12 et Ps. 52.2 
<gk>POIW=N</> B R L' A'] 
<gk>XRHSTO/THTA</>: cf. 1] 
<gk>,</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>E(/WS</> 
<gk>E(NO/S</> 
<gk>.</> 
~z3 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229, #8 Ga 
<gk>[TA/FOS</> 
<gk>A)NEW|GME/NOS</> 
<gk>O(</> 
<gk>LA/RUGC</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z4 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba ==  Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps.
     13.3 iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229 #8 Ga 
<gk>TAI=S</> 
<gk>GLW/SSAIS</> 
<gk>AU)TW=N</> 
<gk>E)DOLIOU=SAN</>] 
 : <gk>EDOLIOUN</> 1221: cf. Thack. p. 214 
<gk>:</> 
~z5 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba ==  Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps.
     13.3 iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229, #8 Ga 
<gk>I)O\S</> 
<gk>A)SPI/DWN</>] 
 : <gk>ASPIDOS</> U 
<gk>U(PO\</> 
<gk>TA\</> 
<gk>XEI/LH</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z6 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229 #8 Ga 
<gk>W(=N</> 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>A)RA=S</> 
<gk>KAI\</> 
<gk>PIKRI/AS</> 
<gk>GE/MEI</> 
<gk>:</> 
~z7 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229 #8 Ga 
<gk>O)CEI=S</> 
<gk>OI(</> 
<gk>PO/DES</> 
<gk>AU)TW=N</> 
<gk>E)KXE/AI</> 
<gk>AI(=MA</> 
<gk>:</> 
~z8 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229 #8 Ga 
<gk>SU/NTRIMMA</> 
<gk>KAI\</> 
<gk>TALAIPWRI/A</> 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>O(DOI=S</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z9 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2,  p. 42.229 #8 Ga 
<gk>KAI\</> 
<gk>O(DO\N</> 
<gk>EI)RH/NHS</> 
<gk>OU)K</> 
<gk>E)/GNWSAN</> 
<gk>:</> 
~z10 B"- 2019 U'-1221 R" Sy 1219] > L' A': ex Rom. 3.13 - 3.18, ubi Paulus
     haec uerba == Ps. 5.10 139.4 9.28 Is. 59.7 59.8 Ps. 35.2) cum Ps. 13.3
     iunxit, cf. proleg. $$ 4.4 et S.-St. 2, p. 42.229 #8 Ga 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>FO/BOS</> 
<gk>QEOU=</> 
<gk>A)PE/NANTI</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>AU)TW=N.]</> 
~x13y4z1 
<gk>OU)XI\</> 
<gk>GNW/SONTAI</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>E)RGAZO/MENOI</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</>] 
 : <gk>ADIKIAN</> B 
<gk>;</> 
~z2] 4.2 unus stichus B' Sa, duo (<gk>OI</> 2nd -- <gk>ARTOU, TON</> ult. --
     fin.) R" Ga ZSy A'; in illis signum interrogationis post <gk>A)NOMIAN</>,
     in his post <gk>ARTOU</> collocandum est: cf. 52.5 
<gk>OI(</> 
<gk>KATESQI/ONTES</> U-1221 R Tht A'] 
 : <gk>KATESQONTES</> B-2019: cf. 40.10 52.5 105.20 126.2 Od. 4.14 et  Thack.
     $$ 19,3 
 : <gk>ESQIONTES</> S L: cf. 52.5 et Helbing Kas. p. 133 
<gk>TO\N</> 
<gk>LAO/N</> 
<gk>MOU</> 
 +< <gk>E)N</> L' A. 
 +< <Lt>ut (cibum)</> LaR 
 +< <Lt>sicut (escam)</> LaG Ga. 
 +< <Lt>sicut (cibum)</> uel <Lt>in (cibo)</> Aug: cf. 52.5 
<gk>BRW/SEI</> B' U-1221 R 55] 
 : <Lt>(ut) cibum</> LaR 
 : <Lt>(sicut) escam</> LaG Ga. 
 : <Lt>(sicut) cibum</> uel <Lt>(in) cibo</> Aug: cf. 52.5 
<gk>A)/RTOU</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>OU)K</> 
<gk>E)PEKALE/SANTO</> 
<gk>.</> 
~x13y5z1 
<gk>E)KEI=</> 
<gk>E)DEILI/ASAN</> 
 +< <gk>E)N</> 1221 
<gk>FO/BW|</> B-2019 U Ld(sil)Z'Sc A'] 
 : <gk>FOBON</> S* R Lp: cf. 52.6 
<gk>,</> 
<gk>OU(=</> B' L' 1219] #8Ga: cf. 526 
 : <gk>OPOU</> U-1221 
 : <gk>W</> R Z A': cf. 52.6 
<gk>OU)K</>] #8Ga: cf. 526 
<gk>H)=N</>] #8Ga: cf. 526 
<gk>FO/BOS</>] #8Ga: cf. 526 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>O(</> B" U' R'Aug Ga Sy A' == MT] > LaG Uulg L' 
<gk>QEO\S</> B" U' R'Aug Ga Sy A' == MT] 
 : <gk>KU/RIOS</> LaG Uulg L' 
<gk>E)N</> B" Sa La Ga Z] 
 : <gk>EI)S</> R 
<gk>GENEA=|</> B" Sa La Ga Z] 
 : <gk>GENEAN</> R 
<gk>DIKAI/A|</> B" Sa La Ga Z] 
 : <gk>DIKAIAN</> R 
 : <gk>DIKAIWN</> U L" A" 
 + <Lt>est</> La Uulg 
<gk>.</> 
~x13y6z1 
<gk>BOULH\N</> 
<gk>PTWXOU=</> 
<gk>KATH|SXU/NATE</> <Lt>confudistis</> GaAug] 
 : <gk>KATHSXUNETE</> U 
 : <gk>KATAISXUNETE</> Lpau' 
 : <gk>KATH|ISXU/NAS</> <Lt>confudisti</> La  
<gk>,</> 
~z2 
<gk>O(/TI</> B"-2019 R" Ga A == MT] 
 : <gk>O</> U' L" 55 
 + <gk>DE</> U' L" 55 
 +< <gk>O</> R 
<gk>KU/RIOS</>] 
 : <gk>QEO/S</> R 
 +< <gk>H</> R 
<gk>E)LPI\S</> 
<gk>AU)TOU=</> 
<gk>E)STIN</> 
<gk>.</> 
~x13y7z1 
<gk>TI/S</> 
<gk>DW/SEI</> 
<gk>E)K</> 
<gk>*SIWN</> 
<gk>TO\</> 
<gk>SWTH/RION</> 
<gk>TOU=</>] 
 : <gk>TW</> 1219: cf. 52.7 
<gk>*ISRAHL</> 
<gk>;</> 
~z2 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)PISTRE/YAI</> 
<gk>KU/RION</> 
<gk>TH\N</> 
<gk>AI)XMALWSI/AN</> 
<gk>TOU=</> 
<gk>LAOU=</> 
<gk>AU)TOU=</> 
~z3 
<gk>A)GALLIA/SQW</> B'-2019 R] 
 : <Lt>laetetur</> LaG et alii Latini 
 : <gk>AGALLIASETAI</> S U' L' A" 
 : <Lt>exultabit</> LaRAug Ga: cf. 52.7 
<gk>*IAKWB</> 
<gk>KAI\</> 
<gk>EU)FRANQH/TW</> B'-2019 R] 
 : <Lt>exultet</> LaG et alii Latini 
 : <gk>EUFRANQHSETAI</> S U' L' A" 
 : <Lt>laetabitur</> LaRAug Ga: cf. 52.7 
<gk>*ISRAHL</> 
<gk>.</> 
~x14y1z1] (MT15) 
 +< <gk>EI)S</> LaG La' 
 +< <gk>TO</> LaG La' 
 +< <gk>TELOS</> LaG La' 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~z2 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>TI/S</> 
<gk>PAROIKH/SEI</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>SKHNW/MATI/</> 
<gk>SOU</> 
~z3 
<gk>KAI\</> B'-2019 Aug ThtSytxt] 
 : <gk>H</> Bo U'R" Ga LSymg A' 2012: cf. 17.32 23.3 
<gk>TI/S</> 
<gk>KATASKHNW/SEI</>] 
 : <gk>KATAPAUSEI</> Bo U' 2012 et Clem. Alex. (S.-St. 2, p. 208/9) 
<gk>E)N</> 
<gk>TW=|</> B' U 1219] > A': cf. 21.14; 2019 R L' 2012 
<gk>O)/REI</> 
<gk>TW=|</>] > 2019 R L' 2012 
<gk>A(GI/W|</> 
<gk>SOU</> 
<gk>;</> 
~x14y2z1 
<gk>POREUO/MENOS</> 
<gk>A)/MWMOS</> 
<gk>KAI\</> 
<gk>E)RGAZO/MENOS</> 
<gk>DIKAIOSU/NHN</> 
<gk>,</> 
~z2 
<gk>LALW=N</> 
<gk>A)LH/QEIAN</> 
<gk>E)N</> 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~x14y3z1 
<gk>O(\S</>] 
 : <gk>KAI\</> R 
<gk>OU)K</> 
<gk>E)DO/LWSEN</>] 
 : <gk>EDOLIWSEN</> U 
<gk>E)N</> 
 +< <gk>TH</> U 
<gk>GLW/SSH|</> 
<gk>AU)TOU=</> 
~z2 
<gk>OU)DE\</> B'-2019 U A'] 
 : <gk>KAI\</> R L' 2012 
 + <gk>OUK</> R L' 2012 
<gk>E)POI/HSEN</> 
<gk>TW=|</> 
<gk>PLHSI/ON</> 
<gk>AU)TOU=</> 
<gk>KAKO\N</> 
~z3 
<gk>KAI\</> 
<gk>O)NEIDISMO\N</> 
<gk>OU)K</> 
<gk>E)/LABEN</> 
<gk>E)PI\</> 
<gk>TOU\S</>] 
 : <gk>TOIS</> Ld': cf. 1.1 
 : <Lt>(proximum)</> La == MT 
<gk>E)/GGISTA</>] 
 : <Lt>proximum</> La == MT 
<gk>AU)TOU=</> 
<gk>:</> 
~x14y4z1 
<gk>E)COUDE/NWTAI</>] 
 : <gk>ECOU<D>ENHTE</> 2019: cf. 43.6 
<gk>E)NW/PION</> 
<gk>AU)TOU=</> 
 +< <gk>PAS</> U' Thtp A" 
<gk>PONHREUO/MENOS</> B" R" Ga LThtp' 2012 == MT] 
<gk>,</> 
~z2 
<gk>TOU\S</> 
<gk>DE\</> 
<gk>FOBOUME/NOUS</> 
 +< <gk>TON</> U R L' 2012: cf. 2.12 
<gk>KU/RION</> B' Z A'] 
<gk>DOCA/ZEI</> 
<gk>:</> 
~z3 
<gk>O(</> 
<gk>O)MNU/WN</> 
<gk>TW=|</> 
<gk>PLHSI/ON</> 
<gk>AU)TOU=</>] > S == MT 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>A)QETW=N</> 
<gk>:</> 
~x14y5z1 
<gk>TO\</> 
<gk>A)RGU/RION</> 
<gk>AU)TOU=</> 
<gk>OU)K</> 
<gk>E)/DWKEN</> 
<gk>E)PI\</> 
<gk>TO/KW|</> 
~z2 
<gk>KAI\</> 
<gk>DW=RA</> 
<gk>E)P'</> 
<gk>A)QW/|OIS</> 
<gk>OU)K</> 
<gk>E)/LABEN</> 
<gk>.</> 
~z3 
<gk>O(</> 
<gk>POIW=N</> 
<gk>TAU=TA</> 
<gk>OU)</> 
 + <gk>MH</> R 
<gk>SALEUQH/SETAI</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~x15y1z1] (MT16) 
<gk>@@{1*STHLOGRAFI/A</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~z2 
<gk>*FU/LACO/N</> 
<gk>ME</> 
<gk>,</> 
 +< <gk>O</> S == MT 
<gk>KU/RIE</>] 
 : <gk>QEO/S</> S == MT 
<gk>,</> 
<gk>O(/TI</> 
 + <gk>H)/LPISA</> Uulg == MT~
<gk>E)PI\</>
<gk>SOI\</>
<gk>H)/LPISA</>] > Uulg == MT~
 : <gk>PEPOIQA</> U(Sa dub.) 
<gk>.</> 
~x15y2z1 
<gk>EI)=PA</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>*KU/RIO/S</> == MT] 
 : <gk>QEO/S</> S La Uulg 
<gk>MOU</> 
<gk>EI)=</> 
<gk>SU/</> 
<gk>,</> 
~z2] > B 
<gk>O(/TI</>] > B(>8) 
<gk>TW=N</>] > B(>8) 
<gk>A)GAQW=N</>] > B(>8) 
<gk>MOU</>] > B(>8) 
<gk>OU)</>] > B(>8) [<gk>OUK</>]U 
<gk>XREI/AN</>] > B(>8) 
 + <gk>OUK</> U 
<gk>E)/XEIS</>] > B(>8) 
<gk>.</>] > B(>8) 
~x15y3z1] 3.1 3.2 unus stichus A 
 
<gk>TOI=S</> 
<gk>A(GI/OIS</> 
<gk>TOI=S</> 
 : <Lt>qui (in terra sunt eius)</> La 
 : <Lt>qui (sunt in terra eius)</>  GaAug 
<gk>E)N</> 
 : <Lt>(qui) in (terra sunt eius)</> La 
 : <Lt>(qui sunt) in (terra eius)</>  GaAug 
 <gk>TH=|</> 
 : <Lt>(qui) in (terra sunt eius</> La 
 : <Lt>(qui sunt) in (terra eius</>  GaAug 
<gk>GH=|</> 
 : <Lt>(qui in) terra (sunt eius)</> La 
 : <Lt>(qui sunt in) terra (eius)</>  GaAug 
<gk>AU)TOU=</>] > Sy == MT 
 : <Lt>(qui in terra sunt) eius</> La 
 : <Lt>(qui sunt in terra) eius</>  GaAug 
 + <gk>E)QAUMA/STWSEN</> Bo Sa(S.-St. 2, p. 165) LaG ZTht' 1219'~ 
~z2] 3.1 3.2 unus stichus A 
<gk>E)QAUMA/STWSEN</>] ad 3.2 trahunt B' R' Ga, Bo Sa (S.-St. 2, p. 165) LaG
     ZTht' 1219'start 3.2 here
 : <gk>EQAUMASTWSAS</> Sy 
 + <gk>O</> La' (non Z) 
 + <gk>KU/RIOS</> La' (non Z) 
 + #13 <Lt>mihi</> Ga(non Uulg): cf. MT 
 +< <gk>O(/TI</> Thtp' 1219' 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>QELH/MATA</> 
<gk>AU)TOU=</> B" U' R L A' 
 : <gk>MOU</> Aug. II 505/6 La Ga Tht(Mitt. d, S.-U. 1, p. 93)== MT 
 : <gk>SOU</> Sy 
<gk>E)N</> 
<gk>AU)TOI=S</> 
<gk>.</> 
~x15y4z1] 4.1 4.2 duo stichi B Sa R" Ga Z A', unus S Sy 55 
<gk>E)PLHQU/NQHSAN</> 
<gk>AI(</> 
<gk>A)SQE/NEIAI</> 
<gk>AU)TW=N</>] 
 + <gk>E)N</> U': ex 3 
 + <gk>AU)TOIS</> U': ex 3 
<gk>,</> 
~z2] 4.1 4.2 duo stichi B Sa R" Ga Z A', unus S Sy 55 
<gk>META\</> 
<gk>TAU=TA</> 
<gk>E)TA/XUNAN</> 
<gk>:</> 
~z3 
<gk>OU)</> 
<gk>MH\</> 
<gk>SUNAGA/GW</> 
<gk>TA\S</> 
<gk>SUNAGWGA\S</> 
<gk>AU)TW=N</> 
<gk>E)C</> 
<gk>AI(MA/TWN</> 
~z4 
<gk>OU)DE\</> B' R Ld(sil)Z 1219] 
 : <gk>OUD</> U Ld' A': cf. 36.33 
 + <gk>OU</> U Ld' A': cf. 36.33 
<gk>MH\</> 
<gk>MNHSQW=</> 
<gk>TW=N</> 
<gk>O)NOMA/TWN</> 
<gk>AU)TW=N</> 
<gk>DIA\</> 
<gk>XEILE/WN</> 
<gk>MOU</> 
<gk>.</> 
~x15y5z1 
<gk>KU/RIOS</> 
<gk>H(</> B' R A'] > U L' 1219 
<gk>MERI\S</> 
<gk>TH=S</> 
<gk>KLHRONOMI/AS</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>TOU=</> 
<gk>POTHRI/OU</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>SU\</> 
<gk>EI)=</>] > U 
<gk>O(</> 
<gk>A)POKAQISTW=N</> 
<gk>TH\N</> 
<gk>KLHRONOMI/AN</> 
<gk>MOU</> 
<gk>E)MOI/</> 
<gk>.</> 
~x15y6z1 
<gk>SXOINI/A</> 
<gk>E)PE/PESA/N</> B U R Z A'] 
 : <gk>E)PESAN</> S: cf. 77.28 
 : <gk>E)PEPESON</> Lpau: cf. 5.11 
 : <gk>E)PEPESE(N)</> L': cf. 11.3 
<gk>MOI</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>KRATI/STOIS</> == MT] 
 + <gk>MOU</> L' 
<gk>:</> 
~z2 
<gk>KAI\</> 
<gk>GA\R</> 
<gk>H(</> 
<gk>KLHRONOMI/A</> 
<gk>MOU</> 
<gk>KRATI/STH</> 
<gk>MOI/</> 
<gk>E)STIN</> 
<gk>.</> 
~x15y7z1 
<gk>EU)LOGH/SW</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>TO\N</> 
<gk>SUNETI/SANTA/</> 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>E)/TI</> 
<gk>DE\</> 
<gk>KAI\</> 
<gk>E(/WS</> 
<gk>NUKTO\S</> 
<gk>E)PAI/DEUSA/N</> 
<gk>ME</> 
<gk>OI(</> 
<gk>NEFROI/</> 
<gk>MOU</> 
<gk>.</> 
~x15y8z1 
<gk>PROWRW/MHN</> L'] 
 : <gk>PROORWMHN</> B' U LpauZ A": cf. Thack. p. 89.280 et Helbing Gramm. p.
     73  
 : <gk>PROEQEMHN</> "scripsitne interpres <gk>PROEQEMHN</>"  Lag. cf. 53.5  85.14
     100.3 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>E)NW/PIO/N</> 
<gk>MOU</> 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>E)K</> 
<gk>DECIW=N</> 
<gk>MOU/</> 
<gk>E)STIN</> 
<gk>,</> 
<gk>I(/NA</> 
<gk>MH\</> 
<gk>SALEUQW=</> 
<gk>.</> 
~x15y9z1 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>HU)FRA/NQH</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H)GALLIA/SATO</> 
<gk>H(</> 
<gk>GLW=SSA/</>] 
 : <gk>DOCA</> <Lt>O</> teste Hi ed. Morin (S.-St. 2, p. 120) == MT 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>E)/TI</> 
<gk>DE\</> 
<gk>KAI\</> 
<gk>H(</> 
<gk>SA/RC</> 
<gk>MOU</> 
<gk>KATASKHNW/SEI</> 
<gk>E)P'</> 
<gk>E)LPI/DI</> 
<gk>,</> 
~x15y10z1 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)GKATALEI/YEIS</>] 
 : <gk>EGKATA/LHYIS <Lt>egkatalipis</> R 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>EI)S</> 
 +< <gk>TON</> S U 
<gk>A(/|DHN</> B R LaThtp] 
 : <gk>ADOU</> LbZThtp A' 
 : <Lt>(in) infernum</> La 
 : <Lt>(ad) inferos</> Cyp. == <4G>MT habent Ga et alii Latini <Lt>in 
     inferno</>: correctura  christiana, cf. Act. 2.27 13.35 - 13.37 
~z2 
<gk>OU)DE\</>] 
 : <gk>OU</> Ga(non Uulg) == MT 
<gk>DW/SEIS</> 
<gk>TO\N</> 
<gk>O(/SIO/N</> 
<gk>SOU</> 
<gk>I)DEI=N</> 
<gk>DIAFQORA/N</> 
<gk>.</> 
~x15y11z1 
<gk>E)GNW/RISA/S</> 
<gk>MOI</> 
<gk>O(DOU\S</> 
<gk>ZWH=S</> 
<gk>:</> 
~z2 
<gk>PLHRW/SEIS</> (sic etiam Act. 2.28)] 
 : <gk>PLHRWSIS</> Lag. == MT 
<gk>ME</> (sic etiam Act. 2.28)] > Lag. == MT 
<gk>EU)FROSU/NHS</> B' U L' 55] 
 : <gk>EUFROSUNHN</> R Lpau A: cf. Act. 2.28 et Helbing Kas. p. 197/8 
 : <gk>EUFROSUNHS</> Rc, corrector alter iterum <gk>EUFROSUNHN</> 
<gk>META\</> 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>,</> 
~z3 
<gk>TERPNO/THTES</> B' LaG Uulg == MT] 
 : <gk>TERPNOTHS</> U R'Aug Ga L" A' 
<gk>E)N</> 
<gk>TH=|</> 
<gk>DECIA=|</> 
<gk>SOU</> 
 +< <gk>EWS</> <Lt>usque (in finem)</> R" Ga 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>.</> 
~x16y1z1] (MT17) 
 +< <Lt>in finem</> LaG 
<gk>@@{1*PROSEUXH\</> 
<gk>TOU=</> B' U Lb(sil) A'] > R 
 : <gk>TW</> La' 
 : <Lt>ipsi (dauid)</> La 
 : <Lt>(dauid)</> Ga 
<gk>*DAUID.}1</> 
 : <Lt>(ipsi) dauid</> La 
 : <Lt>dauid</> Ga 
~z2 
<gk>*EI)SA/KOUSON</> 
<gk>,</> 
 +< <gk>O</> Bo R'Aug 
<gk>KU/RIE</>] 
 : <gk>QEO/S</> Bo R'Aug 
<gk>,</> 
<gk>TH=S</> B' U R 1219] > L' A' 
<gk>DIKAIOSU/NHS</> 
<gk>MOU</> 
<gk>,</> 
~z3] 1.3 in duo stichos (<gk>ENWT. T. PR. MOU, OUK</> --- fin.) diuidunt Sa
     LaG Ga 
<gk>PRO/SXES</> 
<gk>TH=|</>] 
 : <gk>TH=S</> U 
<gk>DEH/SEI</>] 
 : <gk>DEHSEWS</> U 
<gk>MOU</> 
<gk>,</> 
~z4 
<gk>E)NW/TISAI</> 
<gk>TH=S</> B U] 
 : <gk>TH/N</> S R L' A": cf. 38.13 54.2 85.6 etc. et Helbing Kas. p. 157/8 
<gk>PROSEUXH=S</> B U] 
 : <gk>PROSEUXHN</> S R L' A": cf. 38.13 54.2 85.6 etc. et Helbing Kas. p.
     157/8 
<gk>MOU</> 
<gk>OU)K</> 
<gk>E)N</> 
<gk>XEI/LESIN</> 
<gk>DOLI/OIS</> 
<gk>.</> 
~x16y2z1 
<gk>E)K</> 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>TO\</> 
<gk>KRI/MA</> 
<gk>MOU</>] 
 : <gk>MOI</> S 55 
<gk>E)CE/LQOI</> 
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>O)FQALMOI/</> 
<gk>MOU</>] 
 : <gk>SOU</> Ga Hi == MT 
<gk>I)DE/TWSAN</> 
<gk>EU)QU/THTAS</> B' LaG GaHi LThtp' A" == MT] 
 : <gk>EUQUTHTA</> U' R'Aug Thtp: cf. 10.7 
<gk>.</> 
~x16y3z1 
<gk>E)DOKI/MASAS</> 
<gk>TH\N</> 
<gk>KARDI/AN</> 
<gk>MOU</> 
<gk>,</> 
 +< <gk>KAI\</> U R" Uulg 
<gk>E)PESKE/YW</> B' Ga L" A" == MT] 
<gk>NUKTO/S</> 
<gk>:</> 
~z2 
<gk>E)PU/RWSA/S</> 
<gk>ME</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)X</> 
<gk>EU(RE/QH</>] 
 : <gk>EURES</> U (Bo Sa?) == MT 
<gk>E)N</> 
<gk>E)MOI\</> 
<gk>A)DIKI/A</>] 
 : <gk>ADIKIAN</> U (Bo Sa?) == MT 
<gk>.</> 
~x16y4z1] 4.1 cum 4.3 connectit, ab 4.2 separat Tht, <gk>OPWS</> -- <gk>MOU</> ad
     16.3 trahit MT 
<gk>O(/PWS</>
<gk>A)\N</>
<gk>MH\</>
<gk>LALH/SH|</>
<gk>TO\</>
<gk>STO/MA</>
<gk>MOU</>] MT begins 4.1 here
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>,</> 
~z2] 4.1 cum 4.3 connectit, ab 4.2 separat Tht, <gk>OPWS</> -- <gk>MOU</> ad 4.3
     trahit MT 
<gk>DIA\</> 
<gk>TOU\S</> 
<gk>LO/GOUS</> 
<gk>TW=N</> 
<gk>XEILE/WN</> 
<gk>SOU</>] 
 : <gk>MOU</> LaG 55 
<gk>E)GW\</> 
<gk>E)FU/LACA</> 
<gk>O(DOU\S</> 
<gk>SKLHRA/S</> 
<gk>.</> 
~x16y5z1 
 +<Lt>ad</> LaRAug <Lt>ad (perficiendos>)2  
<gk>KATA/RTISAI</> (LaRAug <Lt>ad perficiendos</> == <gk>KATARTISAI</>)] 
 : <gk>KATHRTISA</> U': ad 4.2 adapt. 
<gk>TA\</> 
<gk>DIABH/MATA/</> 
<gk>MOU</> 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>TRI/BOIS</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>I(/NA</> 
<gk>MH\</> 
<gk>SALEUQW=SIN</> S R LThtp A] 
 : <gk>SALEUQH</> B U 1220 Thtp 55: cf. 11.3 
<gk>TA\</>] > R 
<gk>DIABH/MATA/</>] > R 
<gk>MOU</>] > R 
 + <gk>EN</> A(+4): ex 16.5.1 
 + <gk>TAIS</> A(+4): ex 16.5.1 
 + <gk>TRIBOIS</> A(+4): ex 16.5.1 
 + <gk>SOU</> A(+4): ex 16.5.1 
<gk>.</> 
~x16y6z1 
<gk>E)GW\</> 
<gk>E)KE/KRACA</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)PH/KOUSA/S</> B 1220 R LThtp] 
 : <gk>EI)SHKOUSAS</> S U Thtp A': cf. 3.5 
 : <gk>EI)SHKOUSEN</> A: cf. 3.5 
<gk>MOU</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>:</> 
~z2 
<gk>KLI=NON</> 
<gk>TO\</> 
<gk>OU)=S</> 
<gk>SOU</> 
<gk>E)MOI\</> 
<gk>KAI\</> 
<gk>EI)SA/KOUSON</> 
<gk>TW=N</> 
<gk>R(HMA/TWN</> 
<gk>MOU</> 
<gk>.</> 
~x16y7z1] 7.1 - 7.3 duo stichi B SaL Ga(c?), unus relinqui 
<gk>QAUMA/STWSON</>] 
 : <gk>QAUMASTWSAN</> (sic) U 
 : <gk>QAUMASATWSAN</>==<Lt>admirentur> ? 2 Bo S cf. S.-St. 2, $$ 32.1 
 : <Lt>admirentur> 2 Bo Sa == -<gk>QAUMASATWSAN</>? cf. S.-St. 2, $$ 32.1 
<gk>TA\</> 
<gk>E)LE/H</> 
<gk>SOU</> 
<gk>,</> 
~z2] 7.1 - 7.3 duo stichi B SaL Ga(c?), unus relinqui 
<gk>O(</> 
<gk>SW/|ZWN</> 
<gk>TOU\S</>] 
 : <Lt>rectos </> LaG: ex 7.11 
 +. <Lt>corde </> LaG: ex 7.11 
<gk>E)LPI/ZONTAS</>] 
 : <Lt>rectos </> LaG: ex 7.11 
 +. <Lt>corde </> LaG: ex 7.11 
<gk>E)PI\</>] 
 : <Lt>rectos </> LaG: ex 7.11 
 +. <Lt>corde </> LaG: ex 7.11 
<gk>SE\</>] 
 : <gk>SOI</> LdRc: cf. 9.11 
 : <Lt>rectos </> LaG: ex 7.11 
 +. <Lt>corde </> LaG: ex 7.11 
~z3] 7.1 - 7.3 duo stichi B SaL Ga(c?), unus relinqui; 7.3 + 8.1 unus
     stichus R' 
<gk>E)K</> 
<gk>TW=N</> 
<gk>A)NQESTHKO/TWN</> 
 +< <gk>RUSAI</> U': cf. 59.7 107.7 
 +< <gk>ME</> U': cf. 59.7 107.7 
<gk>TH=|</> 
<gk>DECIA=|</> 
<gk>SOU</> 
<gk>.</> 
~x16y8z1] 7.3 + 8.1 unus stichus R' 
<gk>FU/LACO/N</> B' U' R' GaHi A' == MT] 
<gk>ME</> B' U' R' GaHi A' == MT] 
 + <gk>KU/RIE</> Bo LaGAug L"Su 
<gk>W(S</> 
<gk>KO/RAN</> B'] 
 : <gk>KORHN</> U R L' A': cf. Thack. $$ 10,3 
<gk>O)FQALMOU=</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>SKE/PH|</> 
<gk>TW=N</> 
<gk>PTERU/GWN</> 
<gk>SOU</> 
<gk>SKEPA/SEIS</> 
<gk>ME</> 
~x16y9z1 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>A)SEBW=N</> 
<gk>TW=N</> 
<gk>TALAIPWRHSA/NTWN</> 
<gk>ME</> 
<gk>.</> 
~z2 
<gk>OI(</> 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>PERIE/SXON</> 
 + #13 <Lt>super</> Ga(non Uulg) 
 ::+ #13 <Lt>me</> Ga(non Uulg) 
<gk>:</> 
~x16y10z1 
<gk>TO\</> 
<gk>STE/AR</> 
<gk>AU)TW=N</> 
<gk>SUNE/KLEISAN</>] 
 : <gk>SUNEKLEISE(N)</> LpauRc 
<gk>,</> 
~z2 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>AU)TW=N</> 
<gk>E)LA/LHSEN</> 
<gk>U(PERHFANI/AN</> 
<gk>.</> 
~x16y11z1 
<gk>E)KBA/LLONTE/S</> 
<gk>ME</> 
<gk>NUNI\</>] 
 : <gk>NUN</> R 
<gk>PERIEKU/KLWSA/N</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>TOU\S</> 
<gk>O)FQALMOU\S</> 
<gk>AU)TW=N</> 
<gk>E)/QENTO</> 
<gk>E)KKLI=NAI</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>GH=|</> 
<gk>.</> 
~x16y12z1 
<gk>U(PE/LABO/N</>] 
 : <gk>UPEBALON</> U 
<gk>ME</> 
<gk>W(SEI\</> 
<gk>LE/WN</> 
<gk>E(/TOIMOS</> 
<gk>EI)S</> 
<gk>QH/RAN</> 
~z2 
<gk>KAI\</> 
<gk>W(SEI\</>] 
 : <gk>WS</> S: cf. 17.34 17.43 21.16 22.5 etc. 
<gk>SKU/MNOS</> 
<gk>OI)KW=N</> 
<gk>E)N</> 
<gk>A)POKRU/FOIS</> 
<gk>.</> 
~x16y13z1 
<gk>A)NA/STHQI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>PRO/FQASON</> 
<gk>AU)TOU\S</>] 
 : <Lt>eum</> GaHi == MT 
<gk>KAI\</> 
<gk>U(POSKE/LISON</> 
<gk>AU)TOU/S</>] 
 : <Lt>eum</> GaHi == MT 
<gk>,</> 
~z2 
<gk>R(U=SAI</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>A)PO\</> 
<gk>A)SEBOU=S</> <Lt>impio</> LaGGa] 
 : <Lt>impiis</> LaRAug 
<gk>,</>
~z3 
<gk>R(OMFAI/AN</> (sic etiam Lb(sil)')]
 : <gk>ROMFAIAS</> Lb uel d Sc 
 : <gk>ROMFAIA</> Ld'Rc 
<gk>SOU</>] U' et Psalt. Rom.: cf. S.-St. 2, p. 154 MT begin 14.1 here 
 + <gk>NEKRWN</> == <3MYTM>3 Nestle, Septuagintastudien IV (1903), p. 3-5(==
     MT)
<gk>A)PO\</>
<gk>E)XQRW=N</>]
 : <Lt>(manu) inimicorum</> LaG 
 + <gk>A)PO</>U' et Psalt. Rom.: cf. S.-St. 2, p. 154 
<gk>TH=S</>]
 : <Lt>(manu inimicorum)</> LaG 
<gk>XEIRO/S</>]
 : <Lt>manu (inimicorum)</> LaG 
<gk>SOU</>]
 : <Lt>(manu inimicorum)</> LaG 
<gk>.</> 
~x16y14z1] 14.1 14.2 duo stichi B' Sa 1220 A", unus R' Ga Sy, duo etiam LaG
     (trahit <Lt>dispartire eos</> ad 14.1, <Lt>et subplanta eos</> [cf. inf.] ad
     14.2) 
<gk>KU/RIE</> 
<gk>,</> 
<gk>A)PO\</> S' R L A", <Lt>a (paucis)</> LaG GaAuguar: == MT?] 
 : <gk>A)POLUWN</> B 
 : <gk>A)POLLUWN</> U'(U <4A>4 pro <4^>4 2nd) Tht' 
 : <Lt>(perdens)</> LaR(om. <Lt>n</>)Aug : cf. Nestle 1.1. et Thack. $$ 7,29 
<gk>O)LI/GWN</> S' R L A", <Lt>(a) paucis</> LaG GaAuguar: == MT?] > B '(U <4A>4
     pro <4^>4 2nd) Tht' 
 : <Lt>perdens</> LaR(om. <Lt>n</>)Aug : cf. Nestle 1.1. et Thack. $$ 7,29 
<gk>A)PO\</> 
<gk>GH=S</> 
~z2] 14.1 14.2 duo stichi B' Sa 1220 A", unus R' Ga Sy, duo etiam LaG  
<gk>DIAME/RISON</> 
<gk>AU)TOU\S</>] LaG begins 14.2 here 
 + <Lt>et </> LaG et alii Latini: ex 13.1 
 ::+ <Lt>subplanta</> LaG et alii Latini: ex 13.1, ubi Ga (non La)
     <Lt>subplanta</> pro <gk>U(POSKELISON> 
 :: + <Lt>eos</> LaG et alii Latini: ex 13.1 
<gk>E)N</> 
<gk>TH=|</> 
<gk>ZWH=|</> 
<gk>AU)TW=N</> 
<gk>.</> 
~z3 
<gk>KAI\</> == MT] > LaG Ga 
<gk>TW=N</> 
<gk>KEKRUMME/NWN</> 
<gk>SOU</> 
<gk>E)PLH/SQH</> B" 1220 R" Ga L A"] 
 : <gk>EMPLHSQHTW</> U' Tht 
<gk>H(</> 
<gk>GASTH\R</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z4] 14.4 14.5 duo stichi B' 1220 Ga, unus Sa R" Sy A" 
<gk>E)XORTA/SQHSAN</> 
<gk>UI(W=N</> GaAuguar(cf. proleg. $$ 519) La" A == MT] 
 : <gk>UEIWN</> B" Sa 1220 La 55 
 : <gk>UWN</> U Lb 
 : <Lt>porcina</> LaRAug 
 : <Lt>suillam</> LaG 
~z5] 14.4 14.5 duo stichi B' 1220 Ga, unus Sa R" Sy A" 
<gk>KAI\</> 
<gk>A)FH=KAN</> 
<gk>TA\</> 
<gk>KATA/LOIPA</> 
 + <gk>AU)TWN</> Ga Thtp' == MT 
<gk>TOI=S</> 
<gk>NHPI/OIS</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x16y15z1 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>DIKAIOSU/NH|</> 
 + <gk>SOU</> SaB R'Aug 
<gk>O)FQH/SOMAI</> 
<gk>TW=|</> 
<gk>PROSW/PW|</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>XORTASQH/SOMAI</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>O)FQH=NAI</> B" U' R" Ga] 
 : <gk>O)FQHSOMAI</> U: ex 15.1 
 + <gk>MOI</> L' A' 
 ::+ <gk>TW=|</> addit Tht ed. Sirmond <gk>TW PAIDI SOU</>, quae uerba Schulze
     retinet, codices a Schulze collati omittunt 
 :: + <gk>PAIDI</>addit Tht ed. Sirmond <gk>TW PAIDI SOU</>, quae uerba Schulze 
     retinet, codices a Schulze collati omittunt  +<gk>SOU</> ad <gk>MOI</>(sic)
     addit Tht ed. Sirmond <gk>TW PAIDI SOU</>, quae uerba Schulze retinet,
     codices a Schulze collati omittunt 
 ::  + <SOU>addit Tht ed. Sirmond <gk>TW PAIDI SOU</>, quae uerba Schulze 
     retinet, codices a Schulze collati omittunt  +<gk>SOU</> ad <gk>MOI</>(sic)
     addit Tht ed. Sirmond <gk>TW PAIDI SOU</>, quae uerba Schulze retinet,
     codices a Schulze collati omittunt
<gk>TH\N</>
<gk>DO/CAN</>
<gk>SOU</>
 + <gk>TW</> Sy (cf. 83.9) 
 + <gk>PAIDI</> Sy (cf. 83.9) 
 + <gk>SOU</> Sy (cf. 83.9) 
<gk>.</> 
~x17y1z1] (M18) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>TW=|</> 
<gk>PAIDI\</> 
<gk>KU/RI/OU</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>,</> 
<gk>A(\</>] > U 
~z2 
<gk>@@E)LA/LHSEN</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>TOU\S</> 
<gk>LO/GOUS</> 
<gk>TH=S</> 
<gk>W)|DH=S</> 
<gk>TAU/THS</> 
~z3 
<gk>@@E)N</> 
<gk>H(ME/RA|</> 
<gk>,</> 
<gk>H(=|</> 
<gk>E)RRU/SATO</> 
<gk>AU)TO\N</> 
 +< <gk>O</> Lb: cf. 2.12 
<gk>KU/RIOS</> 
<gk>E)K</> 
<gk>XEIRO\S</> 
~z4 
<gk>@@PA/NTWN</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>AU)TOU=</> 
<gk>KAI\</> 
<gk>E)K</> 
<gk>XEIRO\S</> 
<gk>*SAOUL</> 
<gk>,</> 
~x17y2z1 
<gk>@@KAI\</> 
<gk>EI)=PEN}1</> 
~z2 
<gk>*)AGAPH/SW</> 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>H(</>] > B 
<gk>I)SXU/S</> 
<gk>MOU</> 
<gk>.</> 
~x17y3z1 
<gk>KU/RIOS</>] 
 : <gk>KU/RIE</> R'Aug Ga(non Uulg) in LaG spatium, in quo uerbum scribi
     debebat, uacuum relictum est, cf. proleg. $$ 5.13 n. 
<gk>STERE/WMA/</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>KATAFUGH/</> 
<gk>MOU</>] > LaG 
<gk>KAI\</> 
<gk>R(U/STHS</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>BOHQO/S</> 
<gk>MOU</>] > B 
<gk>,</> 
<gk>KAI\</>] > U == MT 
<gk>E)LPIW=</> 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>,</> 
~z3 
<gk>U(PERASPISTH/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>KE/RAS</> 
<gk>SWTHRI/AS</> 
<gk>MOU</>] > B 
<gk>,</> 
 +< <gk>KAI\</> LaRAug Ga L" 
<gk>A)NTILH/MPTWR</> == MT] 
<gk>MOU</> 
<gk>.</> 
~x17y4z1] 4.1 4.2 duo stichi Sa R' Ga A, unus B' LaG ZSy 1219' 
<gk>AI)NW=N</> 
<gk>E)PIKALE/SOMAI</> 
 +< <gk>TON</> U R L' 1219: cf. 2.12 
<gk>KU/RION</> B' Z A'] 
~z2] 4.1 4.2 duo stichi Sa R' Ga A, unus B' LaG ZSy 1219' 
<gk>KAI\</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>MOU</> 
<gk>SWQH/SOMAI</> 
<gk>.</> 
~x17y5z1 
<gk>PERIE/SXON</> 
<gk>ME</> 
<gk>W)DI=NES</> 
<gk>QANA/TOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>XEI/MARROI</> 
<gk>A)NOMI/AS</> 
<gk>E)CETA/RACA/N</> 
<gk>ME</> 
~x17y6z1 
<gk>W)DI=NES</> 
<gk>A(/|DOU</> 
<gk>PERIEKU/KLWSA/N</>] 
 : <gk>PERIESXON</> U: ex 5 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>PROE/FQASA/N</> 
<gk>ME</> 
<gk>PAGI/DES</> 
<gk>QANA/TOU</> 
<gk>.</> 
~x17y7z1 
<gk>KAI\</>] > U Ga == MT 
<gk>E)N</> <Lt>cum (tribularer)</> Ga] 
 : <Lt>in (tribulatione mea)</> LaG Uulg 
<gk>TW=|</> <Lt>(cum tribularer)</> Ga] 
 : <gk>TH</> R == <Lt>(in pressura mea)</> LaG Uulg Aug 
 : <Lt>(in tribulatione mea)</> LaG Uulg 
<gk>QLI/BESQAI/</> <Lt>(cum) tribularer</> Ga] 
 : <gk>QLIYEI</> R == <Lt>(in) pressura (mea)</> LaG Uulg Aug 
 : <Lt>(in) tribulatione (mea)</> LaG Uulg 
<gk>ME</> <Lt>(cum tribularer)</> Ga] 
 : <gk>MOU</> R == <Lt>(in pressura) mea</> LaG Uulg Aug 
 : <Lt>(in tribulatione) mea</> LaG Uulg 
<gk>E)PEKALESA/MHN</> 
<gk>TO\N</> 
<gk>KU/RION</> 
~z2 
<gk>KAI\</> 
<gk>PRO\S</> 
<gk>TO\N</> 
<gk>QEO/N</> 
<gk>MOU</> 
<gk>E)KE/KRACA</> 
<gk>:</> 
~z3 
 +< <gk>KAI\</> <Lt>et (exaudiuit)</> R" Ga 
 +< <Lt>et</> Sy 
<gk>H)/KOUSEN</>] 
 : <gk>EI)SHKOUSEN</> <Lt>(et) exaudiuit</> R" Ga 
 + <gk>KU/RIOS</> Tht' 
<gk>E)K</> 
<gk>NAOU=</> 
<gk>A(GI/OU</>] > LaG == MT #8 Ga 
<gk>AU)TOU=</> 
 +< <gk>TH=S</> U R 
<gk>FWNH=S</> B' L' A"] 
<gk>MOU</> 
<gk>,</> 
~z4 
<gk>KAI\</> 
<gk>H(</> 
<gk>KRAUGH/</> 
<gk>MOU</> 
<gk>E)NW/PION</> 
<gk>AU)TOU=</> 
<gk>EI)SELEU/SETAI</>] 
 : <Lt>introiuit</> La Ga: ex <Lt>introibit</>? cf. proleg. $$ 2.3 
<gk>EI)S</> 
<gk>TA\</> 
<gk>W)=TA</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x17y8z1 
<gk>KAI\</>] > U UulgGac 
<gk>E)SALEU/QH</> 
<gk>KAI\</> 
<gk>E)/NTROMOS</> 
<gk>E)GENH/QH</> 
<gk>H(</> 
<gk>GH=</> 
<gk>,</> 
~z2 
<gk>KAI\</>] > Uulg 
<gk>TA\</> 
<gk>QEME/LIA</> 
<gk>TW=N</> 
<gk>O)RE/WN</> 
<gk>E)TARA/XQHSAN</> 
~z3 
<gk>KAI\</>] > U 
<gk>E)SALEU/QHSAN</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>W)RGI/SQH</> 
<gk>AU)TOI=S</>] #8 Ga 
<gk>O(</>] > Ga == MT 
 : <Lt>(dominus)</> LaG 
<gk>QEO/S</>] > Ga == MT 
 : <Lt>dominus</> LaG 
<gk>.</> 
~x17y9z1 
<gk>A)NE/BH</> 
<gk>KAPNO\S</> 
<gk>E)N</> 
<gk>O)RGH=|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>PU=R</> 
<gk>A)PO\</>] > B 
<gk>PROSW/POU</>] 
 : <gk>ENANTION</> B 
<gk>AU)TOU=</> 
<gk>KATEFLO/GISEN</> B" U' Ga A] 
 : <gk>KATAFLEGHSETAI</> L" 55 
 : <gk>KATAFLEXQHSETAI</> 1219 
 : <gk>KATAFLOGHSETAI</> R(uid.) 
 : <Lt>exardescet</> La 
 : <Lt>exardescit</> LaGAug, cf. proleg. $$ 2.3 
<gk>,</> 
~z3 
<gk>A)/NQRAKES</> 
 + <gk>PUROS</> Bo: ex 13 
<gk>A)NH/FQHSAN</> 
<gk>A)P'</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x17y10z1 
<gk>KAI\</> 
<gk>E)/KLINEN</> 
 +< <gk>TON</> U 
<gk>OU)RANO\N</> B' R" A] 
 : <gk>OURANOUS</> Ga L' 55 
<gk>KAI\</> 
<gk>KATE/BH</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>GNO/FOS</> 
<gk>U(PO\</> 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x17y11z1 
<gk>KAI\</> 
<gk>E)PE/BH</>] 
 : <gk>A)NEBH</> U 
<gk>E)PI\</> 
<gk>XEROUBIN</> BSc U' R" Ga Z A'] 
 : <gk>XEROUBIM</> Bo UulgAug L' 55: cf. 79.2 98.1 
 : <gk>XEROUB</> S* == MT 
<gk>KAI\</> 
<gk>E)PETA/SQH</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> S == MT 
<gk>E)PETA/SQH</> 
<gk>E)PI\</> 
<gk>PTERU/GWN</> 
<gk>A)NE/MWN</> 
<gk>.</> 
~x17y12z1] 
<gk>KAI\</>] #8 Ga 
<gk>E)/QETO</> 
<gk>SKO/TOS</> 
<gk>A)POKRUFH\N</> 
<gk>AU)TOU=</> 
<gk>:</> 
 + <Lt>nubes</> LaG: cf. 13 et 20.3 (= 18.1) 
 + <Lt>ipsius</> LaG: cf. 13 et 20.3 (= 18.1) 
 + <Lt>transcucurrerunt</> LaG: cf. 13 et 20.3 (= 18.1) fin. stich. prim. 
 + <Lt>liberauit</> LaG: cf. 13 et 20.3 (= 18.1) 
 + <Lt>me</> LaG: cf. 13 et 20.3 (= 18.1) 
 + <Lt>de</> LaG: cf. 13 et 20.3 (= 18.1)  
 + <Lt>inimicis</> LaG: cf. 13 et 20.3 (= 18.1) 
 + <Lt>potentibus</> LaG: cf. 13 et 20.3 (= 18.1) 
~z2 
<gk>KU/KLW|</> 
<gk>AU)TOU=</> 
<gk>H(</> 
<gk>SKHNH\</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
<gk>SKOTEINO\N</> 
<gk>U(/DWR</> 
<gk>E)N</> 
<gk>NEFE/LAIS</> 
<gk>A)E/RWN</> 
<gk>.</> 
~x17y13z1 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>THLAUGH/SEWS</> 
 + <gk>AU)TOU</> LpauThtb' 
<gk>E)NW/PION</> 
<gk>AU)TOU=</> 
<gk>AI(</> 
<gk>NEFE/LAI</> 
 + <gk>AU)TOU</> LaRAug Ga(non Uulg) Sy == MT (in Ga sub #8 pro #13) 
<gk>DIH=LQON</> 
<gk>,</> 
~z2 
<gk>XA/LAZA</>] 
 : <gk>XALAZAI</> Lpau 
 : <gk>XALAZE</> Z'(?) 
<gk>KAI\</> 
<gk>A)/NQRAKES</> 
<gk>PURO/S</> 
<gk>.</> 
~x17y14z1 
<gk>KAI\</> 
<gk>E)BRO/NTHSEN</> 
<gk>E)C</> 
<gk>OU)RANOU=</> 
 +< <gk>O</> U L' A': cf. 2.12 
<gk>KU/RIOS</> B' R] 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(</>] > Chr adnotavit Kraft~
<gk>U(/YISTOS</>] > Chr adnotavit Kraft~
<gk>E)/DWKEN</> 
<gk>FWNH\N</> 
<gk>AU)TOU=</> 
 + #13 <gk>XALAZA</> GaHi Sy: teste Hi ex <gk>EBR' Q'</>, cf. S.-St. 2, p. 125 n.
     3; de Sy cf. ibidem p. 126 
 + #13 <gk>KAI\</> GaHi Sy: teste Hi ex <gk>EBR' Q'</>, cf. S.-St. 2, p. 125 n.
     3; de Sy cf. ibidem p. 126 
 + #13 <gk>A)NQRAKES</> GaHi Sy: teste Hi ex <gk>EBR' Q'</>, cf. S.-St. 2, p. 125
     n. 3; de Sy cf. ibidem p. 126 
 + #13 <gk>PUROS</> GaHi Sy: teste Hi ex <gk>EBR' Q'</>, cf. S.-St. 2, p. 125 n.
     3; de Sy cf. ibidem p. 126 
 + <gk>O(</> Chr adnotavit Kraft
 + <gk>U(/YISTOS</> Chr adnotavit Kraft
~x17y15z1 
<gk>KAI\</> B' La Ga == MT] > U R L" A" 
<gk>E)CAPE/STEILEN</> 
<gk>BE/LH</> 
 + <gk>AU)TOU</> Bod LaGAug Uulg == MT 
<gk>KAI\</> 
<gk>E)SKO/RPISEN</> 
<gk>AU)TOU\S</> 
~z2 
<gk>KAI\</> 
<gk>A)STRAPA\S</> 
<gk>E)PLH/QUNEN</> 
<gk>KAI\</> 
<gk>SUNETA/RACEN</> 
<gk>AU)TOU/S</> 
<gk>.</> 
~x17y16z1 
<gk>KAI\</> 
<gk>W)/FQHSAN</> 
<gk>AI(</> 
<gk>PHGAI\</> 
<gk>TW=N</> 
<gk>U(DA/TWN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>A)NEKALU/FQH</> B' R LThtp] 
 : <gk>A)NEKALUFQHSAN</> U Thtp A': cf. 11.3 
<gk>TA\</> 
<gk>QEME/LIA</> 
<gk>TH=S</> 
<gk>OI)KOUME/NHS</> 
~z3 
<gk>A)PO\</> 
<gk>E)PITIMH/SEW/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
~z4 
<gk>A)PO\</> 
<gk>E)MPNEU/SEWS</> 
<gk>PNEU/MATOS</> 
<gk>O)RGH=S</> 
<gk>SOU</> 
<gk>.</> 
~x17y17z1 
<gk>E)CAPE/STEILEN</> 
<gk>E)C</> 
<gk>U(/YOUS</> 
<gk>KAI\</> 
<gk>E)/LABE/N</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>PROSELA/BETO/</> : <gk>PROSELABE EC>B (haplog) (hab. 1 sine <gk>N EFELK.</>!) 
<gk>ME</>] > B (haplog.) 
<gk>E)C</> 
<gk>U(DA/TWN</> 
<gk>POLLW=N</> 
<gk>.</> 
~x17y18z1] 18.1 18.2 18.3 tres stichi B R', duo S A' (18.1 + 18.2, 18.3) et
     Sa LaG Ga ZSy 1219 (18.1, 18.2 + 18.3) 
<gk>R(U/SETAI/</> 
<gk>ME</> 
<gk>E)C</> 
<gk>E)XQRW=N</> 
<gk>MOU</> 
<gk>DUNATW=N</> 
~z2] 18.1 18.2 18.3 tres stichi B R', duo S A' (18.1 + 18.2, 18.3) et Sa
     LaG Ga ZSy 1219 (18.1, 18.2 + 18.3) 
<gk>KAI\</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>MISOU/NTWN</> 
<gk>ME</> 
<gk>,</> 
~z3] 18.1 18.2 18.3 tres stichi B R', duo S A' (18.1 + 18.2, 18.3) et Sa
     LaG Ga ZSy 1219 (18.1, 18.2 + 18.3) 
<gk>O(/TI</> 
<gk>E)STEREW/QHSAN</> 
<gk>U(PE\R</>] 
 : <gk>EP</> R 
<gk>E)ME/</> 
<gk>.</> 
~x17y19z1 
<gk>PROE/FQASA/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>KAKW/SEW/S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)GE/NETO</>] 
 : <gk>EGENHQH</> U R: cf. 37.15 68.12 72.22 93.22 118.173 Od. 1.2 et Ps.
     101.8 
 +< <gk>O</> R: cf. 2.12 
<gk>KU/RIOS</> 
<gk>A)NTISTH/RIGMA/</> 
<gk>MOU</>] 
 : <gk>MOI</> S (Bo Sa?) == MT 
~x17y20z1 
<gk>KAI\</> 
<gk>E)CH/GAGE/N</> 
<gk>ME</> 
<gk>EI)S</> 
<gk>PLATUSMO/N</>] 
 : <gk>PLATUNASMON</> U 
<gk>,</> 
~z2 
<gk>R(U/SETAI/</> 
<gk>ME</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>H)QE/LHSE/N</> 
<gk>ME</> 
<gk>.</> 
~z3] 20.3 20.4 hab. B' U' R"(de Aug cf. S.-St. 2, p. 62 n. 4) A'; 20 4] > S
     Sy; 20.3 20.4] > Ga L' == MT: cf. S.-St. 2, p. 43. 62/63; uerba uncis
     inclusi, quia ex 18 repet. uid.; 20.3 20.4 duo stichi B SaB R" unus
     SaL A' (S Sy 20.3 tantum hab., cf. sup.) 
<gk>[R(U/SETAI/</>] > (</</>)Ga L' == MT(</</>) 
<gk>ME</>] > (</</>)Ga L' == MT(</</>) 
<gk>E)C</>] > (</</>)Ga L' == MT(</</>) 
<gk>E)XQRW=N</>] > (</</>)Ga L' == MT(</</>) 
<gk>MOU</>] > (</</>)Ga L' == MT(</</>) 
<gk>DUNATW=N</>] > (</</>)Ga L' == MT(</</>) 
~z4] 20.3 20.4 hab. B' U' R"(de Aug cf. S.-St. 2, p. 62 n. 4) A'; 20 4]  >
     S Sy; 20.3 20.4] > Ga  L' == MT: cf. S.-St. 2, p. 43. 62/63; uerba
     uncis inclusi, quia ex 18 repet. uid.; 20.3 20.4  duo stichi B SaB R"
     unus SaL A' (S Sy 20.3 tantum hab., cf. sup.)
<gk>KAI\</>] > (</</>)Ga L' == MT(</</>) S Sy(>5) 
<gk>E)K</>] > (</</>)Ga L' == MT(</</>) S Sy(>5) 
<gk>TW=N</>] > (</</>)Ga L' == MT(</</>) S Sy(>5) 
<gk>MISOU/NTWN</>] > (</</>)Ga L' == MT(</</>) S Sy(>5) 
<gk>ME</>] > (</</>)Ga L' == MT(</</>) S Sy(>5) 
 + <Lt>gratis</> LaG: ex 34.19 
<gk>.]</>] > (</</>)Ga L' == MT(</</>) 
~x17y21z1 
<gk>KAI\</> bis] #8 Ga 
<gk>A)NTAPODW/SEI</> 
<gk>MOI</> 
<gk>KU/RIOS</> 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> bis] #8 Ga 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>KAQARIO/THTA</> 
<gk>TW=N</> 
<gk>XEIRW=N</> 
<gk>MOU</> 
<gk>A)NTAPODW/SEI</> B L' A"] 
 : <gk>A)PODWSEI</> S U R 
<gk>MOI</> 
<gk>,</> 
~x17y22z1 
<gk>O(/TI</> 
<gk>E)FU/LACA</> 
<gk>TA\S</> 
<gk>O(DOU\S</> 
<gk>KU/RI/OU</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)SE/BHSA</> 
<gk>A)PO\</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>MOU</> 
<gk>,</> 
~x17y23z1 
<gk>O(/TI</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>KRI/MATA</> 
<gk>AU)TOU=</> 
<gk>E)NW/PIO/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TA\</> 
<gk>DIKAIW/MATA</> 
<gk>AU)TOU=</> 
<gk>OU)K</> 
<gk>A)PE/STHSA</> Bop Sa La Ga Lpau' == MT] 
 : <gk>A)PESTHSAN</> B'Bop R L' A' 
 : <gk>A)PESTH</> U: cf. 11.3 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>.</> 
~x17y24z1 
<gk>KAI\</> 
<gk>E)/SOMAI</> 
<gk>A)/MWMOS</> 
<gk>MET'</> 
<gk>AU)TOU=</> 
~z2 
<gk>KAI\</> 
<gk>FULA/COMAI</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>A)NOMI/AS</> 
<gk>MOU</> 
<gk>.</> 
~x17y25z1 
 : #13 ante <gk>KAI\</> 2nd transponendum uid., ubi in ms. #13 est #8 ante
     <gk>KAI\</> 2nd transponendum uid., ubi in ms. #13 est 
<gk>KAI\</>] #8 Ga sed#8ante <gk>KAI\</> 2nd transponendum uid., ubi in ms. #13
     est 
<gk>A)NTAPODW/SEI</> 
<gk>MOI</> 
<gk>KU/RIOS</> 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>MOU</> 
~z2] 25.2 unus stichus S Sa R' Sy, duo (<gk>KAI\</> 2nd, --- <gk>MOU</> 2nd
     <gk>ENWP.</> ---  fin.) B LaG Ga(uid.) Z A" 
<gk>KAI\</> 
<gk>KATA\</> 
<gk>TH\N</>] > U 
<gk>KAQARIO/THTA</> 
<gk>:</> 
<gk>TW=N</> 
<gk>XEIRW=N</> 
<gk>MOU</> B" U' GaAug L" 55 == MT] 
 + <gk>A)NTAPODWSEI</> R" A: ex 21 
 + <gk>MOI</> R" A: ex 21 
<gk>E)NW/PION</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x17y26z1 
<gk>META\</> 
<gk>O(SI/OU</> 
<gk>O(SIWQH/SH|</> B' U Thtp' A] 
 : <gk>OSIOS</> R LThtp 55 
 : <Lt>sanctus</> <Lt>sanctus eris</>vel <Lt>iustus eris</> uel. <Lt>sanctificaberis</>
     Tert. (Capelle p. 17)  
 : <Lt>justus</> <Lt>sanctus eris</> uel <Lt>iustus eris</> uel. <Lt>sanctificaberis</>
     Tert. (Capelle p. 17) 
 : <Lt>iustificaberis</> Cyp.: cf. 49.5 115.6 
 + <gk>ESH</> R LThtp 55 
 : <Lt>eris</> <Lt>sanctus eris</>vel <Lt>iustus eris</> uel. <Lt>sanctificaberis</>
     Tert. (Capelle p. 17) 
 : <Lt>sanctificaberis</> <Lt>sanctus eris</> vel <Lt>iustus eris</> uel.
     <Lt>sanctificaberis>Tert. (Capelle p. 17) 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>A)NDRO\S</> 
<gk>A)QW/|OU</> 
<gk>A)QW=|OS</>] 
 : <gk>AQWOQHSH</> U 
<gk>E)/SH|</>] > U 
~x17y27z1 
<gk>KAI\</> 
<gk>META\</> 
<gk>E)KLEKTOU=</> 
<gk>E)KLEKTO\S</> 
<gk>E)/SH|</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>STREBLOU=</> 
<gk>DIASTRE/YEIS</> 
<gk>.</> 
~x17y28z1 
<gk>O(/TI</> 
<gk>SU\</> 
 +< <gk>TON</> U 
<gk>LAO\N</> 
<gk>TAPEINO\N</> 
<gk>SW/SEIS</>] 
 : <gk>U(YWSEIS</> U': cf. 17.28.2.17.49.2 et S.-St. 2, p. 221 
~z2 
<gk>KAI\</> 
<gk>O)FQALMOU\S</> 
<gk>U(PERHFA/NWN</> 
<gk>TAPEINW/SEIS</> 
<gk>.</> 
~x17y29z1 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>FWTIEI=S</> bis <Lt>inluminabis</> LaRAug] 
 : <Lt>inluminabis</> LaRAug] 
 : <Lt>inluminas</> Ga LaG Uulg 
 : <Lt>inlumina</> LaG Uulg 
<gk>LU/XNON</> 
<gk>MOU</> 
<gk>,</> 
<gk>KU/RIE</>] > Bo 
<gk>:</> 
~z2 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>FWTIEI=S</> bis <Lt>inluminabis</> LaRAug] 
 : <Lt>inluminabis</> LaRAug] 
 : <Lt>inluminas</> Ga 
 : <Lt>inlumina</> LaG Uulg 
<gk>TO\</> 
<gk>SKO/TOS</> 
<gk>MOU</> 
<gk>.</> 
~x17y30z1 
<gk>O(/TI</> 
<gk>E)N</> <Lt>in (te)</> Ga] 
 : <Lt>a (te)</> La 
<gk>SOI\</> <Lt>(in) te</> Ga] 
 : <Lt>(a) te</> La 
<gk>R(USQH/SOMAI</>] 
 : <gk>RUQHSOMAI</> U 
<gk>A)PO\</> 
<gk>PEIRATHRI/OU</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>MOU</> 
 + <Lt>sperans</> LaR et Aug(non in comm., sed alio loco, cf. Lag. Probe et
     Sabatier) 
<gk>U(PERBH/SOMAI</> 
<gk>TEI=XOS</>] 
 : <gk>TIXON</> U: cf. Thack. $$ 10,30 
<gk>.</> 
~x17y31z1 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>A)/MWMOS</> 
<gk>H(</> 
<gk>O(DO\S</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>TA\</> 
<gk>LO/GIA</> 
<gk>KU/RI/OU</> 
<gk>PEPURWME/NA</>] 
 : <gk>PERIERGURWMENA</> U: pro <gk>PERIHRG.</> (i.e. inargentata), cf. S.-St. 
     2, p. 148/9 
<gk>,</> 
~z3 
<gk>U(PERASPISTH/S</> 
<gk>E)STIN</> 
<gk>PA/NTWN</> 
<gk>TW=N</> 
<gk>E)LPIZO/NTWN</> 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x17y32z1 
<gk>O(/TI</> 
<gk>TI/S</> 
<gk>QEO\S</> 
<gk>PLH\N</> B R A'] 
 : <gk>PAREC</> S U 1098 L': item <gk>Q'</> teste 1098 
<gk>TOU=</> 
 : <Lt>(deum)</> LaR: ex 17.32.2 
<gk>KU/RI/OU</> 
 : <Lt>deum</> LaR: ex 17.32.2 
 + <gk>HMWN</> U' 
<gk>;</> 
~z2] >U per homoeotel. (>8)
<gk>KAI\</> B" LaGAug Ga Thtp' A' == MT] >U per homoeotel. (>8) 
 : <gk>H</> Sa R' 1098- Uulg LThtp: cf. 14.1 23.3 
<gk>TI/S</>] >U per homoeotel. (>8)
<gk>QEO\S</>] >U per homoeotel. (>8)
<gk>PLH\N</>] >U per homoeotel. (>8)
<gk>TOU=</>] >U per homoeotel. (>8)
<gk>QEOU=</>] >U per homoeotel. (>8)
<gk>H(MW=N</>] >U per homoeotel. (>8)
<gk>;</>] >U per homoeotel. (>8)
~x17y33z1 
<gk>O(</> 
<gk>QEO\S</> 
<gk>O(</> 
<gk>PERIZWNNU/WN</> 
<gk>ME</> 
<gk>DU/NAMIN</> 
~z2 
<gk>KAI\</> 
<gk>E)/QETO</>] 
 : <gk>EQOU</> Sa: ex 35 
<gk>A)/MWMON</> 
<gk>TH\N</> 
<gk>O(DO/N</> 
<gk>MOU</> 
<gk>,</> 
~x17y34z1 
<gk>O(</> B U R A'] > S 1098 L' == MT: cf. 35 
<gk>KATARTIZO/MENOS</> B' R 1098 L' 55] 
 : <gk>KATARTIZWN</> U A 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>MOU</> 
<gk>W(S</> B' U] 
 : <gk>WSEI</> R 1098 L'Su A": cf. 16.12 
<gk>E)LA/FOU</> B" L"Su 1219', <Lt>cerui</> (gen. sing.) La] 
 : <gk>ELAFOI</> <Lt>elafy</> (== <gk>ELAFOI)</> R: == <Lt>cerui</> (nom. plur.) 
 : <gk>ELAFOUS</> A 
 : <gk>ELAFWN</> U' 1098-GaHi: MT hab. pluralem 
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>TA\</> 
<gk>U(YHLA\</> 
 + <Lt>mea</> Sa == MT 
 + <Lt>sua</> Bo 
<gk>I(STW=N</> 
<gk>ME</> 
<gk>,</> 
~x17y35z1] init. B' 1098 L' A' == MT 
 +< <gk>O</> U R: cf. 34 
<gk>DIDA/SKWN</> 
<gk>XEI=RA/S</> 
<gk>MOU</> 
<gk>EI)S</> 
<gk>PO/LEMON</> 
~z2 
<gk>KAI\</> 
<gk>E)/QOU</>] 
 : <gk>EQETO</> Bop SaB Tht': ex 33 
 +< <gk>EI)S</> U 
 +< <Lt>ut</> La Uulg 
<gk>TO/CON</> 
<gk>XALKOU=N</> 
<gk>TOU\S</> 
<gk>BRAXI/ONA/S</> 
<gk>MOU</> 
<gk>:</> 
~x17y36z1 
<gk>KAI\</> 
<gk>E)/DWKA/S</> 
<gk>MOI</> 
<gk>U(PERASPISMO\N</> 
<gk>SWTHRI/AS</>] 
 : <gk>SWTHRIOU</> 55 
<gk>MOU</> B" R" 1098 Thtb'Su A] > U' LThtp 
 : <gk>SOU</> GaHi 55 == MT 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>DECIA/</> 
<gk>SOU</> 
<gk>A)NTELA/BETO/</>] 
 : <gk>A)NTILABETO</> (sic) U 
 : <gk>A)NTILABOITO</> R: ex 193? cf. 39.12 
<gk>MOU</> 
<gk>,</> 
~z3] > SaB* LaG 
<gk>KAI\</>] > (>9)SaB* LaG(>9) 
<gk>H(</>] > (>9)SaB* LaG(>9) 
<gk>PAIDEI/A</>] > (>9)SaB* LaG(>9) 
<gk>SOU</>] > (>9)SaB* LaG(>9) 
<gk>A)NW/RQWSE/N</>] > (>9)SaB* LaG(>9) 
<gk>ME</>] > (>9)SaB* LaG(>9) 
<gk>EI)S</>] > (>9)SaB* LaG(>9) (</>)S == MT(</>) 
<gk>TE/LOS</>] > (>9)SaB* LaG(>9) (</>)S == MT(</>) 
<gk>,</>] > (>9)SaB* LaG(>9) 
~z4] > S 1098(non Ga); hunc stichum Theodotionis uersionem uerborum <3YNBRT
      KTWN(W7>3 esse putat scholio quodam fretus Field, sed teste 1098
     Theod.  ista uerba  sic reddidit: <gk>KAI H PRAUTHS SOU PLHQUNEI ME</> 
<gk>KAI\</>] > S 1098(non Ga)(>8) 
<gk>H(</>] > S 1098(non Ga)(>8) 
<gk>PAIDEI/A</>] > S 1098(non Ga)(>8) 
<gk>SOU</>] > S 1098(non Ga)(>8) 
<gk>AU)TH/</>] > S 1098(non Ga)(>8) 
<gk>ME</>] > S 1098(non Ga)(>8) 
<gk>DIDA/CEI</>] > S 1098(non Ga)(>8) 
<gk>.</>] > S 1098(non Ga)(>8) 
~x17y37z1 
<gk>E)PLA/TUNAS</> 
<gk>TA\</> 
<gk>DIABH/MATA/</> 
<gk>MOU</> 
<gk>U(POKA/TW</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)SQE/NHSAN</>] 
 : <gk>HSQENHSE</> La': cf. 11.3 
<gk>TA\</> 
<gk>I)/XNH</> 
<gk>MOU</> 
<gk>.</> 
~x17y38z1 
 +< <gk>KAI\</> U 
<gk>KATADIW/CW</> 
<gk>TOU\S</> 
<gk>E)XQROU/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>KATALH/MYOMAI</> 
<gk>AU)TOU\S</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>A)POSTRAFH/SOMAI</> 
<gk>,</> 
<gk>E(/WS</> 
<gk>A)\N</>] > U 
<gk>E)KLI/PWSIN</> 
<gk>:</> 
~x17y39z1 
<gk>E)KQLI/YW</> 
<gk>AU)TOU/S</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>DU/NWNTAI</> 
<gk>STH=NAI</> 
<gk>,</> 
~z2 
<gk>PESOU=NTAI</> 
<gk>U(PO\</> 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>MOU</> 
<gk>.</> 
~x17y40z1 
<gk>KAI\</> 
<gk>PERIE/ZWSA/S</> 
<gk>ME</> 
<gk>DU/NAMIN</> 
<gk>EI)S</>] 
 : <gk>EWS</> U 
<gk>PO/LEMON</> 
<gk>,</> 
~z2 
<gk>SUNEPO/DISAS</> 
<gk>PA/NTAS</>] > S LaGAug GaHi(1098 deest) == MT 
<gk>TOU\S</> 
<gk>E)PANISTANOME/NOUS</> B' U R A] 
 : <gk>EPANISTAMENOUS</> 1098 L' 1219': cf. 49 et 43.6 58.2 91.12  108.28 et
     Thack. p.  248 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>U(POKA/TW</> 
<gk>MOU</> 
~x17y41z1 
<gk>KAI\</>] > U(>6) 
<gk>TOU\S</>] > U(>6) 
<gk>E)XQROU/S</>] > U(>6) 
<gk>MOU</>] > U(>6) 
<gk>E)/DWKA/S</>] > U(>6) 
<gk>MOI</>] > U(>6) 
<gk>NW=TON</> 
~z2 
<gk>KAI\</> 
<gk>TOU\S</> 
<gk>MISOU=NTA/S</> 
<gk>ME</> 
<gk>E)CWLE/QREUSAS</>] 
 : <gk>ECWLOQREUSAS</> 1098 L' 55: cf. 11.4 
<gk>.</> 
~x17y42z1 
<gk>E)KE/KRACAN</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)=N</> 
<gk>O(</> 
<gk>SW/|ZWN</> 
<gk>,</> 
~z2 
<gk>PRO\S</> 
<gk>KU/RION</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>EI)SH/KOUSEN</>] 
 : <gk>EI)SHKOUEN</> LaThtp' 
<gk>AU)TW=N</> B' 1098 L' A'] 
 : <gk>AU)TOUS</> U R: cf. Johannessohn Kas. p. 36 
<gk>.</> 
~x17y43z1 
<gk>KAI\</> 
<gk>LEPTUNW=</> 
<gk>AU)TOU\S</> 
<gk>W(S</> B' U R 1098 55] 
 : <gk>WSEI</> L' A: cf. 16.12 
<gk>XOU=N</> 1098 (item <gk>A' S' Q'</> teste 1098) == MT] 
 : <gk>XNOUN</> relinqui (uersiones dub.): cf. 77.27 Reg. II 22.43 nec non 
     Ps. 1.4 34.5, ubi  
<gk>XNOUS</> recte == <3CM>3 
<gk>KATA\</> 
<gk>PRO/SWPON</> 
<gk>A)NE/MOU</> 
<gk>,</> 
~z2 
<gk>W(S</> 
<gk>PHLO\N</> 
<gk>PLATEIW=N</> 
<gk>LEANW=</> 
<gk>AU)TOU/S</> 
<gk>.</> 
~x17y44z1 
<gk>R(U/SH|</> U' LaGAug 1098-Uulg Ld' == MT (cf. 17.44.2 . 17.49.3)] 
 : <gk>RUSAI</> B" LaR Ga Ld(sil)Z' 1219' 
 : <gk>RUSAITE</> A == <gk>RUSAI TE</> uel <gk>RUSETAI</> cf. 17.49 
 : <gk>RUSHS</> U: cf. 17.49 
 : <Lt>ryse</> R == <gk>RUSH</> uel <gk>RUSAI</> 
<gk>ME</> 
<gk>E)C</>] 
 : <gk>A)PO</> A: cf. 46 
<gk>A)NTILOGIW=N</> B" U' La 1098-Ga A == MT] 
 : <gk>A)NTILOGIAS</> R L" 55 
<gk>LAOU=</> B' R" 1098-Ga L" 55 == MT] 
 : <gk>LAWN</> Bo A 
 + <gk>MOU</> U' 
<gk>,</> 
~z2 
<gk>KATASTH/SEIS</> 
<gk>ME</> 
<gk>EI)S</> 
<gk>KEFALH\N</> 
<gk>E)QNW=N</> 
<gk>:</> 
~z3 
<gk>LAO/S</> 
<gk>,</> 
<gk>O(\N</> 
<gk>OU)K</> 
<gk>E)/GNWN</>] 
 : <gk>EGNW</> R Lb 
<gk>,</> 
<gk>E)DOU/LEUSE/N</> 
<gk>MOI</> 
<gk>,</> 
~x17y45z1 
<gk>EI)S</> 
<gk>A)KOH\N</>] 
 : <gk>UHAKOHN(H</> 1st pro <gk>P</>) U 
<gk>W)TI/OU</>] 
 : <gk>WTOS</> U 
<gk>U(PH/KOUSE/N</> B' U' R" 1098-Ga L' 55] 
 : <gk>UPHKOUSAN</> S Sy == MT 
 : <gk>EPHKOUSAS</> A 
<gk>MOI</> B' 1098 55] 
 : <gk>MOU</> U R La' A 
<gk>:</> 
~z2 
<gk>UI(OI\</> 
<gk>A)LLO/TRIOI</> 
<gk>E)YEU/SANTO/</> 
<gk>MOI</>] 
 : <gk>ME</> LpauZSc: cf. Helbing Kas. p.106 
<gk>,</> 
~x17y46z1 
<gk>UI(OI\</> 
<gk>A)LLO/TRIOI</> 
<gk>E)PALAIW/QHSAN</> 
~z2 
<gk>KAI\</> 
<gk>E)XW/LANAN</> 
<gk>A)PO\</>] 
 : <gk>EK</> A: cf. 44 
<gk>TW=N</> 
<gk>TRI/BWN</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x17y47z1 
<gk>ZH=|</> 
<gk>KU/RIOS</> 
<gk>,</> 
<gk>KAI\</> 
<gk>EU)LOGHTO\S</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> B" Sa R" GaHi("non sub ast." Hi) Tht' A' == MT] > U LSu 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>U(YWQH/TW</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>TH=S</> 
<gk>SWTHRI/AS</> 
<gk>MOU</> 
<gk>,</> 
~x17y48z1 
<gk>O(</> 
<gk>QEO\S</> 
<gk>O(</> 
<gk>DIDOU\S</> 
<gk>E)KDIKH/SEIS</> 
<gk>E)MOI\</> 
~z2 
<gk>KAI\</> 
<gk>U(POTA/CAS</> 
<gk>LAOU\S</> 
<gk>U(P'</>] 
 : <gk>EP</> Lpau 
<gk>E)ME/</> 
<gk>,</> 
~x17y49z1 
<gk>O(</> 
<gk>R(U/STHS</> 
<gk>MOU</>] 
 + <Lt>dominus</> LaG 
<gk>E)C</> 
<gk>E)XQRW=N</> Bo U' RAug Uulg L"Su A' == MT] 
 : <Lt>gentibus</> LaG Ga: hanc lectionem Hi ex uersione antiqua retinuerat,
     sed in epistula ad Sunniam et Fretelam confitetur "<Lt>inimicis meis</>"
     rectum esse, cf. S.-St. 2 p. 117/8 
<gk>MOU</> Bo U' RAug Uulg L"Su A' == MT  > B' LaR] 
 : <Lt>gentibus</> LaG Ga: hanc lectionem Hi ex uersione antiqua retinuerat,
     sed in epistula ad Sunniam et Fretelam confitetur "<Lt>inimicis meis</>"
     rectum esse, cf. S.-St. 2 p. 117/8 
<gk>O)RGI/LWN</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> S' U Ga*Uulg 
<gk>A)PO\</> B Sa R" Gac L" A' == MT] 
<gk>TW=N</> 
<gk>E)PANISTANOME/NWN</> B' U R] 
 : <gk>EPANISTAMENWN</> L' A': cf. 17.40 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>U(YW/SEIS</> 
<gk>ME</> 
<gk>,</> 
~z3 
 +< <gk>KAI\</> Tht 
<gk>A)PO\</> 
<gk>A)NDRO\S</> 
<gk>A)DI/KOU</> 
<gk>R(U/SH|</> B' U' La Ga Ld(sil)' == MT] 
 : <gk>RUSAI</> Bo Ld'Sc A' 
 : <gk>RUSHS</>U: cf. 17.44 
 : <Lt>ryse</> R; cf. 17.44 
<gk>ME</> 
<gk>.</> 
~x17y50z1 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>E)COMOLOGH/SOMAI/</> 
<gk>SOI</> 
<gk>E)N</> 
<gk>E)/QNESIN</> 
<gk>,</> 
<gk>KU/RIE</>] > Rom. 15.9 (KE nomen sacrum) adnotavit Kraft 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TW=|</> 
<gk>O)NO/MATI/</> 
<gk>SOU</> 
<gk>YALW=</> 
<gk>,</> 
~x17y51z1 
 +< <gk>O</> U (Bo Sa?) 
<gk>MEGALU/NWN</> 
<gk>TA\S</> 
<gk>SWTHRI/AS</> 
<gk>TOU=</> 
<gk>BASILE/WS</> 
<gk>AU)TOU=</> == MT] > L': cf. 19.10 
~z2 
<gk>KAI\</> 
<gk>POIW=N</> 
<gk>E)/LEOS</> 
<gk>TW=|</> 
<gk>XRISTW=|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>KAI\</> 
<gk>TW=|</> 
<gk>SPE/RMATI</> 
<gk>AU)TOU=</> 
<gk>E(/WS</> 
<gk>AI)W=NOS</> 
<gk>.</> 
~x18y1z1] (MT19) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x18y2z1 
<gk>*OI(</> 
<gk>OU)RANOI\</> 
<gk>DIHGOU=NTAI</> 
<gk>DO/CAN</> 
<gk>QEOU=</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> U 
 +< <Lt>et (opera)</> La Ga 
<gk>POI/HSIN</>] 
 : <Lt>(et) opera</> La Ga 
<gk>DE\</>] > U La Ga Sy 
<gk>XEIRW=N</> 
<gk>AU)TOU=</> 
<gk>A)NAGGE/LLEI</>] 
 : <gk>A)NAGGELEI</> U Lb A': cf. 3 
 : <gk>A)NAGGE/LEI</> 55: cf. 3 
<gk>TO\</> 
<gk>STERE/WMA</> 
<gk>:</> 
~x18y3z1 
 +< <gk>H</> S A' 
<gk>H(ME/RA</> B U R L'] 
<gk>TH=|</> 
<gk>H(ME/RA|</> 
<gk>E)REU/GETAI</> 
<gk>R(H=MA</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>NU\C</> 
<gk>NUKTI\</> 
<gk>A)NAGGE/LLEI</>] 
 : <gk>A)NAGGELEI</> U Lb' A': cf. 2 
 : <gk>A)NAGGE/LEI</> 55: cf. 2 
<gk>GNW=SIN</> 
<gk>.</> 
~x18y4z1] 4.1 4.2 duo stichi Ga Sy 55, unus B' Sa R" A' 
<gk>OU)K</> 
<gk>EI)SI\N</> 
<gk>LALIAI\</> 
<gk>OU)DE\</> 
<gk>LO/GOI</> 
<gk>,</> 
~z2] 4.1 4.2 duo stichi Ga Sy 55, unus B' Sa R" A' 
<gk>W(=N</> 
<gk>OU)XI\</> 
<gk>A)KOU/ONTAI</> 
<gk>AI(</> 
<gk>FWNAI\</> 
<gk>AU)TW=N</> 
<gk>:</> 
~x18y5z1 
<gk>EI)S</> 
<gk>PA=SAN</> 
<gk>TH\N</> 
<gk>GH=N</> 
<gk>E)CH=LQEN</> 
<gk>O(</> 
<gk>FQO/GGOS</> 
<gk>AU)TW=N</> 
~z2 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TA\</> 
<gk>PE/RATA</> 
<gk>TH=S</> 
<gk>OI)KOUME/NHS</> 
<gk>TA\</> 
<gk>R(H/MATA</> 
<gk>AU)TW=N</> 
<gk>.</> 
~z3 
<gk>E)N</> 
<gk>TW=|</> 
<gk>H(LI/W|</> 
<gk>E)/QETO</> 
<gk>TO\</> 
<gk>SKH/NWMA</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x18y6z1 
<gk>KAI\</> 
<gk>AU)TO\S</> 
<gk>W(S</> 
<gk>NUMFI/OS</> 
<gk>E)KPOREUO/MENOS</> 
<gk>E)K</> 
<gk>PASTOU=</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>A)GALLIA/SETAI</> 
<gk>W(S</> 
<gk>GI/GAS</> 
<gk>DRAMEI=N</> 
<gk>O(DO\N</> 
<gk>AU)TOU=</> B" U' A"] > R" Uulg L"Su et Cyp. == MT #8 GaHi 
<gk>.</> 
~x18y7z1 
<gk>A)P'</> 
<gk>A)/KROU</> 
<gk>TOU=</> 
<gk>OU)RANOU=</> 
<gk>H(</> 
<gk>E)/CODOS</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>KATA/NTHMA</> 
<gk>AU)TOU=</> 
<gk>E(/WS</> 
<gk>A)/KROU</> 
<gk>TOU=</> <Lt>(caeli)</> LaR et Aug. enarr. I] > S 
 > S 
 : <Lt>eius</> LaG Ga et Aug. enarr. II et Tert. et Cyp.: == MT 
<gk>OU)RANOU=</> <Lt>caeli</> LaR et Aug. enarr. I] 
 : <Lt>(eius)</> LaG Ga et Aug. enarr. II et Tert. et Cyp.: == MT 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>O(\S</> 
<gk>A)POKRUBH/SETAI</> 
<gk>TH\N</>] 
 : <gk>TH=S</> Ld': cf. Helbing Kas. p. 42/43 
<gk>QE/RMHN</>] 
 : <gk>QERMHS</> Ld': cf. Helbing Kas. p. 42/43 
<gk>AU)TOU=</> 
<gk>.</> 
~x18y8z1 
<gk>O(</> 
<gk>NO/MOS</> 
<gk>TOU=</> B' R] > L' A': cf. 2.12 
<gk>KU/RI/OU</> B' R] 
<gk>A)/MWMOS</> 
<gk>,</> 
<gk>E)PISTRE/FWN</> 
<gk>YUXA/S</>] 
 : <Lt>animam</> Tert.: == MT 
<gk>:</> 
~z2 
<gk>H(</> 
<gk>MARTURI/A</> 
<gk>KU/RI/OU</>] 
 : <Lt>dei</> LaG 
<gk>PISTH/</> 
<gk>,</> 
<gk>SOFI/ZOUSA</> 
<gk>NH/PIA</> 
<gk>:</> 
~x18y9z1 
<gk>TA\</> 
<gk>DIKAIW/MATA</> 
<gk>KU/RI/OU</> 
<gk>EU)QEI=A</> B' R Lpau A'] 
 : <gk>EUQEA</> L': cf. 57.2 et Thack. $$ 12,7 
<gk>,</> 
<gk>EU)FRAI/NONTA</> 
<gk>KARDI/AN</> 
<gk>:</> 
~z2 
<gk>H(</> 
<gk>E)NTOLH\</> 
<gk>KU/RI/OU</> 
<gk>THLAUGH/S</> 
<gk>,</> 
<gk>FWTI/ZOUSA</> 
<gk>O)FQALMOU/S</> 
 + <gk>NHPIWN</> Sa: ex 8 
<gk>:</> 
~x18y10z1 
<gk>O(</> 
<gk>FO/BOS</> 
<gk>KU/RI/OU</> 
<gk>A(GNO/S</> 
<gk>,</> 
<gk>DIAME/NWN</> 
<gk>EI)S</> 
<gk>AI)W=NA</> 
<gk>AI)W=NOS</> 
<gk>:</> 
~z2 
<gk>TA\</> 
<gk>KRI/MATA</> 
<gk>KU/RI/OU</>] 
 : <Lt>dei</> LaG 
<gk>A)LHQINA/</> 
<gk>,</> 
<gk>DEDIKAIWME/NA</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO/</> 
<gk>,</> 
~x18y11z1 
<gk>E)PIQUMHTA\</>] 
 : <gk>E)PIQUMHMATA</> Bo Sa- 2035: hanc lectionem nouit Orig. (S.- St. 2, p.
     215) 
 + <gk>AU)TOU</> Bo Sa- 2035: hanc lectionem nouit Orig. (S.- St. 2, p. 215) 
<gk>U(PE\R</> 
<gk>XRUSI/ON</> 
<gk>KAI\</> 
<gk>LI/QON</> 
<gk>TI/MION</> 
<gk>POLU\N</> 
~z2 
<gk>KAI\</> 
<gk>GLUKU/TERA</> 
<gk>U(PE\R</> 
<gk>ME/LI</> 
<gk>KAI\</> 
<gk>KHRI/ON</> 
<gk>.</> 
~x18y12z1 
<gk>KAI\</> 
<gk>GA\R</> 
<gk>O(</> 
<gk>DOU=LO/S</> 
<gk>SOU</> 
<gk>FULA/SSEI</> 
<gk>AU)TA/</> 
<gk>:</> 
~z2 
 +< <gk>KAI\</> 2035 
<gk>E)N</> 
<gk>TW=|</> 
<gk>FULA/SSEIN</> 
<gk>AU)TA\</> 
<gk>A)NTAPO/DOSIS</> 
<gk>POLLH/</> 
<gk>.</> 
~x18y13z1 
<gk>PARAPTW/MATA</> 
<gk>TI/S</> 
<gk>SUNH/SEI</> 
<gk>;</> 
~z2 
<gk>E)K</>] 
 : <gk>A)PO</> 2035 Tht 1219 
<gk>TW=N</> 
<gk>KRUFI/WN</> 
<gk>MOU</> 
<gk>KAQA/RISO/N</> 
<gk>ME</> B' Ga L" A' et Aug. enarr. II == MT] 
 + <gk>KU/RIE</> Bo Sa-2035 R" et Aug. enarr. I et Cyp. 
<gk>.</> 
~x18y14z1 
<gk>KAI\</> 
<gk>A)PO\</>] 
 : <gk>AP</> S 
<gk>A)LLOTRI/WN</> 
<gk>FEI=SAI</> 
<gk>TOU=</> 
<gk>DOU/LOU</> 
<gk>SOU</> 
<gk>:</> 
~z2 
<gk>E)A\N</> 
<gk>MH/</> 
<gk>MOU</> 
<gk>KATAKURIEU/SOUSIN</> B R LpauThtp A (cf. BlaB-Debr. $$ 373,2)] 
 : <gk>KATAKURIEUSWSIN</> S 2035 LThtp 55 
<gk>,</> 
<gk>TO/TE</> 
<gk>A)/MWMOS</> 
<gk>E)/SOMAI</> 
~z3 
<gk>KAI\</> 
<gk>KAQARISQH/SOMAI</> 
<gk>A)PO\</> 
<gk>A(MARTI/AS</> 
<gk>MEGA/LHS</> 
<gk>.</> 
~x18y15z1 
<gk>KAI\</> 
<gk>E)/SONTAI</> 
<gk>EI)S</> 
<gk>EU)DOKI/AN</>] 
 : <gk>EULOGIAN</> Sa-2035: cf. 3.9 
<gk>TA\</> 
<gk>LO/GIA</> 
 + <Lt>omnia</> Bo 
<gk>TOU=</> 
<gk>STO/MATO/S</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>MELE/TH</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>MOU</> 
<gk>E)NW/PIO/N</> 
<gk>SOU</>] 
 : <gk>MOU</> Lpau' 
 + <gk>E)STIN</> Thtd A 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>,</> 
~z3 
<gk>KU/RIE</> 
<gk>BOHQE/</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>LUTRWTA/</> 
<gk>MOU</> 
<gk>.</> 
~x19y1z1] (M20) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x19y2z1 
<gk>*)EPAKOU/SAI</> 
<gk>SOU</> 
<gk>KU/RIOS</> 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>QLI/YEWS</> 
 + <gk>SOU</> Bo Sa Lpau 
<gk>,</> 
~z2 
<gk>U(PERASPI/SAI</> 
<gk>SOU</> 
<gk>TO\</> 
<gk>O)/NOMA</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>*IAKWB</> 
<gk>.</> 
~x19y3z1 
<gk>E)CAPOSTEI/LAI</> 
<gk>SOI</> 
<gk>BOH/QEIAN</> 
<gk>E)C</> 
<gk>A(GI/OU</> 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>*SIWN</> 
<gk>A)NTILA/BOITO/</> 
<gk>SOU</> 
<gk>.</> 
~x19y4z1 
<gk>MNHSQEI/H</> 
 + <gk>KU/RIOS</> Thtp 1219' 
<gk>PA/SHS</> 
<gk>QUSI/AS</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>O(LOKAU/TWMA/</>] 
 : <Lt>olocaustoma</> R == <Lt>holocaustum</> La Ga: cf. S.-St. 2, p. 97 n. 2 et
     Aug in 50.21  (<Lt>holocaustomata</>) 
 : <Lt>holocaustum</> La Ga: cf. S.-St. 2, p. 97 n. 2 et Aug in 50.21
     (<Lt>holocaustomata</>) 
<gk>SOU</> 
<gk>PIANA/TW</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x19y5z1 
<gk>DW/|H</> 
<gk>SOI</> B' Sa GaHi == MT] 
 + <gk>KU/RIOS</> Bo R" L"Su A' 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>KARDI/AN</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>PA=SAN</> 
<gk>TH\N</> 
<gk>BOULH/N</> 
<gk>SOU</> 
<gk>PLHRW/SAI</>] 
 : <gk>PLHRWSEI</> R(non LaR) Lpau A': item R(non LaR) in 6 
<gk>.</> 
~x19y6z1 
<gk>A)GALLIASO/MEQA</>] 
 : <gk>AGALLIASWMEQA</> B Lb 
 + <Lt>tibi</> Bo 
 + <Lt>domine</> Bo 
<gk>E)N</> B" SaB-1093 R" Ga Sy] 
 : <gk>E)PI</> SaL L' A': cf. 9.15 
<gk>TW=|</> 
<gk>SWTHRI/W|</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>O)NO/MATI</> 
 +< <gk>TOU</> 1093: ex 8 
 +< <gk>KU/RIOU</> S R" L' 55 1093: ex 8 
<gk>QEOU=</> B' Sa Ga Sy A == MT] 
<gk>H(MW=N</> 
<gk>MEGALUNQHSO/MEQA</> 
<gk>.</> 
~z3 
<gk>PLHRW/SAI</> : cf. 5](?) 
<gk>KU/RIOS</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>AI)TH/MATA/</> 
<gk>SOU</> 
<gk>.</> 
~x19y7z1 
<gk>NU=N</> 
<gk>E)/GNWN</> 
<gk>O(/TI</> 
<gk>E)/SWSEN</> <Lt>saluum fecit</> LaRAug Uulg == MT] 
 : <Lt>saluum</> LaG Ga 
 : <Lt> faciet</> LaG Ga 
<gk>KU/RIOS</> 
<gk>TO\N</> 
<gk>XRISTO\N</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z2 
<gk>E)PAKOU/SETAI</> 
<gk>AU)TOU=</> 
<gk>E)C</> 
<gk>OU)RANOU=</> 
<gk>A(GI/OU</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z3 
<gk>E)N</> 
<gk>DUNASTEI/AIS</> 
<gk>H(</>] 
 : <gk>TH=S</> LpauThtpRc 
<gk>SWTHRI/A</>] 
 : <gk>SWTHRIAS</> LpauThtpRc 
<gk>TH=S</> 
<gk>DECIA=S</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x19y8z1 
<gk>OU(=TOI</> 
<gk>E)N</> 
<gk>A(/RMASIN</>] 
 : <gk>ASMASIN</> R 
<gk>KAI\</> 
<gk>OU(=TOI</> 
<gk>E)N</> 
<gk>I(/PPOIS</> 
<gk>,</> 
~z2 
<gk>H(MEI=S</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>O)NO/MATI</> 
<gk>KU/RI/OU</>] > A et Cyp.p: cf. 6 
<gk>QEOU=</> 
<gk>H(MW=N</> 
<gk>MEGALUNQHSO/MEQA</> (cf. 18.6.2) B' Sa R Thtp A et Orig. et Cyr. Alex.
     (S.-St. 2, p. 212/3.184), 
<Lt>magnificabimur</> La] 
 : <gk>AGALLIASOMEQA</> S 
 : <gk>E)PIKALESOMEQA</> LThtp' 55 
 : <gk>E)PIKALESWMEQA</> Lpau 55 
 : <Lt>exsultabimus</> Aug: ex 18.6.1 
 : <Lt>inuocabimus</> Ga et Tert. et Cyp.: cf. 10 et S.-St. 2, p. 43.63 
<gk>.</> 
~x19y9z1 
<gk>AU)TOI\</> 
<gk>SUNEPODI/SQHSAN</> 
<gk>KAI\</> 
<gk>E)/PESAN</>] 
 : <gk>EPESON</> L'(non Z): cf. 5.11 26.2 35.13 56.7 etc. et Thack. p. 211 
<gk>,</> 
~z2 
<gk>H(MEI=S</> 
<gk>DE\</> 
<gk>A)NE/STHMEN</> 
<gk>KAI\</> 
<gk>A)NWRQW/QHMEN</> 
<gk>.</> 
~x19y10z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>SW=SON</> 
<gk>TO\N</> 
<gk>BASILE/A</> 
<gk>SOU</> B" Sa Sy] > R" Ga L' A" == MT: cf. 17.51 
~z2 
<gk>KAI\</> 
<gk>E)PA/KOUSON</> 
<gk>H(MW=N</>] 
 : <gk>H(MAS</> R == <Lt>nos</> La Ga; cf. Helbing Kas. p. 154 
<gk>E)N</> 
<gk>H(=|</> 
<gk>A)\N</> 
<gk>H(ME/RA|</> 
<gk>E)PIKALESW/MEQA/</> 
<gk>SE</> 
<gk>.</> 
~x20y1z1] (M21) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x20y2z1 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>DUNA/MEI</> 
<gk>SOU</> 
<gk>EU)FRANQH/SETAI</> 
<gk>O(</> 
<gk>BASILEU\S</> 
~z2 
<gk>KAI\</>] > 2037 
<gk>E)PI\</> 
<gk>TW=|</>] 
 : <gk>TO</> <Lt>to (soterion)</> R: cf. 9.15 
<gk>SWTHRI/W|</>] 
 : 1<SWTHRION</> <Lt>(to) soterion</> R: cf. 9.15 
<gk>SOU</> 
<gk>A)GALLIA/SETAI</> 
<gk>SFO/DRA</> 
<gk>.</> 
~x20y3z1 
<gk>TH\N</> 
<gk>E)PIQUMI/AN</> 
<gk>TH=S</> 
<gk>YUXH=S</> B" R'Aug Ga A] 
 : <gk>KARDIAS</> Sa LaG Uulg L" 1219' == MT 
<gk>AU)TOU=</> 
<gk>E)/DWKAS</> 
<gk>AU)TW=|</> 
~z2 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>QE/LHSIN</> R" Ga L" 55: cf. MT] 
 : <gk>DEHSIN</> B" 2037 Sa A 
<gk>TW=N</> 
<gk>XEILE/WN</> 
<gk>AU)TOU=</> 
<gk>OU)K</> 
<gk>E)STE/RHSAS</> 
<gk>AU)TO/N</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > LaRSa Aug 
~x20y4z1 
<gk>O(/TI</> 
<gk>PROE/FQASAS</> 
<gk>AU)TO\N</> 
<gk>E)N</> 
<gk>EU)LOGI/AIS</> 
<gk>XRHSTO/THTOS</> 
 + <gk>@@@@@{1DIA/YALMA.}1</>Sa Aug 
<gk>,</> 
~z2 
<gk>E)/QHKAS</> 
<gk>E)PI\</> 
<gk>TH\N</> 
<gk>KEFALH\N</> 
<gk>AU)TOU=</> 
<gk>STE/FANON</> 
<gk>E)K</> 
<gk>LI/QOU</>] 
 : <gk>LIQWN</> Lpau 
<gk>TIMI/OU</>] 
 : <gk>TIMIWN</> Lpau 
<gk>.</> 
~x20y5z1 
<gk>ZWH\N</> 
<gk>H)|TH/SATO/</> 
<gk>SE</>] > R" 
<gk>,</> 
<gk>KAI\</> 
<gk>E)/DWKAS</> 
<gk>AU)TW=|</> 
<gk>,</> 
~z2 
<gk>MAKRO/THTA</> 
<gk>H(MERW=N</> 
<gk>EI)S</> 
<gk>AI)W=NA</> B*' 1093 Aug L" A": cf. 7, ubi MT <3D(L>3 tantum] 
 + <gk>KAI\</> (+4)SBc Sa R" Ga(+4): sic <4G>4 pro <3D(W MLW(>4 (<4L>4) in 9.6
     9.37 44.18 47.15 51.10 118.44 144.1. 144.2 144.21, sed ubique cum
     articulo <gk>EI)S TON AIWNA  KAI EIS TON AIWNA TOU AIWNOS</> 
 + <gk>EI)S</> (+4)SBc Sa R" Ga(+4): sic <4G>4 pro <3D(W MLW(>4 (<4L>4) in 
     9.6 9.37 44.18  47.15 51.10 118.44 144.1. 144.2 144.21, sed ubique cum
     articulo <gk>EI)S TON AIWNA KAI EIS TON AIWNA TOU AIWNOS</> 
 + <gk>TON</> S(+5) 
 + <gk>AI)WNA</> (+4)SBc Sa R" Ga(+4): sic <4G>4 pro <3D(W MLW(>4 (<4L>4) in
     9.6 9.37 44.18 47.15 51.10 118.44 144.1. 144.2 144.21, sed ubique cum
     articulo <gk>EI)S TON AIWNA KAI EIS TON AIWNA TOU AIWNOS</> 
 + <gk>TOU</> (+4)SBc Sa R" Ga(+4): sic <4G>4 pro <3D(W MLW(>4 (<4L>4) in 9.6
     9.37 44.18 47.15 51.10 118.44 144.1. 144.2 144.21, sed ubique cum
     articulo <gk>EI)S TON AIWNA KAI EIS TON AIWNA TOU AIWNOS</> 
 +< <gk>TOU</> 1093 
<gk>AI)W=NOS</> 
<gk>.</> 
~x20y6z1 
<gk>MEGA/LH</> 
<gk>H(</> 
<gk>DO/CA</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>SWTHRI/W|</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>DO/CAN</> 
<gk>KAI\</> 
<gk>MEGALOPRE/PEIAN</> 
<gk>E)PIQH/SEIS</> 
<gk>E)P'</> 
<gk>AU)TO/N</>] 
 : <gk>AU)TW</> Lpau: cf. 1.1 
<gk>:</> 
~x20y7z1 
<gk>O(/TI</> 
<gk>DW/SEIS</>] 
 : <gk>DWHS</> LThtp(non Z): cf. 36.4 54.7 
<gk>AU)TW=|</> <Lt>ei</> LaRAug] 
 : <gk>AU)TON</> <Lt>eum</> LaG Ga LpauThtp' == MT 
<gk>EU)LOGI/AN</> 
<gk>EI)S</> 
 +< <gk>TON</> S: cf. 5 
<gk>AI)W=NA</> 
 + <KAI</> S(+5): cf. 5 
 + <gk>EI)S</> S(+5): cf. 5 
 + <gk>TON</> S(+5): cf. 5 
 + <gk>AI)WNA</> S(+5): cf. 5 
 + <gk>TOU</> S(+5): cf. 5 
<gk>AI)W=NOS</> 
<gk>,</> 
~z2 
<gk>EU)FRANEI=S</> 
<gk>AU)TO\N</> 
<gk>E)N</> 
<gk>XARA=|</> 
<gk>META\</>] > LaG 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>.</> 
~x20y8z1 
<gk>O(/TI</> 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>E)LPI/ZEI</> 
<gk>E)PI\</> 
<gk>KU/RION</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)LE/EI</> 
<gk>TOU=</> 
<gk>U(YI/STOU</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>SALEUQH=|</>] 
 : <gk>SALEUQW</> S: cf. 9.27 29.7 61.3 et 25.1 
<gk>.</> 
~x20y9z1 
<gk>EU(REQEI/H</> 
<gk>H(</> 
<gk>XEI/R</> 
<gk>SOU</> 
<gk>PA=SIN</> 
<gk>TOI=S</> 
<gk>E)XQROI=S</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>H(</> 
<gk>DECIA/</> 
<gk>SOU</> 
<gk>EU(/ROI</>] 
 : <Lt>eure</> R 
<gk>PA/NTAS</>] #8 Ga 
<gk>TOU\S</> 
<gk>MISOU=NTA/S</> 
<gk>SE</> 
<gk>.</> 
~x20y10z1] Ga diuidit 10.1 in duo stichos 
 +< <gk>O(/TI</> S* L" 55: ex 13 
<gk>QH/SEIS</> BSc' Sa R" Ga A' == MT] 
<gk>AU)TOU\S</> 
<gk>W(S</> 
<gk>KLI/BANON</> 
<gk>PURO\S</> 
<gk>EI)S</> 
<gk>KAIRO\N</> 
 +< <gk>META</> Lpau: ex 7 
<gk>TOU=</>] 
<Lt>(coram te domine)</> Sa 
<Lt>irae</> Sy: ex ?Peshitta?, cf. proleg. $$ 7.6 
<gk>PROSW/POU</>] 
<Lt>coram (te domine)</> Sa 
<Lt>irae</> Sy: ex Peshitta[??], cf. proleg. $$ 7.6 
<gk>SOU</>] 
<Lt>(coram) te (domine)</> Sa 
<Lt>irae</> Sy: ex Peshitta[??], cf. proleg. $$ 7.6 
 + <Lt>consummabis</> LaG 
 + <Lt>eos</> LaG 
<gk>:</> 
~z2] 10.2 10.3 in duo stichi R' Ga(diuidit etiam 10.1 in duo stichos) ZSy
     1219', unus B' Sa LaG A 
<gk>KU/RIOS</> R" Ga L" 55 == MT] 
 : <gk>KU/RIE</> B" Sa A' et Cyr. Alex.(S.-St. 2, p. 184) 
<gk>E)N</> 
<gk>O)RGH=|</> 
<gk>AU)TOU=</> R" Ga L" 55 == MT] 
 : <gk>SOU</> B" Sa A' et Cyr. Alex.(S.-St. 2, p. 184) 
<gk>SUNTARA/CEI</> R" Ga L" 55 == MT] 
 : <gk>SUNTARACEIS</> B" Sa A' et Cyr. Alex.(S.-St. 2, p. 184) 
<gk>AU)TOU/S</> 
<gk>,</> 
~z3] 10.2 10.3 in duo stichi R' Ga(diuidit etiam 10.1 in duo stichos)  ZSy
     1219', unus B' Sa  LaG A 
<gk>KAI\</> 
<gk>KATAFA/GETAI</> 
<gk>AU)TOU\S</> 
<gk>PU=R</> 
<gk>.</> 
~x20y11z1 
<gk>TO\N</> 
<gk>KARPO\N</> 
<gk>AU)TW=N</> 
<gk>A)PO\</> 
 +< <gk>TH=S</> La'(non He*) 55 
<gk>GH=S</> 
<gk>A)POLEI=S</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>AU)TW=N</> 
<gk>A)PO\</> 
<gk>UI(W=N</> 
 +< <gk>TWN</> R 
<gk>A)NQRW/PWN</> 
<gk>,</> 
~x20y12z1 
<gk>O(/TI</> 
<gk>E)/KLINAN</> 
<gk>EI)S</> 
<gk>SE\</> 
<gk>KAKA/</> 
<gk>,</> 
~z2 
<gk>DIELOGI/SANTO</> 
<gk>BOULH/N</> B" R" == MT] 
 : <gk>BOULAS</> Sa Ga L" A' 
<gk>,</> 
<gk>H(\N</> B" R" 
 : <gk>AIS</> Hec La uel <gk>AS</> uel <gk>AIS</> uel <gk>AI</> Tht  
 : <gk>AS</> He* uid. Hemg LbZScRc A' Sa Ga SyHe uel <gk>AS</> uel <gk>AIS</> uel  
<gk>AI</> Tht  
 : <gk>AS</> uel <gk>AS</> uel <gk>AIS</> uel <gk>AI</> Tht  
<gk>OU)</> 
<gk>MH\</> 
<gk>DU/NWNTAI</> 
<gk>STH=SAI</> B" R" Sa Ga SyHe] #8 Ga 
 : <gk>STHNAI</> LbZScRc A' La Tht etiam 1219 R <Lt>stene</> pro <Lt>stese</>.</> 
~x20y13z1 
<gk>O(/TI</> 
<gk>QH/SEIS</> 
<gk>AU)TOU\S</> 
<gk>NW=TON</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>PERILOI/POIS</> 
<gk>SOU</> 
<gk>E(TOIMA/SEIS</> 
<gk>TO\</> 
<gk>PRO/SWPON</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x20y14z1 
<gk>U(YW/QHTI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>DUNA/MEI</> 
<gk>SOU</> 
<gk>:</> 
~z2 
<gk>A)/|SOMEN</> 
<gk>KAI\</> 
<gk>YALOU=MEN</> 
 +< <gk>E)N</> U: ad 20.14.1 adapt. 
<gk>TA\S</> (cf. Helbing Kas. P. 70)] 
 : <gk>TAIS</> U: ad 20.14.1 adapt. 
<gk>DUNASTEI/AS</> (cf. Helbing Kas. P. 70)] 
 : <gk>DUNASTEIAIS</> U: ad 20.14.1 adapt. 
<gk>SOU</> 
<gk>.</> 
~x21y1z1] (MT 22) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>U(PE\R</> 
<gk>TH=S</> 
<gk>A)NTILH/MYEWS</> : cf. proleg. $$ 7.11 
<gk>TH=S</> 
<gk>E(WQINH=S</> 
<gk>:</> 
~z2 
<gk>@@YALMO\S</>] > A 
<gk>TW=|</>] > A 
<gk>*DAUID.}1</>] > A 
~x21y2z1] 2.1 in duo stichos (<gk>O</> 1st -- <gk>MOI, INA -- ME</>) diuidit  Sy 
<gk>*(O</> 
<gk>QEO\S</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>PRO/SXES</>] #8 Ga; cf. Field 
<gk>MOI</>] #8 Ga; cf. Field 
<gk>:</> 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>E)GKATE/LIPE/S</>] 
 : <gk>EGKATELIPAS</> ZRc: cf. 9.11 
<gk>ME</> 
<gk>;</> 
~z2 
<gk>MAKRA\N</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>SWTHRI/AS</> 
<gk>MOU</> 
<gk>OI(</> 
<gk>LO/GOI</> 
<gk>TW=N</> 
<gk>PARAPTWMA/TWN</> 
<gk>MOU</> 
<gk>.</> 
~x21y3z1 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>KEKRA/COMAI</>] 
 : <gk>EKEKRACA</> R 
 +< <gk>PROS</> R'- Aug: cf. 26.7 
 +< <gk>SE</> R'- Aug: cf. 26.7 
<gk>H(ME/RAS</> LaG Ga LThtp et Tert. == MT] 
 + <gk>PROS</> B" U' Thtp'He A" 
 + <gk>SE</> B" U' Thtp'He A" 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>EI)SAKOU/SH|</> 
 + <gk>MOU</> Bo U' 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>NUKTO/S</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</>] 
 : <gk>OUXI</> R 
<gk>EI)S</> 
<gk>A)/NOIAN</>] 
 : <gk>A)NESIN</> J. S. Semler, Epistola ad Griesbachium de emendandis graecis
     V. T. interpretibus (1770), p. 13, cf. Od. 12.10 
 : <gk>HSUXIA</> uel <gk>EUQHNIA</> Lag. 
<gk>E)MOI/</> 
<gk>.</> 
~x21y4z1 
<gk>SU\</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>A(GI/OIS</> B'Bod U'-1221 R A] 
 : <gk>AGIW</> Bod La Ga L" 55 == MT 
<gk>KATOIKEI=S</> 
<gk>,</> 
<gk>O(</> 
<gk>E)/PAINOS</> 
 +< <gk>TOU</> U L' 
<gk>*ISRAHL</> B' 1221 R A"] 
<gk>.</> 
~x21y5z1 
<gk>E)PI\</> 
<gk>SOI\</>] 
 : <gk>SE</> R: item in 21.6, cf. 9.11 
<gk>H)/LPISAN</> 
<gk>OI(</> 
<gk>PATE/RES</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>H)/LPISAN</> 
<gk>,</> 
<gk>KAI\</> 
<gk>E)RRU/SW</> 
<gk>AU)TOU/S</> 
<gk>:</> 
~x21y6z1 
<gk>PRO\S</> 
<gk>SE\</> 
<gk>E)KE/KRACAN</> 
<gk>KAI\</> 
<gk>E)SW/QHSAN</> 
<gk>,</> 
~z2 
<gk>E)PI\</> 
<gk>SOI\</> 
<gk>H)/LPISAN</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>KATH|SXU/NQHSAN</> 
<gk>.</> 
~x21y7z1 
<gk>E)GW\</> 
<gk>DE/</> 
<gk>EI)MI</> 
<gk>SKW/LHC</> 
<gk>KAI\</> 
<gk>OU)K</>] 
 : <gk>OUXI</> A 
<gk>A)/NQRWPOS</> 
<gk>,</> 
~z2 
<gk>O)/NEIDOS</> 
<gk>A)NQRW/POU</> B A et Tert. et Cyp.p == <3MDA>3] 
 : <gk>A)NQRWPWN</> S' U'-1221 R" Ga L" 55 et Cyp.p 
<gk>KAI\</> 
<gk>E)COUDE/NHMA</> B U] 
 : <gk>ECOUQENHMA</> S 1221 R La' A' 
 : <gk>ECOUDENWMA</> LbHemg 
 : <gk>ECOUQENWMA</> Lpau 
 : <gk>ENWMA</> etiam 1219: cf. Thack. p. 105 
<gk>LAOU=</>] 
 : <gk>LAWN</> Bo 
<gk>.</> 
~x21y8z1 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>QEWROU=NTE/S</> 
<gk>ME</> 
<gk>E)CEMUKTH/RISA/N</> 
<gk>ME</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> S U La et Aug. enarr. I et Cyp. 
<gk>E)LA/LHSAN</> B 1221 R Ga L" A' et Aug. enarr. II et Tert. == MT] 
<gk>E)N</> 
<gk>XEI/LESIN</> 
<gk>,</> 
 +< <gk>KAI\</> U-1221 La Ga et Tert. et Cyp. 
<gk>E)KI/NHSAN</> == MT] 
<gk>KEFALH/N</> 
 + <gk>KAI\</> U'-1221: cf. Matth. 27.39/27.40 Marc. 15.29 
 + <gk>EIPAN</> U'-1221: cf. Matth. 27.39/27.40 Marc. 15.29 
~x21y9z1 
<gk>*)/HLPISEN</> 
<gk>E)PI\</> 
<gk>KU/RION</> 
<gk>,</> 
<gk>R(USA/SQW</> 
<gk>AU)TO/N</> 
<gk>:</> 
~z2 
<gk>SWSA/TW</> 
<gk>AU)TO/N</> 
<gk>,</> 
<gk>O(/TI</>] 
 : <gk>EI</> Bo U'-1221(<gk>OI</>) Lpau: ex Matth. 27.43 
 : <gk>E</> U, cf. S.-St. 2, p. 149.154 n. 6 
<gk>QE/LEI</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x21y10z1 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>EI)=</> 
<gk>O(</> 
<gk>E)KSPA/SAS</> 
<gk>ME</> 
<gk>E)K</> 
<gk>GASTRO/S</> 
<gk>,</> 
~z2 
<gk>H(</> 
<gk>E)LPI/S</> 
<gk>MOU</> 
<gk>A)PO\</> 
<gk>MASTW=N</>] 
 : <gk>MASQWN</> Lpau'He*: cf. Thack. p. 104 
<gk>TH=S</>] > U-1221 
<gk>MHTRO/S</> 
<gk>MOU</> 
<gk>:</> 
~x21y11z1 
<gk>E)PI\</> 
<gk>SE\</> 
<gk>E)PERRI/FHN</> 
<gk>E)K</> 
<gk>MH/TRAS</> 
<gk>,</> 
~z2 
 +< <gk>A)PO</> 55: cf. proleg. $$ 8.1 
 +< <gk>GASTROS</> 55: cf. proleg. $$ 8.1 
<gk>E)K</>] 
 : <gk>A)PO</> L': cf. 10 57.4 
<gk>KOILI/AS</>] 
 : <gk>GASTROS</> L': cf. 10 57.4 
<gk>MHTRO/S</> 
<gk>MOU</> 
 +< <gk>O</> U-1221 
<gk>QEO/S</>] > R 
<gk>MOU</>] > R 
<gk>EI)=</>] > R 
<gk>SU/</> 
 + <gk>EI</> R 
 + <gk>O</> R 
 + <gk>QEO/S</> R 
 + <gk>MOU</> R 
<gk>.</> 
~x21y12z1 
<gk>MH\</> 
<gk>A)POSTH=|S</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>QLI=YIS</> == MT] 
 : <gk>QLIYEIS</> Lb'He* 55 
<gk>E)GGU/S</> 
 + <gk>MOU</> U'(non 1221) 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>O(</> 
<gk>BOHQW=N</> 
 + <gk>MOI</> L" 1219 
<gk>.</> 
~x21y13z1 
<gk>PERIEKU/KLWSA/N</> 
<gk>ME</>] 
 : <gk>MOI</> 1221 
<gk>MO/SXOI</> 
<gk>POLLOI/</> 
<gk>,</> 
~z2 
<gk>TAU=ROI</> 
<gk>PI/ONES</> 
<gk>PERIE/SXON</> 
<gk>ME</> 
<gk>:</> 
~x21y14z1 
<gk>H)/NOICAN</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>TO\</>] > U(non 1221) 
<gk>STO/MA</> 
<gk>AU)TW=N</> 
~z2 
<gk>W(S</> 
<gk>LE/WN</> 
<gk>O(</> B" U-1221 A: cf. 31 <gk>GENEA H ERXOMENH</>, 32 <gk>LAW TW TEXQHSOMENW</>
     et 24.12 33.13 45.2 57.9 67.31 77.6 78.6 83.13 etc.] > R  
L" 55 
<gk>A(RPA/ZWN</> 
<gk>KAI\</> 
<gk>W)RUO/MENOS</> 
<gk>.</> 
~x21y15z1] 15.1 15.2 duo stichi B' Sa Ga, unus R" SyHe A" 
<gk>W(SEI\</> 
<gk>U(/DWR</> 
<gk>E)CEXU/QHN</> B" U'-1221 LaR- Aug Ga SyHec A" == MT] 
 : <gk>ECEXUQH</> R L' 
 : <Lt>effusa (sunt)</> LaG et alii Latini 
 : <Lt>(effusa) sunt</> LaG et alii Latini 
<gk>,</> 
~z2] 15.1 15.2 duo stichi B' Sa Ga, unus R" SyHe A" 
<gk>KAI\</> 
<gk>DIESKORPI/SQH</>] 
 : <gk>DIESKORPISQHSAN</> 1221: cf. 11.3 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>O)STA=</>] 
 : <gk>DIABHMATA</> S: ex 72.2 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>E)GENH/QH</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>W(SEI\</> 
<gk>KHRO\S</> 
<gk>THKO/MENOS</> 
<gk>E)N</> 
<gk>ME/SW|</> 
<gk>TH=S</> 
<gk>KOILI/AS</> 
<gk>MOU</> 
<gk>:</> 
~x21y16z1 
<gk>E)CHRA/NQH</> 
<gk>W(S</>] 
 : <gk>WSEI</> B: cf. 16.12 
<gk>O)/STRAKON</> 
<gk>H(</> 
<gk>I)SXU/S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>GLW=SSA/</> 
<gk>MOU</> 
<gk>KEKO/LLHTAI</> 
<gk>TW=|</> 
<gk>LA/RUGGI/</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>XOU=N</> 
<gk>QANA/TOU</> 
<gk>KATH/GAGE/S</>] 
 : <gk>KATHGAGEN</> 1219 
 : <Lt>deduxerunt</> LaG 
<gk>ME</> 
<gk>.</> 
~x21y17z1 
<gk>O(/TI</>] > Bo Sa 
<gk>E)KU/KLWSA/N</> 
<gk>ME</> 
<gk>KU/NES</> 
<gk>POLLOI/</> 
<gk>,</> 
~z2 
<gk>SUNAGWGH\</> 
<gk>PONHREUOME/NWN</> 
<gk>PERIE/SXON</> 
<gk>ME</> 
<gk>,</> 
~z3 
<gk>W)/RUCAN</> 
<gk>XEI=RA/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>PO/DAS</> B' R' et Aug. enarr. I et Tert. et Cyp.p] 
 + <gk>MOU</> U LaG Ga L' A' et Aug. enarr. II et Cyp.p == MT 
 + <gk>DIHGHSOMAI</> (cum 21.17.3 iuncta) U'(+5): ex 9.2 74.3 
 + <gk>PANTA</> (cum 21.17.3 iuncta) U'(+5): ex 9.2 74.3 
 + <gk>TA</> (cum 17^3 iuncta) U'(+5): ex 9.2 74.3 
 + <gk>QAUMASIA</> (cum 21.17.3 iuncta) U'(+5): ex 9.2 74.3 
 + <gk>SOU</> (cum 21.17.3 iuncta) U'(+5): ex 9.2 74.3 
<gk>.</> 
~x21y18z1 
<gk>E)CHRI/QMHSA</> Grabe == MT] 
 : <gk>ECHRIQMHSAN</> mss. 
 : <gk>ECHRIQMHQHSAN</> U 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>AU)TOI\</> 
<gk>DE\</> 
<gk>KATENO/HSAN</> 
<gk>KAI\</> 
<gk>E)PEI=DO/N</> 
<gk>ME</> 
<gk>.</> 
~x21y19z1 
<gk>DIEMERI/SANTO</>] > [<gk>DIEMERISAN</>]S 
 + <gk>E(AUTOI=S</> R" Ga(non Cyp.)~
<gk>TA\</> == MT]
 + <gk>DIEMERISAN</> S 
<gk>I(MA/TIA/</> == MT] 
<gk>MOU</> == MT] 
<gk>E(AUTOI=S</> == MT] > R" Ga(non Cyp.)~
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>TO\N</> 
<gk>I(MATISMO/N</> 
<gk>MOU</> 
<gk>E)/BALON</> 
<gk>KLH=RON</> 
<gk>.</> 
~x21y20z1 
<gk>SU\</> 
<gk>DE/</> 
<gk>,</> 
<gk>KU/RIE</>] > LaG~
<gk>,</> 
<gk>MH\</>
<gk>MAKRU/NH|S</>
 + <gk>KU/RIE</> LaG~
<gk>TH\N</> 
<gk>BOH/QEIA/N</> 
<gk>MOU</> B'() ZSu A == MT] 
 : <gk>SOU</> S LaG Ga et Aug. enarr. II et Cyp.; U' R' L" 1219' et Aug.
     enarr. I: hoc etiam Hi scripserat et habet Uulg, sed in epistula ad
     Sunniam et Fretelam corrigit <Lt>tuum a me</> in <Lt>meum</>, cf. S.-St. 2,
     p. 114.118 
 + <gk>AP</> U' R' L" 1219' et Aug. enarr. I Bo? 
 + <gk>EMOU</> U' R' L" 1219' et Aug. enarr. I Bo? 
<gk>,</> 
~z2 
<gk>EI)S</> 
<gk>TH\N</> 
<gk>A)NTI/LHMYI/N</> 
<gk>MOU</> 
<gk>PRO/SXES</> 
<gk>.</> 
~x21y21z1 
<gk>R(U=SAI</> 
<gk>A)PO\</>] > U~
<gk>R(OMFAI/AS</>] > U~
<gk>TH\N</>
<gk>YUXH/N</>
<gk>MOU</>
 + <gk>A)PO\</> U~
 + <gk>R(OMFAI/AS</> U 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>XEIRO\S</> 
<gk>KUNO\S</>] 
 : <gk>KUNWN</> U': cf. 21.17
<gk>TH\N</> 
<gk>MONOGENH=</> 
<gk>MOU</> 
<gk>:</> 
~x21y22z1 
<gk>SW=SO/N</> 
<gk>ME</> 
<gk>E)K</> 
<gk>STO/MATOS</> 
<gk>LE/ONTOS</> 
~z2 
<gk>KAI\</> 
<gk>A)PO\</> 
<gk>KERA/TWN</> 
<gk>MONOKERW/TWN</> 
<gk>TH\N</> 
<gk>TAPEI/NWSI/N</> 
<gk>MOU</> 
<gk>.</> 
~x21y23z1 
<gk>DIHGH/SOMAI</> 
<gk>TO\</> 
<gk>O)/NOMA/</> 
<gk>SOU</> 
<gk>TOI=S</> 
<gk>A)DELFOI=S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>ME/SW|</> 
<gk>E)KKLHSI/AS</> 
<gk>U(MNH/SW</> 
<gk>SE</> 
~x21y24z1 
<gk>*OI(</> 
<gk>FOBOU/MENOI</> 
 +< <gk>TON</> U-1093 R L' 1219': cf. 2.12 
<gk>KU/RION</> B' Z A] 
 : <gk>PIPI</> (i.e. <3HWHY>3) 2005(?) 
<gk>,</> 
<gk>AI)NE/SATE</> 
<gk>AU)TO/N</> 
<gk>,</> 
~z2 
<gk>A(/PAN</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>*IAKWB</> 
<gk>,</> 
<gk>DOCA/SATE</> 
<gk>AU)TO/N</> 
<gk>,</> 
~z3 
 +< <gk>MH</> 1093! 
<gk>FOBHQH/TWSAN</> B' U'-1093 R A] 
 : <gk>FOBHQHTW DH</> L" 1219 
 : <gk>FOBHQHTWSAN DH</> 
 : <Lt>timeat</> La Ga 
 + <gk>DH</> L" 1219 55 
 +< <gk>AP</> U-1093 L" 1219' == MT 
<gk>AU)TO\N</> B' R" Ga 2005 A] 
 : <gk>AU)TOU</> U-1093 L" 1219' == MT 
<gk>A(/PAN</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>*ISRAHL</> 
<gk>,</> 
~x21y25z1 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)COUDE/NWSEN</> 
<gk>OU)DE\</> 
<gk>PROSW/XQISEN</> 
<gk>TH=|</>] 
 : <gk>TH/N</> R 
<gk>DEH/SEI</>] 
 : <gk>DEHSIN</> R == <Lt>precem</> La 
 : <Lt>deprecationem</> Ga 
 : <Lt>precem</> La 
<gk>TOU=</> <Lt>(pauperis)</> La Uulg et Aug. enarr I == MT] 
 : <Lt>pauperum</> Ga et Aug. enarr. II 
<gk>PTWXOU=</> <Lt>pauperis</> La Uulg et Aug. enarr I == MT] 
 : <Lt>pauperum</> Ga et Aug. enarr. II 
~z2 
<gk>OU)DE\</> 
<gk>A)PE/STREYEN</> 
<gk>TO\</> 
<gk>PRO/SWPON</> 
<gk>AU)TOU=</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
~z3 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KEKRAGE/NAI</> 
<gk>ME</> 
<gk>PRO\S</> 
<gk>AU)TO\N</> 
<gk>EI)SH/KOUSE/N</>] 
 : <gk>EPHKOUSEN</> A: cf. 3.5 
<gk>MOU</>] #8 Ga 
<gk>.</> 
~x21y26z1 
<gk>PARA\</> <Lt>a (te)</> Tert. == MT] 
 : <Lt>apud (te)</> Sa La Ga 
<gk>SOU=</> <Lt>(a) te</> Tert. == MT] 
 : <gk>SOI</> U Lpau' 
 : <Lt>(apud) te</> Sa La Ga 
<gk>O(</> 
<gk>E)/PAINO/S</> 
<gk>MOU</>] 
 : <Lt>mihi</> LaG et Tert. 
<gk>E)N</> 
<gk>E)KKLHSI/A|</> 
<gk>MEGA/LH|</> B" U' LaG Ga A et Tert. == MT] 
 + <gk>ECOMOLOGHSOMAI</> R'Aug L" 55: ex 34.18 
 + <gk>SOI</> R'Aug L"(<gk>PARA</> --- <gk>MOU</> 1st, <gk>E)N</> -- <gk>SOI</> duo 
     stichi SyHe)  55: ex 34.18 
<gk>,</> 
~z2 
<gk>TA\S</> 
<gk>EU)XA/S</> 
<gk>MOU</> 
 +< <gk>TW</> R' LpauSc 
 +< <gk>KU/RIW</> R' LpauSc 
<gk>A)PODW/SW</>] 
 + <gk>TW</> He 
 + <gk>KU/RIW</> He 
<gk>E)NW/PION</>] 
 : <gk>ENANTION</> R: cf. 37.18 49.3 68.20 72.16 77.12 84.14 etc. et 
     Johannessohn Pra"p. p.  192.196 
 +< <gk>PANTWN</> Bo U' R He A' 
<gk>TW=N</> B' La Ga L" == MT] 
<gk>FOBOUME/NWN</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x21y27z1 
<gk>FA/GONTAI</> 
<gk>PE/NHTES</> 
<gk>KAI\</> 
<gk>E)MPLHSQH/SONTAI</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>AI)NE/SOUSIN</> 
 +< <gk>TON</> U: cf. 2.12 
<gk>KU/RION</> 
<gk>OI(</> 
<gk>E)KZHTOU=NTES</> 
<gk>AU)TO/N</> 
<gk>:</> 
~z3 
<gk>ZH/SONTAI</> B" R'Aug Ga L" A'] 
 : <gk>ZHSETAI</> U LaG == MT 
<gk>AI(</> B" R'Aug Ga L" A'] 
 : <gk>H</> U LaG == MT 
<gk>KARDI/AI</> B" R'Aug Ga L" A'] 
 : <gk>KARDIA</> U LaG == MT 
<gk>AU)TW=N</> 
<gk>EI)S</> 
<gk>AI)W=NA</> 
<gk>AI)W=NOS</> 
<gk>.</> 
~x21y28z1 
<gk>MNHSQH/SONTAI</> 
<gk>KAI\</> 
<gk>E)PISTRAFH/SONTAI</> 
<gk>PRO\S</>] 
 : <gk>TON</> (sic) U: cf. 27 
<gk>KU/RION</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>PE/RATA</> 
<gk>TH=S</> 
<gk>GH=S</> 
~z2 
<gk>KAI\</> 
<gk>PROSKUNH/SOUSIN</> 
<gk>E)NW/PIO/N</> 
<gk>SOU</> LaG et Cyp. == MT] 
 : <gk>AU)TOU</> relinqui: ad 21.28.1 adapt; cf. Capelle p. 205/6 
<gk>PA=SAI</> 
<gk>AI(</> 
<gk>PATRIAI\</> 
<gk>TW=N</> 
<gk>E)QNW=N</> 
<gk>,</> 
~x21y29z1] 29.1 29.2 duo stichi B SaL Ga, unus S SaB R" Sy A" > He, sed in
     comm. Hesychii adest 
<gk>O(/TI</>] > He(</</>) 
<gk>TOU=</>] > He(</</>) 
<gk>KU/RI/OU</>] > He(</</>) 
<gk>H(</>] > He(</</>) 
<gk>BASILEI/A</>] > He(</</>) 
<gk>,</>] > He(</</>) 
~z2] 29.1 29.2 duo stichi B SaL Ga, unus S SaB R" Sy A" 
<gk>KAI\</> == MT] > U Ga(non Uulg) He(</</>) 
<gk>AU)TO\S</>] > Cyp. He(</</>), #8 Ga 
<gk>DESPO/ZEI</>] > He(</</>) 
 : <Lt>dominabitur</> La Ga et Cyp. 
 +< <gk>PANTWN</> U' et Cyp. 
<gk>TW=N</>] > (</</>)He(</</>) 
<gk>E)QNW=N</>] > (</</>)He(</</>) 
<gk>.</>] > (</</>)He(</</>) 
~x21y30z1 
<gk>E)/FAGON</> 
<gk>KAI\</> 
<gk>PROSEKU/NHSAN</> 
 + <gk>AU)TW</> Thtp 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>PI/ONES</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>,</> 
~z2 
<gk>E)NW/PION</> 
<gk>AU)TOU=</> 
<gk>PROPESOU=NTAI</> (cf. 71.9)] 
 : <gk>PROSPESOUNTAI</> U: cf. 94.6 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>KATABAI/NONTES</> 
<gk>EI)S</> 
<gk>TH\N</>] > L' 1219 
<gk>GH=N</> 
<gk>.</> 
~z3] 30.3 31.1 duo stichi B Sa R" Ga He A', unus S Sy 55 
<gk>KAI\</> 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>AU)TW=|</> 
<gk>ZH=|</> 
<gk>,</> 
~x21y31z1] 30.3 31.1 duo stichi B Sa R" Ga He A', unus S Sy 55 
<gk>KAI\</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>MOU</> 
<gk>DOULEU/SEI</> 
<gk>AU)TW=|</> 
<gk>:</> 
~z2 
<gk>A)NAGGELH/SETAI</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>GENEA\</> 
<gk>H(</> == <3VABY>3]>MT~ 
<gk>E)RXOME/NH</> == <3VABY>]>MT~ 
<gk>,</> 
~x21y32z1 
 + <gk>H</> MT~ 
 + <gk>E)RXOME/NH</> == <3VABY>3 MT~ 
<gk>KAI\</> 
<gk>A)NAGGELOU=SIN</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>AU)TOU=</> 
~z2 
<gk>LAW=|</> 
<gk>TW=|</> 
<gk>TEXQHSOME/NW|</> 
<gk>,</> 
<gk>O(/TI</> Rahlfs == MT (cf. Field)] 
 : <gk>ON</> mss. 
<gk>E)POI/HSEN</> 
<gk>O(</> B U L' 1219'] > LaG == MT; S R A: cf. 2.12 #8 Ga 
<gk>KU/RIOS</>] > LaG == MT #8 Ga 
<gk>.</> 
~x22y1z1] (MT 23)inscr.] 
 + <gk>TH>S</>(sic) 1219: ex 23.1  
 + <gk>MIAS</>(sic) 1219: ex 23.1 
 +  <gk>SABBATOU</>(sic) 1219: ex 23.1 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~z2 
<gk>*KU/RIOS</> 
<gk>POIMAI/NEI</> B USaL R L" 55, <Lt>pascit</> LaRAug, <Lt>regit</> Uulg] 
 : <gk>POIMANEI</> S' SaB A 
 : <Lt>reget</> LaG Ga 
<gk>ME</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)DE/N</> 
 +< <gk>ME</> S(+<4) 
 +< <gk>OU</> U S(+<4) 
 +< <gk>MH</> U S(+<4) 
 +< <gk>USTERHSH</> S(+<4) 
<gk>ME</> 
<gk>U(STERH/SEI</> 
<gk>.</> 
~x22y2z1 
<gk>EI)S</> 
<gk>TO/PON</> 
<gk>XLO/HS</> 
<gk>,</> 
<gk>E)KEI=</>] #8 Ga 
<gk>ME</> 
<gk>KATESKH/NWSEN</> 
<gk>,</> 
~z2 
<gk>E)PI\</>] 
 : <gk>EF</> U 
<gk>U(/DATOS</> 
<gk>A)NAPAU/SEWS</> 
<gk>E)CE/QREYE/N</> 
<gk>ME</> 
<gk>,</> 
~x22y3z1 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>E)PE/STREYEN</> 
<gk>.</> 
~z2] 3.2 3.3 duo stichi B?LaG Ga ZSyHe A, unus S Sa(SaL iungit etiam 3.1
     cum 3.2 3.3) R' 55 
<gk>W(DH/GHSE/N</> 
<gk>ME</> 
<gk>E)PI\</> 
<gk>TRI/BOUS</> 
<gk>DIKAIOSU/NHS</> 
~z3 
<gk>E(/NEKEN</> 
<gk>TOU=</> 
<gk>O)NO/MATOS</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x22y4z1 
<gk>E)A\N</> 
<gk>GA\R</> 
<gk>KAI\</> 
<gk>POREUQW=</> 
<gk>E)N</> 
<gk>ME/SW|</> 
<gk>SKIA=S</> 
<gk>QANA/TOU</> 
<gk>,</> 
~z2 
<gk>OU)</> 
<gk>FOBHQH/SOMAI</> 
<gk>KAKA/</>] 
 : <gk>PONHRA</> R: cf. 7.5 
<gk>,</> 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>MET'</> 
<gk>E)MOU=</> 
<gk>EI)=</> 
<gk>:</> 
~z3 
<gk>H(</> 
<gk>R(A/BDOS</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>H(</> 
<gk>BAKTHRI/A</> 
<gk>SOU</> 
<gk>,</> 
<gk>AU)TAI/</> 
<gk>ME</> 
<gk>PAREKA/LESAN</> 
<gk>.</> 
~x22y5z1] 5.1 unus stichus B' 55, duo (<gk>HTOIM.</> -- <gk>TRAP., Sa R" Ga
     ZSyHe  
<gk>EC</>-- <gk>ME</> >A~ 
<gk>H(TOI/MASAS</> >A~ 
<gk>E)NW/PIO/N</> >A~ 
<gk>MOU</> >A~ 
<gk>TRA/PEZAN >A~</> 
<gk>E)C</> >A~ 
<gk>E)NANTI/AS >A~</> 
<gk>TW=N</> >A~ 
<gk>QLIBO/NTWN</> >A~ 
<gk>ME</> >A~ 
<gk>:</> 
~z2 
 + <gk>EC</>-- <gk>ME> A~ 
 + <gk>H(TOI/MASAS</> A~ 
 + <gk>E)NW/PIO/N</> A~ 
 + <gk>MOU</> A~ 
 + <gk>TRA/PEZAN</> A~ 
 + <gk>E)C</> 
 + <gk>E)NANTI/AS</> A~ 
 + <gk>TW=N</> 
 + <gk>QLIBO/NTWN</> A~ 
 + <gk>ME</> A~ 
 + <gk>:</> A~ 
<gk>E)LI/PANAS</> 
<gk>E)N</> 
<gk>E)LAI/W|</> 
<gk>TH\N</> 
<gk>KEFALH/N</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>KAI\</>] #8 Ga 
<gk>TO\</> 
<gk>POTH/RIO/N</> 
<gk>SOU</>] 
 : <gk>MOU</> SaB GaHi Lpau' == MT 
<gk>MEQU/SKON</> 
 + <gk>ME</> L' 
<gk>W(S</> == <3BY+ KA>3] >MT~ 
 : <gk>WSEI</> L' 55: cf. 16.12 
<gk>KRA/TISTON</> == <3BY+ KA>3] >MT~ 
<gk>.</> 
~x22y6z1] 6.1 in duo stichos (<gk>KAI\</> 1st -- <gk>ME</> 1st, <gk>PA/SAJ --
     <gk>MOU</>) dividunt LaG Ga Zsy, 6.2 in duo stichos(<gk>KAI\</> 2nd --
     <gk>KU/RIOU EIS</> -- fin.) diuidunt LaG Ga Sy 
 + <gk>W(S</> == <3BY+ KA>3 MT~ 
 + <gk>KRA/TISTON</> MT~ 
<gk>KAI\</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>KATADIW/CETAI/</>] 
 : <gk>KATADIWCEI</> LThtd: cf. Thack. p. 232 
 : <gk>KATADIWCAI</> Lpau 
<gk>ME</> 
<gk>PA/SAS</> 
<gk>TA\S</> 
<gk>H(ME/RAS</> 
<gk>TH=S</> 
<gk>ZWH=S</> 
<gk>MOU</> 
<gk>,</> 
~z2] 6.2 in duo stichos (<gk>KAI\</> 2nd -- <gk>KU/RIOU EIS</> -- fin.) diuidunt
     LaG Ga Sy 
<gk>KAI\</> <Lt>et (ut inhabitem)</> La Ga] > [<Lt>et</>] Aug 
 : <gk>DIA</> U' 
 : <Lt>et</> sub ast. Ga 
<gk>TO\</> <Lt>(et ut inhabitem)</> La Ga] 
<gk>KATOIKEI=N</> <Lt>(et ut) inhabitem</> La Ga] 
<gk>ME</> <Lt>(et ut inhabitem)</> La Ga] 
<gk>E)N</> 
<gk>OI)/KW|</> 
<gk>KU/RI/OU</> 
<gk>EI)S</> 
<gk>MAKRO/THTA</> 
<gk>H(MERW=N</> 
<gk>.</> 
~x23y1z1] (MT 24) 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>:</> 
<gk>TH=S</>] > S <Lt>O</>(teste Tht, cf. proleg. $$ 7.5) Lpau == MT. de hac
     inscriptione ad sacra Iudaeorum pertinente cf. proleg. $$ 9.1; Lpau,
     #8 Ga 
 : <gk>TH</> U 
 : <gk>EI)S</> Lpau 55 
<gk>MIA=S</>] > S <Lt>O</>(teste Tht, cf. proleg. $$ 7.5) Lpau == MT. de hac
     inscriptione ad sacra Iudaeorum pertinente cf. proleg. $$ 9.1, #8 Ga 
 : <gk>MIA</> U 
 : <gk>MIAN</> Lpau 55 
 +< <gk>TWN</> U Lb'Rc 
<gk>SABBA/TWN.}1</>] > S <Lt>O</>(teste Tht, cf. proleg. $$ 7.5) Lpau == MT. de
     hac inscriptione ad sacra Iudaeorum pertinente cf. proleg. $$ 9.1, #8
     Ga 
 : <gk>SABBATOU</> Ld(sil)He A 
~z2 
<gk>*TOU=</> 
<gk>KU/RI/OU</> 
<gk>H(</> 
<gk>GH=</> 
<gk>KAI\</> 
<gk>TO\</> 
<gk>PLH/RWMA</> 
<gk>AU)TH=S</> 
<gk>,</> 
~z3 
<gk>H(</> 
<gk>OI)KOUME/NH</> 
<gk>KAI\</> 
<gk>PA/NTES</>] #8 Ga 
<gk>OI(</> 
<gk>KATOIKOU=NTES</> 
<gk>E)N</>] > U 
<gk>AU)TH=|</>] > U 
<gk>:</> 
~x23y2z1 
 +< #13 <Lt>quia</> Ga 
<gk>AU)TO\S</> 
<gk>E)PI\</> 
<gk>QALASSW=N</> 
<gk>E)QEMELI/WSEN</> 
<gk>AU)TH\N</> 
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>POTAMW=N</> 
<gk>H(TOI/MASEN</> 
<gk>AU)TH/N</> 
<gk>.</> 
~x23y3z1 
<gk>TI/S</> 
<gk>A)NABH/SETAI</> 
<gk>EI)S</> 
<gk>TO\</> 
<gk>O)/ROS</> 
<gk>TOU=</>] > Lpau: cf. 2.12 
<gk>KU/RI/OU</> 
~z2 
<gk>KAI\</> B' Thtp' A' et Cyp.p] 
 : <gk>H</> Bo U' R" Ga LThtp 55 et Cyp.p: cf. 14.1 17.32 
<gk>TI/S</> 
<gk>STH/SETAI</> 
<gk>E)N</> 
<gk>TO/PW|</> 
<gk>A(GI/W|</>] 
 : <gk>AGIASMATOS</> U': item <gk>A' Q'</> 
<gk>AU)TOU=</> 
<gk>;</> 
~x23y4z1 
<gk>A)QW=|OS</> 
<gk>XERSI\N</> 
<gk>KAI\</> 
<gk>KAQARO\S</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>,</> 
~z2 
<gk>O(\S</> 
<gk>OU)K</> 
<gk>E)/LABEN</> 
<gk>E)PI\</> 
<gk>MATAI/W|</> 
<gk>TH\N</> 
<gk>YUXH\N</> 
<gk>AU)TOU=</>] 
 : <gk>MOU</> A == Kere(?) 
~z3 
<gk>KAI\</>] > U 
<gk>OU)K</>] 
 : <gk>OUDE</> U 
<gk>W)/MOSEN</> 
<gk>E)PI\</> 
<gk>DO/LW|</> 
<gk>TW=|</> 
<gk>PLHSI/ON</> 
<gk>AU)TOU=</> (ex 14.4?)] > S A'(non 1219) 
<gk>.</> 
~x23y5z1 
<gk>OU(=TOS</> 
<gk>LH/MYETAI</> 
<gk>EU)LOGI/AN</> 
<gk>PARA\</> 
<gk>KU/RI/OU</> 
~z2 
<gk>KAI\</> 
<gk>E)LEHMOSU/NHN</>] 
 : <gk>ELEOS</> U' 
<gk>PARA\</> 
<gk>QEOU=</>] 
 : <Lt>domino</> LaG 
<gk>SWTH=ROS</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x23y6z1 
<gk>AU(/TH</> 
<gk>H(</> 
<gk>GENEA\</> 
<gk>ZHTOU/NTWN</> 
 +< <gk>TON</> Bo U'-1093 R'Aug L" 55 
<gk>AU)TO/N</> B' LaG Ga A et Cyp. == MT] 
 : <gk>KU/RION</> Bo U'-1093 R'Aug L" 55 
<gk>,</> 
~z2 
<gk>ZHTOU/NTWN</> 
<gk>TO\</>] > U 
<gk>PRO/SWPON</> 
<gk>TOU=</>] > LaG == MT 
<gk>QEOU=</>] > LaG == MT 
<gk>*IAKWB</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x23y7z1 
<gk>A)/RATE</> 
<gk>PU/LAS</> 
<gk>,</> 
<gk>OI(</> 
<gk>A)/RXONTES</> 
<gk>U(MW=N</> cum <gk>PULAS</> connectunt Bo Sa Ga (<Lt>uestras</>); cum
     <gk>ARXONTES</> connectunt La (<Lt>uestri</>: sic, ut uid., etiam Tert. et
     Cyp.): item in 9] 
 : <gk>HMWN</> R Lpau 55: item in 9 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PA/RQHTE</> 
<gk>,</> 
<gk>PU/LAI</> 
<gk>AI)W/NIOI</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>EI)SELEU/SETAI</> 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>TH=S</> 
<gk>DO/CHS</> 
<gk>.</> 
~x23y8z1 
<gk>TI/S</> 
<gk>E)STIN</> 
<gk>OU(=TOS</> 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>TH=S</> 
<gk>DO/CHS</> 
<gk>;</> 
~z2 
<gk>KU/RIOS</> 
<gk>KRATAIO\S</>] > U'~
 + <gk>DUNATO/S</> U' 
<gk>KAI\</>
<gk>DUNATO/S</>] > U' 
 + <gk>KRATAIO\S</> U'~
<gk>,</> 
~z3 
<gk>KU/RIOS</> 
<gk>DUNATO\S</> 
<gk>E)N</> 
<gk>POLE/MW|</> 
 + <gk>DIAYALMA</> USaL 
<gk>.</> 
~x23y9z1 
<gk>A)/RATE</> 
<gk>PU/LAS</> 
<gk>,</> 
<gk>OI(</> 
<gk>A)/RXONTES</> 
<gk>U(MW=N</> cum <gk>PULAS</> connectunt Bo Sa Ga (<Lt>uestras</>); cum
     <gk>ARXONTES</> connectunt La (<Lt>uestri</>: sic, ut uid., etiam Tert. et
     Cyp.): item in 7] 
 : <gk>H(MW=N</> R Lpau 55: item in 7 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PA/RQHTE</> 
<gk>,</> 
<gk>PU/LAI</> 
<gk>AI)W/NIOI</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>EI)SELEU/SETAI</> 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>TH=S</> 
<gk>DO/CHS</> 
<gk>.</> 
~x23y10z1 
<gk>TI/S</> 
<gk>E)STIN</> 
<gk>OU(=TOS</>] > Lpau 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>TH=S</> 
<gk>DO/CHS</> 
<gk>;</> 
~z2 
<gk>KU/RIOS</> 
<gk>TW=N</>] > U 
<gk>DUNA/MEWN</> 
<gk>,</> 
<gk>AU)TO/S</> 
<gk>E)STIN</> 
 +< <gk>OUTOS</> B'(non Bo) 55: ex 23.10.1; est stichus singularis in B solo 
<gk>O(</> (sic etiam Tert. et Cyp.); est stichus singularis in B solo] 
<gk>BASILEU\S</> est stichus singularis in B solo] 
<gk>TH=S</> est stichus singularis in B solo] 
<gk>DO/CHS</> est stichus singularis in B solo] 
<gk>.</> 
~x24y1z1] (MT 25) 
 +< <gk>EI)S</> U' R" Uulg LpauThtp' 
 +< <gk>TO</> U' R" Uulg LpauThtp' 
 +< <gk>TELOS</> U' R" Uulg LpauThtp' 
<gk>@@{1*YALMO\S</>  B" Ga LThtp' A' > Tht (Mitt.  d. S.-U. 1, p. 93) == MT,
     sed omnes codices operis Theodoretiani nunc habent  
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~z2 
<gk>*PRO\S</> 
<gk>SE/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>H)=RA</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
<gk>O(</> B' Sa LaG Ga A' ] > R'Aug Sy He 1219 == MT; illud rectius uid., quia
     in hoc psalmo alphabetico uersum secundum oportet ab <gk>E)PI SOI</> ==
     <3KB>3 incipere 
<gk>QEO/S> B' Sa LaG Ga A' ] > R'Aug Sy He 1219 == MT; illud rectius uid.,
     quia in hoc psalmo alphabetico uersum secundum oportet ab <gk>E)PI SOI</>
     == <3KB>3 incipere 
<gk>MOU</> B' Sa LaG Ga A' ] > R'Aug Sy He 1219 == MT; illud rectius uid.,
     quia in hoc psalmo  alphabetico uersum secundum oportet ab <gk>E)PI
     SOI</> == <3KB>3 incipere 
<gk>.</> 
~x24y2z1 
<gk>E)PI\</> 
<gk>SOI\</> 
<gk>PE/POIQA</> 
<gk>:</> 
<gk>MH\</> 
<gk>KATAISXUNQEI/HN</> 
 + <gk>O(</> R'Aug Sy He 1219 == MT; illud rectius uid., quia in hoc psalmo
     alphabetico  uersum secundum oportet ab <gk>E)PI SOI</> == <3KB>3
     incipere 
 + <gk>QEO/S</> R'Aug Sy He 1219 == MT; illud rectius uid., quia in hoc psalmo
     alphabetico uersum secundum oportet ab <gk>E)PI SOI</> == <3KB>3 incipere
     
 + <gk>MOU</> R'Aug Sy He 1219 == MT; illud rectius uid., quia in hoc psalmo
     alphabetico uersum secundum oportet ab <gk>E)PI SOI</> == <3KB>3 incipere
     
 + < 
 + <gk>EI)S</> L" 1219: ex 70.1 
 + <gk>TON</> L" 1219: ex 70.1 
 + <gk>AI)WNA</> L" 1219: ex 70.1 
<gk>,</> 
~z2 
<gk>MHDE\</> 
<gk>KATAGELASA/TWSA/NAS</>] 
 : <gk>KATAGELASA/TWSA/N</> U 
<gk>MOU</>] 
 : <gk>ME</> Ld'He*Rc 55: cf. Helbing Kas. p. 182 
<gk>OI(</> 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>.</> 
~x24y3z1 
<gk>KAI\</> 
<gk>GA\R</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>U(POME/NONTE/S</> 
<gk>SE</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>KATAISXUNQW=SIN</> 
<gk>:</> 
~z2 
<gk>AI)SXUNQH/TWSAN</>] 
 : <gk>AISXUNQEIHSAN</> U: cf. 5.12 
<gk>PA/NTES</> 
 +< <gk>PANTES</> Bc R GaHi(ambis testibus sub #8)Aug A: ex 3.1 repet. 
<gk>OI(</> B*" U' La L"Su 1219' == MT] 
<gk>A)NOMOU=NTES</> 
<gk>DIA\</> 
<gk>KENH=S</> 
<gk>.</> 
~x24y4z1 
<gk>TA\S</> 
<gk>O(DOU/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</>] > U~
<gk>,</> 
<gk>GNW/RISO/N</>
<gk>MOI</>
 + <gk>KU/RIE</> U~
~z2 
<gk>KAI\</>] #8Ga 
<gk>TA\S</> 
<gk>TRI/BOUS</> 
<gk>SOU</> 
<gk>DI/DACO/N</> 
<gk>ME</> 
<gk>.</> 
~x24y5z1 
<gk>O(DH/GHSO/N</> 
<gk>ME</> 
<gk>E)PI\</> B' SaB L" 1219'] 
 : <Lt>ad (ueritatem)</> Cyp. 
 : <Lt>in (ueritatem)</> Ga 
 : <gk>E)N</> <Lt>in (ueritate)</> A S USaL R" Uulg A 
<gk>TH\N</> B' SaB L" 1219'] 
 : <Lt>(ad ueritatem)</> Cyp. 
 : <Lt>(in ueritatem)</> Ga 
 : <gk>TH</> <Lt>(in ueritate)</> A S USaL R" Uulg A 
<gk>A)LH/QEIA/N</> B' SaB L" 1219'; A!] 
 : <Lt>(ad) ueritatem</> Cyp. 
 : <Lt>(in) ueritatem</> Ga 
 : <gk>ALHQEIA</> <Lt>(in) ueritate</> A S USaL R" Uulg A 
 : <Lt>(in) ueritate</> A S USaL R" Uulg A 
<gk>SOU</> 
 + <gk>KAI\</> R' 
 + <gk>DI/DACO/N</> R' 
 + <gk>ME</> R' 
~z2 
<gk>KAI\</>] > R' 
<gk>DI/DACO/N</>] > R' 
<gk>ME</>] > R' 
<gk>,</> 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>EI)=</> 
<gk>O(</>] > LaG 
<gk>QEO\S</>] > LaG 
<gk>O(</> 
<gk>SWTH/R</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>SE\</> 
<gk>U(PE/MEINA</>] 
 : <gk>UPOME/NW</> U 
 : <gk>UPOMENW=</> Sa: cf. 26.14 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>.</> 
~x24y6z1 
<gk>MNH/SQHTI</> 
<gk>TW=N</> 
<gk>OI)KTIRMW=N</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</>] > B LaG 
<gk>,</> 
~z2 
<gk>KAI\</> 
 + <gk>O(/TI</>La 
<gk>TA\</> 
<gk>E)LE/H</> 
<gk>SOU</> 
<gk>,</> 
<gk>O(/TI</>] > U(non Sa)La 
<gk>A)PO\</> 
<gk>TOU=</> 
<gk>AI)W=NO/S</> 
<gk>EI)SIN</> 
<gk>.</> 
~x24y7z1 
<gk>A(MARTI/AS</> est acc. plur. == MT: sic recte Bo Sa La Ga (sed gen. sing.
     Sy); cf. Johannessohn Kas. p. 37 et Helbing Kas. p. 108] 
<gk>NEO/THTO/S</> 
<gk>MOU</>] > LaR 
<gk>KAI\</> 
 + <gk>TA/S</> B*(uid.)' U Sa Ga Sy  == MT 
 + <gk>TH=S> Bo La 
 + <gk>A)GNOI/AS</> R L'Bc A"] 
<gk>MOU</>] > B' 
<gk>MH\</> 
<gk>MNHSQH=|S</> 
<gk>:</> 
~z2 
<gk>KATA\</> 
<gk>TO\</> 
 +< <gk>PLHQOS</> U': cf. 105.45 et S.-St. 2, p. 154/5. 222 
 +< <gk>TOU</> U': cf. 105.45 et S.-St. 2, p. 154/5. 222 
<gk>E)/LEO/S</>] 
 : <gk>ELEOUS</> U': cf. 105.45 et S.-St. 2, p. 154/5. 222 
<gk>SOU</> 
<gk>MNH/SQHTI/</> 
<gk>MOU</> 
<gk>SU\</> U' L" 1219' == MT] > B" R" A: exciditne post <gk>MOU</>? 
 : hab. Ga sub#8(pro #13?) 
 : <Lt>deus</> Aug 
~z3 
<gk>E(/NEKA</> B' U A] 
 : <ENEKEN</> R L' 55: cf. 11 et 8.3 26.11 43.23 47.12 etc. et Thack.  $$
     9,8 
<gk>TH=S</> 
<gk>XRHSTO/THTO/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>.</> 
~x24y8z1 
<gk>XRHSTO\S</> 
<gk>KAI\</> 
<gk>EU)QH\S</>] 
 : <gk>EUQUS</> Lb(de Tht cf. Mitt. d. S.-U. 1, p. 79): cf. 32.4 91.16 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>:</> 
~z2 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>NOMOQETH/SEI</> 
<gk>A(MARTA/NONTAS</> 
<gk>E)N</> 
<gk>O(DW=|</> 
<gk>.</> 
~x24y9z1 
<gk>O(DHGH/SEI</> 
<gk>PRAEI=S</> 
<gk>E)N</> 
<gk>KRI/SEI</> 
<gk>,</> 
~z2] > B 
<gk>DIDA/CEI</>] > B(>5) 
<gk>PRAEI=S</>] > B(>5) 
<gk>O(DOU\S</>] > B(>5) 
<gk>AU)TOU=</>] > B(>5) 
<gk>.</>] > B(>5) 
~x24y10z1] 10.1 10.2 unus stichus Sa 
<gk>PA=SAI</> 
<gk>AI(</> 
<gk>O(DOI\</> 
<gk>KU/RI/OU</> 
<gk>E)/LEOS</> 
<gk>KAI\</> 
<gk>A)LH/QEIA</> 
~z2] 10.1 10.2 unus stichus Sa 
<gk>TOI=S</> 
<gk>E)KZHTOU=SIN</> 
<gk>TH\N</> 
<gk>DIAQH/KHN</> 
<gk>AU)TOU=</> 
<gk>KAI\</> 
<gk>TA\</> 
<gk>MARTU/RIA</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x24y11z1] 11.1 11.2 unus stichus Sa R' 
<gk>E(/NEKA</> B' A] 
 : <gk>ENEKEN</> U R L' 55: cf. 7 
<gk>TOU=</> 
<gk>O)NO/MATO/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
~z2] 11.1 11.2 unus stichus Sa R' 
<gk>KAI\</>] > LaR- Aug Uulg 
<gk>I(LA/SH|</> B" La Ga A'] 
 : <gk>ILASQHTI</> U' R <Lt>L":</> cf. 78.9 
<gk>TH=|</>] 
 : <gk>TAIS</> R: ex 78.9 
<gk>A(MARTI/A|</>] 
 : <gk>AMARTIAIS</> R: ex 78.9 
<gk>MOU</> 
<gk>:</> 
<gk>POLLH\</> 
<gk>GA/R</> 
<gk>E)STIN</> 
<gk>.</> 
~x24y12z1 
<gk>TI/S</> 
<gk>E)STIN</> 
<gk>A)/NQRWPOS</> 
<gk>O(</> 
<gk>FOBOU/MENOS</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>;</> 
~z2 
<gk>NOMOQETH/SEI</> 
<gk>AU)TW=|</> 
<gk>E)N</> 
<gk>O(DW=|</> 
<gk>,</> 
<gk>H(=|</> 
<gk>H(|RETI/SATO</> 
<gk>.</> 
~x24y13z1 
<gk>H(</> 
<gk>YUXH\</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>A)GAQOI=S</> 
<gk>AU)LISQH/SETAI</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>AU)TOU=</> 
<gk>KLHRONOMH/SEI</> 
 +< <gk>TH/N</> U 
<gk>GH=N</> 
<gk>.</> 
~x24y14z1 
<gk>KRATAI/WMA</> 
<gk>KU/RIOS</> 
<gk>TW=N</>] 
 : <gk>TOIS</> Thtp-He 
<gk>FOBOUME/NWN</>] 
 : <gk>FOBOUMENOIS</> Thtp-He 
<gk>AU)TO/N</> 
<gk>,</> 
~z2 14.2 B USa(SaB ex corr.) R'Aug A'] > S SaB* LaG Ga L" 1219 == MT: cf.
     S.-St. 2, p. 43.60.63.229 
<gk>[KAI\</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>TO\</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>O)/NOMA</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>KU/RI/OU</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>TW=N</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>FOBOUME/NWN</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
 : <gk>E)PIKALOUMENWN</> A' 
<gk>AU)TO/N</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
<gk>,]</>] > (>8)S SaB* LaG Ga L" 1219 == MT(>8) 
~z3 
<gk>KAI\</> 
<gk>H(</> 
<gk>DIAQH/KH</> 
<gk>AU)TOU=</> 
<gk>TOU=</> 
<gk>DHLW=SAI</> == MT] 
 : <gk>DHLWSAI</> U Hec 
 : <gk>DHLWSEI</> Bo L' 
<gk>AU)TOI=S</> 
<gk>.</> 
~x24y15z1 
<gk>OI(</> 
<gk>O)FQALMOI/</> 
<gk>MOU</> 
<gk>DIA\</> 
<gk>PANTO\S</> 
<gk>PRO\S</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>AU)TO\S</> 
<gk>E)KSPA/SEI</> 
<gk>E)K</> 
<gk>PAGI/DOS</> 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>MOU</> 
<gk>.</> 
~x24y16z1 
<gk>E)PI/BLEYON</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>KAI\</> 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>MONOGENH\S</> 
<gk>KAI\</> 
<gk>PTWXO/S</> 
<gk>EI)MI</>] > R' 
<gk>E)GW/</>]
 + <gk>EI)MI</> R' 
<gk>.</> 
~x24y17z1 
<gk>AI(</> 
<gk>QLI/YEIS</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>MOU</> 
<gk>E)PLATU/NQHSAN</> U'-1221 LaG et Psalt. Rom. == <3VBY*HRH>#] 
 : <gk>E)PLHQUNQHSAN</> B" R'Aug Ga L" A': ex 24.19
<gk>:</> 
~z2 
<gk>E)K</> 
<gk>TW=N</> 
<gk>A)NAGKW=N</> 
<gk>MOU</> 
<gk>E)CA/GAGE/</> <Lt>educ</> Aug] 
 : <gk>RUSAI</> <Lt>libera</> R': cf. 63.2 105.21 114.8 et S.-St. 2. p.99 n. 1 
 : <Lt>eripe</> LaG 
 : <Lt>erue</> Ga 
<gk>ME</> 
<gk>.</> 
~x24y18z1 
<gk>I)DE\</> 
<gk>TH\N</> 
<gk>TAPEI/NWSI/N</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>TO\N</> 
<gk>KO/PON</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>A)/FES</> 
<gk>PA/SAS</> 
<gk>TA\S</> 
<gk>A(MARTI/AS</> 
<gk>MOU</> 
<gk>.</> 
~x24y19z1 
<gk>I)DE\</> 
<gk>TOU\S</> 
<gk>E)XQROU/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)PLHQU/NQHSAN</> == <3VBR>3] 
 : <gk>EPLATUNQHSAN</> U' (non 1221): ex 17, cf. 91.13 
~z2 
<gk>KAI\</> 
<gk>MI=SOS</> 
<gk>A)/DIKON</> 
<gk>E)MI/SHSA/N</> 
<gk>ME</> 
<gk>.</> 
~x24y20z1 
<gk>FU/LACON</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>R(U=SAI/</> 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>MH\</> 
<gk>KATAISXUNQEI/HN</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>H)/LPISA</>] 
 : <gk>EPEKALESAMHN</> Tht: ex 30.18 
<gk>E)PI\</>] > Tht: ex 30.18 
<gk>SE/</>] 
 : <gk>SOI</> 1221 Lb: cf. 9.11 
<gk>.</> 
~x24y21z1] 21.1 21.2 duo stichi R' Ga Sy, unus B' Sa LaG He A" 
<gk>A)/KAKOI</> 
<gk>KAI\</> 
<gk>EU)QEI=S</> 
<gk>E)KOLLW=NTO/</> 
<gk>MOI</> 
<gk>,</> 
~z2] 21.1 21.2 duo stichi R' Ga Sy, unus B' Sa LaG He A" 
<gk>O(/TI</> 
<gk>U(PE/MEINA/</>] 
 : <Lt>custodiui</> LaG 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</>] > S LaG GaHi == MT 
<gk>.</> 
~x24y22z1 cf. proleg. $$ 5.20] 22.1 22.2 duo stichi Ga Sy, unus B' Sa R" He
     A" 
<gk>LU/TRWSAI</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
<gk>TO\N</> 
<gk>*ISRAHL</> 
~z2 cf. proleg. $$ 5.20] 22.1 22.2 duo stichi Ga Sy, unus B' Sa R" He A" 
<gk>E)K</> 
<gk>PASW=N</> 
<gk>TW=N</> 
<gk>QLI/YEWN</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x25y1z1] (MT 26) 
 +< <gk>YALMOS</> U'-1221 LaG Ld'HeRc 
 +< <Lt>in</> Uulg 
 +< <Lt>finem</> Uulg 
 +< <Lt>psalmus</> Uulg 
<gk>@@{1*TOU=</> B' Sy A'; B" R'Aug Ga Sy A' == MT] 
 : <gk>TW</> U-1221 La' 1219 
 : <Lt>tot</> (sic pro <Lt>to</>: item in 36.1) R 
 : <Lt>ipsi</> LaR- Aug, hoc non reddunt LaG Ga: cf. 26.1 
<gk>*DAUID.}1</> B" R'Aug Ga Sy A' == MT] 
 + <gk>YALMOS</> Lb 
<gk>*KRI=NO/N</> 
<gk>ME</> (sic etiam Hec)] 
 : <gk>M0I</> La 55: cf. 7.9 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)GW\</> 
<gk>E)N</> 
<gk>A)KAKI/A|</> 
<gk>MOU</> 
<gk>E)POREU/QHN</> 
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>TW=|</>] 
 : <Lt>(deo meo)</> LaR Sy 
<gk>KU/RI/W|</>] 
 : <Lt>deo (meo)</> LaR Sy 
<gk>E)LPI/ZWN</>] 
 : <Lt>confidens</> LaG: ex 24.2 
<gk>OU)</> 
<gk>MH\</> 
<gk>A)SQENH/SW</> S' R L" A', <Lt>infirmabor</> LaR Ga et Aug. enarr. I  (uid.)
     == MT  (cf. 1737)] 
 : <gk>SALEUQW</> B U'-1221 
 : <Lt>mouebor</> Aug. enarr. II: cf. 61.3 et S.-St. 2, p. 155 
 : <Lt>erubescam</> LaG: ex 24.2 
<gk>.</> 
~x25y2z1] > S 
<gk>DOKI/MASO/N</>] > S(>9) 
<gk>ME</>] > S(>9) 
<gk>,</>] > S(>9) 
<gk>KU/RIE</>] > S(>9) 
<gk>,</>] > S(>9) 
<gk>KAI\</>] > S(>9) 
<gk>PEI/RASO/N</>] > S(>9) 
<gk>ME</>] > S(>9) 
<gk>,</>] > S(>9) 
~z2 
<gk>PU/RWSON</> 
<gk>TOU\S</> 
<gk>NEFROU/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>KARDI/AN</> 
<gk>MOU</> 
<gk>.</> 
~x25y3z1 
<gk>O(/TI</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>KATE/NANTI</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>MOU/</> 
<gk>E)STIN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>EU)HRE/STHSA</> 
 + <gk>SOI</> U(non 1221; Bo Sa dub.) 
<gk>E)N</> 
<gk>TH=|</> 
<gk>A)LHQEI/A|</> 
<gk>SOU</> 
<gk>.</> 
~x25y4z1 
<gk>OU)K</> 
<gk>E)KA/QISA</> 
<gk>META\</> 
<gk>SUNEDRI/OU</> 
<gk>MATAIO/THTOS</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>PARANOMOU/NTWN</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>EI)SE/LQW</> 
<gk>:</> 
~x25y5z1 
<gk>E)MI/SHSA</> 
<gk>E)KKLHSI/AN</> 
<gk>PONHREUOME/NWN</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>A)SEBW=N</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>KAQI/SW</> 
<gk>.</> 
~x25y6z1 
<gk>NI/YOMAI</> 
<gk>E)N</> 
<gk>A)QW/|OIS</> 
<gk>TA\S</> 
<gk>XEI=RA/S</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>KUKLW/SW</> 
<gk>TO\</> 
<gk>QUSIASTH/RIO/N</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</>] > B LaG 
<gk>,</> 
~x25y7z1 
<gk>TOU=</> 
<gk>A)KOU=SAI</> 
 + <gk>ME</> L'(non T) 
<gk>FWNH\N</>] 
 : <gk>FWNHS</> Ld(sil): cf. 80.12 101.21 Od.6.3 et Jo- hannessohn Kas. p. 86
     et Helbing Kas. p. 151/2 
<gk>AI)NE/SEWS</> B' 1220 R" Ga A' et Aug. enarr. II (ed. Maur. IV 113 C) ==
     MT]
 + <gk>SOU</> Bo U' L" 1219 et Aug. enarr. I et enarr. II (ed. Maur. IV 114B
     bis) 
~z2 
<gk>KAI\</> 
<gk>DIHGH/SASQAI</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>QAUMA/SIA/</> 
<gk>SOU</> 
<gk>.</> 
~x25y8z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>H)GA/PHSA</> 
<gk>EU)PRE/PEIAN</> 
<gk>OI)/KOU</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>TO/PON</> 
<gk>SKHNW/MATOS</> 
<gk>DO/CHS</> 
<gk>SOU</> 
<gk>.</> 
~x25y9z1 
<gk>MH\</> 
<gk>SUNAPOLE/SH|S</> 
<gk>META\</> 
<gk>A)SEBW=N</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>A)NDRW=N</> 
<gk>AI(MA/TWN</> 
<gk>TH\N</> 
<gk>ZWH/N</> 
<gk>MOU</> 
<gk>,</> 
~x25y10z1 
<gk>W(=N</>] > 
 + <gk>EI=)SIN</> Thtd' 
<gk>E)N</> 
<gk>XERSI\N</> 
 +< <gk>AI</> R L" A" 
 + <Lt>eorum> Sy 
<gk>A)NOMI/AI</> B] 
 : <gk>A)NOMIA</> S' U'; 2021 aut == B aut == S 
 : <gk>A)NOMIAN</> U 
 + <Lt>sunt</> LaGAug Ga 
 + <gk>WN</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> R' Sy == MT 
<gk>H(</> 
<gk>DECIA\</> 
<gk>AU)TW=N</> 
<gk>E)PLH/SQH</> 
<gk>DW/RWN</> 
<gk>.</> 
~x25y11z1 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>A)KAKI/A|</> 
<gk>MOU</> 
<gk>E)POREU/QHN</> 
<gk>:</> 
~z2 
<gk>LU/TRWSAI/</> 
<gk>ME</> (sic etiam 2021) == MT] 
 + <gk>KU/RIE</> L' A' 
 + <gk>O</> Sy 55 
 + <gk>QEO/S</> Sy 55 
<gk>KAI\</> 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>.</> 
~x25y12z1 
<gk>O(</> 
<gk>GA\R</> B" U' 1220 LaG Ga A'] > R'Aug Uulg L" 2021 == MT 
<gk>POU/S</> 
<gk>MOU</> 
<gk>E)/STH</> 
<gk>E)N</> 
<gk>EU)QU/THTI</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>E)KKLHSI/AIS</> 
<gk>EU)LOGH/SW</> 
<gk>SE</>] sub. ob. Ga<gk>,</> 
<gk>KU/RIE</>] 
 : <Lt>dominum</> LaG == MT 
<gk>.</> 
~x26y1z1] (M27) 
 +< <gk>YALMOS</> U' LaG Uulg L' et Aug. enarr. II 
<gk>@@{1*TOU=</> B' Sy; B" R' Ga SyHe A' et Aug. enarr. I == MT] 
 : <gk>TW</> U R L' A', <Lt>ipsi</> LaR et Aug. enarr. I, non reddunt LaG Ga et
     Aug. enarr. lI: cf. 25.1 
<gk>*DAUID</> B" R' Ga SyHe A' et Aug. enarr. I == MT] 
<gk>:</> 
<gk>PRO\</>] 
 : <Lt>priusquam (egrederetur)</> LaR 
<gk>TOU=</>] 
 : <Lt>(priusquam egrederetur)</> LaR 
<gk>XRISQH=NAI.}1</>] <gk> PRO\ TOU XRISQ.</> ad unctionem sacerdotis  magni
     spectat, cf. proleg. $$ 9.1 et Schu"rer, Gesch. d. ju"d. Volkes 2 (ed.
     IV, 1907), p. 285 
 : <Lt>(priusquam) egrederetur</> LaR 
 +<gk>NAI</> signis tachygraphicis scribit S > 1220 R* A" cf. proleg. $$ 8.1 
 : <gk>XRISQH</> 1220 R* A": cf. proleg. $$ 8.1 
 ~z2 
<gk>*KU/RIOS</> 
<gk>FWTISMO/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>SWTH/R</> <Lt>salutaris</> Aug in ambis enarr.] 
 : <Lt>salus</> Bo La Ga Sy 
<gk>MOU</> 
<gk>:</> 
<gk>TI/NA</> 
<gk>FOBHQH/SOMAI</> 
<gk>;</> 
~z3 
<gk>KU/RIOS</> 
<gk>U(PERASPISTH\S</> 
<gk>TH=S</>] > Bo U' 
<gk>ZWH=S</>] 
 : <gk>SWTHRIAS</> Bo U' 
<gk>MOU</> 
<gk>:</> 
<gk>A)PO\</> 
<gk>TI/NOS</> 
<gk>DEILIA/SW</> 
<gk>;</> 
~x26y2z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)GGI/ZEIN</> 
<gk>E)P'</> 
<gk>E)ME\</> 
 +< <gk>TOUS</> Bo U' 
<gk>KAKOU=NTAS</> 
 + <gk>ME</> Bo U' 
<gk>TOU=</> 
<gk>FAGEI=N</> 
<gk>TA\S</> 
<gk>SA/RKAS</> 
<gk>MOU</> 
~z2 
<gk>OI(</> 
<gk>QLI/BONTE/S</> 
<gk>ME</> 
<gk>KAI\</> 
<gk>OI(</>] > U 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>AU)TOI\</> 
<gk>H)SQE/NHSAN</> 
<gk>KAI\</> 
<gk>E)/PESAN</>] 
 : <gk>EPESON</> L'(non ZTHe*): cf. 19.9 
<gk>:</> 
~x26y3z1 
<gk>E)A\N</> 
 + <gk>GAR</> U 
<gk>PARATA/CHTAI</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>PAREMBOLH/</> 
<gk>,</> 
<gk>OU)</> 
<gk>FOBHQH/SETAI</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>:</> 
~z2 
 +< <gk>KAI\</> U R et Cyp. 
<gk>E)A\N</> 
<gk>E)PANASTH=|</>] 
 : <gk>EPANASTHSETAI</> U 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>PO/LEMOS</> 
<gk>,</> 
<gk>E)N</> 
<gk>TAU/TH|</> 
<gk>E)GW\</> 
<gk>E)LPI/ZW</> (sic etiam 2021 2030 et Cyp.)] 
 : <gk>ELPIW</> U' R" Ga LpauHe* 
<gk>.</> 
~x26y4z1 
<gk>MI/AN</> 
<gk>H)|THSA/MHN</> 
<gk>PARA\</> 
<gk>KU/RI/OU</> 
<gk>,</> 
<gk>TAU/THN</> 
<gk>E)KZHTH/SW</>] 
 : <gk>ZHTHSW</> L' 
 : <gk>EK</> sup. lin. 2021 
<gk>:</> 
~z2 
<gk>TOU=</> B U R Ld(sil)Z(uid.)T-ThtpSc 1219' 2030] 
 : <gk>TO</> S* LdThtpHe A: cf. 22.6 
<gk>KATOIKEI=N</> 
<gk>ME</> 
<gk>E)N</> 
 +< <gk>TW</> R 
<gk>OI)/KW|</> 
 +< <gk>TOU</> R 
<gk>KU/RI/OU</> 
<gk>PA/SAS</> 
<gk>TA\S</> 
<gk>H(ME/RAS</> 
<gk>TH=S</> 
<gk>ZWH=S</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>TOU=</> 
<gk>QEWREI=N</> 
<gk>ME</> 
<gk>TH\N</> 
<gk>TERPNO/THTA</> 
<gk>TOU=</> B' U R] > L' A' 2030: cf. 2.12 
<gk>KU/RI/OU</> 
~z4 
<gk>KAI\</> 
<gk>E)PISKE/PTESQAI</> cf. proleg. $$ 5.14] 
<gk>TO\N</> cf. proleg. $$ 5.14] 
<gk>NAO\N</> cf. proleg. $$ 5.14; B LaRAug Ga Lb(sil)TRc 55 2021 == MT] 
 : <gk>LAON</> S U': cf. 47.10 
 +< <gk>TON</> Bo R' La" A 2030: ex 5.8 104. 17.7 27.2 78.1 137.2 
 +< <gk>AGION</> Bo R' La" A 2030: ex 5.8 104. 17.7 27.2 78.1 137.2 
<gk>AU)TOU=</> 
<gk>.</> 
~x26y5z1 
<gk>O(/TI</> 
<gk>E)/KRUYE/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>SKHNH=|</> B' LaG Ga 2021] 
 + <gk>AU)TOU</> Bo U' R'Aug Uulg L" A' 2030: cf. MT 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>KAKW=N</> 
<gk>MOU</> B" R'Aug L" A" 2021(uid.) 2030] > U' LaG Ga == MT 
<gk>:</> 
~z2 
<gk>E)SKE/PASE/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>A)POKRU/FW|</> 
<gk>TH=S</> 
<gk>SKHNH=S</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
<gk>E)N</> 
<gk>PE/TRA|</> 
<gk>U(/YWSE/N</> 
<gk>ME</> 
<gk>:</> 
~x26y6z1 
<gk>KAI\</> <Lt>et (nunc ecce)</> LaR et Aug. enarr. I] 
 : <Lt>(nunc) autem</> LaG 
 : <Lt>et (nunc)</> GaHi et Aug. enarr. II == MT 
<gk>NU=N</> <Lt>(et) nunc (ecce)</> LaR et Aug. enarr. I] 
 : <Lt>nunc (autem)</> LaG 
 : <Lt>(et) nunc</> GaHi et Aug. enarr. II == MT 
<gk>I)DOU\</> <Lt>(et nunc) ecce</> LaR et Aug. enarr. I] 
 : <Lt>(nunc autem)</> LaG 
 : <Lt>(et nunc)</> GaHi et Aug. enarr. II == MT 
<gk>U(/YWSEN</> 
 + <gk>KU/RIOS</> A' 2030 
<gk>TH\N</>] > L' 55 2021 
<gk>KEFALH/N</> 
<gk>MOU</> 
<gk>E)P'</> 
<gk>E)XQROU/S</> 
<gk>MOU</> 
 + <gk>EP</> Sy(+4): ex 6.1 + 6.2 repet., cf. 14 
 + <gk>EXQROUS</> Sy(+4): ex 6.1 + 6.2 repet., cf. 14 
 + <gk>MOU</> Sy(+4): ex 6.1 + 6.2 repet., cf. 14 
 + <gk>EKUKLWSA</> Sy(+4): ex 6.1 + 6.2 repet., cf. 14 
<gk>:</> 
~z2 
<gk>E)KU/KLWSA</> 
<gk>KAI\</> 
<gk>E)/QUSA</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>SKHNH=|</> 
<gk>AU)TOU=</> 
<gk>QUSI/AN</> <gk>QUSIA AINESEWS</> etiam in 49.14  49.23 106.22 115.8, <gk>QUSIA
     ALALAGMOU</> non nisi hoc loco legitur 
<gk>A)LALAGMOU=</> B" R" Ga A' 2021 2030 == MT] 
 : <gk>AINESEWS</>  U' Tht'; <Lt>L:</> hanc lectionem nouit etiam Tht 
 : <gk>AINESE</> ... 1219: aut == U aut == L <gk>QUSIA AINESEWS</> etiam  in
     49.14  49.23 106.22 115.8 
 + <gk>KAI\</> <Lt>L:</> hanc lectionem nouit etiam Tht 
 + <gk>ALALAGMOU</> <Lt>L:</> hanc lectionem nouit etiam Tht;<gk>QUSIA  AINESEWS</>
     etiam in 49.14  49.23 106.22 115.8, <gk>QUSIA ALALAGMOU</> non nisi hoc
     loco legitur 
<gk>,</> 
~z3 
<gk>A)/|SOMAI</> B U R A 2030] 
 : <gk>ASW</> S L' 1219': cf. 56.8 
<gk>KAI\</> 
<gk>YALW=</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>.</> 
~x26y7z1 
<gk>EI)SA/KOUSON</> 
<gk>,</> 
<gk>KU/RIE</>] > 2021 
<gk>,</> 
<gk>TH=S</> 
<gk>FWNH=S</> 
<gk>MOU</>] > U' Sy 55 
<gk>,</> 
<gk>H(=S</> 
<gk>E)KE/KRACA</> 
 + <gk>PROS</> LaGAug Uulg A 2030: cf. 21.3 
 + <gk>SE</> LaGAug Uulg A 2030: cf. 21.3 
<gk>:</> 
~z2 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
 + <gk>KU/RIE</> U' 
<gk>KAI\</> 
<gk>EI)SA/KOUSO/N</> 
<gk>MOU</> 
<gk>.</> 
 + <gk>SOI\</> B' A 
 + <gk>EI)=PEN</>] 
 + <gk>H(</>B' A 
 + <gk>KARDI/A</> B' A 
 + <gk>MOU</>B' A 
~x26y8z1 
<gk>SOI\</>] > B' A 
<gk>EI)=PEN</>] > B' A 
<gk>H(</>] > B' A 
<gk>KARDI/A</>] > B' A 
<gk>MOU</>] > B' A 
 +<gk>KU/RION</> L" 1219  TSyHe 1219', cf. Tht 
 +<gk>ZHTH/SW</> L" 1219 TSyHe 1219', cf. Tht 
<gk>*E)CH/THSEN</> S cf. proleg $$ 3.1 TSyHe 1219', cf. Tht] 
 : <gk>E)EZHTH/SEN</> L" 1219 TSyHe 1219', cf. Tht 
 : <gk>E)EZHTHSA</> B' A 2030 
 : <Lt>exquisiuit</> (== <gk>ECEZHTHSEN>  <Lt>(facies mea)</> GaHi 
 : <Lt>quaesivi</> (<Lt>vultum tuum</> LaR Aug 
 +<gk>SE</> L" 1219 >' 
 ::+<Lt>TE</> Uulgcf. Su <Lt>quaesiuit te facies mea</>) 
<gk>TO\</> S cf. proleg $$ 3.1 TSyHe 1219', cf. Tht] 
 : (<Lt>exquisiuit</> (== <gk>ECEZHTHSEN>  <Lt>facies mea)</> GaHi 
 : (<Lt>quaesivi vultum tuum</>) LaR Aug 
<gk>PRO/SWPON</> S cf. proleg $$ 3.1 TSyHe 1219', cf. Tht] 
 : (<Lt>exquisiuit</>) (== <gk>ECEZHTHSEN>  <Lt>facies (mea)</> GaHi 
 : (<Lt>quaesivi</> ) <Lt>vultum</> (<Lt>tuum</>) LaR Aug 
<gk>MOU/</> S cf. proleg $$ 3.1 TSyHe 1219', cf. Tht] 
 : <gk>SOU/</> U' B' A 2030 
 : <Lt>exquisiuit</> (== <gk>ECEZHTHSEN>  <Lt>(facies mea)</> GaHi 
~z2 
<gk>TO\</> S: cf. proleg. $$ 3.1] 
 : <Lt>(exquisiuit)</> (== <gk>ECEZHTHSEN</> ?) <Lt>(facies mea)</> GaHi 
<gk>PRO/SWPO/N</> S: cf. proleg. $$ 3.1] 
 : <Lt>(exquisiuit)</> (== <gk>ECEZHTHSEN</> ?) <Lt>facies (mea)</> GaHi 
<gk>MOU</> S: cf. proleg. $$ 3.1] 
 : <Lt>(exquisiuit)</> (== <gk>ECEZHTHSEN</> ?) <Lt>(facies) mea</> GaHi 
 : <gk>SOU</> U' 2030 
<gk>:</> 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
 +< <gk>EK</> 2030 
<gk>ZHTH/SW</> 
<gk>.</> 
~x26y9z1 
<gk>MH\</> 
<gk>A)POSTRE/YH|S</> 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> R" L" 1219' 
<gk>MH\</> B' U Ga- Aug A 2030 == MT] 
<gk>E)KKLI/NH|S</> 
<gk>E)N</> 
<gk>O)RGH=|</> 
<gk>A)PO\</> 
<gk>TOU=</> 
<gk>DOU/LOU</> 
<gk>SOU</> 
<gk>:</> 
~z3 
<gk>BOHQO/S</> 
<gk>MOU</>] 
 : <gk>MOI</> Lpau' 
<gk>GENOU=</>] > LaG 
<gk>,</> 
<gk>MH\</> 
<gk>A)POSKORAKI/SH|S</> U' (cf. inf.) L" 1219'] 
 : <gk>EGKATALIPHS</> B" R" Ga A 2030 
<gk>ME</> U' (cf. inf.) L" 1219'] 
~z4 
<gk>KAI\</> U' (cf. inf.) L" 1219' >U] 
<gk>MH\</> U' (cf. inf.) L" 1219' >U] 
<gk>E)GKATALI/PH|S</> U'(cf. inf.) L" 1219' > B" R" Ga A 2030 
 : <gk>UPERIDHS</> B" R" Ga A 2030 
 : <gk>E)KKATALEIPON</> U 
<gk>ME</>] >U 
<gk>,</>] >U 
<gk>O(</>] >U 
<gk>QEO\S</>] >U 
<gk>O(</>] >U 
<gk>SWTH/R</>] >U 
<gk>MOU</>] >U 
<gk>.</>] >U 
~x26y10z1 
<gk>O(/TI</>] >U 
<gk>O(</>] >U 
<gk>PATH/R</>] >U 
<gk>MOU</>] >U 
<gk>KAI\</>] >U 
<gk>H(</>] >U 
<gk>MH/THR</>] >U 
<gk>MOU</>] >U 
<gk>E)GKATE/LIPO/N</>] 
 : <gk>EKKATALEIPON</> (sic) U 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>DE\</> 
<gk>KU/RIOS</> 
<gk>PROSELA/BETO/</>] 
 : <gk>A)NTE(LABETO)</> 1219: ex 117.13 
<gk>ME</>] 
 : <gk>(MOU)</> 1219: ex 117.13 
<gk>.</> 
~x26y11z1 
<gk>NOMOQE/THSO/N</> 
<gk>ME</>] 
 : <gk>MOI</> R 55: cf. 24.8 24.12 118.33 118.102 118.104 et Helbing Kas. p.
     98/99 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
 +< <gk>E)N</> U L' 2030 
<gk>TH=|</> B' R A'] 
<gk>O(DW=|</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>O(DH/GHSO/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>TRI/BW|</> 
<gk>EU)QEI/A|</> 
<gk>E(/NEKA</>]<gk>E(/NEKA</>--fin est stichus singularis in T >SyHe 1219~ 
 : <gk>ENEKEN</> Thtp: cf. 24.7 
<gk>TW=N</>]>SyHe 1219~ 
<gk>E)XQRW=N</>]>SyHe 1219~ 
<gk>MOU</>]>SyHe 1219~ 
<gk>.</> 
~x26y12z1 
 + <gk>E(/NEKA</> SyHe 1219~ 
 + <gk>TW=N</> SyHe 1219~ 
 + <gk>E)XQRW=N</> SyHe 1219~ 
 + <gk>MOU</>] SyHe 1219~ 
<gk>MH\</> 
<gk>PARADW=|S</>] 
 : <gk>PARADWHS</> 2030: cf. 40.3 84.8 120.3 Od. 7.34 
<gk>ME</> 
<gk>EI)S</> 
<gk>YUXA\S</> 
 +< <gk>TWN</> U 
<gk>QLIBO/NTWN</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>E)PANE/STHSA/N</> 
 +< <gk>EP</> R 
 ::+ : <Lt>in <Lt>me</> LaG Ga et Aug. enarr. II (ib. 128C) 
<gk>MOI</> <Lt>mihi</> LaR et Aug. enarr. I et enarr. II (ed. Maur. IV 128D)] 
 : <gk>EME</> R 
 : <Lt>(in) me</> LaG Ga et Aug. enarr. II (ib. 128C) 
<gk>MA/RTURES</> 
<gk>A)/DIKOI</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>E)YEU/SATO</> 
<gk>H(</> 
<gk>A)DIKI/A</> 
<gk>E(AUTH=|</>] 
 : <gk>AU)TH</> U 
 : <gk>EAUTHS</> A 2080(ex corr.?) 
 : <gk>EAUTHN</> He*; cf. MT 13 init. 
<gk>.</> 
~x26y13z1 
<gk>PISTEU/W</>] 
 : <gk>PISTEUSW</> B" Sy 
<gk>TOU=</> 
<gk>I)DEI=N</> 
<gk>TA\</> 
<gk>A)GAQA\</> 
 +< <gk>TOU</> R: cf. 2.12 
<gk>KU/RI/OU</> 
<gk>E)N</> 
 +< <gk>TH</> U 
<gk>GH=|</> 
 +< <gk>TWN</> U 
<gk>ZW/NTWN</> 
<gk>.</> 
~x26y14z1 
 +< <gk>E)N</> Sy: ex 13 repet., cf. 6 
 +< <gk>GH</> Sy: ex 13 repet., cf. 6 
 +< <gk>ZWNTWN</> Sy: ex 13 repet., cf. 6 
<gk>U(PO/MEINON</>] 
 : <gk>UPOMENW</> U 
 : <gk>UPOMENW=</> SaL: cf. 24.5 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>:</> 
~z2] 14.2 14.3 duo stichi TSyHe, unus relinqui, sed R' Ga trahunt
     <gk>A)NDRIZOU</> LaG <gk>A)NDRIZOU</>--<gk>SOU</> ad 14.1 
<gk>A)NDRI/ZOU</>] R' Ga begin 14.2 here
<gk>,</>> >R'
<gk>KAI\</>
<gk>KRATAIOU/SQW</>
<gk>H(</>
<gk>KARDI/A</>
<gk>SOU</>] LaG begins 14.2 here 
 : <gk>MOU</> A 
<gk>,</> 
~z3] 14.2 14.3 duo stichi TSyHe, unus relinqui, sed R' Ga trahunt
     <gk>A)NDRIZOU</>, LaG <gk>A)NDRIZOU</> -- <gk>SOU</> ad 14.1 
<gk>KAI\</> 
<gk>U(PO/MEINON</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>.</> 
~x27y1z1] ] (MT 28) .1 1.2 duo stichi B(trahit <gk>O QEOS MOU</> ad 1.1) R' T-
     SyHe 1219', unus S Sa LaG  Ga A 
 +< <gk>YALMOS</> Bo U' Uulg La' 
<gk>@@{1*TOU=</> B' R SyHe A', <Lt>ipsius</> Aug; B' R" Ga Lb(sil)T'He A' == MT] 
 : <gk>TW</> U La Ga L' 
<gk>*DAUID.}1</> B' R" Ga Lb(sil)T'He A' == MT] 
 + <gk>YALMOS</> Lpau 
~z2] 1.1 1.2 duo stichi B(trahit <gk>O QEOS MOU</> ad 1.1) R' T- SyHe 1219',
     unus S Sa LaG Ga A 
<gk>*PRO\S</> 
<gk>SE/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)KE/KRACA</> B' U' R"] 
 : <gk>KEKRACOMAI</> S Ga L" A" 
<gk>,</> 
 + <gk>O(</> B~ 
 + <gk>QEO/S</> B~ 
 + <gk>MOU</> B~ 
~z3 1.3 1.4 unus stichus B Sa] > LaG 
<gk>O(</>] > LaG(</>3)>B~ 
<gk>QEO/S</>] > LaG(</>3)>B~ 
<gk>MOU</>] > LaG(</>3)>B~ 
<gk>,</>] > LaG(</>3) 
<gk>MH\</>] > LaG(</>3) 
<gk>PARASIWPH/SH|S</>] > LaG(</>3) 
<gk>A)P'</> bis] > LaG(</>3) 
 : <gk>EP</> B: cf. Flashar p. 249 n. 3 et Helbing Kas. p. 166 
<gk>E)MOU=</> bis] > LaG(</>3) 
 : <gk>EMOI</> B: cf. Flashar p. 249 n. 3 et Helbing Kas. p. 166 
<gk>,</>] > LaG(</>3) 
<gk>MH/POTE</>] > LaG(</>3) 
<gk>PARASIWPH/SH|S</>] > LaG(</>3) 
<gk>A)P'</> bis] > LaG(</>3) 
 : <gk>EP</> B: cf. Flashar p. 249 n. 3 et Helbing Kas. p. 166 
<gk>E)MOU=</> bis] > LaG(</>3) 
 : <gk>EMOI</> B: cf. Flashar p. 249 n. 3 et Helbing Kas. p. 166 
~z4] 1.3 1.4 unus stichus B Sa 
<gk>KAI\</> 
<gk>O(MOIWQH/SOMAI</> 
<gk>TOI=S</> 
<gk>KATABAI/NOUSIN</> 
<gk>EI)S</> 
<gk>LA/KKON</> 
<gk>.</> 
~x27y2z1] 2.1 in duo stichos (init. -- <gk>MOU</> 1st, <gk>E)N</> 1st --  
<gk>SE</>) diuidit Sy 
<gk>EI)SA/KOUSON</> B' U' R" GaHi A == MT] 
 + <gk>KU/RIE</> Bo UulgAug L"Su 55 
<gk>TH=S</> 
<gk>FWNH=S</> 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
<gk>E)N</>] > A: ex 26.7 
<gk>TW=|</>] 
 : <gk>HS</> A: ex 26.7 
<gk>DE/ESQAI/</>] 
 : <gk>EKEKRACA</> A: ex 26.7 
<gk>ME</>] > A: ex 26.7 
<gk>PRO\S</> 
<gk>SE/</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> U Sy 
<gk>E)N</> 
<gk>TW=|</> 
 + <gk>AI)/REIN</> R L' A"~
<gk>ME</> B U] > S
<gk>AI)/REIN</> B U].> R L' A"~
<gk>XEI=RA/S</> 
<gk>MOU</> 
<gk>PRO\S</>] 
 : <gk>EI)S</> B' 
<gk>NAO\N</> 
<gk>A(/GIO/N</> 
<gk>SOU</> 
<gk>.</> 
~x27y3z1 
<gk>MH\</> 
<gk>SUNELKU/SH|S</> B' Sa R'Aug He* A] + <gk>ME</> U; S LaG Ga L" 1219' == MT 
<gk>META\</> B' Sa R'Aug He* A] 
<gk>A(MARTWLW=N</> B' Sa R'Aug He* A] 
<gk>TH\N</> B' Sa R'Aug He* A] > S LaG Ga L" 1219' == MT 
<gk>YUXH/N</> B' Sa R'Aug He* A] > S LaG Ga L" 1219' == MT 
<gk>MOU</> B' Sa R'Aug He* A] > S LaG Ga L" 1219' == MT 
~z2 
<gk>KAI\</> 
<gk>META\</> 
 +< <gk>A)NDRWN</> S 
<gk>E)RGAZOME/NWN</> 
 +< <gk>TH/N</> Thtp 55; S' U' R A 
<gk>A)DIKI/AN</> B L" 1219'] 
 : <gk>A)NOMIAN</> S' U' R Lpau 
<gk>MH\</>] #8 Ga 
<gk>SUNAPOLE/SH|S</>] #8 Ga 
<gk>ME</>] #8 Ga 
~z3 
<gk>TW=N</> 
<gk>LALOU/NTWN</> 
<gk>EI)RH/NHN</> 
<gk>META\</> 
<gk>TW=N</> 
<gk>PLHSI/ON</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z4 
<gk>KAKA\</>] 
 : <gk>PONHRA</> R: Cf.7.5 
<gk>DE\</> 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>KARDI/AIS</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x27y4z1 
<gk>DO\S</> 
<gk>AU)TOI=S</> 
 + <gk>KU/RIE</> L' 55: idem post 4.1 add. Sy 
<gk>KATA\</> 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>AU)TW=N</> 
~z2 
<gk>KAI\</> 
<gk>KATA\</> 
<gk>TH\N</> 
<gk>PONHRI/AN</> 
<gk>TW=N</> 
<gk>E)PITHDEUMA/TWN</> 
<gk>AU)TW=N</> 
<gk>:</> 
~z3 
 +< <gk>KAI\</> U LaR Tht' 
<gk>KATA\</> 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>TW=N</> 
<gk>XEIRW=N</> 
<gk>AU)TW=N</>] > A 
<gk>DO\S</> 
<gk>AU)TOI=S</> 
<gk>,</> 
~z4 
<gk>A)PO/DOS</> 
<gk>TO\</> 
<gk>A)NTAPO/DOMA</> 
<gk>AU)TW=N</> 
<gk>AU)TOI=S</> 
<gk>.</> 
~x27y5z1] 5.1 5.2 unus stichus S Sa 
<gk>O(/TI</> 
<gk>OU)</> 
<gk>SUNH=KAN</> 
<gk>EI)S</>] > U(>6) 
<gk>TA\</>] > U(>6) 
<gk>E)/RGA</>] > U(>6) 
<gk>KU/RI/OU</>] > U(>6) 
~z2] 5.1 5.2 unus stichus S Sa 
<gk>KAI\</> (sic)] > U(>6) 
<gk>EI)S</> (sic)] > U(>6) 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>TW=N</> 
<gk>XEIRW=N</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TWN</> R 
 + <Lt>non</> (<Lt>considerauerunt</>) LaG et alii Latini 
 + (<Lt>non</>) <Lt>considerauerunt</> LaG et alii Latini 
<gk>:</> 
~z3 
<gk>KAQELEI=S</> 
<gk>AU)TOU\S</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>OI)KODOMH/SEIS</> 
<gk>AU)TOU/S</>] #8 Ga (sic) 
<gk>.</> 
~x27y6z1 
<gk>EU)LOGHTO\S</> 
<gk>KU/RIOS</> 
 + <gk>O</> Bo 
 + <gk>QEO/S</> Bo 
<gk>,</> 
<gk>O(/TI</> 
<gk>EI)SH/KOUSEN</> 
<gk>TH=S</> 
<gk>FWNH=S</> 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
<gk>.</> 
~x27y7z1 
<gk>KU/RIOS</> 
<gk>BOHQO/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>U(PERASPISTH/S</> 
<gk>MOU</> 
<gk>:</> 
~z2] 7.2 7.3 unus stichus Sa 
 +< <gk>O(/TI</> Tht' 
 +< <gk>KAI\</> LpauHe* 
<gk>E)P'</>] 
 : <gk>E)N</> 1098 Hemg (item <gk>A' Q'</> teste 1098) == <3B>3 (Ga dub.) 
<gk>AU)TW=|</> 
<gk>H)/LPISEN</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>,</> 
<gk>KAI\</>] > U' >LaG~ 
<gk>E)BOHQH/QHN</>] >LaG~ 
 : <gk>EFOBHQHN</> U' 
<gk>,</> 
~z3] 7.2 7.3 unus stichus Sa 
 + <gk>KAI\</> LaG~ 
 + <gk>E)BOHQH/QHN</> LaG~ 
<gk>KAI\</> 
<gk>A)NE/QALEN</>] >U~
<gk>H(</>
<gk>SA/RC</>
<gk>MOU</>
 + <gk>A)NE/QALEN</> U~
<gk>:</> 
~z4 
<gk>KAI\</> 
<gk>E)K</> 
<gk>QELH/MATO/S</> 
<gk>MOU</> 
<gk>E)COMOLOGH/SOMAI</> 
<gk>AU)TW=|</> 
<gk>.</> 
~x27y8z1 
<gk>KU/RIOS</> 
<gk>KRATAI/WMA</> 
<gk>TOU=</>] 
 : <gk>TW=|</> T 
<gk>LAOU=</>] 
 : <gk>LAW</> T 
<gk>AU)TOU=</> 
 + <gk>ESTIN</> U Thtp' 
~z2 
<gk>KAI\</> 
<gk>U(PERASPISTH\S</> 
<gk>TW=N</> 
<gk>SWTHRI/WN</> 
<gk>TOU=</> 
<gk>XRISTOU=</> 
<gk>AU)TOU=</> 
<gk>E)STIN</>] > R Lpau 
<gk>.</> 
~x27y9z1] 9.1 in duo stichos (<gk>SWSON</> -- <gk>SOU</> 1st, <gk>KAI\</> 1st --
     <gk>SOU</> 2nd)  diuidunt Sy 1219 
<gk>SW=SON</> 
 +< <gk>KU/RIE</> Lpau 1219 
<gk>TO\N</> == MT] 
<gk>LAO/N</> == MT] 
<gk>SOU</> == MT] 
 + <gk>KU/RIE</> 1093 R' Uulg Sy 
<gk>KAI\</> 
<gk>EU)LO/GHSON</> 
<gk>TH\N</> 
<gk>KLHRONOMI/AN</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>POI/MANON</> 
<gk>AU)TOU\S</> 
<gk>KAI\</> 
<gk>E)/PARON</> 
<gk>AU)TOU\S</> 
<gk>E(/WS</> 
<gk>TOU=</>] > S Lpau 
<gk>AI)W=NOS</> 
<gk>.</> 
~x28y1z1] (MT 29) 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>:</> 
 + <Lt>in</> (<Lt>consummatione</>) Ga 
<gk>E)CODI/OU</> B' R A'] > 1098(== <Lt>O</> teste Tht; non Ga) Lpau == MT; uerba
     recte interpretatur Symg: "<Lt>diei octauae festi tabernaculorum</>", cf.
     Leu. 23.36 Num. 29.35 (<gk>ECODION</> == 
<3TR*)>3 et Philo de special. legibus II $$ 211 Cohn == Mangey II, p. 298;
     cf. etiam proleg. $$ 9.1 
 : <gk>ECO/DOU</> uel <gk>E)C (ODOU=</> Bo U' La" 
 : <Lt>consummatio(nis)</> La 
 : <Lt>(in) consummatione</> Ga 
<gk>SKHNH=S.}1</>] > 1098(== <Lt>O</> teste Tht; non Ga) Lpau == MT; uerba recte
     interpretatur Symg: "<Lt>diei octauae festi tabernaculorum</>", cf. Leu.
     23.36 Num. 29.35 (<gk>ECODION</> == <3TR*)>3 et Philo de special. legibus
     II $$ 211 Cohn == Mangey II, p. 298; cf. etiam proleg. $$ 9.1 
~z2] eadem uerba <3VBH>3 <3MYLA YNB HVHYL>3 reddunt; prior em uersionem
     Orig.  obelo notauit) cf. Field; obelus deest in Ga), Hi in "Psalt.
     iuxta Hebraeos" (cf. proleg. $$  63) deleuit; 1098 hab. in textu
     <gk>ENEGKATE TW</> <3HVHY>3 <gk>UIOUS KRIWN</>  et add. post <3HVHY>3 in
     marg. <gk>UIOI QU ENEGKATE TW KW</> (eodem teste uerterunt <gk>A' S'
     ENEGKATE TW</> <3HVHY>3 <gk>UIOUS KRIWN, Q' ENEGKATE TW</> <3HVHY>3
     <gk>UIOUS ISXURWN</>) 
<gk>*)ENE/GKATE</> 
<gk>TW=|</> > 
<gk>KU/RI/W|</> 
<gk>,</> 
<gk>UI(OI\</> 
<gk>QEOU=</> 
<gk>,</> 
~z3] eadem uerba <3VBH>3 <3MYLA YNB HVHYL>3 reddunt; priorem uersionem 
     Orig.  obelo notauit) cf. Field; obelus deest in Ga), Hi in "Psalt.
     iuxta  Hebraeos" (cf. proleg. $$  63) deleuit; 1098 hab. in textu
     <gk>ENEGKATE TW</> <3HVHY>3 <gk>UIOUS KRIWN</>  et  add. post <3HVHY>3 in
     marg. <gk>UIOI QU ENEGKATE TW KW</> (eodem teste  uerterunt  
<gk>A' S' ENEGKATE TW</> <3HVHY>3 <gk>UIOUS KRIWN, Q' ENEGKATE TW</>  
<3HVHY>3 <gk>UIOUS ISXURWN</>) 
<gk>E)NE/GKATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>UI(OU\S</> 
<gk>KRIW=N</> 
<gk>,</> 
~z4 
<gk>E)NE/GKATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>DO/CAN</> 
<gk>KAI\</> 
<gk>TIMH/N</> 
<gk>,</> 
~x28y2z1 
<gk>E)NE/GKATE</> 
<gk>TW=|</>] > U' 
<gk>KU/RI/W|</>] > U' 
<gk>DO/CAN</> 
 +< <gk>TW</> U 
<gk>O)NO/MATI</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>PROSKUNH/SATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>E)N</> 
<gk>AU)LH=|</> 
<gk>A(GI/A|</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x28y3z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>E)PI\</> 
<gk>TW=N</> 
<gk>U(DA/TWN</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>QEO\S</> 
<gk>TH=S</> 
<gk>DO/CHS</> 
<gk>E)BRO/NTHSEN</> 
<gk>,</> 
~z3 
<gk>KU/RIOS</> 
<gk>E)PI\</> 
<gk>U(DA/TWN</> 
<gk>POLLW=N</> 
<gk>.</> 
~x28y4z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>E)N</> 
<gk>I)SXU/I</>] 
 : <gk>DUNAMEI</> R 
<gk>,</> 
~z2 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>E)N</> 
<gk>MEGALOPREPEI/A|</> 
<gk>.</> 
~x28y5z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>SUNTRI/BONTOS</> 
<gk>KE/DROUS</> 
<gk>,</> 
~z2 
<gk>KAI\</> U R' Ga L" 1219 == MT] > B' 1220 LaGAug A' 
<gk>SUNTRI/YEI</> 
<gk>KU/RIOS</> 
<gk>TA\S</> 
<gk>KE/DROUS</> 
<gk>TOU=</> 
<gk>*LIBA/NOU</> 
~x28y6z1 
<gk>KAI\</> 
<gk>LEPTUNEI=</> 
<gk>AU)TA\S</> 
<gk>W(S</> 
<gk>TO\N</> 
<gk>MO/SXON</> 
<gk>TO\N</>] 
 : <gk>TOU</> La Ga Thtp': ex 5? 
<gk>*LI/BANON</>] 
 : <gk>LIBANOU</> La Ga Thtp': ex 5? 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(</> 
<gk>H)GAPHME/NOS</> 
<gk>W(S</> 
<gk>UI(O\S</> 
<gk>MONOKERW/TWN</>] 
 : <gk>MONOKERWTOS</> U(Sa dub.) 
 : <gk>MONOKERATWN</> 1220 
<gk>.</> 
~x28y7z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>DIAKO/PTONTOS</> 
<gk>FLO/GA</> 
<gk>PURO/S</> 
<gk>,</> 
~x28y8z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>SUSSEI/ONTOS</> 
 +< <gk>TH</>(pro <gk>TH/N</>) U: ex 28.8.2 
<gk>E)/RHMON</> 
<gk>,</> 
~z2 
<gk>KAI\</> S R" Ga L"] > B U 1220 A' == MT 
<gk>SUSSEI/SEI</> 
<gk>KU/RIOS</> 
<gk>TH\N</> 
<gk>E)/RHMON</> 
<gk>*KADHS</> 
<gk>.</> 
~x28y9z1 
<gk>FWNH\</> 
<gk>KU/RI/OU</> 
<gk>KATARTIZOME/NOU</>] 
 : <gk>KATARTIZOMENH</> R L' 
<gk>E)LA/FOUS</> <Lt>ceruos</> GaHiAug] 
 : <Lt>cedros</> La: ex 5 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>A)POKALU/YEI</> 
<gk>DRUMOU/S</> 
<gk>:</> 
~z3 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>NAW=|</> 
<gk>AU)TOU=</> 
<gk>PA=S</> 
<gk>TIS</> 
<gk>LE/GEI</> 
 +< <gk>TH/N</> U' 
<gk>DO/CAN</> 
 + <gk>AU)TOU</> U' 
<gk>.</> 
~x28y10z1 
<gk>KU/RIOS</> 
<gk>TO\N</> 
<gk>KATAKLUSMO\N</> 
<gk>KATOIKIEI=</>] 
 : <Lt>inhabitat</> Bo La SySu 
 : (<Lt>inhabitare</>) <Lt>facit</> GaHi 
 : <Lt>inhabitare</> (<Lt>facit</>) GaHi 
 + <gk>KAI\</> Sa~ 
 + <gk>KAQI/ETAI</> Sa~ 
~z2 
<gk>KAI\</> >Sa~ 
<gk>KAQI/ETAI</> B' U R]>Sa~ 
 : <gk>KAQIEITAI</> 1220 L'(etiam Hec; He* dub.) A': cf. Thack. p. 271/2 
<gk>KU/RIOS</> 
<gk>BASILEU\S</>] 
 : <gk>BASILEUSEI</> U' 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~x28y11z1 
<gk>KU/RIOS</>] 
 : <gk>KAI\</> U 
<gk>I)SXU\N</> 
<gk>TW=|</> 
<gk>LAW=|</> 
<gk>AU)TOU=</> 
<gk>DW/SEI</> 
<gk>,</> 
~z2 
<gk>KU/RIOS</>] 
 : <Lt>et</> LaG 
<gk>EU)LOGH/SEI</> 
<gk>TO\N</> 
<gk>LAO\N</> 
<gk>AU)TOU=</> 
<gk>E)N</>] 
 : <gk>EI)S</> R: ex 10 
 +< <gk>TON</> R: ex 10 
<gk>EI)RH/NH|</>] 
 : <gk>AI)WNA</> R: ex 10 
<gk>.</> 
~x29y1z1 
<gk>@@{1*EI)S</> B USaL 1220 R" Ld(sil)- He 55] > S' SaB 1098-Ga LbT' A == 
     MTLb' 
<gk>TO\</> B USaL 1220 R" Ld(sil)- He 55] > S' SaB 1098-Ga LbT' A == MTLb' 
<gk>TE/LOS</> B USaL 1220 R" Ld(sil)- He 55] > S' SaB 1098-Ga LbT' A ==  MTLb'
     
<gk>:</> 
<gk>YALMO\S</>] > R 
<gk>W)|DH=S</>] > R 
 +< <gk>UPER</> R Lb 
<gk>TOU=</> (cf. proleg. $$ 9.1)] >55 U 
<gk>E)GKAINISMOU=</> (cf. proleg. $$ 9.1)] 
~z2] > 55 
<gk>@@TOU=</>] > 55(>5) U 
<gk>OI)/KOU</>] > 55(>5) 
 + <gk>@@{1EIS</>Lb' 
 + <gk>TO</>Lb' 
 + <gk>TELOS</>Lb' 
<gk>:</>] > 55(>5) 
 +< <gk>YALMOS</> 1219 (quae <gk>TOU EGKAIN.</> praecedebant, perierunt) 
<gk>TW=|</> S 1098 Ld"- He A', <Lt>ipsi dauid</> Aug] > 55(>5) U R 
 : <gk>TOU</> B Lb(sil)T Lpau 
 : <Lt>dauid</> La Ga 
<gk>*DAUID.}1</> S 1098 Ld"- He A', <Lt>ipsi dauid</> Aug  U R Lb] > 55(>5)  
 : <gk>QEOU</> Lpau 
 : <Lt>dauid</> La Ga 
~x29y2z1 
<gk>*(UYW/SW</> 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>U(PE/LABE/S</> 
<gk>ME</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>HU)/FRANAS</> 
<gk>TOU\S</> 
<gk>E)XQROU/S</> 
<gk>MOU</> 
<gk>E)P'</> 
<gk>E)ME/</>] 
 : <gk>EMOI</> S A: cf. 5.12 
<gk>.</> 
~x29y3z1 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>E)KE/KRACA</> 
<gk>PRO\S</> 
<gk>SE/</> 
<gk>,</> 
<gk>KAI\</> 
<gk>I)A/SW</> 
<gk>ME</> 
<gk>:</> 
~x29y4z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>A)NH/GAGES</> 
<gk>E)C</> 
<gk>A(/|DOU</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>E)/SWSA/S</> 
<gk>ME</> 
<gk>A)PO\</>] 
 : <gk>EK</> S 1220 
<gk>TW=N</> 
<gk>KATABAINO/NTWN</> 
<gk>EI)S</> 
<gk>LA/KKON</> 
<gk>.</> 
~x29y5z1 
<gk>YA/LATE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>,</> 
 +< <Lt>omnes</> Bo 
<gk>OI(</> 
<gk>O(/SIOI</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)COMOLOGEI=SQE</> 
<gk>TH=|</>] 
 : <gk>TH/N</> U LpauHeRc 
<gk>MNH/MH|</>] 
 : <gk>MNHMHN</> U LpauHeRc 55 
<gk>TH=S</> 
<gk>A(GIWSU/NHS</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x29y6z1] 6.1 6.2 duo stichi B SaL 1220 R" Ga He 1219, unus S SaB TSy A' 
<gk>O(/TI</> 
<gk>O)RGH\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QUMW=|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2] 6.1 6.2 duo stichi B SaL 1220 R" Ga He 1219, unus S SaB TSy A' 
<gk>KAI\</> 
<gk>ZWH\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QELH/MATI</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z3] 6.3 6.4 duo stichi B' 1220 LaG Ga SyHe A, unus Sa R' T 55 
<gk>TO\</> 
<gk>E(SPE/RAS</> 
<gk>AU)LISQH/SETAI</> 
<gk>KLAUQMO\S</> 
~z4] 6.3 6.4 duo stichi B' 1220 LaG Ga SyHe A, unus Sa R' T 55 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TO\</> 
<gk>PRWI\</> 
<gk>A)GALLI/ASIS</> 
<gk>.</> 
~x29y7z1] 7.1 7.2 duo stichi LaG Ga 1219, unus relinqui 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>EI)=PA</>] 
 : <gk>EIPON</> U TThtp: cf. 30.15 30.23 31.5 34.21 etc. et Thack. p. 210 
<gk>E)N</> 
<gk>TH=|</> 
<gk>EU)QHNI/A|</> 
<gk>MOU</> 
~z2] 7.1 7.2 duo stichi LaG Ga 1219, unus relinqui 
<gk>*OU)</> 
<gk>MH\</> 
<gk>SALEUQW=</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~x29y8z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QELH/MATI/</> 
<gk>SOU</>] 
 : <gk>MOU</> A 
<gk>PARE/SXOU</> Bo U' 1220 La 1098-Ga LThtd == MT] 
 : <gk>PARASXOU</> B' R LbThtd'He* A" 
<gk>TW=|</> 
<gk>KA/LLEI</> 
<gk>MOU</> 
<gk>DU/NAMIN</> 
<gk>:</> 
~z2 
<gk>A)PE/STREYAS</>] 
 : <gk>ESTREYAS</> R 
<gk>DE\</>] > R'Aug Ga(non 1098) 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
 + <Lt>a</> (<Lt>me</>) LaGAug Uulg 
 + (<Lt>a</>) <Lt> me</> LaGAug Uulg 
<gk>,</> 
<gk>KAI\</> 
<gk>E)GENH/QHN</> 
<gk>TETARAGME/NOS</> 
<gk>.</> 
~x29y9z1] 9.1 9.2 duo stichi B Ga Sy, unus S Sa R" THe A' 
<gk>PRO\S</> 
<gk>SE/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>KEKRA/COMAI</>] 
 : <gk>EKEKRACA</> R 
~z2] 9.1 9.2 duo stichi B Ga Sy, unus S Sa R" THe A' 
<gk>KAI\</> 
<gk>PRO\S</> 
<gk>TO\N</> 
<gk>QEO/N</> 
<gk>MOU</> 
<gk>DEHQH/SOMAI</>] 
 : <gk>EDEHQHN</> R 
~x29y10z1] 10.1 10.2 duo stichi LaG Ga Sy 1219, unus relinqui 
<gk>*TI/S</> 
<gk>W)FE/LEIA</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>AI(/MATI/</> 
<gk>MOU</> 
<gk>,</> 
~z2] 10.1 10.2 duo stichi LaG Ga Sy 1219, unus relinqui 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KATABH=NAI/</>] 
 : <gk>KATABAINEIN</> LThtd(non T; Sy dub.) 
<gk>ME</> 
<gk>EI)S</> 
 +< <gk>TH/N</> U 
<gk>DIAFQORA/N</> 
<gk>;</> 
~z3] 10.3 10.4 unus stichus He 55 
<gk>MH\</> 
<gk>E)COMOLOGH/SETAI/</> 
<gk>SOI</> 
<gk>XOU=S</> 
~z4] 10.3 10.4 unus stichus He 55 
<gk>H)\</>] 
 : <gk>MH</> U' 
<gk>A)NAGGELEI=</> 
<gk>TH\N</> 
<gk>A)LH/QEIA/N</> 
<gk>SOU</> 
<gk>;</> 
~x29y11z1 
<gk>H)/KOUSEN</> 
<gk>KU/RIOS</> 
<gk>KAI\</> 
<gk>H)LE/HSE/N</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>KU/RIOS</> 
<gk>E)GENH/QH</>] 
 : <gk>EGENETO</> 1098: cf. 101.8 
<gk>BOHQO/S</> 
<gk>MOU</> 
<gk>.</> 
~x29y12z1 
<gk>E)/STREYAS</>] 
 : <gk>ESTRAYAS</> U (sed in 8 etiam U <gk>APESTREYAS</>) 
<gk>TO\N</> 
<gk>KOPETO/N</> 
<gk>MOU</> 
<gk>EI)S</> 
<gk>XORO\N</> Grabe, Lag.("conferatur Thr. 5.15") == MT: item <gk>A' Q' E'</> 
     teste Sy] 
 : <gk>XARAN</> mss. (etiam 1098-Ga) 
<gk>E)MOI/</> 
<gk>,</> 
~z2 
<gk>DIE/RRHCAS</> 
 + <gk>DE</> Sy 
<gk>TO\N</> 
<gk>SA/KKON</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>PERIE/ZWSA/S</> 
<gk>ME</> 
<gk>EU)FROSU/NHN</> 
<gk>,</> 
~x29y13z1 
<gk>O(/PWS</> 
<gk>A)\N</> 
<gk>YA/LH|</> 
<gk>SOI</> 
<gk>H(</> 
<gk>DO/CA</>] 
 : <gk>DECIA</> U': cf. Act. 5.31, ubi quidam mss. <gk>DOCH</> pro <gk>DEC1A</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>KATANUGW=</> 
<gk>:</> 
~z2 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>E)COMOLOGH/SOMAI/</> 
<gk>SOI</> 
<gk>.</> 
~x30y1z1] (MT 31) 
<gk>@@{1*EI)S</>] > (>4)Lpau 1219(>4) 
<gk>TO\</>] > (>4)Lpau 1219(>4) 
<gk>TE/LOS</>] > (>4)Lpau 1219(>4) 
<gk>:</>] > (>4)Lpau 1219(>4) 
<gk>YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>:</> 
<gk>E)KSTA/SEWS.}1</> (ex 23)] > S LaG 1098-Ga(non Uulg) Lpau == MT 
~x30y2z1 
<gk>*)EPI\</> 
<gk>SOI/</> 
<gk>,</> 
<gk>KU/RIE</>] > U LaR~: cf. 30.15 
<gk>,</> 
<gk>H)/LPISA</>]
 + <gk>KU/RIE</> U LaR~: cf. 30.15 
<gk>,</> 
<gk>MH\</> 
<gk>KATAISXUNQEI/HN</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>:</> 
~z2 
 +< <gk>KAI\</> S 
<gk>E)N</> 
<gk>TH=|</> 
<gk>DIKAIOSU/NH|</> 
<gk>SOU</> 
<gk>R(U=SAI/</> 
<gk>ME</> 
<gk>KAI\</> (cf.70.2)] > S LaG Ga(non 1098) == MT 
<gk>E)CELOU=</> (cf.70.2)] > S LaG Ga(non 1098) == MT 
<gk>ME</> (cf.70.2)] > S LaG Ga(non 1098) == MT 
<gk>.</> 
~x30y3z1] 3.1 3.2 duo stichi B' LaG Ga Z, unus Sa R' SyHe A" 
<gk>KLI=NON</> 
<gk>PRO/S</> 
<gk>ME</> 
<gk>TO\</> 
<gk>OU)=S</> 
<gk>SOU</> 
<gk>,</> 
~z2] 3.1 3.2 duo stichi B' LaG Ga Z, unus Sa R' SyHe A" 
<gk>TA/XUNON</> 
<gk>TOU=</> 
<gk>E)CELE/SQAI</> 
<gk>ME</> 
<gk>:</> 
~z3 
<gk>GENOU=</> 
<gk>MOI</> 
<gk>EI)S</> 
<gk>QEO\N</> 
<gk>U(PERASPISTH\N</> 
~z4 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>OI)=KON</> 
<gk>KATAFUGH=S</> 
<gk>TOU=</> 
<gk>SW=SAI/</> 
<gk>ME</> 
<gk>.</> 
~x30y4z1 
<gk>O(/TI</> 
<gk>KRATAI/WMA/</> B R L'] 
 : <gk>KRATAIWSIS</> S U 1098 A" 
 : <gk>STEREWMA</> Lpau: ex 70.3 
<gk>MOU</>] > S U LaR 
<gk>KAI\</>] > U 
<gk>KATAFUGH/</> 
<gk>MOU</> 
<gk>EI)=</> 
<gk>SU\</> 
~z2 
<gk>KAI\</> 
<gk>E(/NEKEN</> 
<gk>TOU=</> 
<gk>O)NO/MATO/S</> 
<gk>SOU</> 
<gk>O(DHGH/SEIS</> 
<gk>ME</> 
<gk>KAI\</> 
<gk>DIAQRE/YEIS</> 
<gk>ME</> 
<gk>:</> 
~x30y5z1 
<gk>E)CA/CEIS</> 
<gk>ME</> 
<gk>E)K</> 
<gk>PAGI/DOS</> 
<gk>TAU/THS</> 
<gk>,</> 
<gk>H(=S</> 
<gk>E)/KRUYA/N</> 
<gk>MOI</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>EI)=</> 
<gk>O(</> 
<gk>U(PERASPISTH/S</> 
<gk>MOU</> == MT] 
 + <gk>KU/RIE</> L"Su A' et Psalt. Rom.: sic etiam 1098, sed Ga non addit 
     uerbum et Hi  expressis uerbis testatur <gk>KU/RIE</> in <Lt>O</> non
     adfuisse 
<gk>.</> 
~x30y6z1 
<gk>EI)S</> 
<gk>XEI=RA/S</> 
<gk>SOU</> 
<gk>PARAQH/SOMAI</>] 
 : <gk>PARATIQHMI</> Lpau 
 : <Lt>commendo</> La Uulg: ex Luc. 23.46, ubi mss. <gk>PARATIQEMAI</> uel  
  <gk>PARATIQHMI</> et <Lt>commendo</> praebent 
 : <Lt>commendabo</> Ga 
 + <Lt>domine</> LaG 
<gk>TO\</> 
<gk>PNEU=MA/</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>E)LUTRW/SW</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>TH=S</> 
<gk>A)LHQEI/AS</> 
<gk>.</> 
~x30y7z1 
<gk>E)MI/SHSAS</> 
 +< <gk>PANTAS</> LaG ZThtHe: ex 5.6? 
<gk>TOU\S</> 
<gk>DIAFULA/SSONTAS</> U' R 1098 LThtd A'] 
 : <gk>FULASSONTAS</> B' ZThtdHe: cf. 40.3 
<gk>MATAIO/THTAS</>] > 2013 
 : <gk>MATAIOTHTA</> La SySc 
<gk>DIA\</> 
<gk>KENH=S</> 
<gk>:</> 
~z2 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)PI\</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>H)/LPISA</> 
<gk>.</> 
~x30y8z1 
<gk>A)GALLIA/SOMAI</> 
<gk>KAI\</> 
<gk>EU)FRANQH/SOMAI</> 
<gk>E)PI\</> 
<gk>TW=|</> 
<gk>E)LE/EI</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
 +< <gk>SU</> U' 
<gk>E)PEI=DES</> ()] 
 : <gk>EFEIDES</> A: cf. 53.9 91.12 111.8 et Thack. p. 125 
 + <gk>E)PI</> La-Thtp(non ZHe) 
<gk>TH\N</> 
<gk>TAPEI/NWSI/N</> 
<gk>MOU</> 
<gk>,</> 
~z3 
 +< <gk>KAI\</> U 
<gk>E)/SWSAS</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>A)NAGKW=N</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
~x30y9z1 
<gk>KAI\</>] > R 
<gk>OU)</> 
<gk>SUNE/KLEISA/S</> 
<gk>ME</> 
<gk>EI)S</> 
<gk>XEI=RAS</> 
<gk>E)XQROU=</> == MT] 
 : <gk>EXQRWN</> LThtd(non Z) 1219 
<gk>,</> 
~z2 
<gk>E)/STHSAS</> 
<gk>E)N</> 
 +< <Lt>loco</> Ga et Aug. enarr. I 
<gk>EU)RUXW/RW|</> <Lt>spatioso</> LaR et Aug. enarr. II] 
 + <Lt>loco</> LaG 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>MOU</> 
<gk>.</> 
~x30y10z1 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>QLI/BOMAI</> 
<gk>:</> 
~z2 
<gk>E)TARA/XQH</> 
<gk>E)N</> 
 : <gk>A)PO</> R Lpau 
 +< <gk>TW</> U' 
<gk>QUMW=|</>] 
 : <gk>QUMOU</> R Lpau 
 + <gk>SOU</> U' 
<gk>O(</> 
<gk>O)FQALMO/S</> 
<gk>MOU</> 
<gk>,</> 
~z3 
 +< <gk>KAI\</> U' 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>H(</> 
<gk>GASTH/R</> 
<gk>MOU</> 
<gk>.</> 
~x30y11z1 
<gk>O(/TI</>] > U' 
<gk>E)CE/LIPEN</> 
<gk>E)N</> 
<gk>O)DU/NH|</> 
<gk>H(</> 
<gk>ZWH/</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>TA\</> 
<gk>E)/TH</> 
<gk>MOU</> 
<gk>E)N</> 
<gk>STENAGMOI=S</> 
<gk>:</> 
~z3 
 +< <gk>KAI\</> Sy 
<gk>H)SQE/NHSEN</> 
<gk>E)N</> 
<gk>PTWXEI/A|</> 
<gk>H(</> 
<gk>I)SXU/S</> 
<gk>MOU</> 
<gk>,</> 
~z4 
<gk>KAI\</> 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>MOU</> 
<gk>E)TARA/XQHSAN</> 
<gk>.</> 
~x30y12z1 
<gk>PARA\</> 
<gk>PA/NTAS</> 
<gk>TOU\S</> 
<gk>E)XQROU/S</> 
<gk>MOU</> 
<gk>E)GENH/QHN</> 
<gk>O)/NEIDOS</> 
~z2] 12.2 12.3 duo stichi B' 2013'-2015 A", unus R' Ga SyHe 
<gk>KAI\</> 
<gk>TOI=S</> 
<gk>GEI/TOSI/N</> 
<gk>MOU</> 
<gk>SFO/DRA</> 
~z3] 12.2 12.3 duo stichi B' 2013'-2015 A", unus R' Ga SyHe; 12.3 12.4 
     unus stichus LaG 
<gk>KAI\</> 
<gk>FO/BOS</> 
<gk>TOI=S</>] 
 : <Lt>(notis qui uiderunt)</> LaG 
<gk>GNWSTOI=S</>] 
 : <Lt>notis (qui uiderunt)</> LaG 
<gk>MOU</>] 
 : <Lt>(notis qui uiderunt)</> LaG 
<gk>,</> 
~z4] 12.3 12.4 unus stichus LaG 
<gk>OI(</>] 
 : <Lt>(notis) qui (uiderunt)</> LaG 
<gk>QEWROU=NTE/S</>] 
 : <Lt>(notis qui) uiderunt</> LaG 
<gk>ME</> 
<gk>E)/CW</> 
<gk>E)/FUGON</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>.</> 
~x30y13z1 
 +< <gk>O(/TI</> Bod U'-2015 
<gk>E)PELH/SQHN</> 
<gk>W(SEI\</> 
<gk>NEKRO\S</> 
<gk>A)PO\</> 
<gk>KARDI/AS</> 
<gk>,</> 
~z2 
<gk>E)GENH/QHN</> 
<gk>W(SEI\</> 
<gk>SKEU=OS</> 
<gk>A)POLWLO/S</> 
<gk>.</> 
~x30y14z1 
<gk>O(/TI</> 
<gk>H)/KOUSA</> 
<gk>YO/GON</> 
<gk>POLLW=N</> 
<gk>PAROIKOU/NTWN</> 
<gk>KUKLO/QEN</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)PISUNAXQH=NAI</>] 
 : <gk>SUNAXQHNAI</> B 2015: cf. 101.23 
<gk>AU)TOU\S</> 
<gk>A(/MA</> 
<gk>E)P'</> 
<gk>E)ME\</> 
~z3 
<gk>TOU=</> 
<gk>LABEI=N</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>E)BOULEU/SANTO</> 
<gk>.</> 
~x30y15z1] 15.1 15.2 duo stichi B Sa Ga SyHe 1219, unus S 2015 R" A' 
<gk>E)GW\</> 
<gk>DE\</> 
 + <gk>H)/LPISA</> U~
<gk>E)PI\</>
<gk>SE\</> S U-2015 Thtp]
 : <gk>SA</> B: per errorem (sequitur <gk>HLPISA</>) 
 : <gk>SOI</> R LThtp A': cf. 20 et 9.11 
<gk>H)/LPISA</> == MT] > LThtd A' U: cf. 30.2 U 
<gk>,</> 
<gk>KU/RIE</> == MT]
 + <gk>H)/LPISA</> LThtd A'~
<gk>:</> 
~z2] 15.1 15.2 duo stichi B Sa Ga SyHe 1219, unus S 2015 R" A' 
<gk>EI)=PA</>] 
 : <gk>EIPON</> Thtp: cf. 30.23 et 29.7 
 + <gk>O(/TI</> U-2015 
<gk>*SU\</>] 
 : <Lt>(deus meus es) tu</> Ga == MT 
<gk>EI)=</>] 
 : <Lt>(deus meus) es (tu)</> Ga == MT 
<gk>O(</>] 
 : <Lt>(deus meus es tu)</> Ga == MT 
<gk>QEO/S</>] 
 : <Lt>deus (meus es tu)</> Ga == MT 
<gk>MOU</>] 
 : <Lt>(deus) meus (es tu)</> Ga == MT 
<gk>.</> 
~x30y16z1 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>XERSI/N</> 
<gk>SOU</> 
<gk>OI(</> 
<gk>KAIROI/</> La == MT: sic etiam <gk>A' Q'</> teste Sy] 
 : <gk>KLHROI</> relinqui (etiam GaAug): cf. 4.8 et Num. 16.14 Iud. 21.22 
     fin. 
<gk>MOU</> 
<gk>:</> 
~z2] 16.2 16.3 duo stichi B' R" Ga A', unus Sa SyHe 55 
<gk>R(U=SAI/</> 
<gk>ME</> 
<gk>E)K</> 
<gk>XEIRO\S</> 
<gk>E)XQRW=N</> 
<gk>MOU</>] > He 
~z3] 16.2 16.3 duo stichi B' R" Ga A', unus Sa SyHe 55 
<gk>KAI\</> 
<gk>E)K</>] > U' 
<gk>TW=N</> 
<gk>KATADIWKO/NTWN</> 
<gk>ME</> 
<gk>.</> 
~x30y17z1 
<gk>E)PI/FANON</> 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>E)PI\</> 
<gk>TO\N</> 
<gk>DOU=LO/N</> 
<gk>SOU</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> 1219 
<gk>SW=SO/N</> 
<gk>ME</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)LE/EI</> 
<gk>SOU</> 
<gk>.</> 
 + <gk>KU/RIE</>]Sa~ 
~x30y18z1 
<gk>KU/RIE</>]>Sa~ 
<gk>,</> 
<gk>MH\</> 
<gk>KATAISXUNQEI/HN</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)PEKALESA/MHN</> 
<gk>SE</> 
<gk>:</> 
~z2 
<gk>AI)SXUNQEI/HSAN</> 
<gk>OI(</>] > L' A' == MT 
 : <Lt>inimici (mei)</> LaG: ex 12.16 
<gk>A)SEBEI=S</>] 
 : <Lt>inimici (mei)</> LaG: ex 12.16 
<gk>KAI\</> 
<gk>KATAXQEI/HSAN</> 
<gk>EI)S</> 
 +< <gk>TON</> U 
<gk>A(/|DOU</>] 
 : <gk>ADHN</> U 
<gk>.</> 
~x30y19z1 
<gk>A)/LALA</> 
<gk>GENHQH/TW</>] 
 : <gk>GENHQHTWSAN</> B 1219: cf. 11.3 
<gk>TA\</> 
<gk>XEI/LH</> 
<gk>TA\</> 
<gk>DO/LIA</> 
~z2] 19.2 19.3 unus stichus 2013' 
<gk>TA\</> 
<gk>LALOU=NTA</> 
<gk>KATA\</> 
<gk>TOU=</> 
<gk>DIKAI/OU</> 
<gk>A)NOMI/AN</> 
~z3] 19.2 19.3 unus stichus 2013' 
<gk>E)N</> 
<gk>U(PERHFANI/A|</> 
<gk>KAI\</> 
<gk>E)COUDENW/SEI</> 
<gk>.</> 
~x30y20z1] 20.1 20.2 unus stichus S SaB 
<gk>W(S</> 
<gk>POLU\</> 
<gk>TO\</> 
<gk>PLH=QOS</> 
<gk>TH=S</> 
<gk>XRHSTO/THTO/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</>] > S SaB(uid.) LaG 1098 == MT #8 Ga 
<gk>,</> 
~z2] 20.1 20.2 unus stichus S SaB 
<gk>H(=S</> 
<gk>E)/KRUYAS</> 
<gk>TOI=S</> 
<gk>FOBOUME/NOIS</> 
<gk>SE</> 
<gk>,</> 
~z3] 20.3 20.4 unus stichus 2013' 
<gk>E)CEIRGA/SW</> 
<gk>TOI=S</> 
<gk>E)LPI/ZOUSIN</> 
<gk>E)PI\</> 
<gk>SE\</>] 
 : <gk>SOI</> Lb A: cf. 15 
~z4] 20.3 20.4 unus stichus 2013' 
<gk>E)NANTI/ON</> 
<gk>TW=N</> 
<gk>UI(W=N</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>.</> 
~x30y21z1] 21.1 unus stichus S 2013' 1220 R' Sy 55, in duo stichos 
     diuidunt B LaG Ga (init. --  
<gk>SOU, APO TAR. ANQR.)</> et He A' (== B, sed iungunt <gk>SKEPASEIS  AUTOUS</>
     cum  
<gk>A)PO TAR. ANQR.</>) 
 +< <gk>KAI\</> U' A 
<gk>KATAKRU/YEIS</> <Lt>abscondes</> LaRAug Uulg] 
 : <Lt>abscondis</> Ga: cf. proleg. $$ 2.3 
 : <Lt>absconde</> LaG 
<gk>AU)TOU\S</> 
<gk>E)N</> 
<gk>A)POKRU/FW|</>] 
 : <gk>A)POKRUFOIS</> S 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>SOU</> 
<gk>A)PO\</> 
<gk>TARAXH=S</> 
<gk>A)NQRW/PWN</> (sic etiam 1098-Ga)] 
 : <gk>A)NQRWPOU</> S == MT 
<gk>,</> 
~z2 
<gk>SKEPA/SEIS</> 
<gk>AU)TOU\S</> 
<gk>E)N</> 
<gk>SKHNH=|</> 
 + <Lt>tuo</> LaGAug Uulg 
<gk>A)PO\</> 
<gk>A)NTILOGI/AS</> 
<gk>GLWSSW=N</> 
<gk>.</> 
~x30y22z1 
<gk>EU)LOGHTO\S</> 
<gk>KU/RIOS</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>E)QAUMA/STWSEN</> 
<gk>TO\</> 
<gk>E)/LEOS</> 
<gk>AU)TOU=</> 
 + <gk>EP</> U' 
 + <gk>EME</> U' 
 + <gk>EMOI</> 1098-Ga LpauRc == <3YL>3 
<gk>E)N</> 
<gk>PO/LEI</> 
<gk>PERIOXH=S</> 
<gk>.</> 
~x30y23z1] 23.1 23.2 duo stichi B 2013 R' Ga A', unus S Sa 1220 LaG SyHe 
     55 
<gk>E)GW\</> 
<gk>DE\</>] > La(non Aug) 
<gk>EI)=PA</>] 
 : <gk>EIPON</> ThtHe* 1219: cf. 15 
<gk>E)N</> 
<gk>TH=|</> 
<gk>E)KSTA/SEI</> 
<gk>MOU</> 
~z2] 23.1 23.2 duo stichi B 2013 R' Ga A', unus S Sa 1220 LaG SyHe 55 
<gk>*)APE/RRIMMAI</> 
<gk>A)/RA</> B" U' R 55] > La 1098-Ga L" A' == MT 
<gk>A)PO\</> 
<gk>PROSW/POU</>] > S 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>SOU</> 
<gk>.</> 
~z3] 23.3 23.4 duo stichi Ga SyHec A', unus B' 2013' 1220 R" He* 55 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>EI)SH/KOUSAS</> S U" 1098-Ga L' A == MT] 
 + <gk>KU/RIE</> B' R" Sy 55 
<gk>TH=S</> 
<gk>FWNH=S</> 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
~z4] 23.3 23.4 duo stichi Ga SyHec A', unus B' 2013' 1220 R" He* 55 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KEKRAGE/NAI</> 
<gk>ME</> 
<gk>PRO\S</> 
<gk>SE/</> 
<gk>.</> 
~x30y24z1 
<gk>A)GAPH/SATE</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>,</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>O(/SIOI</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>O(/TI</> #8 Ga Sy(cf. S.-St. 2, p. 127.128), om. S == MT, hab. etiam 1098 
<gk>A)LHQEI/AS</> 
<gk>E)KZHTEI=</> 
 +< <gk>O</> A: cf. 2.12 
<gk>KU/RIOS</> 
~z3 
<gk>KAI\</> 
<gk>A)NTAPODI/DWSIN</> B' R 1098 L" A'] 
 : <gk>A)NTAPODWSEI</> Bo U" La Ga 
<gk>TOI=S</> 
<gk>PERISSW=S</> 
<gk>POIOU=SIN</> 
<gk>U(PERHFANI/AN</> 
<gk>.</> 
~x30y25z1] 25.1 25.2 unus stichus 2013' 
<gk>A)NDRI/ZESQE</> 
<gk>,</> 
<gk>KAI\</> 
<gk>KRATAIOU/SQW</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>U(MW=N</> 
<gk>,</> 
~z2] 25.1 25.2 unus stichus 2013' 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>E)LPI/ZONTES</> 
<gk>E)PI\</> 
 +< <gk>TON</> S: cf. 2.12 
<gk>KU/RION</> 
<gk>.</> 
~x31y1z1] (MT 32) 
 + <gk>SUNE/SEWS.}1</> B' Sa LaG~
 +< <gk>YALMOS</> Lpau A Ld Lpau (uel<gk>YALMOS WDHS)
 +< <gk>W(DHS</> Lpau A Ld Lpau (uel<gk>YALMOS WDHS)
<gk>@@{1*TW=|</> S U' 1220 R'Aug Ga  1219' == MT]
 : <gk>TOU=</> He
<gk>*DAUID</> S U' 1220 R'Aug Ga Lpau A Ld Lpau"He 1219' == MT] <gk>:</> 
 +< <gk>EI)S</> Lpau 
<gk>SUNE/SEWS.}1</> Ld] > Lpau A, B' Sa LaG~
 : <gk>SUNESIN</> Lpau 
~z2 
<gk>*MAKA/RIOI</> 
<gk>W(=N</> 
<gk>A)FE/QHSAN</> B 2013 1220 R L' A"] 
 : <gk>AFEIQHSAN</> S Lpau: cf. Thack. p. 201 
 : <gk>AFQEISAN</> U 
<gk>AI(</> 
<gk>A)NOMI/AI</> 
~z3 
<gk>KAI\</> 
<gk>W(=N</> 
<gk>E)PEKALU/FQHSAN</>] 
 : <gk>APEKALUFQHSAN</> U LpauRc 
 : <gk>EKALUFQHSAN</> 1220 
<gk>AI(</> 
<gk>A(MARTI/AI</> 
<gk>:</> 
~x31y2z1 
<gk>MAKA/RIOS</> 
<gk>A)NH/R</> 
<gk>,</> 
<gk>OU(=</> B' U R A] 
 : <gk>(W=</> L" 1219' 
<gk>OU)</> 
<gk>MH\</> 
<gk>LOGI/SHTAI</> 
<gk>KU/RIOS</> 
<gk>A(MARTI/AN</> 
<gk>,</> 
~z2 
<gk>OU)DE\</> 
<gk>E)/STIN</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>STO/MATI</>] 
 : <gk>PNEUMATI</> GaHi == MT 
<gk>AU)TOU=</> 
<gk>DO/LOS</> 
<gk>.</> 
~x31y3z1 
<gk>O(/TI</>] > USaL~
<gk>E)SI/GHSA</>
 + <gk>O(/TI</> USaL~
<gk>,</> 
<gk>E)PALAIW/QH</> 
 +< <Lt>omnia</> LaG et Psalt. Rom.: ex 21.15 21.18 etc. 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>MOU</> 
~z2 
<gk>A)PO\</> <Lt>a clamando me</> LaRAug] 
 : <gk>E)N</> U' 
 : <Lt>dum (clamarem)</> LaGGa == MT: cf. 4 
<gk>TOU=</> <Lt>a clamando me</> LaRAug] 
 : <gk>TW</> U' 
 : <Lt>(dum clamarem)</> LaGGa == MT: cf. 4 
<gk>KRA/ZEIN</> <Lt>a clamando me</> LaRAug] 
 : <Lt>(dum) clamarem</> LaGGa == MT: cf. 4 
<gk>ME</> <Lt>a clamando me</> LaRAug] 
 : <Lt>(dum clamarem)</> LaGGa == MT: cf. 4 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>:</> 
~x31y4z1 
<gk>O(/TI</> 
<gk>H(ME/RAS</> 
<gk>KAI\</> 
<gk>NUKTO\S</> 
<gk>E)BARU/NQH</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>H(</> 
<gk>XEI/R</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>E)STRA/FHN</> 
<gk>EI)S</> 
<gk>TALAIPWRI/AN</>]add. #13 <gk>MOU</> GaHi (teste Hi ex <gk>EBR' Q'</>, 
 cf. S.-St. 2, p. 125 n. 3) et sine ast. Sy et Aug. enarr. II (in enarr.  I
     plerique codices hab. <Lt>aerumnam</> tantum) 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)MPAGH=NAI</> B'Bod La Uulg] 
 : <gk>PAGHNAI</> A 
 + <gk>MOI</> Bod R Ga(sub #8) L" A' 
 + <gk>ME</> U' 
 + <gk>WS</> U' 
<gk>A)/KANQAN</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sy 
~x31y5z1 
<gk>TH\N</> 
<gk>A(MARTI/AN</>] > L(non Thtp') A~
 + <gk>A)NOMI/AN</>] L(non Thtp') A~
<gk>MOU</>]
 + <gk>SOI</> <Lt> tibi</> (<Lt>cognitum feci</>) LaG 
<gk>E)GNW/RISA</> <Lt>cognoui</> LaRAug]
 : <Lt>cognitum</> #13 (<Lt>tibi: feci</>) Ga LaG + <gk>SOI</> <Lt>cognitum</> #13 <Lt>
     tibi</> (<Lt>feci</>) Ga 
 : (<Lt>cognitum</>> <Lt>feci</>  Ga. LaG 
 + <gk>SOI</> Thtp' 1219 == MT LaG  
~z2 
<gk>KAI\</>
<gk>TH\N</>
<gk>A)NOMI/AN</>] > L(non Thtp') A~
 + <gk>A(MARTI/AN</>] > L(non Thtp') A~
<gk>MOU</> 
<gk>OU)K</> 
<gk>E)KA/LUYA</>] 
 : <gk>EKRUYA</> U 
<gk>:</> 
~z3 
<gk>EI)=PA</>] 
 : <gk>EI)PON</> Tht 55: cf. 29.7 
<gk>*)ECAGOREU/SW</> 
 + <gk>TH\N</>] U'~
<gk>KAT'</>
<gk>E)MOU=</>
<gk>TH\N</>] > U'~
<gk>A)NOMI/AN</> S' 1220 R" Ga L" A"] 
 : <gk>A(MARTIAN</> B U' 
<gk>MOU</>] U
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>:</> 
~z4 
<gk>KAI\</> 
<gk>SU\</> 
<gk>A)FH=KAS</>] 
 : <gk>A)FEILES</> Thtp' 
<gk>TH\N</> 
<gk>A)SE/BEIAN</> 
<gk>TH=S</> 
<gk>A(MARTI/AS</> Ga Thtp' == MT] 
 : <gk>KARDIAS</> relinqui 
<gk>MOU</> 
<gk>.</> 
~z5 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sytxt 
~x31y6z1 
<gk>U(PE\R</> 
<gk>TAU/THS</> 
<gk>PROSEU/CETAI</> 
<gk>PA=S</> B' == MT] > U R" Ga L" A"~
<gk>O(/SIOS</> B' == MT] > U R" Ga L" A"~
<gk>PRO\S</> B' == MT] > 1220(uid.)
<gk>SE\</> B' == MT] > 1220(uid.)
 + <gk>PA=S</> U R" Ga L" A"~
 + <gk>O(/SIOS</> U R" Ga L" A"~
<gk>E)N</> 
<gk>KAIRW=|</> 
<gk>EU)QE/TW|</> 
<gk>:</> 
~z2 
<gk>PLH\N</> 
<gk>E)N</> 
<gk>KATAKLUSMW=|</> 
<gk>U(DA/TWN</> 
<gk>POLLW=N</> 
<gk>PRO\S</> 
<gk>AU)TO\N</> 
<gk>OU)K</> 
<gk>E)GGIOU=SIN</> 
 + <gk>DIAYALMA</> R' 
<gk>.</> 
~x31y7z1 
<gk>SU/</> 
<gk>MOU</> <Lt>mihi (es refugium)</> La] > 1098 
 : <Lt>(es refugium) meium</> Ga: cf. MT 
<gk>EI)=</> <Lt>(mihi) es (refugium)</> La] 
 : <Lt>es (refugium meium)</> Ga: cf. MT 
<gk>KATAFUGH\</> <Lt>(mihi es) refugium</> La] 
 : <Lt>(es) refugium (meium)</> Ga: cf. MT 
 + <gk>MOU</> 1098 
 + <gk>KU/RIE</> 1219 
<gk>A)PO\</> 
<gk>QLI/YEWS</> 
<gk>TH=S</> 
<gk>PERIEXOU/SHS</> 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>TO\</> 
<gk>A)GALLI/AMA/</> 
<gk>MOU</> 
<gk>,</> 
<gk>LU/TRWSAI/</> 
<gk>ME</> 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>KUKLWSA/NTWN</> 
<gk>ME</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sy 
~x31y8z1 
<gk>SUNETIW=</> 
<gk>SE</> 
<gk>KAI\</> 
<gk>SUMBIBW=</>] 
 : <gk>SUMBIBASW</> U: cf. Thack. p.229 
<gk>SE</> 
<gk>E)N</> 
<gk>O(DW=|</> 
<gk>TAU/TH|</>] > LaR 
<gk>,</> 
<gk>H(=|</> 
<gk>POREU/SH|</> 
<gk>,</> 
~z2 
<gk>E)PISTHRIW=</> 
<gk>E)PI\</> 
<gk>SE\</> 
<gk>TOU\S</> 
<gk>O)FQALMOU/S</> 
<gk>MOU</> 
<gk>.</> 
~x31y9z1 
<gk>MH\</> 
<gk>GI/NESQE</> 
<gk>W(S</> 
<gk>I(/PPOS</> 
<gk>KAI\</> 
 +< <gk>WS</> U Sy (non 1098-Ga) == MT 
<gk>H(MI/ONOS</> 
<gk>,</> 
<gk>OI(=S</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>SU/NESIS</> 
<gk>,</> 
~z2] 9.2 9.3 unus stichus Sa LaG 55 
<gk>E)N</> 
<gk>XALINW=|</>] > 1098-Ga LThtp A: item <gk>A' S' Q'</> teste 1098~
 + <gk>KHMW=|</> 1098-Ga LThtp A: item <gk>A' S' Q'</> teste 1098~
<gk>KAI\</>
<gk>KHMW=|</>] > 1098-Ga LThtp A: item <gk>A' S' Q'</> teste 1098~
 + <gk>XALINW=|</> 1098-Ga LThtp A: item <gk>A' S' Q'</> teste 1098~
<gk>TA\S</> 
<gk>SIAGO/NAS</> 
<gk>AU)TW=N</> 
<gk>A)/GCAI</> B' U R 1098 Hec 55 == MT; imperatiuum hab. omnes uersiones] 
 : <gk>AGCAIS</> La' 
 : <gk>AGC(E)IS</> LbHemgRc A 
 : <gk>AGCHS</> He*(uid.)Sc 
~z3] 9.2 9.3 unus stichus Sa LaG 55 
<gk>TW=N</> 
<gk>MH\</> 
<gk>E)GGIZO/NTWN</> 
<gk>PRO\S</> 
<gk>SE/</> 
<gk>.</> 
~x31y10z1 
<gk>POLLAI\</> 
<gk>AI(</> 
<gk>MA/STIGES</> 
<gk>TOU=</> 
<gk>A(MARTWLOU=</> 
~z2 
<gk>TO\N</>] 
 : <gk>TOUS</> Sa La Ga(non UulgAug): item Clem. Rom. I 22,8 et Clem. Alex. 
     strom. IV  110, 1 Sta:hlin (. hab. etiam 1<TWN AMARTWLWN>  pro <gk>TOU
     AMARTWLOU</> AMARTWLOU</>) 
<gk>DE\</> 
<gk>E)LPI/ZONTA</>] 
 : <gk>ELPIZONTAS</> Sa La Ga(non UulgAug): item Clem. Rom. I 22,8 et Clem. 
     Alex.  strom. IV 110, 1 Sta:hlin (LaG et Clem. Alex. hab. etiam <gk>TWN 
     AMARTWLWN</> pro  
<gk>TOU AMARTWLOU</>) 
<gk>E)PI\</> 
<gk>KU/RION</> 
<gk>E)/LEOS</> 
<gk>KUKLW/SEI</> 
<gk>.</> 
~x31y11z1 
<gk>EU)FRA/NQHTE</> 
<gk>E)PI\</> 
<gk>KU/RION</> 
<gk>KAI\</> 
<gk>A)GALLIA=SQE</> 
<gk>,</> 
<gk>DI/KAIOI</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>KAUXA=SQE</> 
<gk>,</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>EU)QEI=S</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>.</> 
~x32y1z1] (MT 33) 
 +< <gk>YALMOS</> Ga L' A' 
 +< <Lt>in finem psalmus</> LaG 
 +< <gk>A)NEPIGRAFOS</> Tht 
 +< <gk>PAR</> Tht 
 +< <gk>EBRAIOIS</> Tht 
<gk>@@{1*TW=|</> B" U' R' He 55 et Aug. enarr. II] 
<gk>*DAUID.}1</> B" U' R' He 55 et Aug. enarr. II] 
 + <gk>A)NEPIGRAFOS</> L'; inscr. deest in Aug. enarr. I: cf. proleg. $$  5.20
     
 + <gk>PAR</> L'; inscr. deest in Aug. enarr. I: cf. proleg. $$ 5.20 
 + <gk>EBRAIOIS</> L'; inscr. deest in Aug. enarr. I: cf. proleg. $$ 5.20 
~z2 
<gk>*)AGALLIA=SQE</> 
<gk>,</> 
<gk>DI/KAIOI</> 
<gk>,</> 
<gk>E)N</>] > U' 
<gk>TW=|</>] > L': cf. 2.12 
 : <gk>TWN</> U 
<gk>KU/RI/W|</>] 
 : <gk>KU/RIWN</> U 
<gk>:</> 
~z3 
<gk>TOI=S</> 
<gk>EU)QE/SI</> 
<gk>PRE/PEI</> 
 +< <gk>H</> A 
<gk>AI)/NESIS</> 
<gk>.</> 
~x32y2z1 
<gk>E)COMOLOGEI=SQE</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>E)N</> 
<gk>KIQA/RA|</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>YALTHRI/W|</> 
<gk>DEKAXO/RDW|</> 
<gk>YA/LATE</> 
<gk>AU)TW=|</>] > LaR 
<gk>.</> 
~x32y3z1] > R 
<gk>A)/|SATE</>] > R(>5) 
<gk>AU)TW=|</>] > R(>5) 
<gk>A)=|SMA</>] > R(>5) 
<gk>KAINO/N</>] > R(>5) 
<gk>,</>] > R(>5) 
~z2 
<gk>KALW=S</> 
<gk>YA/LATE</> B" LaG Sy A' == MT] 
 + <gk>AU)TW</> U' R'Aug Ga L' 1219: ex 2 
<gk>E)N</> 
<gk>A)LALAGMW=|</> 
<gk>.</> 
~x32y4z1 
<gk>O(/TI</> 
<gk>EU)QH\S</>] 
 : <gk>EUQUS</> LbHe*: cf. 24.8 
<gk>O(</> 
<gk>LO/GOS</> 
<gk>TOU=</> 
<gk>KU/RI/OU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>PI/STEI</> 
<gk>:</> 
~x32y5z1 
<gk>A)GAPA=|</> 
<gk>E)LEHMOSU/NHN</> 
<gk>KAI\</> 
<gk>KRI/SIN</> 
 + <gk>O</> L" A'(1219 dub.) 
 + <gk>KU/RIOS</> L" A'(1219 dub.) 
<gk>,</> 
~z2 
<gk>TOU=</> 
<gk>E)LE/OUS</> 
 +< <gk>TOU</> U: cf. 2.12 
 +< <gk>SOU</> 55 
<gk>KU/RI/OU</>] 
 : <gk>KU/RIE</> 55 
<gk>PLH/RHS</> 
<gk>H(</> 
<gk>GH=</> 
 + <Lt>tota</> Sa 
<gk>.</> 
~x32y6z1 
 +< <gk>KAI\</> U' 
<gk>TW=|</> 
<gk>LO/GW|</> 
<gk>TOU=</> B R] > S L' A": cf. 2.12 
 : <gk>AU)TOU</> U' et Tert. (sic ter, cf. Capelle p. 18) 
 : <Lt>dei</> Cyp. 
<gk>KU/RI/OU</> 
<gk>OI(</> 
<gk>OU)RANOI\</> 
<gk>E)STEREW/QHSAN</> 
~z2 
<gk>KAI\</> 
<gk>TW=|</> 
<gk>PNEU/MATI</> 
<gk>TOU=</> == MT] > Orig., Tert., Cyp., Lact., cf. S.-St. 2, p. 216 et 
     Capelle p. 18 
<gk>STO/MATOS</> == MT] > Orig., Tert., Cyp., Lact., cf. S.-St. 2, p. 216  et
     Capelle p. 18 
<gk>AU)TOU=</> 
<gk>PA=SA</>] 
 : <gk>PASAI</> Bo U' Tht'Th 1219 et Tert.(non Cyp.) 
<gk>H(</>] 
 : <gk>AI</> Bo U' Tht'Th 1219 et Tert.(non Cyp.) 
<gk>DU/NAMIS</>] 
 : <gk>DUNAMEIS</> Bo U' Tht'Th 1219 et Tert.(non Cyp.) 
<gk>AU)TW=N</> 
<gk>:</> 
~x32y7z1 
 +< <gk>O</> U' 
<gk>SUNA/GWN</> 
<gk>W(S</> B' U] 
 : <gk>WSEI</> L' A': cf. 16.12 
 : <Lt>sicut</> La Ga  
 +< <gk>EI)S</> R 
<gk>A)SKO\N</>] 
 : <Lt>(sicut in) utrem</> La 
 : <Lt>(sicut in) utre</> Ga 
<gk>U(/DATA</> 
<gk>QALA/SSHS</> 
<gk>,</> 
~z2 
 +< <gk>O</> U' Sy 
<gk>TIQEI\S</> 
<gk>E)N</> 
<gk>QHSAUROI=S</> 
<gk>A)BU/SSOUS</> 
<gk>.</> 
~x32y8z1 
<gk>FOBHQH/TW</>] 
 : <gk>FOBHQHTE</> LbHe 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>PA=SA</> 
<gk>H(</> 
<gk>GH=</> 
<gk>,</> 
~z2 
<gk>A)P'</> 
<gk>AU)TOU=</> 
<gk>DE\</> 
<gk>SALEUQH/TWSAN</>] 
 : <gk>SALEUQHTW</> U' 
 : <Lt>commoueantur (uniuersa et omnes qui inhabitant orbem)</> LaG: cf.  Nah.
     1.5 Ps.  23.1 et S.-St. 2, p. 155 
 + <gk>H</> U' 
 + <gk><SUM>PASA</> U' 
 + <gk>KAI\</> U' 
<gk>PA/NTES</>] 
 : <Lt>(commoueantur uniuersa et) omnes (qui inhabitant orbem)</> LaG: cf. 
     Nah. 1.5 Ps.  23.1 et S.-St. 2, p. 155 
<gk>OI(</>] 
 : <Lt>(commoueantur uniuersa et omnes) qui (inhabitant orbem)</> LaG: cf. 
     Nah. 1.5 Ps.  23.1 et S.-St. 2, p. 155 
<gk>KATOIKOU=NTES</>] 
 : <Lt>(commoueantur uniuersa et omnes qui) inhabitant (orbem)</> LaG: cf. 
     Nah. 1.5 Ps.  23.1 et S.-St. 2, p. 155 
<gk>TH\N</>] 
 : <gk>E)N</> U' 
 : <Lt>(commoueantur uniuersa et omnes qui inhabitant orbem)</> LaG: cf.  Nah.
     1.5 Ps.  23.1 et S.-St. 2, p. 155 
<gk>OI)KOUME/NHN</>] 
 : <gk>AU)TH</> U' 
 : <Lt>(commoueantur uniuersa et omnes qui inhabitant) orbem</> LaG: cf.  Nah.
     1.5 Ps.  23.1 et S.-St. 2, p. 155 
<gk>:</> 
~x32y9z1 
<gk>O(/TI</> 
<gk>AU)TO\S</> 
<gk>EI)=PEN</> 
<gk>,</> 
<gk>KAI\</> 
<gk>E)GENH/QHSAN</> 
<gk>,</> 
~z2 
<gk>AU)TO\S</> 
<gk>E)NETEI/LATO</> 
<gk>,</> 
<gk>KAI\</> 
<gk>E)KTI/SQHSAN</> 
<gk>.</> 
~x32y10z1 
<gk>KU/RIOS</> 
<gk>DIASKEDA/ZEI</> <Lt>dissipat</> GaAug] 
 : <gk>DIASKEDASEI</> Bo U' 
 : <Lt>dissipauit</> La: pro <Lt>dissibit</>? cf. proleg. $$ 2.3 
<gk>BOULA\S</>] 
 : <gk>BOULHN</> U' == MT 
<gk>E)QNW=N</> 
<gk>,</> 
~z2 
<gk>A)QETEI=</> bis] 
 : <gk>AQETHSEI</> Bo U' 
<gk>DE\</> 
<gk>LOGISMOU\S</> 
<gk>LAW=N</> 
~z3] > S et Orig. (S.-St. 2, $$ 57.6) == MT 
<gk>KAI\</>] > (>4)S et Orig. (S.-St. 2, $$ 57.6) == MT(>4) #8 Ga (metob. post
     <gk>KAI\</>) 
<gk>A)QETEI=</> bis] > (>4)S et Orig. (S.-St. 2, $$ 57.6) == MT(>4) 
 : <gk>AQETHSEI</> Bo U' #8 Ga 
<gk>BOULA\S</>] > (>4)S et Orig. (S.-St. 2, $$ 57.6) == MT(>4) #8 Ga 
<gk>A)RXO/NTWN</>] > (>4)S et Orig. (S.-St. 2, $$ 57.6) == MT(>4) #8 Ga 
<gk>:</> 
~x32y11z1 
<gk>H(</> 
<gk>DE\</> 
<gk>BOULH\</> 
<gk>TOU=</>] > U: cf. 2.12 
<gk>KU/RI/OU</> 
 + <gk>ME/NEI</> == MT] La Ga(non Uulg)~
<gk>EI)S</> == MT]
<gk>TO\N</> == MT]
<gk>AI)W=NA</> == MT]
<gk>ME/NEI</> == MT] > La Ga(non Uulg)~
<gk>,</> 
~z2 
<gk>LOGISMOI\</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>AU)TOU=</> 
 +< <gk>AP</> (cf. proleg. $$ 81) 55 
<gk>EI)S</> R U LaG Ga L" A == MT; (cf. proleg. $$ 81) 55] 
 : <gk>A)PO</> B" Sa 1219 
 : <Lt>in (saecula saeculorum)</> LaRAug 
 +< <gk>TON</> R 
<gk>GENEA\N</> 
 : <gk>GENEWN</> B" 
 : <gk>GE<NEAS></> Sa 1219 
 : <gk>AI)WNA</> R 
 : <Lt>(in) saecula (saeculorum)</> LaRAug 
<gk>KAI\</> 
 : <gk>EI)S</> B" 
 : <gk><EIS></> Sa 1219 
 : <gk>TOU</> R 
 : <Lt>(in saecula saeculorum)</> LaRAug 
 +< <gk>EI)S</> 55 
<gk>GENEA/N</> 
 : <gk>GENEAS</> B" 
 : <gk>AI)WNOS</> R 
 : <Lt>(in saecula) saeculorum</> LaRAug 
<gk>.</> 
~x32y12z1 
<gk>MAKA/RION</> 
<gk>TO\</> 
<gk>E)/QNOS</> 
<gk>,</> 
<gk>OU(=</> 
<gk>E)STIN</> 
<gk>KU/RIOS</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TWN</> Rc 
 : <Lt>eorum</> La 
<gk>,</> 
~z2 
<gk>LAO/S</> 
<gk>,</> 
<gk>O(\N</> 
<gk>E)CELE/CATO</> B" Ga L" A" == MT] 
 + <gk>KU/RIOS</> U' R" 
<gk>EI)S</> 
<gk>KLHRONOMI/AN</> 
<gk>E(AUTW=|</>] 
 : <gk>AU)TW</> U 
<gk>.</> 
~x32y13z1] 13.1 13.2 14.1 14.2 quattuor stichi B Ga Sy-He A", tres  R"(13.1
     13.2, 14.1, 14.2: sic etiam Ga*?)et S (13.1, 13.2 + 14.1, 14.2),  duo
     Sa (13.1  + 13.2, 14.1 + 14.2) 
<gk>E)C</> 
<gk>OU)RANOU=</> 
<gk>E)PE/BLEYEN</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>,</> 
~z2] 13.1 13.2 14.1 14.2 quattuor stichi B Ga Sy-He A", tres R"(13.1  13.2,
     14.1, 14.2: sic etiam Ga*?)et S (13.1, 13.2 + 14.1, 14.2), duo Sa 
     (13.1  + 13.2, 14.1 + 14.2) 
 +< <Lt>et</> LaG 
 +< <gk>TOU</> U': ex 13.2 
<gk>EI)=DEN</> 
 : <gk>IDEIN</> U': ex 13.2 
<gk>PA/NTAS</> 
<gk>TOU\S</> 
<gk>UI(OU\S</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>:</> 
~x32y14z1] 13.1 13.2 14.1 14.2 quattuor stichi B Ga Sy-He A", tres  R"(13.1
     13.2, 14.1, 14.2: sic etiam Ga*?)et S (13.1, 13.2 + 14.1, 14.2),  duo
     Sa (13.1  + 13.2, 14.1 + 14.2) 
<gk>E)C</> 
<gk>E(TOI/MOU</> 
<gk>KATOIKHTHRI/OU</> 
<gk>AU)TOU=</> 
 +<gk>EPEBLEYEN>55~ 
~z2] 13.1 13.2 14.1 14.2 quattuor stichi B Ga Sy-He A", tres R"(13.1  13.2,
     14.1, 14.2: sic etiam Ga*?)et S (13.1, 13.2 + 14.1, 14.2), duo Sa 
     (13.1  + 13.2, 14.1 + 14.2) 
<gk>E)PE/BLEYEN</>>55~ 
<gk>E)PI\</> 
<gk>PA/NTAS</> 
<gk>TOU\S</> 
<gk>KATOIKOU=NTAS</> 
<gk>TH\N</> 
<gk>GH=N</> 
<gk>,</> 
~x32y15z1 
<gk>O(</> 
<gk>PLA/SAS</>] 
 : <gk>PLASSWN</> U 
<gk>KATA\</> 
<gk>MO/NAS</> 
<gk>TA\S</> 
<gk>KARDI/AS</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z2 
<gk>O(</>] 
 : <gk>OU)</> LpauHe*Rc 55 
<gk>SUNIEI\S</>] 
 : <gk>SUNIWN</> Bc U: cf. Thack. p. 251 
<gk>EI)S</> L' == MT (cf. 275 7217)] > B' U R A': excidit post <gk>EI)S</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x32y16z1 
<gk>OU)</> 
<gk>SW/|ZETAI</> 
<gk>BASILEU\S</> 
<gk>DIA\</> <Lt>per (multam uirtutem)</> Ga]] 
 : <Lt>per (multitudinem uirtutis suae)</> LaG et Aug. enarr. II 
 : <Lt>in (multitudine uirtutis)</> LaR et Aug. enarr. I == MT 
<gk>POLLH\N</> <Lt>(per) multam (uirtutem)</> Ga]] 
 : <Lt>(per) multitudinem (uirtutis suae)</> LaG et Aug. enarr. II 
 : <Lt>(in) multitudine (uirtutis)</> LaR et Aug. enarr. I == MT 
<gk>DU/NAMIN</> <Lt>(per multam) uirtutem</> Ga] 
 : <Lt>uirtutis)</> LaG et Aug. enarr. II 2 LaR et Aug. enarr. I == MT 
 + <gk>AU)TOU</> U' 
 : <Lt>suae</> 2 LaG et Aug. enarr. II<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>GI/GAS</> 
<gk>OU)</> 
<gk>SWQH/SETAI</> 
<gk>E)N</> 
<gk>PLH/QEI</> 
<gk>I)SXU/OS</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x32y17z1 
<gk>YEUDH\S</> 
<gk>I(/PPOS</> 
<gk>EI)S</> 
<gk>SWTHRI/AN</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>DE\</>] 
 : <gk>TW</> U (Bo Sa?) 
<gk>PLH/QEI</> 
 +< <gk>TH=S</> U (Bo Sa?) 
<gk>DUNA/MEWS</> 
<gk>AU)TOU=</> 
<gk>OU)</> 
<gk>SWQH/SETAI</> 
<gk>.</> 
~x32y18z1 
<gk>I)DOU\</> 
<gk>OI(</> 
<gk>O)FQALMOI\</> 
<gk>KU/RI/OU</> 
<gk>E)PI\</> 
<gk>TOU\S</> 
<gk>FOBOUME/NOUS</> 
<gk>AU)TO\N</> 
~z2 
 +< <gk>KAI\</> R 
 +< <gk>E)PI</> R 
<gk>TOU\S</> <Lt>(sperantes)</> LaGAug, <Lt>qui (sperant)</> Ga] 
 : <gk>TOIS</> LPauHemg 
 : <Lt>(et) sperantes</> LaR 
 : <Lt>(et in eis) qui (sperant)</> Uulg 
<gk>E)LPI/ZONTAS</> <Lt>sperantes</> LaGAug, <Lt>(qui) sperant</> Ga] 
 : <gk>ELPIZOUSIN</> LPauHemg 
 : <Lt>(et) sperantes</> LaR 
 : <Lt>(et in eis qui) sperant</> Uulg 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>E)/LEOS</> 
<gk>AU)TOU=</> 
~x32y19z1 
 +< <gk>TOU</> U 
<gk>R(U/SASQAI</> 
<gk>E)K</> 
<gk>QANA/TOU</> 
<gk>TA\S</> 
<gk>YUXA\S</> 
<gk>AU)TW=N</> 
~z2 
<gk>KAI\</> 
<gk>DIAQRE/YAI</>] 
 : <Lt>diatrepsi</> R: pro <Lt>diatrepse</> 
<gk>AU)TOU\S</> 
<gk>E)N</> 
<gk>LIMW=|</> 
<gk>.</> 
~x32y20z1 
<gk>H(</> 
 + <gk>DE</> L' 55 
<gk>YUXH\</> 
<gk>H(MW=N</> 
<gk>U(POME/NEI</> Bo Sy, <Lt>patiens est</> LaG, <Lt>sustinet</> Uulg(<Lt>sustine</> 
     Ga)] 
 : <gk>U(POMENEI=</> Sa 
 : <Lt>(patiens) erit</> LaRAug 
<gk>TW=|</> <Lt>(domino)</> LaRAug] 
 : <gk>TON</> U(non 2013) LpauRc 
 : <Lt>in (domino)</> LaG 
 : <Lt>(dominum)</> Ga: cf. Helbing Kas. p. 103/4 
<gk>KU/RI/W|</> <Lt>domino</> LaRAug] 
 : <gk>KU/RION</> U(non 2013) LpauRc 
 : <Lt>(in) domino</> LaG 
 : <Lt>dominum</> Ga: cf. Helbing Kas. p. 103/4 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>BOHQO\S</> 
<gk>KAI\</> 
<gk>U(PERASPISTH\S</> 
<gk>H(MW=N</> 
<gk>E)STIN</> 
<gk>:</> 
~x32y21z1 
<gk>O(/TI</>] 
 : <Lt>et</> LaG 
<gk>E)N</> 
<gk>AU)TW=|</> 
<gk>EU)FRANQH/SETAI</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>O)NO/MATI</> 
<gk>TW=|</> 
<gk>A(GI/W|</> 
<gk>AU)TOU=</> 
<gk>H)LPI/SAMEN</> 
<gk>.</> 
~x32y22z1] 22.1 22.2 duo stichi SaL Ga ZSyHe, unus B' 2013-SaB R" A' 
<gk>GE/NOITO</> 
 + <gk>KU/RIE</> U'-1093- 1221 R L" A'~
<gk>TO\</> B' LaGAug Ga == MT]
 : <Lt>(domine misericordia tua domine)</> LaR 
<gk>E)/LEO/S</> B' LaGAug Ga == MT]
 : <Lt>(domine) misericordia (tua domine)</> LaR 
<gk>SOU</> B' LaGAug Ga == MT]
 : <Lt>(domine misericordia) tua (domine)</> LaR 
<gk>,</> 
<gk>KU/RIE</> B' LaGAug Ga == MT] > U'-1093- 1221 R L" A'~
 : <Lt>(domine misericordia tua) domine</> LaR 
<gk>,</> 
<gk>E)F'</> 
<gk>H(MA=S</> 
<gk>,</> 
~z2] 22.1 22.2 duo stichi SaL Ga ZSyHe, unus B' 2013-SaB R" A' 
<gk>KAQA/PER</> 
<gk>H)LPI/SAMEN</> 
<gk>E)PI\</> 
<gk>SE/</>] 
 : <gk>SOI</> LbRc A: cf. 9.11 
<gk>.</> 
~x33y1z1] (MT 34) 
 +< <gk>YALMOS</> Bo U'-1221 R" La: idem in 2013 adfuisse uid. 
<gk>@@{1*TW=|</> B' Ga Lb(sil)"He A' == MT] 
<gk>*DAUID</> 
<gk>,</> 
<gk>O(PO/TE</>] 
 : <gk>OTE</> LpauThtp: cf. 3.1 
<gk>H)LLOI/WSEN</> 
<gk>TO\</>] 
 : <gk>OYIN</> U-1221 
<gk>PRO/SWPON</>] 
 : <gk>OYIN</> U-1221 
~z2 
<gk>@@AU)TOU=</> 
<gk>E)NANTI/ON</>] 
 : <gk>APENANTI</> U'-1221 
<gk>*ABIMELEX</> B" R'Aug Ga L" A' == MT] 
 : <gk>ABIMELEK</> He* 
 : <gk>AXIMELEX</> U"-1221 Uulg(cf. S.-St. 2, p.162 n.3) 
 : <Lt>amelech</> LaG: cf. 51.2 
<gk>,</> 
<gk>KAI\</> 
<gk>A)PE/LUSEN</> 
~z3 
<gk>@@AU)TO/N</> 
<gk>,</> 
<gk>KAI\</> 
<gk>A)PH=LQEN.}1</> 
~x33y2z1 
<gk>*EU)LOGH/SW</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>E)N</> 
<gk>PANTI\</> 
<gk>KAIRW=|</> 
<gk>,</> 
~z2 
<gk>DIA\</> 
<gk>PANTO\S</> 
<gk>H(</> 
<gk>AI)/NESIS</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>STO/MATI/</> 
<gk>MOU</> 
<gk>.</> 
~x33y3z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>E)PAINESQH/SETAI</> B' 2013 R A'] 
 : <gk>EPAINEQHSETAI</> U-1221 L' 55: cf. 43.9 62.12 63.11 et Thack. p. 219 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>A)KOUSA/TWSAN</> 
<gk>PRAEI=S</> 
<gk>KAI\</> 
<gk>EU)FRANQH/TWSAN</> 
<gk>.</> 
~x33y4z1 
<gk>MEGALU/NATE</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>SU\N</> 
<gk>E)MOI/</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>U(YW/SWMEN</>] 
 : <gk>UYWSATE</> U'-1093-1221 (cf.S.- St. 2, p. 155): ad 33.4.1 adapt. 
<gk>TO\</> 
<gk>O)/NOMA</> 
<gk>AU)TOU=</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO/</> 
<gk>.</> 
~x33y5z1 
 +< <gk>EGW</> U'-1221-2038 
<gk>E)CEZH/THSA</> 
<gk>TO\N</> 
<gk>KU/RION</> 
 + <gk>MOU</> 2013 
<gk>,</> 
<gk>KAI\</> 
<gk>E)PH/KOUSE/N</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>PASW=N</> 
<gk>TW=N</> 
<gk>PAROIKIW=N</> B" U"-1221-2038 == MT] 
 : <gk>QLIYEWN</> R" Ga L"Th A': ex 7.18 
<gk>MOU</>] > 2013-2038 
<gk>E)RRU/SATO/</> 
<gk>ME</> 
<gk>.</> 
~x33y6z1 
<gk>PROSE/LQATE</>] 
 : <gk>PROSELQETE</> 1221-2038 La'-(non ZHe): cf. 34.8 35.12 etc. et Thack. 
     p. 211 
<gk>PRO\S</> 
<gk>AU)TO\N</> 
<gk>KAI\</> 
<gk>FWTI/SQHTE</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TA\</> 
<gk>PRO/SWPA</> 
<gk>U(MW=N</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>KATAISXUNQH=|</>] 
 : <gk>KATAISXUNQWSEN</>(sic) 1219: cf. 11.3 
<gk>.</> 
~x33y7z1 
<gk>OU(=TOS</> 
<gk>O(</> 
<gk>PTWXO\S</> 
<gk>E)KE/KRACEN</> 
<gk>,</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>EI)SH/KOUSEN</> 
<gk>AU)TOU=</>]#8Ga 
 : <gk>AU)TWN</> S: ex 18 
 : <gk>AU)TON</> <Lt>auton</> R,== <Lt>eum</> La Ga: 
 cf. 18 et 53.4 57.6 98.6 98.8 101.2 105.44  et Johannessohn Kas. p. 36 et
     Helbing Kas. p. 153/4 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>PASW=N</> 
<gk>TW=N</> 
<gk>QLI/YEWN</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TWN</> Z: ex 18 
<gk>E)/SWSEN</>] 
 : <gk>ERRUSATO</> U(non 2013-1221-2038) LpauHe: ex 5.18 
<gk>AU)TO/N</>] 
 : <gk>AU)TOUS</> Z: ex 18 
<gk>.</> 
~x33y8z1 
<gk>PAREMBALEI=</>] 
 : <Lt>immittet</> (cf. 394) <Lt>(angelus domini)</> LaGAug Uulg 
 : <Lt>uallauit</>(pro <Lt>uallabit</>, cf. proleg. $$ 2.3) <Lt>(angelum  domini)</>
     Ga 
 : <Lt>inmittet (angelum dominus)</> LaR: haec hab. teste Aug "aliqui  mendosi
     codices" 
 +< <gk>O</> U-1221-2038 R ZSc 1219 
<gk>A)/GGELOS</> B' L' A'] 
 : <Lt>(immittet)</> (cf. 394) <Lt>angelus (domini)</> LaGAug Uulg 
 : <Lt>(uallauit)</>(pro <Lt>(uallabit)</>, cf. proleg. $$ 2.3) <Lt>angelum 
     (domini)</> Ga 
 : <Lt>(inmittet) angelum (dominus)</> LaR: haec hab. teste Aug "aliqui 
     mendosi codices" 
 +< <gk>TOU</> R: cf. 2.12 
<gk>KU/RI/OU</>] 
 : <Lt>(immittet)</> (cf. 394) <Lt>(angelus) domini</> LaGAug Uulg 
 : <Lt>(uallauit)</>(pro <Lt>(uallabit)</>, cf. proleg. $$ 2.3) <Lt>(angelum) 
     domini</> Ga 
 : <Lt>(inmittet angelum) dominus</> LaR: haec hab. teste Aug "aliqui  mendosi
     codices" 
<gk>KU/KLW|</> 
<gk>TW=N</> 
<gk>FOBOUME/NWN</> 
<gk>AU)TO\N</> 
<gk>KAI\</> 
<gk>R(U/SETAI</> 
~z2 
<gk>AU)TOU/S</> 
<gk>.</> 
~x33y9z1 
<gk>GEU/SASQE</> 
<gk>KAI\</> 
<gk>I)/DETE</> 
<gk>O(/TI</> 
<gk>XRHSTO\S</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>:</> 
~z2 
<gk>MAKA/RIOS</> 
<gk>A)NH/R</> 
<gk>,</> 
<gk>O(\S</>] 
 : <gk>O</> R 
<gk>E)LPI/ZEI</>] 
 : <gk>ELPIZWN</> R 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x33y10z1 
<gk>FOBH/QHTE</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>,</> 
 +< <gk>PANTES</> B' R' Aug Ga(sub #8) L" A' 
<gk>OI(</> S U'-2038(uid.) LaR et Cyp. == MT] 
<gk>A(/GIOI</>] 
 : <gk>OSIOI</> R: cf. 49.5 67.36 88.6 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>U(STE/RHMA</> 
<gk>TOI=S</> 
<gk>FOBOUME/NOIS</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x33y11z1 
<gk>PLOU/SIOI</> 
<gk>E)PTW/XEUSAN</> 
<gk>KAI\</> 
<gk>E)PEI/NASAN</> 
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>DE\</> 
<gk>E)KZHTOU=NTES</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>OU)K</> 
<gk>E)LATTWQH/SONTAI</> 
<gk>PANTO\S</> 
<gk>A)GAQOU=</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x33y12z1] 12.1 12.2 duo stichi B Ga ZSy, unus S Sa R" He A" 
<gk>DEU=TE</> 
<gk>,</> 
<gk>TE/KNA</> 
<gk>,</> 
<gk>A)KOU/SATE/</> 
<gk>MOU</>] > LaR 
<gk>:</> 
~z2] 12.1 12.2 duo stichi B Ga ZSy, unus S Sa R" He A" 
<gk>FO/BON</> 
<gk>KU/RI/OU</> 
<gk>DIDA/CW</> 
<gk>U(MA=S</> 
<gk>.</> 
~x33y13z1 
<gk>TI/S</> 
<gk>E)STIN</> 
<gk>A)/NQRWPOS</> 
<gk>O(</> 
<gk>QE/LWN</> 
<gk>ZWH\N</> 
~z2 
 +< <gk>KAI\</> Bo U' La et Cyp. 
<gk>A)GAPW=N</> 
<gk>H(ME/RAS</> S R UulgAug L' A' == MT] > B U'-2038 La Ga Z et Cyp.~
<gk>I)DEI=N</> S R UulgAug L' A' == MT]
 + <gk>H(ME/RAS</> B U'-2038 La Ga Z et Cyp.~
<gk>A)GAQA/S</> 
<gk>;</> 
~x33y14z1 
<gk>PAU=SON</> 
<gk>TH\N</>] > 2013 
<gk>GLW=SSA/N</> 
<gk>SOU</> 
<gk>A)PO\</> 
<gk>KAKOU=</> 
~z2 
<gk>KAI\</> 
 +< <gk>TA</> U Z 
<gk>XEI/LH</> 
<gk>SOU</>] > B' 
<gk>TOU=</> 
<gk>MH\</> 
<gk>LALH=SAI</> 
<gk>DO/LON</> 
<gk>.</> 
~x33y15z1 
<gk>E)/KKLINON</> 
<gk>A)PO\</> 
<gk>KAKOU=</> 
<gk>KAI\</> 
<gk>POI/HSON</> 
<gk>A)GAQO/N</> 
<gk>,</> 
~z2 
<gk>ZH/THSON</> 
<gk>EI)RH/NHN</> 
<gk>KAI\</> 
 +< <gk>KATA</> 1219 
<gk>DI/WCON</> 
<gk>AU)TH/N</> 
<gk>.</> 
~x33y16z1 
 +< <gk>O(/TI</> B" U' He 
 +< <gk>OI</> U-(non 2013) 
<gk>O)FQALMOI\</> 2013 R" Ga L" A' == MT] 
<gk>KU/RI/OU</> 
<gk>E)PI\</> 
<gk>DIKAI/OUS</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
 +< <gk>TA</> U R 
<gk>W)=TA</> 
<gk>AU)TOU=</> 
<gk>EI)S</> 
 +< <gk>TH/N</> U(non 2013) 
<gk>DE/HSIN</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x33y17z1 
<gk>PRO/SWPON</> 
<gk>DE\</> 
<gk>KU/RI/OU</> 
<gk>E)PI\</> 
<gk>POIOU=NTAS</> 
<gk>KAKA\</> 
~z2 
<gk>TOU=</> 
<gk>E)COLEQREU=SAI</> B' U'() R 55] 
 : <gk>ECOLEUQREUSAI</> U 
 : <gk>ECOLOQREUSAI</> 2038 L' A: cf. 11.4 
<gk>E)K</> 
 +< <gk>TH=S</> U (non 2018-2038) 
<gk>GH=S</> 
<gk>TO\</> 
<gk>MNHMO/SUNON</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x33y18z1 
<gk>E)KE/KRACAN</>] >U'- 2038 
<gk>OI(</>] > U'- 2038 
<gk>DI/KAIOI</> 
 + <gk>EKEKRACAN</>U'- 2038 
<gk>,</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>KU/RIOS</> 
<gk>EI)SH/KOUSEN</> 
<gk>AU)TW=N</>] > Ga == MT 
 : <gk>AU)TOUS</> R == <Lt>eos</> La Uulg: cf. 7 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>PASW=N</> 
<gk>TW=N</> 
<gk>QLI/YEWN</> 
<gk>AU)TW=N</>] > U'(non Sa) 
<gk>E)RRU/SATO</>] 
 : <gk>ESWSEN</> U(non 2013): ex 7 
<gk>AU)TOU/S</> 
<gk>.</> 
~x33y19z1 
<gk>E)GGU\S</> 
<gk>KU/RIOS</> 
<gk>TOI=S</> 
<gk>SUNTETRIMME/NOIS</> 
<gk>TH\N</> B' R Ld(sil) A] 
 : <gk>TH</> U LdZ"HeScRc(Rc deleuit <gk>N</> 1st tantum) 1219' 
<gk>KARDI/AN</> B' R Ld(sil) A] 
 : <gk>KARDIA</> U LdZ"HeScRc 1219' 
~z2 
<gk>KAI\</> 
<gk>TOU\S</> 
<gk>TAPEINOU\S</> 
<gk>TW=|</> 
<gk>PNEU/MATI</> 
<gk>SW/SEI</> 
<gk>.</> 
~x33y20z1 
<gk>POLLAI\</> 
<gk>AI(</> 
<gk>QLI/YEIS</> 
<gk>TW=N</> 
<gk>DIKAI/WN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)K</> 
<gk>PASW=N</> 
<gk>AU)TW=N</>] > U' et Tert.(non Cyp.) 
<gk>R(U/SETAI</> 
<gk>AU)TOU/S</> 
<gk>.</> 
~x33y21z1 
 +< <gk>O</> Bo U"-1093 He et Tert.; UulgAug L" A"(om. 1219') 
 +< <gk>KU/RIOS</> Bo U"-1093 He et Tert.; UulgAug L" A" 
 +< <gk>,</> Bo U"-1093 He et Tert.; UulgAug L" A" 
<gk>KU/RIOS</> B' R" Ga et Cyp. (uid.) == MT(sed MT trahit <gk>KU/RIOS</> recte 
     ad 20)] >  UulgAug L" A"(1219 <gk>KUR. FUL.</> pro <gk>FUL. KUR.</>?) 
<gk>FULA/SSEI</> 
 + <gk>KU/RIOS</>UulgAug L" A"(1219 <gk>KUR. FUL.</> pro <gk>FUL. KUR.</>?) 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z2 
 +< <gk>KAI\</> U 
<gk>E(\N</> (sic etiam 1093)] 
<gk>E)C</> (sic etiam 1093)] > 2013 
<gk>AU)TW=N</> 
<gk>OU)</> 
 + <gk>MH</> 2013-1093(non U): cf. 23 
<gk>SUNTRIBH/SETAI</> 
<gk>.</> 
~x33y22z1 
<gk>QA/NATOS</> 
<gk>A(MARTWLW=N</> 
<gk>PONHRO/S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OI(</> 
<gk>MISOU=NTES</> 
<gk>TO\N</> 
<gk>DI/KAION</> 
<gk>PLHMMELH/SOUSIN</> 
<gk>.</> 
~x33y23z1 
<gk>LUTRW/SETAI</> 
<gk>KU/RIOS</> 
 +< <gk>TAS</> U(non 2013) 
<gk>YUXA\S</> 
 +< <gk>TWN</> U(non 2013) 
<gk>DOU/LWN</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>PLHMMELH/SWSIN</> <Lt>delinquent (omnes)</> Uulg- Aug] 
 : <gk>PLHMMELHSWSIN</> S LbHec 
 : <Lt>derelinquet (omnes)</> La Ga: cf. S.-St. 2, p. 95 
 : <Lt>derelinquent (omnes)</> Gac 
<gk>PA/NTES</> <Lt>)delinquent) omnes</> Uulg- Aug] 
 : <Lt>(derelinquet) omnes</> La Ga: cf. S.-St. 2, p. 95 
 : <Lt>(derelinquent) omnes</> Gac 
<gk>OI(</> 
<gk>E)LPI/ZONTES</> 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x34y1z1 
 +< <gk>YALMOS</> LaG L' A 
<gk>@@{1*TW=|</> B" U" R'Aug 1098- Ga SyHe 55 == MT] 
 : <gk>TOU</> U' 
<gk>*DAUID.}1</> B" U" R'Aug 1098- Ga SyHe 55 == MT] 
 + <gk>YALMOS</> LpauRc 
~z2 
<gk>*DI/KASON</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>TOU\S</> 
<gk>A)DIKOU=NTA/S</> 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>POLE/MHSON</> 
<gk>TOU\S</> 
<gk>POLEMOU=NTA/S</> 
<gk>ME</> 
<gk>.</> 
~x34y2z1] 2 in duo stichos (init. -- <gk>QUREOU, KAI</> -- fin.) diuidunt  Sa
     LaG Ga 
<gk>E)PILABOU=</> 
<gk>O(/PLOU</> 
<gk>KAI\</> 
<gk>QUREOU=</> 
<gk>KAI\</> 
<gk>A)NA/STHQI</> 
<gk>EI)S</> 
 +< <gk>TH/N</> R L' 
<gk>BOH/QEIA/N</> B' 1098 A'] 
<gk>MOU</>] 
 : <gk>MOI</> B 
<gk>,</> 
~x34y3z1] 3.1 in duo stichos (init. -- <gk>SUGKLEISON, EC</> -- <gk>ME)</> 
     diuidunt Sa Ga(?) 
<gk>E)/KXEON</> 
<gk>R(OMFAI/AN</> 
 + <gk>SOU</> Bo A 
<gk>KAI\</> 
<gk>SU/GKLEISON</> 
<gk>E)C</> 
<gk>E)NANTI/AS</> 
<gk>TW=N</> 
<gk>KATADIWKO/NTWN</>] 
 : <gk>QLIBONTWN</> U': ex 225 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>EI)PO\N</> 
<gk>TH=|</> 
<gk>YUXH=|</> 
<gk>MOU</> 
<gk>*SWTHRI/A</>] 
 : <gk>SWTHR</> U' 
<gk>SOU</> 
<gk>E)GW/</> B' U La Ga Sy] > R L' A'~
<gk>EI)MI</> B' U La Ga Sy]
 + <gk>E)GW/</> R L' A'~
<gk>.</> 
~x34y4z1 
<gk>AI)SXUNQH/TWSAN</> S U L' A'] 
 : <gk>AISXUNQEIHSAN</> B R He*: cf. 26.27 et 6.11 39.15 69.3 
<gk>KAI\</> 
<gk>E)NTRAPH/TWSAN</> S U L' A'] 
 : <gk>E)NTRAPEIHSAN</> B R He* 55: cf. 26.27 et 6.11 39.15 69.3
 +< <gk>PANTES</> Bo U' LaG 
<gk>OI(</> 
<gk>ZHTOU=NTES</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>A)POSTRAFH/TWSAN</> S U L' A'] 
 : <gk>A)POSTRAFEIHSAN</> B R He* 55: cf. 26.27 et 6.11 391.5 69.3 
<gk>EI)S</> 
<gk>TA\</> 
<gk>O)PI/SW</> 
<gk>KAI\</> 
<gk>KATAISXUNQH/TWSAN</> S U L' A'] 
 : <gk>KATAISXUNQEIHSAN</> B R He* 55: cf. 26.27 et 6.11 391.5 69.3 
<gk>OI(</> 
 +< <gk>DIA</> U 
<gk>LOGIZO/MENOI/</>] 
 : <gk>BOULOMENOI</> 55: ex 69.3 
<gk>MOI</> 
<gk>KAKA/</> 
<gk>.</> 
~x34y5z1 
<gk>GENHQH/TWSAN</> 
<gk>W(SEI\</> 
<gk>XNOU=S</> 
<gk>KATA\</> 
<gk>PRO/SWPON</> 
<gk>A)NE/MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>A)/GGELOS</> 
<gk>KU/RI/OU</> 
<gk>E)KQLI/BWN</> 
<gk>AU)TOU/S</> 
<gk>:</> 
~x34y6z1 
<gk>GENHQH/TW</> 
<gk>H(</> 
<gk>O(DO\S</> 
<gk>AU)TW=N</> 
<gk>SKO/TOS</> 
<gk>KAI\</> 
<gk>O)LI/SQHMA</> 
 + <gk>AU)TOIS</> U' 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>A)/GGELOS</> 
<gk>KU/RI/OU</> 
<gk>KATADIW/KWN</> 
<gk>AU)TOU/S</> 
<gk>:</> 
~x34y7z1 
<gk>O(/TI</> 
<gk>DWREA\N</> 
<gk>E)/KRUYA/N</> 
<gk>MOI</> 
<gk>DIAFQORA\N</>] > 1221 
<gk>PAGI/DOS</>] 
 : <gk>PAGIDA</> 1221 
 + <gk>EI)S</> 1221 
 + <gk>DIAFQORAN</> 1221 
<gk>AU)TW=N</> 
<gk>,</> 
~z2 
<gk>MA/THN</> 
<gk>W)NEI/DISAN</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>.</> 
~x34y8z1 
<gk>E)LQE/TW</>] 
 : <gk>ELQATW</> HeRc A": cf. 33.6 
<gk>AU)TOI=S</> B" SaL-1221 R" 1219'] <gk>AU)TOI=S</>. . . <gk>GINW/SKOUSIN</>. .  .
     1<gk>E)/KRUYAN</> . . .<gk>AU)TOU/S</>. . . <gk>PESOU=NTAI</> omnia uerba in 
     sing. SaB Ga L"Th == MT(sed He* tria posteriora in plur.); tria 
     priora in plur., duo posteriora in sing. A 
<gk>PAGI/S</> 
<gk>,</> 
<gk>H(\N</> 
<gk>OU)</> 
<gk>GINW/SKOUSIN</> B" SaL-1221 R" 1219'] 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>QH/RA</> 
<gk>,</> 
<gk>H(\N</> 
<gk>E)/KRUYAN</> B" SaL-1221 R" 1219'] 
 : <Lt>ignorauerunt</> LaG: ex 34.8.1 
<gk>,</> 
<gk>SULLABE/TW</> 
<gk>AU)TOU/S</> B" SaL-1221 R" 1219'] 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>PAGI/DI</> 
<gk>PESOU=NTAI</> B" SaL-1221 R" 1219'] <gk>AU)TOI=S</>. . . <gk>GINW/SKOUSIN</>.  .
     . 1<gk>E)/KRUYAN</> . . .<gk>AU)TOU/S</>. . . <gk>PESOU=NTAI</> omnia uerba in 
     sing. SaB Ga L"Th == MT(sed He* tria posteriora in plur.); tria 
     priora in plur., duo posteriora in sing. A 
<gk>E)N</> 
<gk>AU)TH=|</> 
<gk>.</> 
~x34y9z1 
<gk>H(</> 
<gk>DE\</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>A)GALLIA/SETAI</> 
<gk>E)PI\</>] 
 : <gk>E)N</> S == <3B>3, cf. 9.15 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>,</> 
~z2 
<gk>TERFQH/SETAI</> 
<gk>E)PI\</> 
<gk>TW=|</> 
<gk>SWTHRI/W|</> 
<gk>AU)TOU=</> <Lt>eius</> LaGAug] 
 : <Lt>suo</> Ga: cf. proleg. $$ 6.4 
 : <Lt>tuum</> LaR 
<gk>:</> 
~x34y10z1 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>MOU</> 
<gk>E)ROU=SIN</> 
<gk>*KU/RIE</> B" Sa-1221 R" GaHi Sy == MT] 
 + <gk>KU/RIE</> L'SuTh A' 
<gk>,</> 
<gk>TI/S</> 
<gk>O(/MOIO/S</> 
<gk>SOI</> 
<gk>;</> 
~z2 
<gk>R(UO/MENOS</> 
<gk>PTWXO\N</> 
<gk>E)K</> 
<gk>XEIRO\S</>] > A == MT 
<gk>STEREWTE/RWN</> <Lt>fortiorum</> GaAug] 
 : <Lt>fortiorris</> La == MT 
<gk>AU)TOU=</> 
~z3 
<gk>KAI\</> == MT] > 1221 GaAug 
<gk>PTWXO\N</> 
<gk>KAI\</> 
<gk>PE/NHTA</> 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>DIARPAZO/NTWN</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x34y11z1] in duo stichos (init. -- <gk>ADIKOI, A</> -- fin.) diuidunt Sa  LaG
     Ga 1219 
<gk>A)NASTA/NTES</> B" 1221 R" Ga Sy A' == MT] 
 + <gk>MOI</> Sa L'Th 
<gk>MA/RTURES</> 
<gk>A)/DIKOI</> 
<gk>A(\</> 
<gk>OU)K</> 
<gk>E)GI/NWSKON</> 
 +< <gk>EP</> B 1221 
<gk>H)RW/TWN</> 
<gk>ME</> 
<gk>:</> 
~x34y12z1 
<gk>A)NTAPEDI/DOSA/N</>] 
 : <gk>A)NTAPEDIDOUN</> Tht: cf. BlaB-Debr. $$ 94,1 
<gk>MOI</> 
<gk>PONHRA\</> 
<gk>A)NTI\</> 
<gk>KALW=N</> B' 2013-1221 1219] 
 : <gk>AGAQWN</> R L" A' 
~z2 
<gk>KAI\</>] > Ga Sy == MT 
<gk>A)TEKNI/AN</> 
<gk>TH=|</> 
<gk>YUXH=|</> 
<gk>MOU</> 
<gk>.</> 
~x34y13z1 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>AU)TOU\S</> 
<gk>PARENOXLEI=N</> 
<gk>MOI</>] > 2013 
<gk>E)NEDUO/MHN</> 
<gk>SA/KKON</> 
~z2 
<gk>KAI\</>] > 1221 Ga == MT 
<gk>E)TAPEI/NOUN</> 
<gk>E)N</> 
<gk>NHSTEI/A|</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>H(</> 
<gk>PROSEUXH/</> 
<gk>MOU</> 
<gk>EI)S</> 
 +< <gk>TON</> R 
<gk>KO/LPON</> 
<gk>MOU</> 
<gk>A)POSTRAFH/SETAI</>] 
 : <gk>A)POSTRAFHTW</> A 
 : <Lt>conuertebatur</> LaR 
<gk>.</> 
~x34y14z1 
<gk>W(S</> 
<gk>PLHSI/ON</> 
<gk>,</> 
<gk>W(S</> 
<gk>A)DELFO\N</>] 
 : <gk>ADELFW</> Lb 
<gk>H(ME/TERON</>] 
 : <HMETERW</> Lb 
<gk>,</> 
<gk>OU(/TWS</> 
<gk>EU)HRE/STOUN</> 
<gk>:</> 
~z2 
<gk>W(S</> 
<gk>PENQW=N</> 
<gk>KAI\</> 
<gk>SKUQRWPA/ZWN</> 
<gk>,</> 
<gk>OU(/TWS</> 
<gk>E)TAPEINOU/MHN</>] 
 : <gk>ETAPEINWQHN</> 2013-1221 
<gk>.</> 
~x34y15z1 
<gk>KAI\</>] > 1221 
<gk>KAT'</> 
<gk>E)MOU=</> 
<gk>HU)FRA/NQHSAN</>] > Sa~
 + <gk>SUNH/XQHSAN</> Sa~
<gk>KAI\</>
 + <gk>HU)FRA/NQHSAN</> Sa~
<gk>SUNH/XQHSAN</> <Lt>conuenerunt</> LaG Ga] > Sa~
 + <Lt>in</> (<Lt>unum</>) LaR- Aug 
 + (<Lt>in</>) <Lt>unum</> LaR- Aug 
<gk>,</> 
~z2 
<gk>SUNH/XQHSAN</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>MA/STIGES</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</> <Lt>ignoraui</> Ga] 
 : <Lt>ignorauerunt</> La 
<gk>E)/GNWN</> <Lt>ignoraui</> Ga] 
 : <gk>EGNWSAN</> 2013(uid.) 
 : <Lt>ignorauerunt</> La 
<gk>,</> 
~z3 
<gk>DIESXI/SQHSAN</> 
<gk>KAI\</> 
<gk>OU)</>] > LaG 
<gk>KATENU/GHSAN</> 
<gk>.</> 
~x34y16z1 
<gk>E)PEI/RASA/N</> 
<gk>ME</> 
<gk>,</> 
 +< <gk>KAI\</> R" Sy (Bo?) 
<gk>E)CEMUKTH/RISA/N</> 
<gk>ME</> 
<gk>MUKTHRISMO/N</>] 
 : <gk>MUKTHRISMW</> 1098 LaThtp(non He*) 
<gk>,</> 
~z2 
<gk>E)/BRUCAN</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>TOU\S</> 
<gk>O)DO/NTAS</> 
<gk>AU)TW=N</> 
<gk>.</> 
~x34y17z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>PO/TE</> 
<gk>E)PO/YH|</>] 
 : <gk>EPOYEI</> 1098 La(nonHe*): cf. 36.34 
<gk>;</> 
~z2 
<gk>A)POKATA/STHSON</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>KAKOURGI/AS</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z3 
 +< <gk>RUSAI</> 1098(non Ga) Tht' 55 
<gk>A)PO\</> 
<gk>LEO/NTWN</> 
<gk>TH\N</> 
<gk>MONOGENH=</> 
<gk>MOU</> 
<gk>.</> 
~x34y18z1 
<gk>E)COMOLOGH/SOMAI/</> 
<gk>SOI</> 
<gk>,</> 
<gk>KU/RIE</> B' Sa R" Tht'HeTh 1219'] > S 1098-Ga L A == MT 
<gk>,</> 
<gk>E)N</> 
<gk>E)KKLHSI/A|</> 
<gk>POLLH=|</> <Lt>multa</> LaRAug] 
 : <gk>MEGALH</> 1098txt 
 : <Lt>magna</> LaG Ga 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>LAW=|</> 
<gk>BAREI=</> 
<gk>AI)NE/SW</> 
<gk>SE</> 
<gk>.</> 
~x34y19z1 
<gk>MH\</> 
<gk>E)PIXAREI/HSA/N</> 
<gk>MOI</> 
<gk>OI(</> 
<gk>E)XQRAI/NONTE/S</> 
<gk>MOI</> 
<gk>A)DI/KWS</>] 
 : <gk>MATAIWS</> B 
 : <gk>MATWS</> 1098mg: ex 3.8 
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>MISOU=NTE/S</> 
<gk>ME</>] > A 
<gk>DWREA\N</> 
<gk>KAI\</> 
<gk>DIANEU/ONTES</> 
<gk>O)FQALMOI=S</> 
<gk>.</> 
~x34y20z1 
<gk>O(/TI</> 
<gk>E)MOI\</> 
<gk>ME\N</> 
<gk>EI)RHNIKA\</> 
<gk>E)LA/LOUN</> 
~z2 
<gk>KAI\</> 
<gk>E)P'</> 
<gk>O)RGH\N</>] 
 : <gk>ORGH</> B 
 + <gk>GHS</> 1098 Tht'Th 
 + <gk>ELALOUN</> 1098 Tht'Th 
 + #13 <Lt>terrae</> (<Lt>loquentes</>) Ga 
 + (#13 <Lt>terrae</>) <Lt>loquentes</> Ga 
<gk>DO/LOUS</> 
<gk>DIELOGI/ZONTO</> 
~x34y21z1 
<gk>KAI\</>] > LdThtp'HeRc 
<gk>E)PLA/TUNAN</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>AU)TW=N</> 
<gk>,</> 
~z2 
<gk>EI)=PAN</>] 
 : <gk>EIPON</> 1098 L' A: cf. 29.7 
 + <Lt>mihi</> LaR 
<gk>*EU)=GE</> 
<gk>EU)=GE</> 
<gk>,</> 
<gk>EI)=DAN</> B] 
 : <gk>EIDON</> relinqui: cf. 45.9 47.9 73.9 et Thack. p. 211 
<gk>OI(</> 
<gk>O)FQALMOI\</> 
<gk>H(MW=N</> 
<gk>.</> 
~x34y22z1 
<gk>EI)=DES</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>MH\</> 
<gk>PARASIWPH/SH|S</> 
<gk>,</> 
~z2 
<gk>KU/RIE</>] > A 
<gk>,</> 
<gk>MH\</> 
<gk>A)POSTH=|S</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>:</> 
~x34y23z1 
<gk>E)CEGE/RQHTI</> 
<gk>,</> 
<gk>KU/RIE</>] > Sc 1098txtGacUulg == MT 
<gk>,</> 
<gk>KAI\</>] > R 
 : <Lt>et> (<Lt>inde</> pro <Lt>intende</>) LaR 
<gk>PRO/SXES</>] > R 
 : (<Lt>et inde</> pro) <Lt>intende</> LaR 
<gk>TH=|</> 
<gk>KRI/SEI</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>KU/RIO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>EI)S</> 
<gk>TH\N</> 
<gk>DI/KHN</> 
<gk>MOU</> 
<gk>.</> 
~x34y24z1] 24.1 24.2 unus stichus B 
<gk>KRI=NO/N</> 
<gk>ME</> B' R Lb(sil)'He* 1219] 
 : <gk>MOI</> 1098 L A': cf. 7.9 
<gk>KATA\</> S' Sa LaG 1098- Ga == MT] 
 +< <gk>KU/RIE</> B R'Aug L" A": ex 7.9 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> B' 2013' Ga La' A' == MT] 
 : <gk>ELEHMOSUNHN</> S LaG 
<gk>SOU</> S LaG B' 2013' Ga La' A' == MT] 
 : <gk>MOU</> R'Aug 1098 LbHe*: ex 7.9 
<gk>,</> 
<gk>KU/RIE</>]> ad 24.1 trahunt S 2013 Ga, Sa R" SyHe A" begin 24.2 here 
<gk>O(</>] ad 24.1 trahunt S 2013 Ga
<gk>QEO/S</>] ad 24.1 trahunt S 2013 Ga
<gk>MOU</>] ad 24.1 trahunt S 2013 Ga
<gk>,</> 
~z2] 24.1 24.2 unus stichus B 
<gk>KAI\</>] > Bo Sa La(nonAug) Sy 1219' 
<gk>MH\</> 
<gk>E)PIXAREI/HSA/N</> 
<gk>MOI</> B' 2013' 1098-Ga L A == MT] 
 + <gk>OI</> S R" Tht'He 55: ex 19 et 37.17 40.12 
 + <gk>EXQROI</> S R" Tht'He 55: ex 19 et 37.17 40.12 
 + <gk>MOU</> S R" Tht'He 55: ex 19 et 37.17 40.12 
<gk>:</> 
~x34y25z1 
<gk>MH\</> 
<gk>EI)/PAISAN</> bis B' (ambo <gk>E</> pro <gk>AI</>) 1098 LbHec] 
 : <gk>EIPOISAN</> R Ld(sil)He*(uid.)Sc A" 
 : <gk>EIPOIEN</> Lb'Hemg: cf. Thack. $$ 17, 7 
 : <gk>EIPASAN</> (sic) 2013 
<gk>E)N</>] > 2013 
<gk>KARDI/AIS</> <Lt>cordibus</> Ga] 
 : <gk>KARDIA</> LpauThtpHe 
 : <Lt>corde</> La == MT 
<gk>AU)TW=N</> 
<gk>*EU)=GE</> 
<gk>EU)=GE</>] > 2013(Sa?) == MT 
<gk>TH=|</> B' La 1098-Ga L" A"] 
 : <gk>H</> Sc 2013 R 
<gk>YUXH=|</> 
<gk>H(MW=N</> 
<gk>:</> 
~z2 
<gk>MHDE\</> 
<gk>EI)/PAISAN</> bis B' (ambo <gk>E</> pro <gk>AI</>) 1098 LbHec] 
 : <gk>EIPOISAN</> R Ld(sil)He*(uid.)Sc A" 
 : <gk>EIPOIEN</> 1219 Lb'Hemg: cf. Thack. $$ 17, 7 
 : <gk>EIPA</> (sic) 2013 
<gk>*KATEPI/OMEN</>] 
 : <gk>KATAPIOMEN</> Thtp 
 : <gk>KATAPIWMEN</> LpauHe 
 : <Lt>catapiomen</> R 
<gk>AU)TO/N</> 
<gk>.</> 
~x34y26z1 
<gk>AI)SXUNQEI/HSAN</>] 
 : <gk>AISXUNQHTWSAN</> 1219: cf. 4 
<gk>KAI\</> 
<gk>E)NTRAPEI/HSAN</> 
<gk>A(/MA</> 
<gk>OI(</> 
<gk>E)PIXAI/RONTES</> 
<gk>TOI=S</> 
<gk>KAKOI=S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>E)NDUSA/SQWSAN</> 
<gk>AI)SXU/NHN</> 
 + <gk>AU)TWN</> Sy 
<gk>KAI\</> 
<gk>E)NTROPH\N</> 
<gk>OI(</> 
<gk>MEGALORRHMONOU=NTES</> 
<gk>E)P'</> 
<gk>E)ME/</> 
<gk>.</> 
~x34y27z1 
<gk>A)GALLIA/SAINTO</>] 
 : <gk>AGALLIASOINTO</> Lpau A 
 : <gk>AGALLIASQWSAN</> L' 1219: cf. 39.17 69.5 
<gk>KAI\</> 
<gk>EU)FRANQEI/HSAN</>] 
 : <gk>EUFRANQHTWSAN</> LaThtp(nonHe): cf. 4 
 + <gk>E)PI</> A: cf.5.12 39.17 69.5 
 + <gk>SOI</> A: cf.5.12 39.17 69.5 
<gk>OI(</> 
<gk>QE/LONTES</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>MOU</>] 
 : <gk>SOU</> SaB Lpau 
~z2 
<gk>KAI\</> 
<gk>EI)PA/TWSAN</> 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>*MEGALUNQH/TW</>] 
 : <gk>MEGALUNQEIH</> B 
<gk>O(</> 
<gk>KU/RIOS</>] 
 : <gk>QEO/S</> S: ex 69.5 
<gk>,</> 
~z3 
<gk>OI(</> 
<gk>QE/LONTES</> 
<gk>TH\N</> 
<gk>EI)RH/NHN</> 
<gk>TOU=</> 
<gk>DOU/LOU</> 
<gk>AU)TOU=</>] 
 : <gk>SOU</> Sy 
<gk>.</> 
~x34y28z1 
<gk>KAI\</> 
<gk>H(</> 
<gk>GLW=SSA/</> 
<gk>MOU</> 
<gk>MELETH/SEI</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>TO\N</>] 
 : <gk>TH/N</> R: item <gk>Q'</> teste 1098 
<gk>E)/PAINO/N</>] 
 : <gk>AINESIN</> R: item <gk>Q'</> teste 1098 
<gk>SOU</> 
<gk>.</> 
~x35y1z1] (MT 36) 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>TW=|</>] > Lpau A 
<gk>DOU/LW|</>] > Lpau A 
 : <gk>PAIDI</> Bo Lpau 
<gk>KU/RI/OU</>] > Lpau A 
 +< <gk>YALMOS</> Bo LaG 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
 + <gk>YALMOS</> A; uariis locis add. <gk>YALMOS</> Lpau 
~x35y2z1 
<gk>*FHSI\N</> 
<gk>O(</> 
<gk>PARA/NOMOS</> 
<gk>TOU=</> 
<gk>A(MARTA/NEIN</> 
<gk>E)N</> 
<gk>E(AUTW=|</> 
<gk>,</> 
~z2 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>FO/BOS</> 
<gk>QEOU=</>] 
 : <gk>KU/RIOU</> 55 
<gk>A)PE/NANTI</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x35y3z1 
<gk>O(/TI</> 
<gk>E)DO/LWSEN</> 
 +< <gk>E)N</> Lpau 
<gk>E)NW/PION</>] 
 : <gk>GLWSSH</> Lpau 
<gk>AU)TOU=</> 
~z2 
<gk>TOU=</> 
<gk>EU(REI=N</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>AU)TOU=</> 
<gk>KAI\</> 
<gk>MISH=SAI</> 
<gk>.</> 
~x35y4z1 
<gk>TA\</> 
<gk>R(H/MATA</> 
<gk>TOU=</> 
<gk>STO/MATOS</> 
<gk>AU)TOU=</> 
<gk>A)NOMI/A</> 
<gk>KAI\</> 
<gk>DO/LOS</> 
<gk>,</> 
~z2 
<gk>OU)K</> 
<gk>E)BOULH/QH</> 
<gk>SUNIE/NAI</> 
<gk>TOU=</> 
<gk>A)GAQU=NAI</> 
<gk>:</> 
~x35y5z1 
<gk>A)NOMI/AN</> 
<gk>DIELOGI/SATO</>] 
 : <gk>ELOGISATO</> B 55 
 : <gk>DIELOGIZETO</> 2013 
<gk>E)PI\</> 
<gk>TH=S</> 
<gk>KOI/THS</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>PARE/STH</> 
<gk>PA/SH|</> 
<gk>O(DW=|</> 
<gk>OU)K</> 
<gk>A)GAQH=|</> 
<gk>,</> 
~z3 
<gk>TH=|</> B' 1098 55] > R L' A 
<gk>DE\</> B' 1098 55] </>013 R L' A 
<gk>KAKI/A|</> B' 1098 55] 
 + <gk>DE</</>013 R L' A 
<gk>OU)</> 
<gk>PROSW/XQISEN</> 
<gk>.</> 
~x35y6z1 
<gk>KU/RIE</> 
<gk>,</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>OU)RANW=|</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>A)LH/QEIA/</> 
<gk>SOU</> 
<gk>E(/WS</> 
<gk>TW=N</> 
<gk>NEFELW=N</> 
<gk>:</> 
~x35y7z1 
 +< <gk>KAI\</> B 
<gk>H(</> 
<gk>DIKAIOSU/NH</> 
<gk>SOU</>] > B 
<gk>W(SEI\</> B' 2013 R 55] 
 : <gk>WS</> L' A': cf. 16.12 
<gk>O)/RH</> 
<gk>QEOU=</> 
<gk>,</> 
~z2 
<gk>TA\</> 
<gk>KRI/MATA/</> 
<gk>SOU</> 
<gk>A)/BUSSOS</> S R Ga L" A' == MT] 
 +< <gk>WSEI</> B' 2013' La: ex 35.7.1 
<gk>POLLH/</> 
<gk>:</> 
~z3 
<gk>A)NQRW/POUS</> 
<gk>KAI\</> 
<gk>KTH/NH</> 
<gk>SW/SEIS</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>.</> 
~x35y8z1 
<gk>W(S</>] > LaG 
<gk>E)PLH/QUNAS</>] 
 : <Lt>multiplicata (est)</> LaRAug: cf. MT 
 : <Lt>(multiplicata) est</> LaRAug: cf. MT 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>:</> 
~z2 
<gk>OI(</> 
<gk>DE\</> 
<gk>UI(OI\</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>E)N</>] 
 : <gk>EI)S</> S 2013 
<gk>SKE/PH|</>] 
 : <gk>SKEPHN</> S 2013 
<gk>TW=N</> 
<gk>PTERU/GWN</> 
<gk>SOU</> 
<gk>E)LPIOU=SIN</>] 
 : <gk>ELPIZOUSIN</> 2013 LaG 
<gk>.</> 
~x35y9z1 
<gk>MEQUSQH/SONTAI</> 
<gk>A)PO\</> 
 +< <gk>TH=S</> R 1219 
<gk>PIO/THTOS</> 
<gk>TOU=</> B' R Thtp 1219] > 2013 LThtp A' 
<gk>OI)/KOU</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TO\N</> 
<gk>XEIMA/RROUN</> 
<gk>TH=S</> B" SaL R L' A" <Lt>(uoluptatis)</> Uulg- Aug] 
 : <gk>TWN</> 2013-SaB SyTh == MT 
 : <Lt>(deliciarum)</> LaR 
 : <Lt>(uoluntatis)</> LaG Ga 
<gk>TRUFH=S</> B" SaL R L' A" <Lt>uoluptatis</> Uulg- Aug] 
 : <gk>TRUFWN</> 2013-SaB SyTh == MT 
 : <Lt>deliciarum</> LaR 
 : <Lt>uoluntatis</> LaG Ga 
<gk>SOU</> 
<gk>POTIEI=S</> 
<gk>AU)TOU/S</> 
<gk>:</> 
~x35y10z1 
<gk>O(/TI</> 
<gk>PARA\</> 
<gk>SOI\</> 
<gk>PHGH\</> 
<gk>ZWH=S</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>TW=|</> 
<gk>FWTI/</> 
<gk>SOU</> 
<gk>O)YO/MEQA</> 
<gk>FW=S</> 
<gk>.</> 
~x35y11z1 
<gk>PARA/TEINON</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>TOI=S</> 
<gk>GINW/SKOUSI/N</> 
<gk>SE</> 
~z2 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>SOU</> 
<gk>TOI=S</> 
<gk>EU)QE/SI</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>.</> 
~x35y12z1 
<gk>MH\</> 
<gk>E)LQE/TW</> B' 2013-2046 L'] 
 : <gk>ELQATW</> R ZHe* A': cf. 33.6 
<gk>MOI</> 
<gk>POU\S</> 
<gk>U(PERHFANI/AS</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>XEI\R</> 
<gk>A(MARTWLW=N</> B" 2013 R" Z == MT] 
 : <gk>AMARTWLOU</> GaAug L" A" 
<gk>MH\</> 
 : <gk>OU</> R 
<gk>SALEU/SAI</> B' LaThtp 55] 
 : <gk>SALEUSATW</> 2013: ad 12.1 adaptatum 
 : <gk>SALEUSEI</> R 
 : <gk>SALEUSH</>(uel-<gk>S(E)I</>) 2046 Lb- ZThtpHe*(uid.)Sc A' 
<gk>ME</> 
<gk>.</> 
~x35y13z1 
<gk>E)KEI=</> 
<gk>E)/PESON</> B' L'] 
 : <gk>EPESAN</> 2013-2046 R LpauZHeSc A': cf. 19.9 
 +< <gk>PANTES</> B R" LThtp'Th A" 
<gk>OI(</> S' 2013'- 2046 Ga Thtp == MT] 
<gk>E)RGAZO/MENOI</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>,</> 
~z2 
<gk>E)CW/SQHSAN</> 
<gk>KAI\</> 
<gk>OU)</>] > 2046 
<gk>MH\</>] > 2013 
<gk>DU/NWNTAI</>] 
 : <gk>DUNHSONTAI</> 2013 
<gk>STH=NAI</> 
<gk>.</> 
~x36y1z1] (MT 37) 
 +< <gk>EI)S</> LaG A 
 +< <gk>TO</> LaG A 
 +< <gk>TELOS</> LaG A 
 +< <gk>YALMOS</> 2046 Uulg L'(non He) LaG A 
<gk>@@{1*TOU=</> B' Lpau' 55 (uel<gk>TW</>) == MT] 
 : <gk>TW</> 2013-2046 R(cf.251)" Ga L' A 
<gk>*DAUID.}1</> == MT] 
 + <gk>YALMOS</> Lpau 
~z2 
<gk>*MH\</> 
<gk>PARAZH/LOU</> 
<gk>E)N</> 
<gk>PONHREUOME/NOIS</> 
~z3 
<gk>MHDE\</> 
<gk>ZH/LOU</> 
<gk>TOU\S</> 
<gk>POIOU=NTAS</> 
<gk>TH\N</>] > 2013-2046 
<gk>A)NOMI/AN</> 
<gk>:</> 
~x36y2z1 
<gk>O(/TI</> 
<gk>W(SEI\</> 
<gk>XO/RTOS</> 
<gk>TAXU\</> 
<gk>A)POCHRANQH/SONTAI</> 
~z2 
<gk>KAI\</> 
<gk>W(SEI\</> 
<gk>LA/XANA</> 
<gk>XLO/HS</> 
<gk>TAXU\</> 
<gk>A)POPESOU=NTAI</>] 
 : <gk>A)POCHRANQ<HSONTAI></> 2046: ex 36.2.1 
<gk>.</> 
~x36y3z1 
<gk>E)/LPISON</> 
<gk>E)PI\</> 
 +< <gk>TON</> 2046: cf. 2.12 
<gk>KU/RION</> 
<gk>KAI\</> 
<gk>POI/EI</> 
<gk>XRHSTO/THTA</> 
 +<gk>KAI\</> LaG~ 
 +<gk>KATASKH/NOU</> LaG~ 
 +<gk>TH\N</> LaG~ 
 +<gk>GH=N</> LaG~ 
~z2] 3.2 unus stichus 2013' R' Ga SyHe A", duo(<gk>KAI\</> 2nd -- <gk>GHN, 
     KAI</> 3rd -- fin.)  B' Z 
<gk>KAI\</> >LaG~ 
<gk>KATASKH/NOU</> >LaG~ 
 +< <gk>E)PI</> 2013-2046 
<gk>TH\N</> >LaG~ 
<gk>GH=N</> >LaG~ 
<gk>,</> 
<gk>KAI\</> 
<gk>POIMANQH/SH|</> 
<gk>E)PI\</>] 
 : <gk>E)N</> 2046 
<gk>TW=|</> 
<gk>PLOU/TW|</> 
<gk>AU)TH=S</> 
<gk>:</> 
~x36y4z1] 4.1 4.2 duo stichi Gac, unus relinqui 
<gk>KATATRU/FHSON</> 
<gk>TOU=</>] 
 : <gk>TW</> R LpauSymg: cf. Helbing Kas. p.135 
<gk>KU/RI/OU</>] 
 : <gk>KU/RIW</> R LpauSymg: cf. Helbing Kas. p.135 
<gk>,</> 
~z2] 4.1 4.2 duo stichi Gac, unus relinqui 
<gk>KAI\</> 
<gk>DW/SEI</> B" 2013-2046 R" Ga 55] 
 : <gk>DWH</> L' A: cf. 20.7 
<gk>SOI</> 
<gk>TA\</> 
<gk>AI)TH/MATA</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>SOU</> 
<gk>.</> 
~x36y5z1 
<gk>A)POKA/LUYON</> 
<gk>PRO\S</> 
<gk>KU/RION</> 
<gk>TH\N</> 
<gk>O(DO/N</> 
<gk>SOU</> 
~z2 
<gk>KAI\</>] > S 
<gk>E)/LPISON</> 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>,</> 
<gk>KAI\</> 
<gk>AU)TO\S</> 
<gk>POIH/SEI</> 
 + <gk>SOI</> 2013'- (2046 deest) 
~x36y6z1 
<gk>KAI\</> 
<gk>E)COI/SEI</> 
<gk>W(S</> 
<gk>FW=S</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>KRI/MA</> 
<gk>SOU</> 
<gk>W(S</> 
 + <gk>EI</> 2046: cf. 16.12 
<gk>MESHMBRI/AN</> 
<gk>.</> 
~x36y7z1 
<gk>U(POTA/GHQI</> 
<gk>TW=|</> 
<gk>KU/RI/W|</> 
<gk>KAI\</> 
<gk>I(KE/TEUSON</> 
<gk>AU)TO/N</> 
<gk>:</> 
~z2 
<gk>MH\</> 
<gk>PARAZH/LOU</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KATEUODOUME/NW|</>] 
 : <gk>KATEUODWMENW</> 2046 
<gk>E)N</> 
<gk>TH=|</> 
<gk>O(DW=|</> R" Ga L" A" et Cyp. == MT] 
 : <gk>ZWH</> B" 2013' 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
<gk>E)N</> 
<gk>A)NQRW/PW|</> 
<gk>POIOU=NTI</> 
<gk>PARANOMI/AS</> B' 2013'-2046 R' Ga 55 == MT] 
 : <gk>A)NOMIAS</> 2046 
 : <gk>PARANOMIAN</> Bo LaRAug L"Th A 
<gk>.</> 
~x36y8z1 
<gk>PAU=SAI</> 
<gk>A)PO\</> 
<gk>O)RGH=S</>] 
 : <gk>KAKOU</> R: cf. 27 et 33.14 33.15 
<gk>KAI\</> 
<gk>E)GKATA/LIPE</> 
<gk>QUMO/N</> 
<gk>,</> 
~z2 
<gk>MH\</> 
<gk>PARAZH/LOU</> 
<gk>W(/STE</>] 
 : <gk>E)N</> S 
 +< <gk>TW</> S 
<gk>PONHREU/ESQAI</> 
<gk>:</> 
~x36y9z1 
<gk>O(/TI</> 
<gk>OI(</> 
<gk>PONHREUO/MENOI</> 
<gk>E)COLEQREUQH/SONTAI</> S 2013 R A] 
 : <gk>ECOLOQREUQHSONTAI</> B 2046 L' 55: item in 22.28.34.38 bis, sed  B in
     34.38  bis <gk>ECOLEQREUQHSONTAI</>(in 38 bis <gk>EXWLEQREUQHSONTAI</>!),
     2013* in 38  2nd <gk>ECOLOQREUQHSONTAI</>, T( >9) et 1219(>9.28.38.1) 
     ubique <gk>ECOLEQREUQHSONTAI</>, 55 in 38 2nd <gk>ECOLEQREUQHSONTAI</>; cf. 
     114  
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>DE\</> 
<gk>U(POME/NONTES</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>AU)TOI\</> 
<gk>KLHRONOMH/SOUSIN</> 
 +< <gk>TH/N</> B': cf. 34 et 3.11.22.29 
<gk>GH=N</> 
<gk>.</> 
~x36y10z1 
<gk>KAI\</> 
<gk>E)/TI</> 
<gk>O)LI/GON</> 
<gk>KAI\</>] > R 
<gk>OU)</> 
<gk>MH\</> 
<gk>U(PA/RCH|</>] 
 : <gk>UPARCEI</> LbZHe A 
<gk>O(</>] > B 2013 == MT 
<gk>A(MARTWLO/S</> 
<gk>,</> 
~z2 
<gk>KAI\</>] > S 
<gk>ZHTH/SEIS</> 
<gk>TO\N</> 
<gk>TO/PON</> 
<gk>AU)TOU=</> 
<gk>KAI\</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>EU(/RH|S</> 
<gk>:</> 
~x36y11z1 
<gk>OI(</> 
<gk>DE\</> 
<gk>PRAEI=S</> 
 +< <Lt>ipsi</> LaR 
<gk>KLHRONOMH/SOUSIN</> 
<gk>GH=N</> 
~z2 
<gk>KAI\</> 
<gk>KATATRUFH/SOUSIN</> 
<gk>E)PI\</>] 
 : <gk>E)N</> 2013 
<gk>PLH/QEI</> 
<gk>EI)RH/NHS</> 
 + <gk>EP</> A 
 + <gk>AU)THS</> A 
<gk>.</> 
~x36y12z1 
<gk>PARATHRH/SETAI</> 
<gk>O(</> 
<gk>A(MARTWLO\S</> 
<gk>TO\N</> 
<gk>DI/KAION</> 
~z2 
<gk>KAI\</> 
<gk>BRU/CEI</> 
<gk>E)P'</> 
<gk>AU)TO\N</> 
<gk>TOU\S</>] > 2013 
<gk>O)DO/NTAS</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x36y13z1 
<gk>O(</> 
<gk>DE\</> 
<gk>KU/RIOS</> 
<gk>E)KGELA/SETAI</>] 
 : <gk>EGGELASETAI</> Hec 1219 R (<Lt>eggelasetai</>) 
 : <gk>ENGELASETAI</> Z: cf. 2.4 
 : <gk>EKGELASEI</> 2013 
<gk>AU)TO/N</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>PROBLE/PEI</> 
<gk>O(/TI</> 
<gk>H(/CEI</> 
<gk>H(</>] > He* 55 
<gk>H(ME/RA</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x36y14z1 
<gk>R(OMFAI/AN</> 
 +< <gk>EP</> 2013 
<gk>E)SPA/SANTO</>] 
 : <gk><SP>ASANTES</> 2046 
<gk>OI(</> 
<gk>A(MARTWLOI/</> 
<gk>,</> 
~z2] 14.2 14.3 duo stichi B R" Ga Z- SyHe 1219', unus S 2013' A 
<gk>E)NE/TEINAN</>] 
 : <gk>ENETEINON</> 2013(non 2046) 
 +< <Lt>et</> LaG Sy 
<gk>TO/CON</> 
<gk>AU)TW=N</> 
 + <gk>PRAGMA</> LpauHe: ex 63.4 
 + <gk>PIKRON</> LpauHe: ex 63.4 
~z3] 14.2 14.3 duo stichi B R" Ga Z- SyHe 1219', unus S 2013' A 
<gk>TOU=</> <Lt> ut (deiciant)</> LaGAug Uulg] 
 : <Lt>ut (decipiant)</> LaR Ga 
<gk>KATABALEI=N</> <Lt>(ut) deiciant</> LaGAug Uulg] 
 : <Lt>(ut) decipiant</> LaR Ga 
<gk>PTWXO\N</> <Lt>pauperem</> Ga] > R"~
 + <gk>PE/NHTA</> R"~
<gk>KAI\</>
<gk>PE/NHTA</> <Lt>inopem</> Ga] > R"~
 + <gk>PTWXO\N</> R"~
<gk>,</> 
~z4 
<gk>TOU=</> 
<gk>SFA/CAI</> 
<gk>TOU\S</> 
<gk>EU)QEI=S</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>:</> 
~x36y15z1 
<gk>H(</> 
<gk>R(OMFAI/A</> 
<gk>AU)TW=N</> 
<gk>EI)SE/LQOI</>] 
 : <gk>EI)SELQH</> 2046 
 : <gk>EI)SELQATW</> R(<Lt>eiseleato</>) 
<gk>EI)S</>] 
 : <gk>E)PI</> 2013(non 2046) 
<gk>TH\N</> B 2013-2046 R A'] > Lpau- ZHe*, singularem hab. etiam Bo Sa La  Ga
     Sy ==  MT; LpauHec, pluralem hab. etiam Uulg; S 
 : <gk>TAS</> La' 55, <gk>KARDIAS</>  
<gk>KARDI/AN</>] 
 : <gk>KARDIAS</> La' 55 LpauHec, pluralem hab. etiam Uulg 
 : <gk>YUXHN</> S 
<gk>AU)TW=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TA\</> <Lt>(arcus)</> LaG == MT] 
<gk>TO/CA</> <Lt>arcus</> LaG == MT] 
<gk>AU)TW=N</> 
<gk>SUNTRIBEI/HSAN</> <Lt>confringantur</> LaG == MT; B' 2013 55] 
 : <gk>SUNTRIBEIH</> R L' A: cf. 11.3 
 : <gk>SUNTRIBHSETAI</> 2046 
 : <Lt> (arcus) confringatur</> Ga 
 : <Lt> (arcus) conteratur</> LaRAug 
<gk>.</> 
~x36y16z1] 16.1 16.2 duo stichi R" Ga ZSy A, unus B' 2013' He 1219' 
<gk>KREI=SSON</> 
<gk>O)LI/GON</> 
<gk>TW=|</> 
<gk>DIKAI/W|</> 
~z2] 16.1 16.2 duo stichi R" Ga ZSy A, unus B' 2013' He 1219' 
<gk>U(PE\R</> 
<gk>PLOU=TON</> 
<gk>A(MARTWLW=N</> 
<gk>POLU/N</> 
<gk>:</> 
~x36y17z1 
<gk>O(/TI</> 
<gk>BRAXI/ONES</> 
<gk>A(MARTWLW=N</> 
<gk>SUNTRIBH/SONTAI</> 
<gk>,</> 
~z2 
<gk>U(POSTHRI/ZEI</> 
<gk>DE\</> 
<gk>TOU\S</> 
<gk>DIKAI/OUS</> 
 +< <gk>O</> L' A": cf. 2.12 
<gk>KU/RIOS</> B' 2013-2046 R</>] 
<gk>.</> 
~x36y18z1 
<gk>GINW/SKEI</> 
<gk>KU/RIOS</> 
<gk>TA\S</> 
<gk>O(DOU\S</>] 
 : <gk>HMERAS</> LaG Ga 55 == MT 
<gk>TW=N</> 
<gk>A)MW/MWN</> 
 + <gk>AU)TOU</> 2013'-2046: cf. 28 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>KLHRONOMI/A</> 
<gk>AU)TW=N</> 
<gk>EI)S</> 
<gk>TO\N</> B' 2046 R He 55] > 2013 L' A' 
<gk>AI)W=NA</> 
<gk>E)/STAI</> 
<gk>:</> 
~x36y19z1 
<gk>OU)</> 
<gk>KATAISXUNQH/SONTAI</> 
<gk>E)N</> 
<gk>KAIRW=|</> 
<gk>PONHRW=|</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>H(ME/RAIS</>] 
 : <gk>HMERA</> LpauBoD 
<gk>LIMOU=</> 
<gk>XORTASQH/SONTAI</> 
<gk>.</> 
~x36y20z1 
<gk>O(/TI</> 
<gk>OI(</> 
<gk>A(MARTWLOI\</> 
<gk>A)POLOU=NTAI</> 
<gk>,</> 
~z2] 20.2 20.3 unus stichus 2013' 
<gk>OI(</> 
<gk>DE\</> 
<gk>E)XQROI\</> 
<gk>TOU=</>] > 2013: cf. 2.12 
<gk>KU/RI/OU</> 
<gk>A(/MA</> 
<gk>TW=|</>] 
 : <gk>TOU</> R Lpau-ThtpHe 
<gk>DOCASQH=NAI</> 
<gk>AU)TOU\S</>] > (uel tr.?) 2046 
<gk>KAI\</> 
<gk>U(YWQH=NAI</> 
~z3] 20.2 20.3 unus stichus 2013' 
<gk>E)KLIPO/NTES</> 
<gk>W(SEI\</> 
<gk>KAPNO\S</> 
<gk>E)CE/LIPON</> 
<gk>.</> 
~x36y21z1 
<gk>DANEI/ZETAI</> <Lt>feneratur</> LaRAug, <Lt>mutuatur</> LaG] 
 :  <Lt>mutuabitur</> Ga :  ad <gk>A)POTEISEI</> adapt 
<gk>O(</> 
<gk>A(MARTWLO\S</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>A)POTEI/SEI</> 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>DE\</> 
<gk>DI/KAIOS</> 
<gk>OI)KTI/REI</> 
<gk>KAI\</> 
<gk>DIDOI=</> B' 2013-2046 R 55] 
 : <gk>DIDWSIN</> L' A': cf. Thack. $$ 23,5 
<gk>:</> 
~x36y22z1 
<gk>O(/TI</> 
<gk>OI(</> 
<gk>EU)LOGOU=NTES</> 
<gk>AU)TO\N</> 
<gk>KLHRONOMH/SOUSI</> 
<gk>GH=N</> 
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>DE\</> 
<gk>KATARW/MENOI</> 
<gk>AU)TO\N</> 
<gk>E)COLEQREUQH/SONTAI</>] 
 (?) cf. 9 
<gk>.</> 
~x36y23z1 
<gk>PARA\</> <Lt>a (domino)</> LaRAug == MT] 
 : <Lt>apud (dominum)</> LaG Ga 
<gk>KU/RI/OU</> <Lt>(a) domino</> LaRAug == MT] 
 : <Lt>(apud) dominum</> LaG Ga 
<gk>TA\</>] > S(~3) 
<gk>DIABH/MATA</>] > S(~3) 
<gk>A)NQRW/POU</>] > [<gk>A)NDRI</>]S(~3) 
<gk>KATEUQU/NETAI</> 
 + <gk>TA</> S(~3) 
 + <gk>DIABHMATA</> S(~3) 
 + <gk>A)NDRI</> S(~3) 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>O(DO\N</> 
<gk>AU)TOU=</> 
<gk>QELH/SEI</> 
 + <gk>SFODRA</> L"SuTh A' et Psalt. Rom.: cf. 111.1 et S.-St. 2, p. 63/64 
<gk>:</> 
~x36y24z1 
<gk>O(/TAN</> 
<gk>PE/SH|</> 
 + <gk>DIKAIOS</> 2013' LaG et alii Latini: cf. 26 et S.-St. 2, p. 156 
<gk>,</> 
<gk>OU)</> 
<gk>KATARAXQH/SETAI</> <Lt>conlidetur</> Ga] 
 : <gk>TARAXQHSETAI</> 2013' 
 : <Lt>conturbabitur</> La 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>KU/RIOS</>] > 2013(non 2046)~
<gk>A)NTISTHRI/ZEI</>
 + <gk>KU/RIOS</> 2013(non 2046)~
<gk>XEI=RA</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TW</> LbThtp 
<gk>.</> 
~x36y25z1 
<gk>NEW/TEROS</> 
<gk>E)GENO/MHN</>] 
 : <gk>EGENAMHN</> 55: cf. Thack. p. 212 
 : <gk>HMHN</> 2013 
<gk>KAI\</> <Lt>etenim)</> Uulg] 
 : <Lt>et (ecce)</> LaRAug 
 : <Lt>et</> LaG Ga et Cyp. 
<gk>GA\R</> <Lt>(etenim</> Uulg] 
 : <Lt>(et) ecce</> LaRAug 
 : <Lt>(et)</> LaG Ga et Cyp. 
<gk>E)GH/RASA</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>EI)=DON</> 
<gk>DI/KAION</> 
<gk>E)GKATALELEIMME/NON</> 
~z3 
<gk>OU)DE\</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>AU)TOU=</> 
<gk>ZHTOU=N</>] 
 : <gk>ZHTEIN</> R 
<gk>A)/RTOUS</> 
<gk>:</> 
~x36y26z1 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>E)LEA=|</> B' R T 55] 
 : <gk>ELEEI</> 2013 L' A: cf. 114.5 et Thack. p. 242 
<gk>KAI\</> 
<gk>DANEI/ZEI</> 
 + <gk>O</> L" A": cf. 24 
 + <gk>DIKAIOS</> L" A": cf. 24 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>SPE/RMA</> 
<gk>AU)TOU=</> 
<gk>EI)S</> 
<gk>EU)LOGI/AN</> 
<gk>E)/STAI</> 
<gk>.</> 
~x36y27z1 
<gk>E)/KKLINON</> 
<gk>A)PO\</> 
<gk>KAKOU=</> 
<gk>KAI\</> 
<gk>POI/HSON</> 
<gk>A)GAQO\N</> 
~z2] 27.2 28.1 unus stichus 2013-SaL 
<gk>KAI\</> 
<gk>KATASKH/NOU</> 
<gk>EI)S</> 
<gk>AI)W=NA</> <Lt>saeculum (saeculi)</> Ga] 
 : <Lt>saecula (saeculorum)</> La: item LaG(non LaRAug) in 29 
<gk>AI)W=NOS</> <Lt>(saeculum) saeculi</> Ga] > S == MT 
 : <gk>AI)WNWN</> 2013 
 : <Lt>(saecula) saeculorum</> La: item LaG(non LaRAug) in 29 
<gk>:</> 
~x36y28z1] 27.2 28.1 unus stichus 2013-SaL 
<gk>O(/TI</> 
<gk>KU/RIOS</> 
<gk>A)GAPA=|</> 
<gk>KRI/SIN</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)GKATALEI/YEI</> 
<gk>TOU\S</> 
<gk>O(SI/OUS</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z3 
 +< <gk>O(/TI</> Tht'Th 
<gk>EI)S</> == MT] 
<gk>TO\N</> == MT] > 2013 
<gk>AI)W=NA</> == MT] 
<gk>FULAXQH/SONTAI</> == MT] 
<gk>.</> 
~z4] 28.4 28.5 unus stichus 2013 R" 
<gk>A)/NOMOI</> <Lt>iniusti (autem)</> R'Aug L"Th A' == <3MLW(>3 **pointed**] 
 : <gk>AGIOI</> 2013 
 : <gk>AMWMOI</> B" 
 : <gk>AMWMOI</> uel <gk>AGIOI</> Sa 
 : <Lt>iniustus</> Ga 
<gk>DE\</> <Lt>(iniusti) autem</> R'Aug L"Th A' == <3MLW(>3 **pointed**] > LaG 
     Uulg  Lpau 55 B" 2013 Sa 
 : <Lt>(iniustus)</> Ga 
<gk>E)KDIWXQH/SONTAI</> R L"Th A': == <3VTM*N>3? cf. 1005 685] 
 : <gk>EKDIKHQHS.</> B" 2013' et Cyr. Alex. (S.-St. 2, p. 190) 
 : <Lt>punientur</> La Uulg 
 : <Lt>punietur</> Ga 
<gk>,</> 
~z5] 28.4 28.5 unus stichus 2013 R" 
<gk>KAI\</> 
<gk>SPE/RMA</> 
<gk>A)SEBW=N</> 
<gk>E)COLEQREUQH/SETAI</>] 
 (?) cf. 9 
<gk>:</> 
~x36y29z1 
<gk>DI/KAIOI</> 
<gk>DE\</>] > S 2013'-1093 La(cf. S.-St.2, p.156) == MT 
<gk>KLHRONOMH/SOUSI</> 
<gk>GH=N</> 
~z2 
<gk>KAI\</> 
<gk>KATASKHNW/SOUSIN</> 
 + <gk>E)P'</> 2013(Sa dub.)~
 + <gk>AU)TH=S</> 2013(Sa dub.)~
<gk>EI)S</>
<gk>AI)W=NA</>
<gk>AI)W=NOS</>] #8 Ga hic, non in 27: cf. 9.6 
<gk>E)P'</>] > 2013(Sa dub.)~
<gk>AU)TH=S</>] > 2013(Sa dub.)~
<gk>.</> 
~x36y30z1 
<gk>STO/MA</> 
<gk>DIKAI/OU</> 
<gk>MELETH/SEI</> 
<gk>SOFI/AN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</>] > 2013 
<gk>GLW=SSA</> 
<gk>AU)TOU=</> 
<gk>LALH/SEI</>] 
 : <gk>MELETHSEI</> S: ex 36.30.1 
<gk>KRI/SIN</> 
<gk>:</> 
~x36y31z1 
<gk>O(</> 
<gk>NO/MOS</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
 +< <gk>TH</> He* 
<gk>KARDI/A|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)X</>] 
 : <gk>OU)K</> B': item S in 68.21 ante <gk>UPHRXEN</>, cf. Thack. p. 129 
<gk>U(POSKELISQH/SETAI</>] 
 : <gk>(UPOSKELISQHSONTAI</> R: cf. 11.3 
<gk>TA\</> 
<gk>DIABH/MATA</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x36y32z1] 32.1 32.2 unus stichus B La 
<gk>KATANOEI=</>] 
 : <gk>KATANOHSEI</> B 
<gk>O(</> 
<gk>A(MARTWLO\S</> 
<gk>TO\N</> 
<gk>DI/KAION</> 
~z2] 32.1 32.2 unus stichus B La 
<gk>KAI\</> 
<gk>ZHTEI=</> 
<gk>TOU=</> 
<gk>QANATW=SAI</> 
<gk>AU)TO/N</> 
<gk>,</> 
~x36y33z1 
<gk>O(</> 
<gk>DE\</>] > 2013 LaG == MT 
<gk>KU/RIOS</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>E)GKATALI/PH|</> 
<gk>AU)TO\N</> 
<gk>EI)S</> 
<gk>TA\S</> 
<gk>XEI=RAS</> 
<gk>AU)TOU=</> 
~z2 
<gk>OU)DE\</>] 
 : <gk>OUD</> LdHe* A'(non 1219): cf. 15.4 
 + <gk>OU</> 2013 LdHe* A'(non 1219): cf. 15.4 
<gk>MH\</> 
<gk>KATADIKA/SHTAI</>] 
 : <gk>KATADIKASAI</> B 
 : <gk>KATADIKASH</> T 
<gk>AU)TO/N</> 
<gk>,</> 
<gk>O(/TAN</> 
<gk>KRI/NHTAI</> 
<gk>AU)TW=|</>] 
 : <gk>AU)TWN</> 2013 
 : <gk>AU)TON</> LbHe*Rc 
<gk>.</> 
~x36y34z1 
<gk>U(PO/MEINON</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>KAI\</> 
<gk>FU/LACON</> 
<gk>TH\N</>] 
 : <gk>TAS</> R'Aug 
<gk>O(DO\N</>] 
 : <gk>ODOUS</> R'Aug 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>U(YW/SEI</> 
<gk>SE</> 
<gk>TOU=</> 
<gk>KATAKLHRONOMH=SAI</> 
 +< <gk>TH/N</> B: cf. 9 
<gk>GH=N</> 
<gk>:</> 
~z3 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)COLEQREU/ESQAI</> (cf. 9)] 
 : <gk>ECOLEQREUSESQAI</> 2013 
 : <gk>ECOLEQREUSAI</> R 
 +< <gk>TOUS</> 2013 
<gk>A(MARTWLOU\S</> 
<gk>O)/YH|</>] 
 : <gk>OYEI</> L'(nonZT): cf. 34.17 90.8 et Thack. p. 217 
<gk>.</> 
~x36y35z1] 35.1 35.2 duo stichi B Ga ZTSy(Sy trahit <gk>KAI EPAIR.</> ad 
     35.1) 1219, unus S 2013'  R" He A' 
<gk>EI)=DON</> 
 +< <gk>TON</> 2013 L' A' 
<gk>A)SEBH=</> B' R 55 == MT] 
<gk>U(PERUYOU/MENON</> 
~z2] 35.1 35.2 duo stichi B Ga ZTSy(Sy trahit <gk>KAI EPAIR.</> ad 35.1) 
     1219, unus S 2013'  R" He A' 
<gk>KAI\</> 
<gk>E)PAIRO/MENON</> 
<gk>W(S</>] 
 : <Lt>super</> LaRAug et Cyp. 
<gk>TA\S</> 
<gk>KE/DROUS</> 
<gk>TOU=</> 
<gk>*LIBA/NOU</> 
<gk>:</> 
~x36y36z1] > 2013 
<gk>KAI\</>] > 2013(>8) 
<gk>PARH=LQON</>] > 2013(>8) 
<gk>,</>] > 2013(>8) 
<gk>KAI\</>] > 2013(>8) 
<gk>I)DOU\</>] > 2013(>8) 
<gk>OU)K</>] > 2013(>8) 
<gk>H)=N</>] > 2013(>8) 
<gk>,</>] > 2013(>8) 
~z2 
<gk>KAI\</> 
<gk>E)ZH/THSA</> 
<gk>AU)TO/N</> (sic etiam Cyp.)] > <gk>TOPON AUTOU KAI OUX EURON</>(2013  
<gk>EUREQH</>) 2013' et Clem. Rom.(S.-St. 2, p. 200): ad 10 adapt. 
<gk>,</> 
<gk>KAI\</> (sic etiam Cyp.)] > (~3)2013 2013' et Clem. Rom. (S.-St. 2, p. 
     200): ad 10  adapt.(~3) 
<gk>OU)X</> (sic etiam Cyp.)] > (~3)2013 2013' et Clem. Rom. (S.-St. 2, p. 
     200): ad 10  adapt.(~3) 
<gk>EU(RE/QH</> (sic etiam Cyp.)] > [<gk>EURON</>] 2013' et Clem. Rom. (S.-St. 
     2, p. 200):  ad 10 adapt. [<gk>EUREQH</>] 2013 
<gk>O(</> (sic etiam Cyp.)] 
 : <gk>TON</> 2013' et Clem. Rom.(S.-St. 2, p. 200): ad 10 adapt. 
<gk>TO/POS</> (sic etiam Cyp.)] 
 : <gk>TOPON</> 2013' et Clem. Rom.(S.-St. 2, p. 200): ad 10 adapt. 
<gk>AU)TOU=</> (sic etiam Cyp.)] 
 + <gk>KAI\</> (~3)2013 2013' et Clem. Rom. (S.-St. 2, p. 200): ad 10 
     adapt.(~3) 
 + <gk>OUX</> (~3)2013 2013' et Clem. Rom. (S.-St. 2, p. 200): ad 10 
     adapt.(~3) 
 + <gk>EUREQH</> 2013 
 + <gk>EURON</> 2013' et Clem. Rom. (S.-St. 2, p. 200): ad 10 adapt. 
 + <gk>DIAYALMA</> Sy 
<gk>.</> 
~x36y37z1 
<gk>FU/LASSE</> 
<gk>A)KAKI/AN</> 
<gk>KAI\</> 
<gk>I)DE\</> 
<gk>EU)QU/THTA</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>E)/STIN</> 
<gk>E)GKATA/LEIMMA</>] 
 : <gk>KATALEIMMA</> 2013 
<gk>A)NQRW/PW|</> 
<gk>EI)RHNIKW=|</> 
<gk>:</> 
~x36y38z1 
<gk>OI(</> 
<gk>DE\</> 
<gk>PARA/NOMOI</> 
<gk>E)COLEQREUQH/SONTAI</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO/</> 
<gk>,</> 
~z2 
 +< <Lt>et</> LaR 
<gk>TA\</> 
<gk>E)GKATALEI/MMATA</> 
<gk>TW=N</> 
<gk>A)SEBW=N</> 
<gk>E)COLEQREUQH/SONTAI</> (cf. 9)] 
 : <gk>ECOLEQREUQHSETAI</> S 2013 LbThtp: cf. 11.3 
<gk>.</> 
~x36y39z1 
<gk>SWTHRI/A</> 
<gk>DE\</>] > LaG 
<gk>TW=N</> 
<gk>DIKAI/WN</> 
<gk>PARA\</> 
<gk>KU/RI/OU</> == MT] 
 : <gk>KU/RIW</> B' 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>U(PERASPISTH\S</> 
<gk>AU)TW=N</> 
<gk>E)STIN</>] > S Uulg == MT, Sy~
<gk>E)N</> 
<gk>KAIRW=|</> 
<gk>QLI/YEWS</> 
 + <gk>E)STIN</> Sy~
<gk>,</> 
~x36y40z1] > S 
<gk>KAI\</>] > S(>7) 
<gk>BOHQH/SEI</>] > S(>7) 
<gk>AU)TOI=S</>] > S(>7) 
 : <gk>AU)TOUS</> R Lpau == <Lt>eos</> La Ga 
<gk>KU/RIOS</>] > S(>7) 
<gk>KAI\</>] > S(>7) 
<gk>R(U/SETAI</>] > S(>7) 
<gk>AU)TOU\S</>] > S(>7) 
~z2] 40.2 40.3 unus stichus 2013 
<gk>KAI\</> 
<gk>E)CELEI=TAI</> 
<gk>AU)TOU\S</> 
<gk>E)C</> 
<gk>A(MARTWLW=N</> 
~z3] 40.2 40.3 unus stichus 2013 
<gk>KAI\</> 
<gk>SW/SEI</> 
<gk>AU)TOU/S</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>H)/LPISAN</> 
<gk>E)P'</> 
<gk>AU)TO/N</> 
<gk>.</> 
~x37y1z1] (MT 38) 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*DAUID</> 
<gk>:</> 
<gk>EI)S</> 
<gk>A)NA/MNHSIN</> 
<gk>PERI\</> (cf. Leu. 24.7/24.8 et proleg. $$ 9.1)] > LpauThtp == MT #8 Sy 
<gk>SABBA/TOU.}1</> (cf. Leu. 24.7/24.8 et proleg. $$ 9.1)] > LpauThtp ==  MT
     #8 Sy 
~x37y2z1 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>MH\</> 
<gk>TW=|</> 
<gk>QUMW=|</> 
<gk>SOU</> 
<gk>E)LE/GCH|S</> 
<gk>ME</> 
~z2 
<gk>MHDE\</> 
<gk>TH=|</> 
<gk>O)RGH=|</> 
<gk>SOU</> 
<gk>PAIDEU/SH|S</> 
<gk>ME</> 
<gk>.</> 
~x37y3z1 
<gk>O(/TI</> 
<gk>TA\</> 
<gk>BE/LH</> 
<gk>SOU</> 
<gk>E)NEPA/GHSA/N</> 
<gk>MOI</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PESTH/RISAS</> B' 2013 R LpauZHemg A"] 
 : <gk>EPESTHRICAS</> L'(sic etiam Sy uerbum graecum in marg. graecis  literis
     scribens):  cf. 50.14 et Thack. p. 223 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>TH\N</> 
<gk>XEI=RA/</> 
<gk>SOU</> 
<gk>:</> 
~x37y4z1] 4.1 4.2 in quattuor stichos (<gk>OUK</> 1st -- <gk>MOU</> 1st,  
<gk>A)PO</> 1st -- <gk>SOU,  OUK</> 2nd -- <gk>MOU</>, <gk>A)PO</> 2nd -- fin.)
     diuidunt TSy(non ZHe), 4.2  tantum in duo  stichos diuidit LaG 
 +< <gk>KAI\</> B LaG 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>I)/ASIS</> 
<gk>E)N</>] > S' Ga(non Uulg): item S', non Ga in 8 
<gk>TH=|</> 
<gk>SARKI/</> 
<gk>MOU</> 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>TH=S</> 
<gk>O)RGH=S</> 
<gk>SOU</> 
<gk>,</> 
~z2] 4.1 4.2 in quattuor stichos (<gk>OUK</> 1st -- <gk>MOU</> 1st, <gk>A)PO</>  1st
     -- <gk>SOU,  OUK</> 2nd -- <gk>MOU</>, <gk>A)PO</> 2nd -- fin.) diuidunt
     TSy(non ZHe), 4.2  tantum in duo  stichos diuidit LaG 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>EI)RH/NH</> 
 +< <gk>E)N</> L"A == MT 
<gk>TOI=S</> B" 2013' R" Ga Z 1219'] 
<gk>O)STE/OIS</> B" 2013' R" Ga Z 1219'] 
<gk>MOU</> 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>TW=N</> 
<gk>A(MARTIW=N</> 
<gk>MOU</> 
<gk>.</> 
~x37y5z1 
<gk>O(/TI</> 
<gk>AI(</> 
<gk>A)NOMI/AI</> 
<gk>MOU</> 
<gk>U(PERH=RAN</> 
<gk>TH\N</> 
<gk>KEFALH/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>W(SEI\</> 
<gk>FORTI/ON</> 
<gk>BARU\</>] > A 
<gk>E)BARU/NQHSAN</> 
<gk>E)P'</> 
<gk>E)ME/</> 
<gk>.</> 
~x37y6z1] 6.1 6.2 duo stichi B' LaG Ga ZTSyHe A", unus 2013' R' 
<gk>PROSW/ZESAN</> 
<gk>KAI\</> 
<gk>E)SA/PHSAN</> 
<gk>OI(</> 
<gk>MW/LWPE/S</> 
<gk>MOU</> 
~z2] 6.1 6.2 duo stichi B' LaG Ga ZTSyHe A", unus 2013' R' 
<gk>A)PO\</> 
<gk>PROSW/POU</> 
<gk>TH=S</> 
<gk>A)FROSU/NHS</> 
<gk>MOU</> 
<gk>:</> 
~x37y7z1 
<gk>E)TALAIPW/RHSA</> 
<gk>KAI\</> 
<gk>KATEKA/MFQHN</> 
<gk>E(/WS</> 
<gk>TE/LOUS</> 
 + <gk>SFODRA</> Sy: cf. 9 
<gk>,</> 
~z2 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>SKUQRWPA/ZWN</> 
<gk>E)POREUO/MHN</> 
<gk>.</> 
~x37y8z1 
<gk>O(/TI</> 
<gk>AI(</> (cf. inf.) R Ga L"Th A" == MT] 
 : <gk>H</> B" 2013' La: cf. S.-St. 2, p. 44.64.190.230 
<gk>YU/AI</> (cf. inf.) R Ga L"Th A" == MT; LdZTHeScTh A] 
 : <gk>YOIAI</> Lpau 55 
 : <gk>YOAI</> R Lb'Hemg: cf. Thack. $$ 6,41 
 : <gk>YUXH</> B" 2013' La: cf. S.-St. 2, p. 44.64.190.230 
<gk>MOU</> 
<gk>E)PLH/SQHSAN</> R Ga L"Th A" == MT] 
 : <gk>EPLHSQH</> B" 2013' La: cf. S.-St. 2, p. 44.64.190.230 
<gk>E)MPAIGMW=N</> B' R 55] 
 : <gk>EMPAIGMATWN</> 2013 L'Th A': cf. 48.8 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>I)/ASIS</> 
<gk>E)N</>] > S': cf. 4 
<gk>TH=|</> 
<gk>SARKI/</> 
<gk>MOU</> 
<gk>:</> 
~x37y9z1 
<gk>E)KAKW/QHN</> 
<gk>KAI\</> 
<gk>E)TAPEINW/QHN</> 
<gk>E(/WS</> 
<gk>SFO/DRA</> 
<gk>,</> 
~z2 
<gk>W)RUO/MHN</> 
<gk>A)PO\</> 
<gk>STENAGMOU=</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>MOU</> 
<gk>.</> 
~x37y10z1] > 2013 
<gk>KU/RIE</> S Sa Ga L" A' == MT] > 2013(>9) R 
 : <gk>KAI\</> B' La: ex <gk>KE</> 
<gk>,</>] > 2013(>9) 
<gk>E)NANTI/ON</>] > 2013(>9) 
<gk>SOU</>] > 2013(>9) 
<gk>PA=SA</>] > 2013(>9) 
<gk>H(</>] > 2013(>9) 
<gk>E)PIQUMI/A</>] > 2013(>9) 
<gk>MOU</>] > 2013(>9) 
<gk>,</>] > 2013(>9) 
~z2 
<gk>KAI\</> 
<gk>O(</> 
<gk>STENAGMO/S</> 
 + <gk>TH=S</> 2013': ex 9 
 + <gk>KARDIAS</> 2013': ex 9 
<gk>MOU</> 
<gk>A)PO\</>] > B La~
<gk>SOU=</>] > B La~
<gk>OU)K</>] 
<gk>E)KRU/BH</>
 : <gk>A)PEKRU/BH</> L'
 + <gk>A)PO\</> B La~
 + <gk>SOU=</> B La~
<gk>.</> 
~x37y11z1] 11.1 in duo stichos (<gk>H</> 1st -- <gk>ETARAXQH, EGKAT.</> --  
<gk>MOU</> 2nd)  diuidunt B LaG, <gk>EGKAT.</> -- <gk>MOU</> 2nd ad 11.2 trahit 2013
     
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>E)TARA/XQH</> 
<gk>,</> 
 +< <Lt>et</> La 
<gk>E)GKATE/LIPE/N</> </>013~ 
<gk>ME</> </>013~ 
<gk>H(</> </>013~ 
<gk>I)SXU/S</> </>013~ 
<gk>MOU</> </>013~ 
<gk>,</> </>013~ 
~z2 
 + <gk>E)GKATE/LIPE/N</> 2013~ 
 + <gk>ME</> 2013~ 
 + <gk>H(</> 2013~ 
 + <gk>I)SXU/S</> 2013~ 
 + <gk>MOU</> 2013~ 
 + <gk>,</> 2013~ 
<gk>KAI\</> 
<gk>TO\</> 
<gk>FW=S</> 
<gk>TW=N</> 
<gk>O)FQALMW=N</> 
<gk>MOU</> 
<gk>KAI\</> 2013' Ga L" A": sim. MT] > B" R" 
<gk>AU)TO\</> 2013' Ga L" A": sim. MT] > B" R" 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>MET'</> 
<gk>E)MOU=</> 
<gk>.</> 
~x37y12z1 
<gk>OI(</> 
<gk>FI/LOI</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>OI(</> 
<gk>PLHSI/ON</> 
<gk>MOU</> 
<gk>E)C</>] 
 : <gk>ECENANTION</> 2013 
<gk>E)NANTI/AS</>] 
 : <gk>(ECENANTION)</> 2013 
<gk>MOU</> 
<gk>H)/GGISAN</> 
<gk>KAI\</> 
<gk>E)/STHSAN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OI(</> 
<gk>E)/GGISTA/</> 
<gk>MOU</> 
<gk>A)PO\</>] > B' 
<gk>MAKRO/QEN</> 
<gk>E)/STHSAN</> 
<gk>:</> 
~x37y13z1 
<gk>KAI\</> 
<gk>E)CEBIA/SANTO</> B 2013 R A"] 
 : <gk>ECEBIAZONTO</> S L" 
<gk>OI(</> 
<gk>ZHTOU=NTES</> 
 + <gk>MOU</>] 55~
<gk>TH\N</>
<gk>YUXH/N</>
<gk>MOU</>] > 55~
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OI(</> 
<gk>ZHTOU=NTES</> 
<gk>TA\</>] > 2013 
<gk>KAKA/</> 
<gk>MOI</> 
<gk>E)LA/LHSAN</> 
<gk>MATAIO/THTAS</> == MT] 
 : <gk>MATAIOTHTA</> S La Sy: cf. 39.5 
~z3 
<gk>KAI\</> 
<gk>DOLIO/THTAS</> == MT] 
 : <gk>DOLIOTHTA</> S 2013-SaL La 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>E)MELE/THSAN</> 
<gk>.</> 
~x37y14z1 
<gk>E)GW\</> 
<gk>DE\</> 
 + <gk>EKREMAMHN</> 2013'(+4): additamentum christianum, cf. 21 fin. et 
     proleg. $$ 4.4 
 + <gk>UP</> 2013'(+4): additamentum christianum, cf. 21 fin. et proleg. $$ 
     4.4 
 + <gk>AU)TWN</> 2013'(+4): additamentum christianum, cf. 21 fin. et proleg. 
     $$ 4.4 
 + <gk>KAI\</> 2013'(+4): additamentum christianum, cf. 21 fin. et proleg.  $$
     4.4 
<gk>W(SEI\</> 
<gk>KWFO\S</> 
<gk>OU)K</> 
<gk>H)/KOUON</> 
~z2 
<gk>KAI\</> 
<gk>W(SEI\</> 
<gk>A)/LALOS</> 
<gk>OU)K</> 
<gk>A)NOI/GWN</> 
<gk>TO\</>] > 2013 
<gk>STO/MA</> 
<gk>AU)TOU=</> 
~x37y15z1 
<gk>KAI\</> 
<gk>E)GENO/MHN</>] 
 : <gk>EGENHQHN</> R: cf. 17.19 
<gk>W(SEI\</> 
<gk>A)/NQRWPOS</> 
<gk>OU)K</> 
<gk>A)KOU/WN</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)/XWN</> 
<gk>E)N</> 
<gk>TW=|</>] > B' 55 
<gk>STO/MATI</> 
<gk>AU)TOU=</> 
<gk>E)LEGMOU/S</> 
<gk>.</> 
~x37y16z1] 16.1 16.2 unus stichus S 2013-SaL LaG 
<gk>O(/TI</>] > S Sa 
<gk>E)PI\</> S R L' A"] 
<gk>SOI/</> S R L' A"] 
 : <gk>SE</> B 2013: cf. 9.11 
<gk>,</> 
 + <gk>H)/LPISA</> B 2013~
<gk>KU/RIE</> == MT] > SaB dub., SaL
<gk>,</> 
<gk>H)/LPISA</> == MT] > B 2013~
<gk>:</> 
~z2] 16.1 16.2 unus stichus S 2013-SaL LaG 
<gk>SU\</>] 
 : <Lt>et</> LaG 
<gk>EI)SAKOU/SH|</> == MT] 
 + <Lt>me</> LaG Ga 
<gk>,</> 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>.</> 
~x37y17z1 
<gk>O(/TI</> 
<gk>EI)=PA</>] 
 : <gk>EI)PON</> LdT'Rc 55: cf. 29.7 
<gk>*MH/POTE</> 
<gk>E)PIXARW=SI/N</>] 
 : <gk>E)PIXAREIHSAN</> R 
<gk>MOI</> 
<gk>OI(</> (cf. 3419.24)] > S == MT #8 Ga 
<gk>E)XQROI/</> (cf. 3419.24)] > S == MT #8 Ga 
<gk>MOU</> (cf. 3419.24)] > S == MT #8 Ga 
<gk>:</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>SALEUQH=NAI</> 
<gk>PO/DAS</> 
<gk>MOU</> 
 + <gk>E)MEGALORRHMO/NHSAN</> 2013~
<gk>E)P'</>
<gk>E)ME\</>
<gk>E)MEGALORRHMO/NHSAN</>] > 2013~
<gk>.</> 
~x37y18z1 
<gk>O(/TI</> 
<gk>E)GW\</> 
<gk>EI)S</> 
<gk>MA/STIGAS</> 
<gk>E(/TOIMOS</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>A)LGHDW/N</> 
<gk>MOU</> 
<gk>E)NW/PIO/N</>] 
 : <gk>ENANTION</> 2013: cf. 21.26 
<gk>MOU</> B' Ga] 
 : <gk>SOU</> 2013' 
 + <gk>ESTIN</> R" L" A" 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>.</> 
~x37y19z1 
<gk>O(/TI</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>MOU</> 
<gk>E)GW\</> Bo 2013' R'Aug( >LaG) L" A] > B' Ga He 55 == MT 
<gk>A)NAGGELW=</> <Lt>adnuntiabo</> Ga] 
 : <gk>APAGGELW</> 2013 
 : <gk>A)NAGELLW</> S Sy 
 : <Lt>pronuntio</> LaRAug( >LaG) 
~z2 
<gk>KAI\</>] #8 Ga 
<gk>MERIMNH/SW</> 
<gk>U(PE\R</>] 
 : <gk>PERI</> 2013: cf. 44.1 et Johannessohn Pra:p. p. 216-219 
<gk>TH=S</> 
<gk>A(MARTI/AS</> 
<gk>MOU</> 
 + <gk>DIAYALMA</> Sy 
<gk>.</> 
~x37y20z1 
<gk>OI(</> 
<gk>DE\</> 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>ZW=SIN</> 
<gk>KAI\</> 
<gk>KEKRATAI/WNTAI</> 
<gk>U(PE\R</>] 
 : <gk>EP</> R 
<gk>E)ME/</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PLHQU/NQHSAN</> 
<gk>OI(</> 
<gk>MISOU=NTE/S</> 
<gk>ME</>] > A 
<gk>A)DI/KWS</> 
<gk>:</> 
 + <gk>E)NDIE/BALLO/N> Aug~ 
 + <gk>ME>] Aug~ 
~x37y21z1] 21.1 21.2 unus stichus S 
 +< <gk>KAI\</> 2013 == MT 
<gk>OI(</> 
<gk>A)NTAPODIDO/NTES</> B' La Ga == MT] 
 + <gk>MOI</> Bo 2013' R L" A' 
<gk>KAKA\</>] 
 : <gk>PONHRA</> R: cf. 7.5 
<gk>A)NTI\</> 
<gk>A)GAQW=N</>] 
 : <gk>KALWN</> 2013 
~z2] 21.1 21.2 unus stichus S 
<gk>E)NDIE/BALLO/N</>] ad 21.2 trahunt B Sa TTht'He A' == MT
<gk>ME</>] ad 21.2 trahunt B Sa TTht'He A' == MT, R" Ga Aug begin 21.2 here
<gk>,</> 
<gk>E)PEI\</>] > R 
<gk>KATEDI/WKON</> 
<gk>DIKAIOSU/NHN</>] 
 : <gk>A)GAQWSU/NHN</>(uel <gk>A)GAQOSU/NHN</> L(non TTht'He*Th) 55 
 : <gk>A)GAQOSU/NHN</> vel <gk>A)GAQWSU/NHN</> L(non TTht'He*Th) 55 
 : <Lt>bonitatem</> Ga == MT 
<gk>,</> 
~z3 21.3 Bo 2013' R'Aug Tht'Th 1219'(55 pr. et add. #13, cf. proleg. $$ 
     6.7)] > B' LaG Ga L A:  cf. S.-St. 2, p. 156 
<gk>[KAI\</>] > (>9)B' LaG Ga L A(>9) 
<gk>A)PE/RRIYA/N</>] > (>9)B' LaG Ga L A(>9) 
<gk>ME</>] > (>9)B' LaG Ga L A(>9) Thtp' 
<gk>TO\N</>] > (>9)B' LaG Ga L A(>9) 
<gk>A)GAPHTO\N</>] > (>9)B' LaG Ga L A(>9) 
<gk>W(SEI\</> R 1219'] > (>9)B' LaG Ga L A(>9) 
 : <gk>WS</> 2013 Tht-Th: cf. 16.12 
<gk>NEKRO\N</>] > (>9)B' LaG Ga L A(>9) 
<gk>E)BDELUGME/NON</>] > (>9)B' LaG Ga L A(>9) 
 + <gk>KAI\</> (+5)Bo(+5): cf. 14 et proleg. $$ 4.4 et S.-St. 2, p. 223.224 
 + <gk>KAQHLWSAN</> (+5)Bo(+5): cf. 14 et proleg. $$ 4.4 et S.-St. 2, p. 
     223.224 
 + <gk>TH/N</> (+5)Bo(+5): cf. 14 et proleg. $$ 4.4 et S.-St. 2, p. 223.224 
 + <gk>SARKA</> (+5)Bo(+5): cf. 14 et proleg. $$ 4.4 et S.-St. 2, p.  223.224 
 + <gk>MOU</> (+5)Bo(+5): cf. 14 et proleg. $$ 4.4 et S.-St. 2, p. 223.224 
 ad <gk>KAQHLWSAN</> cf. 118.120 et Barn. 5,13 
<gk>.]</>] > (>9)B' LaG Ga L A(>9) 
~x37y22z1] 22.1 22.2 duo stichi B' LaG Ga(c?) Sy 55, unus 2013' R' THe  A'
     (hi <gk>KU/RIE O QEOS MOU</> connexuisse uid.) 
<gk>MH\</> 
<gk>E)GKATALI/PH|S</> 
<gk>ME</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>:</> 
~z2] 22.1 22.2 duo stichi B' LaG Ga(c?) Sy 55, unus 2013' R' THe A' (hi  
<gk>KU/RIE O QEOS MOU</> connexuisse uid.) 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>MH\</> 
<gk>A)POSTH=|S</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>:</> 
~x37y23z1 
<gk>PRO/SXES</> 
<gk>EI)S</> 
<gk>TH\N</> 
<gk>BOH/QEIA/N</> 
<gk>MOU</> 
<gk>,</> 
<gk>KU/RIE</> 
 + <gk>O</> Sa La(non Aug)Rc Uulg 1219 
 + <gk>QEO/S</> Sa La(non Aug)Rc Uulg 1219 
<gk>TH=S</> 
<gk>SWTHRI/AS</> 
<gk>MOU</> 
<gk>.</> 
~x38y1z1 
 + <gk><DAUI>D</> 1219: ex 37.1 
 + <gk>EI)=S</> 1219: ex 37.1 
 + <gk>PERI/</> 1219: ex 37.1 
 + <gk>SABBATOU</> 1219: ex 37.1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>,</> 
<gk>TW=|</> <Lt>ipsi</> Uulg] > LaG Ga Lpau 
 : <gk>UPER</> <Lt>pro</> Bo SaB(SaL dub.) LaR- Aug Lpau 55 
<gk>*IDIQOUN</> B" Sa 1220 LaGAug Uulg == Ketib] 
 : <gk>IDIQOUM</> 2013 R' Ga L" A': cf. 61.1 76.1 
<gk>:</> 
 +< <gk>YALMOS</> He 
<gk>W)|DH\</>] 
 : <gk>YALMOS</> <Lt>Lb</> 55 == MT 
 : <gk>WDHS</> He 
<gk>TW=|</> 
<gk>*DAUID.}1</> 
~x38y2z1 
<gk>*EI)=PA</> 
<gk>*FULA/CW</> 
<gk>TA\S</> 
<gk>O(DOU/S</> 
<gk>MOU</> 
<gk>TOU=</> 
<gk>MH\</> 
<gk>A(MARTA/NEIN</> B' 2013 1220 R 1219' == MT] 
 + <gk>ME</> L'A 
<gk>E)N</> 
<gk>GLW/SSH|</> 
<gk>MOU</> 
<gk>:</> 
~z2 
<gk>E)QE/MHN</> 
<gk>TW=|</> 
<gk>STO/MATI/</> 
<gk>MOU</> 
<gk>FULAKH\N</> 
~z3 
<gk>E)N</> 
<gk>TW=|</> 
<gk>SUSTH=NAI</> 
<gk>TO\N</> 
<gk>A(MARTWLO\N</> 
<gk>E)NANTI/ON</> 
<gk>MOU</> 
<gk>.</> 
~x38y3z1 
<gk>E)KWFW/QHN</>] 
 + <gk>KAI\</> 2013': cf. 38.7.2. 38.12.3 et 76.5.2 
 + <gk>ETARAXQHN</> 2013': cf. 38.7.2. 38.12.3 et 76.5.2 
<gk>KAI\</> 
<gk>E)TAPEINW/QHN</> 
<gk>KAI\</> 
<gk>E)SI/GHSA</> 
<gk>E)C</> 
<gk>A)GAQW=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>A)/LGHMA/</> 
<gk>MOU</> 
<gk>A)NEKAINI/SQH</> 
<gk>.</> 
~x38y4z1 
<gk>E)QERMA/NQH</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>E)NTO/S</> 
<gk>MOU</> 
<gk>,</> 
~z2] 4.2 5.1 duo stichi 2013' R" Ga He 1219, unus B' 1220 TSy A' 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>MELE/TH|</> 
<gk>MOU</> 
<gk>E)KKAUQH/SETAI</> 
<gk>PU=R</> 
<gk>.</> 
~z3 
<gk>E)LA/LHSA</> 
<gk>E)N</> 
 +< <gk>TH</> 2013 
<gk>GLW/SSH|</> 
<gk>MOU</> 
~x38y5z1] 4.2 5.1 duo stichi 2013' R" Ga He 1219, unus B' 1220 TSy A' 
<gk>*GNW/RISO/N</> 
<gk>MOI</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>TO\</> 
<gk>PE/RAS</> 
<gk>MOU</> 
~z2] 5.2 5.3 duo stichi B Sa 1220 R" Ga T- SyHe A', unus S 2013 55 
<gk>KAI\</> 
<gk>TO\N</> 
<gk>A)RIQMO\N</> 
<gk>TW=N</> 
<gk>H(MERW=N</> 
<gk>MOU</>] > A 
<gk>,</> 
<gk>TI/S</> 
<gk>E)STIN</> 
<gk>,</> 
~z3] 5.2 5.3 duo stichi B Sa 1220 R" Ga T- SyHe A', unus S 2013 55 
<gk>I(/NA</> 
<gk>GNW=</> 
<gk>TI/</> 
<gk>U(STERW=</> 
<gk>E)GW/</> 
<gk>.</> 
~x38y6z1 
<gk>I)DOU\</> 
<gk>PALAISTA\S</> Ga L"Th A' == MT] 
 : <gk>PALAIAS</> B" 2013' 1220 R": ambas lectiones nouit Ambr.(S.-St. 2,  p.
     77 n. 2); cf.  S.-St. 2, p. 230 
<gk>E)/QOU</> 
<gk>TA\S</> 
<gk>H(ME/RAS</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>U(PO/STASI/S</> 
<gk>MOU</> 
<gk>W(SEI\</>] 
 : <gk>WS</> 2013(uid.) 55: cf. 16.12 
<gk>OU)QE\N</> R L A"] 
 : <gk>OUDEN</> B' 1220 Tht(2013 dub.): cf. 138.16 et Thack. p. 58-62 
<gk>E)NW/PIO/N</> 
<gk>SOU</> 
<gk>:</> 
~z3 
<gk>PLH\N</> 
<gk>TA\</> 
<gk>SU/MPANTA</> 
<gk>MATAIO/THS</> 
<gk>,</> 
<gk>PA=S</> 
<gk>A)/NQRWPOS</> 
<gk>ZW=N</> 
<gk>.</> 
~z4 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x38y7z1 
<gk>ME/NTOIGE</> 
<gk>E)N</> 
<gk>EI)KO/NI</> 
 + <Lt>dei</> Psalt. Rom., Ambr., alii Latini, cf. Sabatier 
<gk>DIAPOREU/ETAI</> 
<gk>A)/NQRWPOS</> 
<gk>,</> 
~z2 
<gk>PLH\N</> 
<gk>MA/THN</> 
<gk>TARA/SSONTAI</> B" 2013 1220 == MT] 
 : <gk>TARASSETAI</> Sa R" Ga L" A': ex 12 
<gk>:</> 
~z3 
<gk>QHSAURI/ZEI</> 
<gk>KAI\</> 
<gk>OU)</>] 
 : <gk>OUK</> 2013 
<gk>GINW/SKEI</>] 
 : <gk>OIDEN</> 2013 
<gk>TI/NI</>] 
 : <gk>TIS</> Hemg == MT 
<gk>SUNA/CEI</>] 
 : <gk>SUNAGEI</> Ac55c 
<gk>AU)TA/</> 
<gk>.</> 
~x38y8z1 
<gk>KAI\</> 
<gk>NU=N</> 
<gk>TI/S</> 
<gk>H(</> 
<gk>U(POMONH/</> 
<gk>MOU</> 
<gk>;</> 
<gk>OU)XI\</> 
<gk>O(</>] > L': cf. 2.12 
<gk>KU/RIOS</> 
<gk>;</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>U(PO/STASI/S</> 
<gk>MOU</> 
 + <gk>OUXI</> 2013' 1220: ex 81 
<gk>PARA\</> 
<gk>SOU=</> 
<gk>E)STIN</> 
 + <Lt>semper</> LaRAug 
<gk>.</> 
~x38y9z1 
<gk>A)PO\</> 
<gk>PASW=N</> 
<gk>TW=N</> 
<gk>A)NOMIW=N</> 
<gk>MOU</> 
<gk>R(U=SAI/</>] 
 : <gk>KAQARISON</> S' 2034: ex 50.4 
 : <gk>KAQAIR</> ... 1220 
<gk>ME</> 
<gk>,</> 
~z2 
<gk>O)/NEIDOS</> 
<gk>A)/FRONI</>] 
 : <gk>AFROSIN</> 2013'(non 2034) 
<gk>E)/DWKA/S</>] 
 : <gk>DEDWKAS</> 55 
<gk>ME</>] 
 : <gk>MOI</> LbHe 
<gk>.</> 
~x38y10z1 
<gk>E)KWFW/QHN</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)/NOICA</> 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>MOU</> 
<gk>,</> 
<gk>O(/TI</>] >He(>7) R'~, est stichus singularis in LaG 
<gk>SU\</>] >He(>7) R'~ est stichus singularis in LaG 
<gk>EI)=</> B' R'Aug(sed R <Lt>i o epyesas</>: cf. proleg. $$ 5.10n.)] >He(>7) 
     2013 LaG Ga R'~  
L" A' == MT est stichus singularis in LaG 
<gk>O(</> B' >R'~ Aug(sed R <Lt>i o epyesas</>: cf. proleg. $$ 5.10n.)] >  He(>7)
     2013 LaG Ga  
L" A' == MT  R'~ est stichus singularis in LaG 
<gk>POIH/SAS</> B' R'Aug(sed R <Lt>i o epyesas</>: cf. proleg. $$ 5.10n.)] > 
     He(>7) >R'~ est stichus singularis in LaG 
 : <gk>EPOIHSAS</> 2013 LaG Ga L" A' == MT 
<gk>ME</> B" 2013' R" A'] > He(>7) Ga L" 55 == MT >R'~ est stichus  singularis
     in LaG 
<gk>.</>] > He(>7) R'~ est stichus singularis in LaG 
~x38y11z1 
 + <gk>O(/TI</> R'~ 
 + <gk>SU\</> R'~ 
 + <gk>EI)=</> R'~ 
 + <gk>O(</> R'~ 
 + <gk>POIH/SAS</> R'~ 
 + <gk>ME</> R'~ 
<gk>A)PO/STHSON</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>TA\S</> 
<gk>MA/STIGA/S</> 
<gk>SOU</>] 
 : <Lt>meas</> LaG 
<gk>:</> 
~z2 
<gk>A)PO\</> B' R" Ga == MT] 
 + <gk>GAR</> Bo 2013'-2034 L" A" 
<gk>TH=S</> 
<gk>I)SXU/OS</> 
<gk>TH=S</> 
<gk>XEIRO/S</> 
<gk>SOU</> 
<gk>E)GW\</> 
<gk>E)CE/LIPON</> 
<gk>.</> 
~x38y12z1 
<gk>E)N</>] > 2034 >R"~ (Ga?) 
<gk>E)LEGMOI=S</> >R"~ (Ga?) 
<gk>U(PE\R</> 
<gk>A)NOMI/AS</> 
<gk>E)PAI/DEUSAS</> 
<gk>A)/NQRWPON</> 
~z2 
 + <gk>E)N</> R"~ (Ga?) 
 + <gk>E)LEGMOI=S</> R"~ (Ga?) 
<gk>KAI\</> 
<gk>E)CE/THCAS</> 
<gk>W(S</>] 
 : <gk>WSEI</> LpauHe: cf. 16.12 
<gk>A)RA/XNHN</> 
<gk>TH\N</> 
<gk>YUXH\N</> 
<gk>AU)TOU=</>] 
 : <gk>MOU</> R'Aug 
<gk>:</> 
~z3 
<gk>PLH\N</> 
<gk>MA/THN</>] > Sa 
<gk>TARA/SSETAI</> (cf. 7) B' 2013' R" Tht'He- Th(uid.) 1219'] > S LSu A == 
     MT #8 GaHi 
<gk>PA=S</> 
<gk>A)/NQRWPOS</> B" Ga L' A' == MT] 
 + <gk>ZWN</> 2013'-2034 R" Sy: ex 6 
<gk>.</> 
~z4 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x38y13z1] 13.1-13.4 quattuor stichi THe A', tres B' 2013'-2034 LaG Ga  55
     (init. -- <gk>MOU</> 2nd,  
<gk>ENWT.</> -- <gk>MOU</> 3rd, <gk>MH PARASIWP.</>--13.4 fin.) et R' Sy (init. - -
     <gk>MOU</>  2nd, <gk>ENWT.</>-- <gk>MH PARASIWP.</>, 13.4); <gk>ENWTISAI</> ad
     praec. trahit  etiam Sc; cf. Helbing Kas. p. 166 
 + <gk>E)NW/TISAI</> Sc~ cf. Helbing Kas. p. 166 
<gk>EI)SA/KOUSON</> 
<gk>TH=S</> 
<gk>PROSEUXH=S</> 
<gk>MOU</> 
<gk>,</> 
<gk>KU/RIE</> S R' Ga L" A' == MT] > B' 2013' LaGAug: exciditne <gk>KE</>  ante
     <gk>KAI\</>? 
<gk>,</> 
~z2] 13.1-13.4 quattuor stichi THe A', tres B' 2013'-2034 LaG Ga 55  (init.
     -- <gk>MOU</> 2nd,  
<gk>ENWT.</> -- <gk>MOU</> 3rd, <gk>MH PARASIWP.</>--13.4 fin.) et R' Sy (init. - -
     <gk>MOU</>  2nd, <gk>ENWT.</>-- <gk>MH PARASIWP.</>, 13.4); <gk>ENWTISAI</> ad
     praec. trahit  etiam  Sc; cf. Helbing Kas. p. 166 
<gk>KAI\</> 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
<gk>E)NW/TISAI</> >Sc~ cf. Helbing Kas. p. 166 
<gk>:</> 
~z3] 13.1-13.4 quattuor stichi THe A', tres B' 2013'-2034 LaG Ga 55  (init.
     -- <gk>MOU</> 2nd,  
<gk>ENWT.</> -- <gk>MOU</> 3rd, <gk>MH PARASIWP.</>--13.4 fin.) et R' Sy (init. - -
     <gk>MOU</>  2nd, <gk>ENWT.</>-- <gk>MH PARASIWP.</>, 13.4); <gk>ENWTISAI</> ad
     praec. trahit  etiam  Sc; cf. Helbing Kas. p. 166 
<gk>TW=N</>] 
 : <gk>TA</> R == <Lt>(lacrimas)</> La Ga: cf. 16.1 
<gk>DAKRU/WN</>] 
 : <gk>DAKRUA</> R == <Lt>lacrimas</> La Ga: cf. 16.1 
<gk>MOU</> 
 +< <gk>KAI\</> 2013-2034 
<gk>MH\</> 
<gk>PARASIWPH/SH|S</> 
 + <gk>AP</> <Lt>a (me)</> Bo Sa R" 
 + <gk>EMOU</> <Lt>(a) me</> Bo Sa R" 
<gk>,</> 
~z4] 13.1-13.4 quattuor stichi THe A', tres B' 2013'-2034 LaG Ga 55  (init.
     -- <gk>MOU</> 2nd,  
<gk>ENWT.</> -- <gk>MOU</> 3rd, <gk>MH PARASIWP.</>--13.4 fin.) et R' Sy (init. - -
     <gk>MOU</>  2nd, <gk>ENWT.</>-- <gk>MH PARASIWP.</>, 13.4); <gk>ENWTISAI</> ad
     praec. trahit  etiam Sc; cf. Helbing Kas. p. 166 
<gk>O(/TI</> 
<gk>PA/ROIKOS</> 
<gk>E)GW/</>] > S LaG~
<gk>EI)MI</>
 + <gk>E)GW/</> S LaG~
<gk>PARA\</> S R'Aug Ga L' A' == MT] > Tht; quid 2013 habuerit, non liquet 
     (<gk>SOI EN  TH GH</>?) 
 : <gk>E)N</> B' Sa- 2034 He et Cyr. Alex. (cf. S.-St. 2, p. 184.185.190)  LaG
     <Lt> in (terram)</> LaG (cf. proleg. $$ 5.16 et S.-St. 2, p.64.90): ex 
     118.19 
 +< <gk>TH</> B' Sa- 2034 He et Cyr. Alex. (cf. S.-St. 2, p. 184.185.190)  LaG
     <Lt> in (terram)</> LaG (cf. proleg. $$ 5.16 et S.-St. 2, p.64.90): ex 
     118.19 
<gk>SOI\</> S R'Aug(R* <Lt>su</> pro <Lt>sy</>) Ga L' A' == MT] > Tht; quid 2013 
     habuerit,  non liquet (<gk>SOI EN TH GH</>?) 
 : <gk>GH</> B' Sa- 2034 He et Cyr. Alex. (cf. S.-St. 2, p. 184.185.190) 
 + <Lt>(in) terram</> LaG (cf. proleg. $$ 5.16 et S.-St. 2, p.64.90): ex 
     118.19 
~z5 
<gk>KAI\</> 
<gk>PAREPI/DHMOS</> 
<gk>KAQW\S</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>PATE/RES</> 
<gk>MOU</> 
<gk>.</> 
~x38y14z1] 14.1 14.2 duo stichi B Ga TSy 55, unus S 2013'-2034 R" He A' 
<gk>A)/NES</> 
<gk>MOI</>] > 2013(non 2034) 
<gk>,</> 
<gk>I(/NA</> 
<gk>A)NAYU/CW</> 
 : <gk>YU/CW</> 2013(non 2034) 
~z2] 14.1 14.2 duo stichi B Ga TSy 55, unus S 2013'-2034 R" He A' 
<gk>PRO\</> 
<gk>TOU=</> 
<gk>ME</> 
<gk>A)PELQEI=N</> 
<gk>KAI\</> 
<gk>OU)KE/TI</> 
 +< <gk>OU</> 2013 L' A" 
<gk>MH\</> 
<gk>U(PA/RCW</> 
<gk>.</> 
~x39y1z1 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
 + <gk>YALMO/S.}1> 2013-2034 LaG Ga Ld A~
<gk>TW=|</> == MT]
<gk>*DAUID</> == MT]
<gk>YALMO/S.}1</> == MT] > 55, 2013-2034 LaG Ga Ld A~
~x39y2z1 
<gk>*(UPOME/NWN</> 
<gk>U(PE/MEINA</> 
<gk>TO\N</> 
<gk>KU/RION</> 
<gk>,</> 
<gk>KAI\</> 
<gk>PROSE/SXEN</> 
<gk>MOI</> 
~z2 
<gk>KAI\</> 
<gk>EI)SH/KOUSEN</> 
<gk>TH=S</> 
<gk>DEH/SEW/S</> 
<gk>MOU</> 
~x39y3z1] 3.1 3.2 duo stichi B Ga(ex corr.?) Sy A", unus S 2013' R" THe 
<gk>KAI\</> 
<gk>A)NH/GAGE/N</> 
<gk>ME</> 
<gk>E)K</> 
<gk>LA/KKOU</> 
<gk>TALAIPWRI/AS</> 
~z2] 3.1 3.2 duo stichi B Ga(ex corr.?) Sy A", unus S 2013' R" THe 
<gk>KAI\</> 
<gk>A)PO\</> 
<gk>PHLOU=</> 
<gk>I)LU/OS</> L'] 
 : <gk>ULEWS</> B' 2013 R THe* A": pro  
 : <gk>ULH</> Bo hab. a forma soloeca <gk>ULIS</> pro <gk>ILUS</>; cf. 68.3 
~z3 
<gk>KAI\</> == MT] > Ga(non Uulg) 
<gk>E)/STHSEN</> 
<gk>E)PI\</> 
<gk>PE/TRAN</> 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>MOU</> 
~z4 
<gk>KAI\</> 
<gk>KATHU/QUNEN</> 
<gk>TA\</> 
<gk>DIABH/MATA/</> 
<gk>MOU</> 
~x39y4z1] 4.1 4.2 unus stichus R' He A 
<gk>KAI\</> 
<gk>E)NE/BALEN</> 
<gk>EI)S</> 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>MOU</> 
<gk>A)=|SMA</> 
<gk>KAINO/N</> 
<gk>,</> 
~z2] 4.1 4.2 unus stichus R' He A 
<gk>U(/MNON</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>H(MW=N</> 
<gk>:</> 
~z3] 4.3 4.4 duo stichi 2013-SaL LaG Ga A, unus B' Sab R' TSyHe 1219' 
<gk>O)/YONTAI</> 
<gk>POLLOI\</>] 
 : <gk>DIKAIOI</> R'Aug: ex 51.8 
<gk>KAI\</> 
<gk>FOBHQH/SONTAI</> 
~z4] 4.3 4.4 duo stichi 2013-SaL LaG Ga A, unus B' Sab R' TSyHe 1219' 
<gk>KAI\</> 
<gk>E)LPIOU=SIN</> 
<gk>E)PI\</> 
<gk>KU/RION</> 
<gk>.</> 
~x39y5z1 
<gk>MAKA/RIOS</> 
<gk>A)NH/R</> 
<gk>,</> 
<gk>OU(=</> 
<gk>E)STIN</> 
<gk>TO\</> 
<gk>O)/NOMA</> 
<gk>KU/RI/OU</> 
 +< <gk>H</> R 
<gk>E)LPI\S</> 
<gk>AU)TOU=</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)NE/BLEYEN</> B 2013 A] 
 : <gk>EPEBLEYEN</> S R L' 1219' 
<gk>EI)S</>] 
 : <gk>E)PI</> 2013 
<gk>MATAIO/THTAS</>] 
 : <gk>MATAIOTHTA</> Sy: cf. 37.13 
<gk>KAI\</> 
<gk>MANI/AS</> 
<gk>YEUDEI=S</> 
<gk>.</> 
~x39y6z1 
<gk>POLLA\</> 
<gk>E)POI/HSAS</> 
<gk>SU/</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>TA\</> 
<gk>QAUMA/SIA/</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>TOI=S</> 
<gk>DIALOGISMOI=S</> 
<gk>SOU</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>TI/S</> 
<gk>O(MOIWQH/SETAI/</> <Lt>similis sit</> LaGAug Ga] 
 : <gk>OMOIOS</> <Lt>similis</> R' 
<gk>SOI</> Bo 2013' R" Ga L" == MT] > B' A" 
<gk>:</> 
~z3 
<gk>A)PH/GGEILA</> 
<gk>KAI\</> 
<gk>E)LA/LHSA</> 
<gk>,</> 
 +< <gk>KAI\</> 2013 
<gk>E)PLHQU/NQHSAN</> 
<gk>U(PE\R</> 
<gk>A)RIQMO/N</> 
<gk>.</> 
~x39y7z1 
<gk>QUSI/AN</> 
<gk>KAI\</> 
<gk>PROSFORA\N</> 
<gk>OU)K</> 
<gk>H)QE/LHSAS</> 
<gk>,</> 
~z2 
<gk>W)TI/A</> LaG Ga == MT (sic "omnes interpretes", i.e. <gk>A' S' Q' E'</>,  et
     <gk>EBR'</>  ["<gk>WSNAI=M</>"] teste Sy)] 
 : <gk>SWMA</> relinqui: == Hebr. 10.5 
<gk>DE\</> 
<gk>KATHRTI/SW</> 
<gk>MOI</> 
<gk>:</> 
~z3 
<gk>O(LOKAU/TWMA</> B' Ga 1219 == MT] 
 : <gk>OLOKAUTWMATA</> Bo 2013' R" L" A': == Hebr. 10.6 
<gk>KAI\</> 
<gk>PERI\</> 
<gk>A(MARTI/AS</> 
<gk>OU)K</> 
<gk>H)/|THSAS</> B, <Lt>postulasti</> LaG Ga == MT] 
 : <gk>E)ZHTHSAS</> S R L" A' 
 : <gk>H)QELHSAS</> 55: ex 39.7.1 
 : <gk>HU)DOKHSAS</> Bo 2013': ex Hebr. 10.6, cf. Ps. 50.18 
 : <Lt>petisti</> LaRAug 
<gk>.</> 
~x39y8z1 
<gk>TO/TE</> 
<gk>EI)=PON</> 
<gk>*)IDOU\</> 
<gk>H(/KW</> 
<gk>,</> 
~z2 
<gk>E)N</> 
<gk>KEFALI/DI</> 
<gk>BIBLI/OU</> 
<gk>GE/GRAPTAI</> 
<gk>PERI\</> 
<gk>E)MOU=</> 
<gk>:</> 
~x39y9z1 
<gk>TOU=</> 
<gk>POIH=SAI</> 
 + <gk>O(</> 2013 Sy == Hebr. 10.7~
 + <gk>QEO/S</> 2013 Sy == Hebr. 10.7~
<gk>TO\</>
<gk>QE/LHMA/</>
<gk>SOU</>
<gk>,</> 
<gk>O(</>] > 2013 Sy == Hebr. 10.7~
<gk>QEO/S</>] > 2013 Sy == Hebr. 10.7~
<gk>MOU</>] > 2013 55 
<gk>,</> 
<gk>E)BOULH/QHN</> (uel <gk>HBOULHQHN</>)] > Sa 
 : <Lt>ethelesa</> R: cf. S.-St. 2, p. 99 n. 
~z2 
<gk>KAI\</> 
<gk>TO\N</> 
<gk>NO/MON</> 
<gk>SOU</> 
<gk>E)N</> 
<gk>ME/SW|</> 
<gk>TH=S</> 
<gk>KOILI/AS</> S' L" Su A" == MT] 
 : <gk>KARDIAS</> B 2013' R" GaHi(cf. S.-St. 2, p. 118/9) 
<gk>MOU</> 
<gk>.</> 
~x39y10z1 
<gk>EU)HGGELISA/MHN</> 
 +< <gk>TH/N</> Bo R" Uulg: ex 11^1 
<gk>DIKAIOSU/NHN</> == MT] 
 + <gk>SOU</> Bo R" Uulg: ex 11^1 
<gk>E)N</> 
<gk>E)KKLHSI/A|</> 
<gk>MEGA/LH|</> 
<gk>:</> 
~z2] 10.2 10.3 11.1 11.2 quattuor stichi A (ut edidi) et Sy 1219 (10.2,  
<gk>KU/RIE SU EGNWS  THN DIK. MOU, THN DIK. SOU</> (sic! cf. inf.</>] <gk>OUK
     EKRUYA EN TH KARDIA  MOU</>, 11.2), tres R' Ga T (10.2 + 10.3, 11.1,
     11.2), quattuor B' Sa 55  (10.2, <gk>KU/RIE SU  EGNWS THN DIK. MOU, OUK
     EKRUYA EN TH KARDIA MOU THN AL. SOU, KAI TO  SWT. SOU EIPA</>: eodem
     modo textum diuidit Bo) et He (== B, sed repetit  
<gk>THN  ALHQEIAN SOU</> ante <gk>KAI TO SWT. SOU</>), tres LaG (== B, sed iungit
      
<gk>KU/RIE SU  EGNWS THN DIK. MOU</> cum 10.2), quinque 2013 (== B, sed
     <gk>KU/RIE  SUEGNWS</> et  
<gk>THN DIK. MOU</> sunt duo stichi). 
<gk>I)DOU\</> 
<gk>TA\</> 
<gk>XEI/LH</> 
<gk>MOU</> 
<gk>OU)</> 
<gk>MH\</> 
<gk>KWLU/SW</> 
<gk>:</> 
~z3] 10.2 10.3 11.1 11.2 quattuor stichi A (ut edidi) et Sy 1219 (10.2,
     <gk>KU/RIE SU EGNWS  THN DIK. MOU, THN DIK. SOU</> (sic! cf. inf.</>]
     <gk>OUK EKRUYA EN TH KARDIA  MOU</>, 11.2), tres R' Ga T (10.2 + 10.3,
     11.1, 11.2), quattuor B' Sa 55  (10.2, <gk>KU/RIE SU  EGNWS THN DIK.
     MOU, OUK EKRUYA EN TH KARDIA MOU THN AL. SOU, KAI TO  SWT. SOU EIPA</>:
     eodem modo textum diuidit Bo) et He (== B, sed repetit  
<gk>THN  ALHQEIAN SOU</> ante <gk>KAI TO SWT. SOU</>), tres LaG (== B, sed iungit
      
<gk>KU/RIE SU  EGNWS THN DIK. MOU</> cum 10.2), quinque 2013 (== B, sed
     <gk>KU/RIE  SUEGNWS</> et  
<gk>THN DIK. MOU</> sunt duo stichi). 
<gk>KU/RIE</> 
<gk>,</> 
<gk>SU\</> 
<gk>E)/GNWS</> 
<gk>.</> 
~x39y11z1] 10.2 10.3 11.1 11.2 quattuor stichi A (ut edidi) et Sy 1219 
     (10.2, <gk>KU/RIE SU EGNWS  THN DIK. MOU, THN DIK. SOU</> (sic! cf.
     inf.</>] <gk>OUK EKRUYA EN TH KARDIA  MOU</>, 11.2), tres R' Ga T (10.2 +
     10.3, 11.1, 11.2), quattuor B' Sa 55  (10.2, <gk>KU/RIE SU  EGNWS THN
     DIK. MOU, OUK EKRUYA EN TH KARDIA MOU THN AL. SOU, KAI TO  SWT. SOU
     EIPA</>: eodem modo textum diuidit Bo) et He (== B, sed repetit <gk>THN 
     ALHQEIAN SOU</> ante <gk>KAI TO SWT. SOU</>), tres LaG (== B, sed iungit  
<gk>KU/RIE SU  EGNWS THN DIK. MOU</> cum 10.2), quinque 2013 (== B, sed
     <gk>KU/RIE  SUEGNWS</> et  
<gk>THN DIK. MOU</> sunt duo stichi). 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>SOU</> R' Ga L'Th A == MT] 
 : <gk>MOU</> B" 2013' LaGAug He 55; ambas lectiones hab. Sy 1219 (cf.  sup.) 
<gk>OU)K</> 
<gk>E)/KRUYA</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>KARDI/A|</> 
<gk>MOU</> 
<gk>,</> 
~z2] 10.2 10.3 11.1 11.2 quattuor stichi A (ut edidi) et Sy 1219 (10.2,  
<gk>KU/RIE SU EGNWS  THN DIK. MOU, THN DIK. SOU</> (sic! cf. inf.</>] <gk>OUK
     EKRUYA EN TH KARDIA  MOU</>, 11.2), tres R' Ga T (10.2 + 10.3, 11.1,
     11.2), quattuor B' Sa 55  (10.2, <gk>KU/RIE SU  EGNWS THN DIK. MOU, OUK
     EKRUYA EN TH KARDIA MOU THN AL. SOU, KAI TO  SWT. SOU EIPA</>: eodem
     modo textum diuidit Bo) et He (== B, sed repetit  
<gk>THN  ALHQEIAN SOU</> ante <gk>KAI TO SWT. SOU</>), tres LaG (== B, sed iungit
      
<gk>KU/RIE SU  EGNWS THN DIK. MOU</> cum 10.2), quinque 2013 (== B, sed
     <gk>KU/RIE  SUEGNWS</> et  
<gk>THN DIK. MOU</> sunt duo stichi). 
<gk>TH\N</> 
<gk>A)LH/QEIA/N</> 
<gk>SOU</> 
 + <gk>TH\N</> B
 + <gk>A)LH/QEIA/N</> B
 + <gk>SOU</> B
<gk>KAI\</> 
<gk>TO\</> 
<gk>SWTH/RIO/N</> 
<gk>SOU</> 
<gk>EI)=PA</>] 
 : <gk>EIPON</> 2013 LpauT 1219': cf. 29.7 
<gk>,</> 
~z3] 11.3 unus stichus B' R' TSyHe 1219', duo 2013' LaG Ga (<gk>OUK</> ult. 
     -- <gk>ELEOS  SOU, KAI</> ult. -- fin.) et A (<gk>OUK</> ult. -- <gk>ALHQ.
     SOU, APO</> --  fin.) 
<gk>OU)K</> 
<gk>E)/KRUYA</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>A)LH/QEIA/N</> 
<gk>SOU</> 
<gk>A)PO\</> 
<gk>SUNAGWGH=S</> 
<gk>POLLH=S</>] 
 : <gk>POLLWN</> Sy 1219 
<gk>.</> 
~x39y12z1 
<gk>SU\</> 
<gk>DE/</> 
<gk>,</> 
<gk>KU/RIE</> 
 + <Lt>deus (meus)</> Bo: cf. 6 
 + <Lt>(deus) meus</> Bo: cf. 6 
<gk>,</> 
<gk>MH\</> 
<gk>MAKRU/NHS</> 
<gk>TOU\S</> 
<gk>OI)KTIRMOU/S</> 
<gk>SOU</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>:</> 
~z2 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
 + <gk>KU/RIE</> He 
<gk>KAI\</> 
<gk>H(</> 
<gk>A)LH/QEIA/</> 
<gk>SOU</> 
<gk>DIA\</> 
<gk>PANTO\S</> 
<gk>A)NTELA/BONTO/</> B" 2013' LaRAug Ga TThtp' 55] 
 : <gk>A)NTELABETO</> R' (R <Lt>i</> pro <gk>E</> 1st) LpauThtpHeTh 
 : <gk>A)NTILABOINTO</> L(T <gk>E</> pro <gk>I</> 1st)Thtp A 
 : <gk>A)NTILABOITO</> Lpau: cf. 17.36 
<gk>MOU</> 
<gk>.</> 
~x39y13z1 
<gk>O(/TI</> 
<gk>PERIE/SXON</>] 
 : <gk>PERIESXEN</> 2013: cf. 11.3 
<gk>ME</> 
<gk>KAKA/</> 
<gk>,</> 
<gk>W(=N</> 
<gk>OU)K</> 
<gk>E)/STIN</> 
<gk>A)RIQMO/S</> 
<gk>,</> 
~z2 
<gk>KATE/LABO/N</> 
<gk>ME</> 
<gk>AI(</> 
<gk>A)NOMI/AI</> 
<gk>MOU</> 
<gk>,</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)DUNH/QHN</>] 
 : <gk>HDUNASQH</> B 
 : <gk>HDUNASQHN</> Bc 
<gk>TOU=</> 
<gk>BLE/PEIN</> 
<gk>:</> 
~z3 
<gk>E)PLHQU/NQHSAN</> 
<gk>U(PE\R</> 
<gk>TA\S</> 
<gk>TRI/XAS</> 
<gk>TH=S</> 
<gk>KEFALH=S</> 
<gk>MOU</> 
<gk>,</> 
~z4 
<gk>KAI\</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>E)GKATE/LIPE/N</> 
<gk>ME</> 
<gk>.</> 
~x39y14z1 
<gk>EU)DO/KHSON</> 
<gk>,</> 
<gk>KU/RIE</> 
<gk>,</> 
<gk>TOU=</> 
<gk>R(U/SASQAI/</> 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>KU/RIE</> 
<gk>,</> 
<gk>EI)S</> 
<gk>TO\</> 
<gk>BOHQH=SAI/</> 
<gk>MOI</> 
<gk>PRO/SXES</> B" 2013' R" GaHi La- Thtp == MT (cf. 21.20 37.23 69.2  70.12)]
     
 : <gk>SPEUSON</> LbTThtp'SuTh A': sic etiam He in comm., sed in textu  
<gk>PROSXES</>;  cf. 69.2 fin. 
<gk>.</> 
~x39y15z1] 15.1 in duo stichos (init. -- <gk>AMA, OI</> 1st -- <gk>AU)THN</> 
     diuidunt R'LaR(c) Ga,  15.2 diuidit Ga solus 
 +< <gk>KAI\</> 2013 
<gk>KATAISXUNQEI/HSAN</>] 
 : <gk>AISXUNQEI/HSAN</> LpauHe 1219': cf. 34.4.1 69.3.1 
<gk>KAI\</> 
<gk>E)NTRAPEI/HSAN</> 
<gk>A(/MA</>] > Lpau 55: cf. 34.4.1 69.3.1 
<gk>OI(</> 
<gk>ZHTOU=NTES</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>TOU=</> 
~z2 
<gk>E)CA=RAI</> 
<gk>AU)TH/N</> 
<gk>,</> 
~z3 
<gk>A)POSTRAFEI/HSAN</>] 
 : <gk>A)POSTRAFHTWSAN</> R: cf. 5.12 
<gk>EI)S</> 
<gk>TA\</> 
<gk>O)PI/SW</> 
<gk>KAI\</> 
<gk>E)NTRAPEI/HSAN</> ult. B' 2013 LaGAug Ga] 
 : <gk>KATAISXUNQEIHSAN</> R' L' A": cf. 6.11 344. 69.3 
<gk>OI(</> 
<gk>QE/LONTE/S</>] 
 : <gk>LOGIZOMENOI</> 55: ex 34.4 
<gk>MOI</> 
<gk>KAKA/</> 
<gk>,</> 
~x39y16z1] 16 in duo stichos (init. -- <gk>AU)TWN, OI</> -- fin.) diuidunt 
     LaG Ga A 
<gk>KOMISA/SQWSAN</> 
<gk>PARAXRH=MA</>] > He, Thtp'Tht(uid.)~
<gk>AI)SXU/NHN</>]
 + <gk>PARAXRH=MA</> He 
<gk>AU)TW=N</>]
 + <gk>PARAXRH=MA</> Thtp'Tht(uid.)~
<gk>OI(</> 
<gk>LE/GONTE/S</> 
<gk>MOI</>] 
 : <gk>ME</> 2013 
<gk>*EU)=GE</> 
<gk>EU)=GE</> 
<gk>.</> 
~x39y17z1 
<gk>A)GALLIA/SAINTO</> (sic etiam ThtpHec- Th)] 
 : <gk>A)GALLIASOINTO</> LpauThtp A 
 : <gk>A)GALLIASQWSAN</> <Lt>L-</> Thtp 1219: cf. 34.27 69.5 
<gk>KAI\</> 
<gk>EU)FRANQEI/HSAN</>] 
 : <gk>EU)FRANQHTWSAN</> LThtp(non THec): cf. 34.27 69.5 
<gk>E)PI\</>] > LaRAug He 
<gk>SOI\</>] > LaRAug He 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>ZHTOU=NTE/S</> 
<gk>SE</> 
<gk>,</> 
<gk>KU/RIE</>] > Ga == MT 
<gk>,</> 
~z2] 17.2 unus stichus R', duo (<gk>KAI EIP.</> -- <gk>KU/RIOS, OI AGAP.</>  [uel
     <gk>DIA  PANTOS OI AGAP.</>: cf. inf.] - fin.) relinqui: cf. 69.5.2 34.27
     
<gk>KAI\</> 
<gk>EI)PA/TWSAN</>] 
 : <gk>LEGETWSAN</> Lpau'Rc 55: ex 69.5 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>*MEGALUNQH/TW</> 
<gk>O(</>] > LaG 
<gk>KU/RIOS</>] > LaG 
<gk>,</> 
 +< <gk>DIA</> 2013-2050: ex praec. repet. 
 +< <gk>PANTOS</> 2013-2050: ex praec. repet. 
<gk>OI(</> S R" Ga L A == MT] 
<gk>A)GAPW=NTES</> S R" Ga L A == MT] 
<gk>TO\</> S R" Ga L A == MT] 
<gk>SWTH/RIO/N</> S R" Ga L A == MT] 
<gk>SOU</> S R" Ga L A == MT] 
 : <gk>AU)TOU</> R 
 + <gk>DIA</> B' Sa Tht'HeTh 55 
 + <gk>PANTOS</> B' Sa Tht'HeTh 55 
<gk>.</> 
~x39y18z1] 18.1 18.2 duo stichi B' 2013' 1219', quattuor Ga TSy (<gk>EGW</> 
     -- <gk>PENHS</>, <gk>(O)  KURIOS FRONTIEI MOU, BOHQOS</> -- <gk>EI SU, KURIE
     MH XRON.</>), tres R'  (<gk>EGW</> -- <gk>PENHS, KURIOS FR. MOI</>, 39.18.2)
     et He A (39.18.1, <gk>BOHQOS</> - --  <gk>MOU EI SU, O QEOS MOU MH XRON.</>)
     et LaG (39.18.1, <gk>BOHQOS MOU KAI  UPERASP. MOU, SU EI O QEOS MOU MH
     XRON.</>) 
<gk>E)GW\</> 
<gk>DE\</> 
<gk>PTWXO/S</> 
<gk>EI)MI</> 2013-2050 R Ga L" A'] > B' La 55~
<gk>KAI\</> 2013-2050 R Ga L" A']
<gk>PE/NHS</> 2013-2050 R Ga L" A']
 + <gk>EI)MI</> B' La 55~
<gk>:</> 
 +< <gk>O</> T A: cf. 2.12 
<gk>KU/RIOS</> 
<gk>FRONTIEI=</>] 
 : <gk>FRONTIS</> 2013'(non 2050) 
<gk>MOU</>] 
 : <gk>MOI</> R Lpau 
 : <Lt>mihi</> LaR 
<gk>.</> 
~z2] 18.1 18.2 duo stichi B' 2013' 1219', quattuor Ga TSy (<gk>EGW</> --  
<gk>PENHS</>, <gk>(O)  KURIOS FRONTIEI MOU, BOHQOS</> -- <gk>EI SU, KURIE MH
     XRON.</>), tres R'  (<gk>EGW</> -- <gk>PENHS, KURIOS FR. MOI</>, 39.18.2) et
     He A (18^1, <gk>BOHQOS</> - --  
<gk>MOU EI SU, O QEOS MOU MH XRON.</>) et LaG (39.18.1, <gk>BOHQOS MOU KAI 
     UPERASP. MOU, SU EI O QEOS MOU MH XRON.</>) 
<gk>BOHQO/S</> 
<gk>MOU</>] > 2013(non 2050) 
<gk>KAI\</> 
<gk>U(PERASPISTH/S</> 
<gk>MOU</> 
<gk>SU\</> B 2050 R" Ga] > He, S 2013 L' A"~
<gk>EI)=</>] > He
 + <gk>SU\</> S 2013 L' A"~
<gk>:</> 
<gk>O(</> B" 2013'- 2050 LaGAug Ga L A' == MT] > R' LpauT" 55: ex 69.6 
<gk>QEO/S</> B" 2013'- 2050 LaGAug Ga L A' == MT] 
 : <gk>KU/RIE</> R' LpauT" 55: ex 69.6 
<gk>MOU</> B" 2013'- 2050 LaGAug Ga L A' == MT] > R' LpauT" 55: ex 69.6 
<gk>,</> 
<gk>MH\</> 
<gk>XRONI/SH|S</> 
<gk>.</> 
~x40y1z1] (MT 41) 
 +< <gk>TW=|</> 2050 
 +< <gk>*DAUID.}1</> 2050 
<gk>@@{1*EI)S</>] > Lpau 55 
<gk>TO\</>] > Lpau 55 
<gk>TE/LOS</>] > Lpau 55 
<gk>:</>] > Lpau 55 
<gk>YALMO\S</> 
<gk>TW=|</>] > 2050 2013 
<gk>*DAUID.}1</>] > 2050 2013 
 + <gk>EI)S</> 2050 
 + <gk>SUNESIN</> 2050 
 + <gk>SUNESEWS</> (+4)2013-2050(+4): ex 411 
 + <gk>TOIS</> (+4)2013-2050(+4): ex 411 
 + <gk>UIOIS</> (+4)2013-2050(+4): ex 411 
 + <gk>KORE</> (+4)2013-2050(+4): ex 411 
~x40y2z1 
<gk>*MAKA/RIOS</> 
 + <gk>A)NHR</> 2013'-2050: ex 1.1 111.1 etc. 
<gk>O(</> 
<gk>SUNI/WN</> 
<gk>E)PI\</> 
<gk>PTWXO\N</> 
<gk>KAI\</> 
<gk>PE/NHTA</> 
<gk>:</> 
~z2 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>PONHRA=|</> 
<gk>R(U/SETAI</> 
<gk>AU)TO\N</> 
<gk>O(</> B 2013 L' A] > R S 2050 55: cf. 2.12 
<gk>KU/RIOS</> B 2013 L' A] > R 
<gk>.</> 
~x40y3z13.1 unus stichus B' 2013' THe A', duo (init. -- <gk>AU)TON</> 2nd,  
<gk>KAI\</> 2nd --  
<gk>GH)</> R' Ga Sy 1219, tres LaG(== R, sed <Lt>et emundet</> etc. [cf. inf.] 
     efficiunt  stichum tertium) 
<gk>KU/RIOS</>] 
 : <gk>KAI\</> 2013'(non 2050) 
<gk>DIAFULA/CAI</>] 
 : <gk>FULA/CAI</> B: cf. 30.7 
<gk>AU)TO\N</> 
<gk>KAI\</>] > B 
<gk>ZH/SAI</>] > B 
<gk>AU)TO\N</>] > B 
<gk>KAI\</> 
<gk>MAKARI/SAI</> 
<gk>AU)TO\N</> 
<gk>E)N</>] 
 : <Lt>(et emundet) de (terra animam eius)</> LaG  
 :: <Lt>(et emundet) in (terra animam eius)</> alii Latini 
<gk>TH=|</>] 
 : <Lt>(et emundet de terra animam eius)</> LaG 
 :: <Lt>(et emundet in terra animam eius)</> alii Latini 
<gk>GH=|</>] 
 : <Lt>(et emundet de) terra (animam eius)</> LaG 
 :: <Lt>(et emundet in) terra (animam eius)</> alii Latini 
~z2 
<gk>KAI\</> 
<gk>MH\</> 
<gk>PARADW/|H</> S R A"] 
 : <gk>PARADOI</> B 2013-2050 
 : <gk>PARADW</> L': cf. 26.12 et Thack. $$ 23,10. Helbing Gramm. p.  105 
<gk>AU)TO\N</> 
<gk>EI)S</> 
<gk>XEI=RAS</>] 
 : <Lt>animam</> Ga == MT 
 +< <gk>TWN</> R 
<gk>E)XQROU=</> B 2013'-2050 La] 
 : <gk>EXQRWN</> S' R Ga L"Th A' == MT 
<gk>AU)TOU=</> 
<gk>.</> 
~x40y4z1 
<gk>KU/RIOS</> 
<gk>BOHQH/SAI</> B' 2013 La Ga Ld(sil)Thtp] 
 : <gk>BOHQHSEI</> R LdThtpHe A" 2003 
 : <gk>BOHQHSH</> T: cf. proleg. $$ 7.4 
<gk>AU)TW=|</> 
<gk>E)PI\</> 
<gk>KLI/NHS</> 
<gk>O)DU/NHS</> 
<gk>AU)TOU=</> 
<gk>:</> 
~z2 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>KOI/THN</> 
<gk>AU)TOU=</> 
<gk>E)/STREYAS</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>A)RRWSTI/A|</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x40y5z1 
<gk>E)GW\</> 
 + <gk>DE</> 2013(non 2050) He 
<gk>EI)=PA</> 
<gk>*KU/RIE</> 
<gk>,</> 
<gk>E)LE/HSO/N</> 
<gk>ME</> 
<gk>:</> 
~z2 
<gk>I)/ASAI</> 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
<gk>O(/TI</> 
<gk>H(/MARTO/N</> 
<gk>SOI</> 
<gk>.</> 
~x40y6z1 
<gk>OI(</> 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>EI)=PAN</>] 
 : <gk>EIPON</> Lpau: cf. 29.7 
<gk>KAKA/</>] 
 : <gk>PONHRA</> R: cf. 7.5 
<gk>MOI</> 
~z2 
<gk>*PO/TE</> 
<gk>A)POQANEI=TAI</> 
<gk>,</> 
<gk>KAI\</> 
<gk>A)POLEI=TAI</> 
<gk>TO\</> 
<gk>O)/NOMA</> 
<gk>AU)TOU=</> 
<gk>;</> 
~x40y7z1] 7 textum sic mutant et diuidunt R" (etiam Aug): <gk>KAI 
     EISEPOREUONTO TOU  IDEIN</>, <gk>MATHN ELALEI H KARDIA AUTWN, SUNHGAGON
     ANOMIAN EAUTOIS</>,  (+ <gk>KAI\</> R') <gk>ECEPOREUONTO ECW KAI ELALOUN</> 
<gk>KAI\</> 
<gk>EI)</> B'(B* <gk>H</>) GaHi == MT] > Bo 2013'-2050 R"(cf. sup.) L"Su A': 
     ante  
<gk>EI)SEPOREUETO</> excidit 
 : <gk>EI)SEPOREUONTO</> R"(etiam Aug)  
<gk>EI)SEPOREU/ETO</> 
<gk>TOU=</> 
<gk>I)DEI=N</> 
<gk>,</> 
 +< <gk>KAI\</> 2013 
<gk>MA/THN</> >R"(etiam Aug)~ 
<gk>E)LA/LEI</> >R"(etiam Aug)~ 
<gk>:</> 
~z2 
 + <gk>MA/THN</> R"(etiam Aug)~ 
 + <gk>E)LA/LEI</> R"(etiam Aug)~ 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>AU)TOU=</> 
 : <gk>AU)TWN</> R" (etiam Aug) 
<gk>SUNH/GAGEN</> 
 : <gk>SUNHGAGON</> R" (etiam Aug) 
<gk>A)NOMI/AN</> 
<gk>E(AUTW=|</>(sic etiam 1219)] 
 : <gk>E</>] > A 
 : <gk>EAUTH</> 55 (de R" cf. sup.) 
 : <gk>EAUTOIS</> R" (etiam Aug) 
 + <gk>KAI\</> R' 
<gk>,</> 
~z3 
 + <gk>SUNH/GAGEN</> R" (etiam Aug)~ 
 + <gk>A)NOMI/AN</> R" (etiam Aug)~ 
 + <gk>E(AUTW=|</> R" (etiam Aug)~ 
<gk>E)CEPOREU/ETO</> 
 : <gk>ECEPOREUONTO</> R" (etiam Aug.) 
<gk>E)/CW</> 
<gk>KAI\</> 
<gk>E)LA/LEI</> 
 : <gk>ELALOUN</> R" (etiam Aug.) 
 + <gk>KAT</> 2013: ex 8 
 + <gk><EM>OU</> 2013: ex 8(accent (?)) 
<gk>.</> 
 + <gk>E)PI\</> B' 55 LaG Ga~ 
 + <gk>TO\</> B' 55 LaG Ga~ 
 + <gk>AU)TO\</> B' 55 LaG Ga~ 
 + <gk>KAT'</> B' 55 ~ 
 + <gk>E)MOU=</> B' 55~ 
~x40y8z1 
<gk>E)PI\</>] ad 8 trahunt 2013' R'Aug TSyHe A' 
<gk>TO\</>] ad 8 trahunt 2013' R'Aug TSyHe A' 
<gk>AU)TO\</>] ad 8 trahunt 2013' R'Aug TSyHe A' LaG begins 8.1 here
 + <gk>E)YIQU/RIZON</> 2013- 2050~
<gk>KAT'</>] ad 8 trahunt 2013' R'Aug TSyHe A' > Ga
<gk>E)MOU=</>] ad 8 trahunt 2013' R'Aug TSyHe A' > Ga, B' 55 begin 8.1 here
<gk>E)YIQU/RIZON</> S <gk>EYIQURIZON</> -- fin. est unus stichus] > 2013- 2050~
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>E)XQROI/</> 
<gk>MOU</> 
<gk>,</> 
 + <gk>KAT'</> B LaG~ 
 + <gk>E)MOU=</> B LaG~ 
~z2 
<gk>KAT'</>] >S >B LaG~ 
<gk>E)MOU=</>]>B LaG~ 
<gk>E)LOGI/ZONTO</>] 
 : <gk>ELOGISANTO</> 2013(non 2050) 55 
 + <gk>MOI</> <Lt>mihi (mala)</> R': cf. 7.5~ 
<gk>KAKA/</>] > R': cf. 7.5 
 : <gk>PONHRA</> <Lt>(mihi) mala</> R': cf. 7.5 
<gk>MOI</>] > R'<Lt>mihi (mala)</> cf. 7.5~  
<gk>,</> 
~x40y9z1 
<gk>LO/GON</> 
<gk>PARA/NOMON</> 
<gk>KATE/QENTO</> 
<gk>KAT'</> 
<gk>E)MOU=</> 
~z2 
<gk>*MH\</> 
<gk>O(</> 
<gk>KOIMW/MENOS</> 
<gk>OU)XI\</> 
<gk>PROSQH/SEI</> 
<gk>TOU=</> 
<gk>A)NASTH=NAI</> 
<gk>;</> 
~x40y10z1 
<gk>KAI\</> 
<gk>GA\R</> 
<gk>O(</> 
<gk>A)/NQRWPOS</> 
<gk>TH=S</> 
<gk>EI)RH/NHS</> 
<gk>MOU</> 
<gk>,</> 
<gk>E)F'</> 
<gk>O(\N</> 
<gk>H)/LPISA</> 
 : <gk>E)PHLPISA</> R
<gk>,</> 
~z2 
<gk>O(</> 
<gk>E)SQI/WN</>] 
 : <gk>ESQWN</> 2013(non 2050): cf. 13.4 
 +< <gk>TOUS</> R 
<gk>A)/RTOUS</>] 
 : <Lt>panem (meum)</> Tert.: cf. Capelle p. 201 
<gk>MOU</>] 
 : <Lt>(panem) meum</> Tert.: cf. Capelle p. 201 
 + <gk>MET</> 2013-2050 
 + <gk>EMOU</> 2013-2050 
<gk>,</> 
<gk>E)MEGA/LUNEN</> 
<gk>E)P'</>] > 2013, 2050~
<gk>E)ME\</>] > 2013, 2050~ 
<gk>PTERNISMO/N</> 
 + <gk>E)P'</> 2050~
 + <gk>E)ME\</> 2050~
<gk>:</> 
~x40y11z1] 11 unus stichus B' 2013' R" THe 1219', duo Ga Sy (<gk>SU</> -- 
     <gk>ME</> 1st, <gk>KAI\</>  1st -- fin.) et A (<gk>SU</> -- <gk>ME</> 2nd,
     <gk>KAI\</> 2nd -- fin.) 2050 om. 11.12 per homoeotel.
<gk>SU\</>] > 2050 per homoeotel. (>31)
<gk>DE/</>] > 2050 per homoeotel. (>31) 
<gk>,</>] > 2050 per homoeotel. (>31) 
<gk>KU/RIE</>] > 2050 per homoeotel. (>31) 
<gk>,</>] > 2050 per homoeotel. (>31)
<gk>E)LE/HSO/N</>] > 2050 per homoeotel. (>31)
<gk>ME</>] > 2050 per homoeotel. (>31)
<gk>KAI\</>] > 2050 per homoeotel. (>31) 
<gk>A)NA/STHSO/N</>] > 2050 per homoeotel. (>31)
<gk>ME</>] > 2050 per homoeotel. (>31)
<gk>,</>] > 2050 per homoeotel. (>31)
<gk>KAI\</>] > 2050 per homoeotel. (>31)
<gk>A)NTAPODW/SW</>] > 2050 per homoeotel. (>31)
<gk>AU)TOI=S</>] > 2050 per homoeotel. (>31) 
<gk>.</>] > 2050 per homoeotel. (>31) 
~x40y12z1] 2050 om. 11.12 per homoeotel.
<gk>E)N</>] > 2050 per homoeotel. (>31) 
<gk>TOU/TW|</>] > 2050 per homoeotel. (>31) 
<gk>E)/GNWN</>] > 2050 per homoeotel. (>31) 
<gk>O(/TI</>] > 2050 per homoeotel. (>31) 
<gk>TEQE/LHKA/S</>] > 2050 per homoeotel. (>31)
 : <gk>H)QELHSAS</> S 
<gk>ME</>] > 2050 per homoeotel. (>31) 
<gk>,</> 
~z2] 2050 om. 11.12 per homoeotel.
<gk>O(/TI</>] > 2050 per homoeotel. (>31)
<gk>OU)</>] > 2050 per homoeotel. (>31)
<gk>MH\</>] > 2050 per homoeotel. (>31)
<gk>E)PIXARH=|</>] > 2050 per homoeotel. (>31)
<gk>O(</>] > 2050 per homoeotel. (>31) 
<gk>E)XQRO/S</>] > 2050 per homoeotel. (>31)
<gk>MOU</>] > 2050 per homoeotel. (>31)
<gk>E)P'</>] > 2050 per homoeotel. (>31)
<gk>E)ME/</>] > 2050 per homoeotel. (>31)
<gk>.</>] > 2050 per homoeotel. (>31) 
~x40y13z1 
<gk>E)MOU=</>] 
 : <Lt>(propter innocentiam autem) meam (suscepisti me)</> LaG: item alii 
     Latini 
<gk>DE\</>] 
 : <Lt>(propter innocentiam) autem (meam suscepisti me)</> LaG: item alii 
     Latini 
<gk>DIA\</>] 
 : <Lt>propter (innocentiam autem meam suscepisti me)</> LaG: item alii 
     Latini 
<gk>TH\N</>] 
 : <Lt>(propter innocentiam autem meam suscepisti me)</> LaG: item alii 
     Latini 
<gk>A)KAKI/AN</> B' LaR Ga LThtp A"] 
 : <Lt>(propter) innocentiam (autem meam suscepisti me)</> LaG: item alii 
     Latini 
 + <gk>MOU</> Bo 2013'-2050 R'Aug; Lpau- Thtp' == MT 
<gk>A)NTELA/BOU</>] 
 : <Lt>(propter innocentiam autem meam) suscepisti (me)</> LaG: item alii 
     Latini 
 + <gk>MOU</> R [sic]; Lpau- Thtp' == MT 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)BEBAI/WSA/S</>] 
 : <gk>ESTEREWSAS</> R 
<gk>ME</> 
<gk>E)NW/PIO/N</> 
<gk>SOU</> 
<gk>EI)S</> 
<gk>TO\N</>] > B 
<gk>AI)W=NA</> 
<gk>.</> 
~x40y14z1] 14.1 14.2 duo stichi S 2013 uid.(ut edidi) et B LaG Ga TSy 55 
     (init. -- <gk>ISRAHL, APO  --GENOITO</> ult.), unus Sa R' He A': cf.
     71.19 88.53 105.48 
<gk>*EU)LOGHTO\S</> 
<gk>KU/RIOS</> 
<gk>O(</> 
<gk>QEO\S</> 
 +< <gk>TOU</> R Lpau 
<gk>*ISRAHL</> 
<gk>A)PO\</>] 
 : <gk>EI)S</> 55 
<gk>TOU=</>] 
 : <gk>TON</> 55 
<gk>AI)W=NOS</>] 
 : <gk>AI)WNA</> 55 
<gk>KAI\</> 
<gk>EI)S</> <Lt>in (saeculum)</> LaGAug Ga] 
 : <gk>EWS</> <Lt>(usque) in (saeculum)</> R' Uulg 
<gk>TO\N</> <Lt>(in saeculum)</> LaGAug Ga] 
 : <gk>TOU</> <Lt>(usque in saeculum)</> R' Uulg 
<gk>AI)W=NA</> <Lt>(in) saeculum</> LaGAug Ga] 
 : <gk>AI)WNOS</> <Lt>(usque in) saeculum</> R' Uulg 
 + <gk>TOU</> 55 
 + <gk>AI)WNOS</> 55 
<gk>.</> 
~z2 
 +< <Lt>et</> Aug: ex 105.48 
 +< <Lt>dicet</> Aug: ex 105.48 
 +< <Lt>omnis</> Aug: ex 105.48 
 +< <Lt>populus</> Aug: ex 105.48 
<gk>GE/NOITO</> 
<gk>,</> 
<gk>GE/NOITO</> 
<gk>.</> 
~x41y1z1] (MT 42) 
 + <gk>KORE</> Lpau inscr. est 
 + <gk>YALMOS</> Lpau inscr. est 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
 + <gk>YALMOS</> Lpau 2050 
 + <gk>TW</> Lpau 2050 
 + <gk>DAUID</> Lpau 2050 
<gk>:</> 
<gk>EI)S</> 
<gk>SU/NESIN</> 
<gk>TOI=S</> 
<gk>UI(OI=S</> 
<gk>*KORE.}1</> B' 2013' LaG Ga Ld(sil)'He 1219' == MT] 
 + <gk>YALMOS</> Bo R'Aug LbT' Lpau A 
 + <gk>TW</> Lpau A 
 + <gk>DAUID</> Lpau A 
~x41y2z1 
<gk>*(\ON</> 
<gk>TRO/PON</> 
<gk>E)PIPOQEI=</> 
<gk>H(</> 
<gk>E)/LAFOS</> 
<gk>E)PI\</> 
<gk>TA\S</> 
<gk>PHGA\S</> 
<gk>TW=N</> 
<gk>U(DA/TWN</> 
<gk>,</> 
~z2 
<gk>OU(/TWS</> 
<gk>E)PIPOQEI=</>] > 2013-2050 == MT~
<gk>H(</>
<gk>YUXH/</>
<gk>MOU</>
 + <gk>E)PIPOQEI=</> 2013-2050 == MT~
<gk>PRO\S</> 
<gk>SE/</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</>] > LaG 
 + <gk>MOU</> 2013-SaB(non 2050) 
<gk>.</> 
~x41y3z1 
<gk>E)DI/YHSEN</> 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</> 
<gk>PRO\S</> 
<gk>TO\N</> B" 2013'-2050 R" SyHe* et Orig.(S.-St., 2, p. 213.214)] 
<gk>QEO\N</> B" 2013'-2050 R" SyHe* et Orig.(S.-St., 2, p. 213.214)] 
 + <gk>TON</> Ga)sub #13) L' A" == MT: alium interpretem redolet, cf. 7.12 
     83.3 et S.-St. 2,  p. 139 
 + <gk>ISXURON</> Ga)sub #13) L' A" == MT: alium interpretem redolet, cf. 
     7.12 83.3 et S.- St. 2, p. 139 
<gk>TO\N</> 
<gk>ZW=NTA</> 
<gk>:</> 
~z2 
<gk>PO/TE</> 
<gk>H(/CW</> 
<gk>KAI\</> 
<gk>O)FQH/SOMAI</> 
<gk>TW=|</> 
<gk>PROSW/PW|</> 
<gk>TOU=</> 
<gk>QEOU=</> 
 + <Lt>mei</> Sa: cf. 2.10 
<gk>;</> 
~x41y4z1 
<gk>E)GENH/QH</> 
<gk>MOI</> Bo 2013'-2050 R" Ga 55 == MT] > B' 
<gk>TA\</> Bo 2013'-2050 R" Ga 55 == MT] 
<gk>DA/KRUA/</> Bo 2013'-2050 R" Ga 55 == MT] 
<gk>MOU</> Bo 2013'-2050 R" Ga 55 == MT] 
 + <gk>EMOI</>L" A' 
<gk>A)/RTOS</> 
<gk>H(ME/RAS</> 
<gk>KAI\</> 
<gk>NUKTO\S</> 
~z2 
<gk>E)N</> 
<gk>TW=|</> 
<gk>LE/GESQAI/</> 
<gk>MOI</> 
<gk>KAQ'</> 
<gk>E(KA/STHN</> 
<gk>H(ME/RAN</> 
<gk>*POU=</> 
<gk>E)STIN</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>SOU</> 
<gk>;</> 
~x41y5z1 
<gk>TAU=TA</> 
<gk>E)MNH/SQHN</> 
<gk>KAI\</> 
<gk>E)CE/XEA</> 
<gk>E)P'</> 
<gk>E)ME\</>] 
 : <gk>EMAUTON</> 2013(non 2050): cf. 7.9 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>DIELEU/SOMAI</> <Lt>transibo</> Ga] 
 : <gk>EI)SELEUSOMAI</> <Lt>ingrediar</> R'Aug 
 : <Lt>ingrediebar</> LaG 
<gk>E)N</> <Lt>in (loco)</> Ga*(uid.)] 
 : <gk>EI)S</> <Lt>in (locum)</> R" GacUulg 
<gk>TO/PW|</> <Lt>(in) loco</> Ga*(uid.)] 
 : <gk>TOPON</> <Lt>(in) locum</> R" GacUulg 
<gk>SKHNH=S</>] 
 : <gk>SKHNWMATOS</> R: cf. proleg. $$ 5.1 
<gk>QAUMASTH=S</>] 
 : <gk>QAUMASTOS</> R: cf. proleg. $$ 5.1 
<gk>E(/WS</> 
<gk>TOU=</> 
<gk>OI)/KOU</> 
<gk>TOU=</> 
<gk>QEOU=</> 
~z3 
<gk>E)N</> 
<gk>FWNH=|</> 
<gk>A)GALLIA/SEWS</> 
<gk>KAI\</> 
<gk>E)COMOLOGH/SEWS</> 
<gk>H)/XOU</> B' 2013 L'] 
 : <gk>HXOUS</> R LpauTHe* A": cf. 9.7 
<gk>E(ORTA/ZONTOS</> == MT] 
 : <gk>EORTAZONTWN</> B'(non Bo) 
<gk>.</> 
~x41y6z1 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>PERI/LUPOS</> 
<gk>EI)=</> 
<gk>,</> 
 +< <gk>H</> B relinqui(etiam S 1219) == MT; cf. 12 et 42.5 
<gk>YUXH/</> 2013 et Orig.(S.-St. 2, p. 216); relinqui(etiam S 1219) == MT; 
     cf. 12 et 42.5] 
 + <gk>MOU</> relinqui(etiam S 1219) == MT; cf. 12 et 42.5 
 : <Lt>anima</> LaG 
<gk>,</> 
<gk>KAI\</> 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>SUNTARA/SSEIS</> 
<gk>ME</> 
<gk>;</> 
~z2 
<gk>E)/LPISON</> 
<gk>E)PI\</> 
<gk>TO\N</>] >  R"(nonAug): cf. 12 et 42.5 
<gk>QEO/N</>] 
 : <gk>KU/RION</> R"(nonAug): cf. 12 et 42.5 
<gk>,</> 
<gk>O(/TI</> 
 + <Lt>adhuc</> Uulg: cf. 12 
<gk>E)COMOLOGH/SOMAI</> 
<gk>AU)TW=|</> 
<gk>:</> 
~z3 
<gk>SWTH/RION</> 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>MOU</>] 
 : <gk>SOU</> S 
 +< <gk>KAI\</> R" Uulg(cf. S.-St. 2, p. 130) L" Su A: cf. MT et 12 et 42.5 
<gk>O(</> B" 2013' GaHiAug 55] 
<gk>QEO/S</> B" 2013' GaHiAug 55] 
<gk>MOU</> 
<gk>.</> 
~x41y7z1 
<gk>PRO\S</> 
<gk>E)MAUTO\N</> 
<gk>H(</> 
<gk>YUXH/</> 
<gk>MOU</>] > 2013 
<gk>E)TARA/XQH</> 
<gk>:</> 
~z2] 7.2 unus stichus B' 2013 LaG 1219, duo Sa SyHe A (<gk>DIA</> --  
<gk>IORDANOU,  KAI</> -- <gk>MIKROU</>) et R' Ga(uid.) 55 (<gk>DIA</> -- <gk>SOU
     (KURIE), EK  GHS</> --  
<gk>MIKROU</>) 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>MNHSQH/SOMAI/</> 
<gk>SOU</> B 2013 Ga L" == MT] 
 + <gk>KU/RIE</> S' Sa R" A' 
<gk>E)K</> 
 + <gk>ETERAS</> 2013 
<gk>GH=S</> 
<gk>*IORDA/NOU</> 
<gk>KAI\</> 
<gk>*ERMWNIIM</> <Lt>hermoniim</> UulgAug] 
 : <Lt>hermoniin</> LaG Ga 
 : <Lt>hermonim</> Bo 
 : <Lt>hermoni</> LaR 
 : <Lt>hermon</> Sa: cf. 88.13 
<gk>,</> 
<gk>A)PO\</> 
<gk>O)/ROUS</> 
<gk>MIKROU=</> 
<gk>.</> 
~x41y8z1] 8.1 in duo stichos (init. -- <gk>E)PIKAL., EIS</> -- <gk>SOU</> 1st) 
     diuidunt LaG Ga 
 +< #13 <Lt>ad</> Ga(non Uulg) 
<gk>A)/BUSSOS</> 
<gk>A)/BUSSON</> 
<gk>E)PIKALEI=TAI</> 
<gk>EI)S</> 
<gk>FWNH\N</> 
<gk>TW=N</> 
<gk>KATARRAKTW=N</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>METEWRISMOI/</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>TA\</> 
<gk>KU/MATA/</>] 
 : <gk>KRIMATA</> 2013 
<gk>SOU</> 
<gk>E)P'</> 
<gk>E)ME\</> 
<gk>DIH=LQON</> 
<gk>.</> 
~x41y9z1] 91 9.2 9.3 tres stichi He A'(ut edidi) et R Ga (trahunt <gk>PAR 
     EMOI</> ad 9.3) et Sy  (hab. <gk>PAR EMOI</> in 9.2 fin. et in 9.3 init.),
     duo (<gk>HMERAS</> -- <gk>DHLWSEI</> (uel <gk>WDH AUTOU</>, cf. inf.], <gk>PAR
     EMOI</> -- fin.) B' 2013' La 55 
<gk>H(ME/RAS</> 
<gk>E)NTELEI=TAI</> 
<gk>KU/RIOS</> 
<gk>TO\</> 
<gk>E)/LEOS</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2] 91 9.2 9.3 tres stichi He A'(ut edidi) et R Ga et Sy, duo  (<gk>HMERAS</>
     -- <gk>DHLWSEI</> (uel <gk>WDH AUTOU</>, cf. inf.], <gk>PAR EMOI</> -- fin.) B'
     2013' La 55 
<gk>KAI\</> 
 +< <gk>E)N</> R 
<gk>NUKTO\S</>] 
 : <gk>NUKTI</> R 
<gk>W)|DH\</> Rahlfs == <3HRYSh>3] R Ga begin 9.3 here
 : <gk>DHLWSEI</> B" 2013' R 
 : <Lt>declarabit</> La(sic Aug) 
 : <Lt>declarauit</> LaRG cf. proleg. $$ 2.3 
 + <gk>AU)TOU</> Ga Ld"Th A" == MT <3HRYSh>3 
 ::<gk>AU> 1219 
 + <gk>AU)TW</> LaSc 
<gk>PAR'</>
<gk>E)MOI/</>]
 : <gk>E)MAUTOU</> R: cf. 7.5 
<gk>,</> 
~z3] 91 9.2 9.3 tres stichi He A'(ut edidi) et R Ga et Sy, duo  (<gk>HMERAS</>
     -- <gk>DHLWSEI</> (uel <gk>WDH AUTOU</>, cf. inf.], <gk>PAR EMOI</> -- fin.) B'
     2013' La 55 
<gk>PROSEUXH\</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>TH=S</> 
<gk>ZWH=S</> 
<gk>MOU</> 
<gk>.</> 
~x41y10z1 
<gk>E)RW=</> 
<gk>TW=|</> 
<gk>QEW=|</>] 
 : <Lt>domino</> LaG 
 + <gk>MOU</> 2013' LaR 
<gk>*)ANTILH/MPTWR</> 
<gk>MOU</> 
<gk>EI)=</>] > A 
<gk>:</>] > He(>5) 
<gk>DIA\</>] > He(>5) 
 : <gk>I(NA</> Lpau 55: ex 10.2 
<gk>TI/</>] > He(>5) 
<gk>MOU</>] > He(>5), Ga == MT~
<gk>E)PELA/QOU</>] > He(>5)
 + <gk>MOU</> Ga == MT~
<gk>;</> 
~z2 
 +< <gk>KAI\</> Uulg L' A": cf. 42.2 
<gk>I(/NA</> B' Ga Sy == MT] 
<gk>TI/</> B' Ga Sy == MT] 
 + <gk>A)PWSW</> (+5)Bo 2013' R" LaG He(+5) (cf. S.-St. 2, p. 156): ex 42.2 
 + <gk>ME</> (+5)Bo 2013' R" LaG He(+5) (cf. S.-St. 2, p. 156): ex 42.2 
 + <gk>KAI\</> (+5)Bo 2013' R" LaG He(+5) (cf. S.-St. 2, p. 156): ex 42.2 
 + <gk>I(/NA</> (+5)Bo 2013' R" He(+5) (cf. S.-St. 2, p. 156): ex  42.2 > LaG 
 + <gk>TI</> (+5)Bo 2013' R" He(+5) (cf. S.-St. 2, p. 156): ex 42.2 > LaG 
<gk>SKUQRWPA/ZWN</> 
<gk>POREU/OMAI</> 
<gk>E)N</>] 
 : <Lt>dum (adfligit me)</> La Ga: item in 42.2 
<gk>TW=|</>] 
 : <Lt>(dum adfligit me)</> La Ga: item in 42.2 
<gk>E)KQLI/BEIN</>] 
 : <Lt>(dum) adfligit (me)</> La Ga: item in 42.2 
 + <Lt>(dum adfligit) me</> La Ga: item in 42.2 
<gk>TO\N</> 
<gk>E)XQRO/N</> 
<gk>MOU</> B" 2013' R' A] > LaGAug Ga L" 55 == MT: item in 42.2 
<gk>;</> 
~x41y11z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KATAQLA/SAI</> B' R" (LaG add. <Lt>me</> sic!) A'] 
 + <Lt>me</> LaG sic! 
 : <gk>KATAQLASQAI</> 2013(uid., cf. 42.2 fin.) Ga L" 
 +< <Lt>omnia</> LaG: cf. 42.2 fin. 
<gk>TA\</> 
<gk>O)STA=</> 
<gk>MOU</> 
<gk>W)NEI/DISA/N</> B' R > 2013] 
 : <gk>WNEIDIZON</> L"Th A" 
<gk>ME</> 
<gk>OI(</> B" 2013(<gk>EME</>)' R" GaHi == MT] 
<gk>QLI/BONTE/S</> B" 2013(<gk>EME</>)' R" GaHi == MT] 
 : <gk>EXQROI</> L"SuTh A': cf. 42.2 fin. 
<gk>ME</> B"  R" GaHi == MT] 
 : <gk>MOU</> L"SuTh A': cf. 42.2 fin. 
 : <gk>EME</> 2013' 
 + <gk>OI</> Uulg: cf. S.-St. 2, p. 115 
 + <gk>EXQROI</> Uulg: cf. S.-St. 2, p. 115 
 + <gk>MOU</> Uulg: cf. S.-St. 2, p. 115 
~z2 
<gk>E)N</> 
<gk>TW=|</> 
<gk>LE/GEIN</>] > Tht'- Th 55~
 : <gk>LEGESQAI</> R': ex 41.4 
<gk>AU)TOU/S</>] > R': ex 41.4
 + <gk>LE/GEIN</>] Tht'- Th 55~
<gk>MOI</> 
<gk>KAQ'</> 
<gk>E(KA/STHN</>] > 2013 hic, non in 41.4~
<gk>H(ME/RAN</>
 + <gk>E(KA/STHN</>] 2013 hic, non in 41.4~
<gk>*POU=</> 
<gk>E)STIN</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>SOU</> 
<gk>;</> 
~x41y12z1 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>PERI/LUPOS</> 
<gk>EI)=</> 
<gk>,</> 
 +< <gk>H</> B*'; relinqui == MT; cf. 6 et 42.5 
<gk>YUXH/</> Bc 2013] 
 : <Lt>anima</> LaG 
 : <gk>...XH</> sine <gk>MOU</> 1219 
 + <gk>MOU</> relinqui == MT; cf. 6 et 42.5 > 1219 
<gk>,</> 
<gk>KAI\</>] > 2013 hic, non in 6 et 42.5 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>SUNTARA/SSEIS</> 
<gk>ME</> 
<gk>;</> 
~z2 
<gk>E)/LPISON</> 
<gk>E)PI\</> 
<gk>TO\N</>] >  R' (nonLaGAug): cf. 6 et 42.5 
<gk>QEO/N</>] 
 : <gk>KU/RION</> R' (nonLaGAug): cf. 6 et 42.5 
<gk>,</> 
<gk>O(/TI</>] 
 add. #13 <gk>ETI</> <Lt>adhuc</> GaHi Sy: item in 42.5, non in 41.6 (sed Uulg 
     add.  
<Lt>adhuc</> etiam in 416), cf. S.-St. 2, p. 125.126.129/130 etiam Aug. si 
     editioni fides est, in 41.12, non in 41.6 425. 
 + <gk>ETI</> antiquis temporibus post <gk>O(/TI</> excidisse uid. 
<gk>E)COMOLOGH/SOMAI</> 
<gk>AU)TW=|</> 
<gk>:</> 
~z3 
<gk>H(</> B' 2013, <Lt>(salus)</> Augp] > R L' A' 
 : <Lt>(salutare)</> La (etiam Augp) Ga: sic omnes mss. in 6 et 42.5 
<gk>SWTHRI/A</> B' 2013, <Lt>salus</> Augp] 
 : <gk>SWTHRION</> R L' A' 
 : <Lt>salutare</> La (etiam Augp) Ga: sic omnes mss. in 6 et 42.5 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>MOU</> 
 +< <gk>KAI\</> 2013 R"(etiam Augp) GaHi L" A" == MT (GaHi Sy sub #13,  teste
     Hi ex <gk>EBR' Q'</>, cf. S.-St. 2, p. 125.126.130): cf. 6 et 42.5 
<gk>O(</> B" SaAugp] > 2013 
<gk>QEO/S</> B" SaAugp] 
<gk>MOU</> 
<gk>.</> 
~x42y1z1] (MT 43) 
 +< <gk>EI)S</> A(+<7): ex 41.1 
 +< <gk>TO</> A(+<7): ex 41.1 
 +< <gk>TELOS</> A(+<7): ex 41.1 
 +< <gk>SUNESEWS</> A(+<7): ex 41.1 
 +< <gk>TOIS</> A(+<7): ex 41.1 
 +< <gk>UIOIS</> A(+<7): ex 41.1 
 +< <gk>KORE</> A(+<7): ex 41.1 
<gk>@@{1*YALMO\S</>] > S 2013 Lpau' 1219~
<gk>TW=|</>
<gk>*DAUID.}1</>]
 + <gk>@@{1*YALMO\S</> S 2013 Lpau' 1219~
~z2] 1.2 2.1 2.2 tres stichi S 1219' et He, duo (1.2 -- 2 <gk>KRAT. MOU, 
     INA</> 1st -- fin.) 2013', quattuor B LaG Ga (1.2, <gk>O(/TI</> -- <gk>KRAT.
      MOU, INA TI APWSW ME</>, 2.2) et R' Sy (1.2, <gk>O(/TI</> -- <gk>KRAT. MOU,
      INA</> 10 -- <gk>POREUOMAI, EN</> -- fin.) et A (1.2, 2.1, <gk>KAI INA</> --
     <gk>POREUOMAI, EN</> -- fin.) 
 + <gk>A)NEPI/GRAFOS</> R 
 ::<gk>GRAFOS</> R* <Lt>grafos</> tantum 
 + <gk>PAR</> R 
 + <gk>E(BRAI=OIS</> R 
 :: <gk>E(BRAI=OS</> R* <Lt>ebreys</> tantum 
<gk>*KRI=NO/N</> 
<gk>ME</> (sic etiam He*)] 
 : <gk>MOI</> L' A'(1219 deest): cf. 7.9 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
<gk>KAI\</> 
<gk>DI/KASON</> 
<gk>TH\N</> 
<gk>DI/KHN</> 
<gk>MOU</> 
<gk>E)C</> 
<gk>E)/QNOUS</> 
<gk>OU)X</> 
<gk>O(SI/OU</> 
<gk>,</> 
~z3 
<gk>A)PO\</> 
<gk>A)NQRW/POU</>] 
 : <gk>A)NDROS</> LpauThtp(cf. inf.) 55 
 :: <gk>A)NDRA</> Tht' (editio Theodoreti in comm. habet)
<gk>A)DI/KOU</>] > Tht'(editio Theodoreti in lemmate habet) == MT ~
 : <gk>A)DIKON> Tht' (editio Theodoreti in comm. habet)
 + <gk>TE> Tht' (editio Theodoreti in comm. habet)
 + <gk>DOLI/OU</> 2013 Tht'(editio Theodoreti in lemmate habet) == MT~ 
 + <gk>R(U=SAI/</>] 2013~
 + <gk>ME</>] 2013~
<gk>KAI\</>
<gk>DOLI/OU</>] > 2013 Tht'(editio Theodoreti in lemmate habet) == MT~ 
 : <gk>DOLION</> Tht' (editio Theodoreti in comm. habet)
 + <gk>A)DI/KOU</> Tht'(editio Theodoreti in lemmate habet) == MT~
<gk>R(U=SAI/</>] > 2013~
<gk>ME</>] > 2013~
<gk>.</> 
~x42y2z1] 1.2 2.1 2.2 tres stichi S 1219' et He , duo (1.2 -- 2 <gk>KRAT. 
     MOU, INA</> 1st -- fin.) 2013', quattuor B LaG Ga (1.2, <gk>O(/TI</> --  
<gk>KRAT. MOU, INA TI APWSW ME</>, 2.2) et R' Sy (1.2, <gk>O(/TI</> -- <gk>KRAT. 
     MOU, INA</> 10 -- <gk>POREUOMAI, EN</> -- fin.) et A (1.2, 2.1, <gk>KAI
     INA</> -- <gk>POREUOMAI, EN</> -- fin.) 
<gk>O(/TI</> 
<gk>SU\</> 
<gk>EI)=</>] > Lpau'Sc(non Sy) A' 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
 + <gk>MOU</> S' R" Sy 
<gk>,</> 
 +< <Lt>et</> La(nonAug) Sy 
<gk>KRATAI/WMA/</> 
<gk>MOU</> 
<gk>:</> 
<gk>I(/NA</> > He~ 
<gk>TI/</> > He~ 
<gk>A)PW/SW</> > He~ 
<gk>ME</> > He~ 
<gk>;</> > He~ 
~z2] 1.2 2.1 2.2 tres stichi S 1219' et He, duo (1.2 -- 2  
<gk>KRAT. MOU, INA</> 1st -- fin.) 2013', quattuor B LaG Ga (1.2, <gk>O(/TI</> -
     - <gk>KRAT. MOU, INA TI APWSW ME</>, 2.2) et R' Sy (1.2, <gk>O(/TI</> --
     <gk>KRAT.  MOU, INA</> 10 -- <gk>POREUOMAI, EN</> -- fin.) et A (1.2, 2.1,
     <gk>KAI INA</>  -- <gk>POREUOMAI, EN</> -- fin.) 
 + <gk>I(/NA</> He~ 
 + <gk>TI/</> He~ 
 + <gk>A)PW/SW</> He~ 
 + <gk>ME</> He~ 
 + <gk>;</> > He~ 
<gk>KAI\</>] > S LaG Ga(non Uulg) 55 == MT: cf. 41.10 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>SKUQRWPA/ZWN</> 
<gk>POREU/OMAI</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>E)KQLI/BEIN</>] 
 : <gk>QLIBEIN</> 2013 hic, non in 41.10 
<gk>TO\N</> 
<gk>E)XQRO/N</> 
<gk>MOU</>] cf. 41.10 
 + <Lt>in> LaG 
 + <Lt>eo> LaG 
 + <gk>E)N</> 2013'(+11) LaG <Lt>dum</> 
 + <gk>TW</> 2013'(+11) LaG <Lt>dum</> 
 + <gk>KATAQLASQAI</> 2013'(+11) LaG (== <Lt>confringunt</> cf. 41.11) 
 + <gk>TA</> 2013'(+11) LaG <Lt>omnia</> 
 + <gk>OSTA</> 2013'(+11) LaG <Lt>ossa</> 
 + <gk>MOU</> 2013'(+11) LaG <Lt>mea> 
 + <gk>WNEIDISAN</> 2013'(+11) LaG <Lt>exprobraverunt</> 
 + <gk>ME</> 2013'(+11) LaG <Lt>mihi> 
 + <gk>OI</> 2013'(+11) 
 + <gk>E)XQROI/</> 2013'(+11) LaG <Lt>inimici</>; ex. 41.11, ubi 2013' LaG non
     <gk>E)XQROI/ MOU</> sed <gk>QLIBONTES ME</> LaG(cf. ibi) 
 + <gk>MOU</> 2013'(+11) LaG <Lt>mei> ex. 41.11, ubi 2013' LaG non <gk>E)XQROI/ 
     MOU</> sed <gk>QLIBONTES ME</> LaG(cf. ibi) 
 + <gk>ME</> LaG(cf. ibi)(+11) LaG <Lt>mihi</> ex. 41.11, ubi 2013' LaG non  
<gk>E)XQROI/ MOU</> sed <gk>QLIBONTES ME</> LaG(cf. ibi) 
<gk>;</> 
~x42y3z1 
<gk>E)CAPO/STEILON</> 
<gk>TO\</> 
<gk>FW=S</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>A)LH/QEIA/N</> 
<gk>SOU</> 
<gk>:</> 
~z2] 3.2 3.3 duo stichi B' LaG Ga A' et Sy, unus  2013' R' He 1219 
<gk>AU)TA/</> 
<gk>ME</> 
<gk>W(DH/GHSAN</> 
<gk>KAI\</> 
<gk>H)/GAGO/N</> 
<gk>ME</> == MT] > 2013 LaGAug Ga 
<gk>EI)S</> > Sy~ 
<gk>O)/ROS</> > Sy~ 
 +< <gk>TO</> 2013: cf. 21.14 
<gk>A(/GIO/N</> > Sy~ 
<gk>SOU</> > Sy~ 
~z3] 3.2 3.3 duo stichi B' LaG Ga A' et Sy, unus  2013' R' He 1219 
 + <gk>EI)S</> Sy~ 
 + <gk>O)/ROS</> Sy~ 
 + <gk>A(/GIO/N</> Sy~ 
 + <gk>SOU</> Sy~ 
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TA\</> 
<gk>SKHNW/MATA/</> 
<gk>SOU</> 
<gk>.</> 
~x42y4z1 
<gk>KAI\</> 
<gk>EI)SELEU/SOMAI</> 
<gk>PRO\S</> 
<gk>TO\</> 
<gk>QUSIASTH/RION</> 
<gk>TOU=</>] > LaG 
<gk>QEOU=</>] > LaG 
 + <gk>MOU</> 2013 
~z2 
<gk>PRO\S</> 
<gk>TO\N</> 
<gk>QEO\N</> 
<gk>TO\N</> 
<gk>EU)FRAI/NONTA</> 
<gk>TH\N</> 
<gk>NEO/THTA/</> 
<gk>MOU</> 
<gk>:</> 
~z3 
<gk>E)COMOLOGH/SOMAI/</> 
<gk>SOI</> 
<gk>E)N</>] > B 55(Bo Sa?)~
<gk>KIQA/RA|</>] > B 55(Bo Sa?)~
<gk>,</> 
<gk>O(</> Bo R'Aug Ga L" 1219 == MT] > S 2013' LaG A' B 
<gk>QEO\S</> Bo R'Aug Ga L" 1219 == MT] > S 2013' LaG A' 
 : <gk>KU/RIE</> B 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
 + <gk>E)N</> B 55(Bo Sa?)~
 + <gk>KIQA/RA|</> B 55(Bo Sa?)~
<gk>.</> 
~x42y5z1 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>PERI/LUPOS</> 
<gk>EI)=</> 
<gk>,</> 
 +< <gk>H</> relinqui(etiam 1219) == MT: cf. 41.6 41.12 
<gk>YUXH/</> B' 2013, <Lt>anima</> LaG] 
 + <gk>MOU</> relinqui(etiam 1219) == MT: cf. 41.6 41.12 
<gk>,</> 
<gk>KAI\</> 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>SUNTARA/SSEIS</> 
<gk>ME</> 
<gk>;</> 
~z2 
<gk>E)/LPISON</> 
<gk>E)PI\</> 
<gk>TO\N</>] > R'Aug: cf. 41.6 41.12 
<gk>QEO/N</>] 
 : <gk>KU/RION</> R'Aug: cf. 41.6 41.12 
<gk>,</> 
<gk>O(/TI</>] 
 add. #13 <gk>ETI</> GaHi Sy: cf. 41.12 
<gk>E)COMOLOGH/SOMAI</> 
<gk>AU)TW=|</> 
<gk>:</> 
~z3 
<gk>SWTH/RION</> 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>MOU</> 
 +< <gk>KAI\</> relinqui(etiam Th) == MT(Ga sub #13): cf. 41.12 
<gk>O(</> B" Sa Aug] 
<gk>QEO/S</> B" Sa Aug] 
<gk>MOU</> 
<gk>.</> 
~x43y1z1] (MT 44) 
<gk>@@{1*EI)S</>] > Aug(>4) 
<gk>TO\</>] > Aug(>4) 
<gk>TE/LOS</>] > Aug(>4) 
<gk>:</>] > Aug(>4) 
 + <gk>EI)S</> Aug Lpau 55~
 + <gk>SU/NESIN</> Aug Lpau 55~
<gk>TOI=S</>
<gk>UI(OI=S</>
<gk>*KORE</>
<gk>EI)S</> B R Ld(sil)'] > Lpau A, Aug Lpau 55 2013 LaG (Bo Sa?)~
<gk>SU/NESIN</> B R Ld(sil)'] > Lpau A, Aug Lpau 55 2013 LaG (Bo Sa?)~
<gk>YALMO/S.}1</> B R Ld(sil)'] > S LaRAug Ga Ld'He 1219 == MT
 + <gk>EI)S</> 2013 LaG (Bo Sa?)~
 + <gk>SU/NESIN</> 2013 LaG (Bo Sa?)~
 + <gk>TW=|</> Lpau 
 + <gk>DAUID</> Lpau 
~x43y2z1 
<gk>*(O</> 
<gk>QEO/S</> 
<gk>,</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>W)SI\N</> 
<gk>H(MW=N</> 
<gk>H)KOU/SAMEN</> 
<gk>,</> 
~z2 
<gk>OI(</> 
<gk>PATE/RES</> 
<gk>H(MW=N</> 
<gk>A)NH/GGEILAN</> 
<gk>H(MI=N</> 
~z3 
<gk>E)/RGON</> 
<gk>,</> 
<gk>O(\</> 
<gk>EI)RGA/SW</> 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>H(ME/RAIS</> 
<gk>AU)TW=N</> 
<gk>,</> 
<gk>E)N</> 
<gk>H(ME/RAIS</> 
<gk>A)RXAI/AIS</> 
<gk>.</> 
~x43y3z1 
<gk>H(</> 
<gk>XEI/R</> 
<gk>SOU</> 
<gk>E)/QNH</> 
<gk>E)CWLE/QREUSEN</>] 
 : <gk>ECWLOQREUSEN</> L': cf. 11.4 
<gk>,</> 
<gk>KAI\</> 
<gk>KATEFU/TEUSAS</> 
<gk>AU)TOU/S</> 
<gk>,</> 
~z2 
<gk>E)KA/KWSAS</> 
<gk>LAOU\S</> 
<gk>KAI\</> 
<gk>E)CE/BALES</> B' 2013 L'] 
 : <gk>ECEBALAS</> R LpauTHe A": cf. 49.17 72.18 79.9 80.15 et Thack. p.  211 
<gk>AU)TOU/S</> 
<gk>.</> 
~x43y4z1 
<gk>OU)</> 
<gk>GA\R</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>R(OMFAI/A|</> 
<gk>AU)TW=N</> 
<gk>E)KLHRONO/MHSAN</>] 
 : <gk>KLHRONOMHSASIN</> <Lt>cleronomesasin</> R (pro 
  <gk>KLHRONOMHSOUSIN</> <Lt>cleronomesusin</>?) 
 + <gk>KLHRONOMHSOUSIN</> <Lt>cleronomesasin</> R (pro 
  <gk>KLHRONOMHSOUSIN</> <Lt>cleronomesusin</>?) 
 : <Lt>haereditate (possidebunt)</> LaR > LaG 
 : <Lt>(haereditate) possidebunt</> LaR LaG 
<gk>GH=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>O(</> 
<gk>BRAXI/WN</> 
<gk>AU)TW=N</> 
<gk>OU)K</> 
<gk>E)/SWSEN</> 
<gk>AU)TOU/S</> 
<gk>,</> 
~z3 
<gk>A)LL'</> 
<gk>H(</> 
<gk>DECIA/</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>BRAXI/WN</> 
<gk>SOU</> 
~z4 
<gk>KAI\</>] ad 4.4 trahunt 2013' Sy A,  stichus singularis est  in LaG Ga
     1219' 
<gk>O(</>] ad 4.4 trahunt 2013' Sy A, stichus singularis est  in LaG Ga 1219' 
<gk>FWTISMO\S</>] ad 4.4 trahunt 2013' Sy A, stichus  singularis est in LaG Ga
     1219' 
<gk>TOU=</>] ad 4.4 trahunt 2013' Sy A, stichus singularis  est in LaG Ga
     1219' 
<gk>PROSW/POU</>] ad 4.4 trahunt 2013' Sy A, stichus  singularis est in LaG Ga
     1219' 
<gk>SOU</>] ad 4.4 trahunt 2013' Sy A, stichus singularis est in LaG Ga 1219',
     B' R' The begin 4.4 here
<gk>,</> 
<gk>O(/TI</> 
<gk>EU)DO/KHSAS</> 
<gk>E)N</>] > 2013: cf. Helbing Kas. p. 264 
<gk>AU)TOI=S</>] 
 : <gk>AU)TOUS</> 2013: cf. Helbing Kas. p. 264 
<gk>.</> 
~x43y5z1 
<gk>SU\</> 
<gk>EI)=</> 
<gk>AU)TO\S</> 
<gk>O(</> 
<gk>BASILEU/S</> 
<gk>MOU</> 
<gk>KAI\</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>MOU</> 
~z2 
<gk>O(</> 
<gk>E)NTELLO/MENOS</> 
<gk>TA\S</> 
<gk>SWTHRI/AS</> 
<gk>*IAKWB</> 
<gk>:</> 
~x43y6z1 
<gk>E)N</> 
<gk>SOI\</> 
<gk>TOU\S</> 
<gk>E)XQROU\S</> 
<gk>H(MW=N</> 
<gk>KERATIOU=MEN</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>O)NO/MATI/</> 
<gk>SOU</> 
<gk>E)COUQENW/SOMEN</> B] 
 : <gk>ECOUDENHSOMEN</> 2013: cf. 14.4 50.19 58.9 59.14 68.34 88.39 89.5 et 
     Thack. p. 105 
 : <gk>E)COUDENWSOMEN</> R L' A' 
 : <gk>E)COUQENHSOMEN</> S 
<gk>TOU\S</> 
<gk>E)PANISTANOME/NOUS</> B' R <Lt>epanistamomenus</> A] 
 : <gk>E)PANISTAMENOUS</> 2013 L' 1219: cf. 17.40 
 : <gk>E)PANISTAMEMENOUS</> 55: cf. 58.2 
<gk>H(MI=N</> 
<gk>.</> 
~x43y7z1 
<gk>OU)</> 
<gk>GA\R</> 
<gk>E)PI\</> 
<gk>TW=|</>] > 2013 
<gk>TO/CW|</> 
<gk>MOU</> 
<gk>E)LPIW=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>R(OMFAI/A</> 
<gk>MOU</> 
<gk>OU)</> 
<gk>SW/SEI</> 
<gk>ME</> 
<gk>:</> 
~x43y8z1] > B in fine folii 
<gk>E)/SWSAS</>] > B(</>3) in fine folii 
<gk>GA\R</>] > B(</>3) in fine folii 
<gk>H(MA=S</>] > B(</>3) in fine folii 
<gk>E)K</>] > B(</>3) in fine folii 
<gk>TW=N</>] > B(</>3) in fine folii 
<gk>QLIBO/NTWN</>] > B(</>3) in fine folii 
<gk>H(MA=S</>] > B(</>3) in fine folii 
~z2] > B in fine folii 
<gk>KAI\</>] > B(</>3) in fine folii 
<gk>TOU\S</>] > B(</>3) in fine folii 
<gk>MISOU=NTAS</>] > B(</>3) in fine folii 
<gk>H(MA=S</>] > B(</>3) in fine folii 
<gk>KATH/|SXUNAS</>] > B(</>3) in fine folii 
<gk>.</>] > B(</>3) in fine folii 
~x43y9z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>QEW=|</> 
 + <Lt>nostro</> Bo Sa 
<gk>E)PAINESQHSO/MEQA</> B' 2013 R 1219] 
 : <gk>E)PAINEQHSOMEQA</> L' A': cf. 33.3 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
~z2 
<gk>KAI\</> 
<gk>E)N</>] > Ga(non Uulg) 55 == MT 
<gk>TW=|</> 
<gk>O)NO/MATI/</> 
<gk>SOU</> 
<gk>E)COMOLOGHSO/MEQA</> 
 + <gk>SOI</> 1219 
<gk>EI)S</> 
<gk>TO\N</> <Lt>(saeculum)</> Ga] 
 : <Lt>(saecula)</> La 
<gk>AI)W=NA</> <Lt>saeculum</> Ga] 
 : <Lt>saecula</> La 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x43y10z1 
<gk>NUNI\</> 
<gk>DE\</> 
<gk>A)PW/SW</> 
<gk>KAI\</> 
<gk>KATH/|SXUNAS</>] 
 : <gk>ECOUDENWSAS</> R: ex 88.39 
<gk>H(MA=S</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)CELEU/SH|</> 2013' LaG GaHi Thtp- Th == MT] 
 + <gk>O</> R'Aug Uulg LThtp- Su A': ex 59.12 
 + <gk>QEO/S</> R'Aug Uulg LThtp- Su A': ex 59.12 
<gk>E)N</> 
<gk>TAI=S</> 
<gk>DUNA/MESIN</>] 
 : <gk>DUNASTEIAIS</> 2013: cf. 53.3 
<gk>H(MW=N</> 
<gk>:</> 
~x43y11z1 
<gk>A)PE/STREYAS</> 
<gk>H(MA=S</> 
<gk>EI)S</> 
<gk>TA\</> 
<gk>O)PI/SW</> 
<gk>PARA\</> 
<gk>TOU\S</> 
<gk>E)XQROU\S</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OI(</> 
<gk>MISOU=NTES</> 
<gk>H(MA=S</> 
<gk>DIH/RPAZON</> 
<gk>E(AUTOI=S</> 
<gk>.</> 
~x43y12z1 
<gk>E)/DWKAS</> 
<gk>H(MA=S</> 
<gk>W(S</> 
<gk>PRO/BATA</> 
<gk>BRW/SEWS</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>E)/QNESIN</> 
<gk>DIE/SPEIRAS</>] 
 : <gk>DIESPARKAS</> 2013 
<gk>H(MA=S</> 
<gk>:</> 
~x43y13z1 
<gk>A)PE/DOU</> 
<gk>TO\N</> 
<gk>LAO/N</> 
<gk>SOU</> 
<gk>A)/NEU</> 
<gk>TIMH=S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)=N</> 
<gk>PLH=QOS</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>A)LLA/GMASIN</> <Lt>commutationibus</> Bo LaG Ga Lpau'ThCh == MT] 
 : <gk>A)LALAGMASIN</> <Lt>iubilationibus</> B' 2013' R'Aug L' A' 
<gk>AU)TW=N</> B" 2013-SaB La Uulg == MT] 
 : <gk>HMWN</> SaL R Ga L" A' 
<gk>.</> 
~x43y14z1 
<gk>E)/QOU</> 
<gk>H(MA=S</> 
 + <gk>EI)S</> <Lt>in</> LaRAug A: ex 15.1 
<gk>O)/NEIDOS</> 
<gk>TOI=S</> 
<gk>GEI/TOSIN</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>MUKTHRISMO\N</> 
<gk>KAI\</> 
<gk>KATAGE/LWTA</> B(S* om. 14.2 15.1) 2013] 
 : <gk>XLEUASMON</> R L'Th A'; de Orig. cf. S.-St. 2, p. 217 
<gk>TOI=S</> 
<gk>KU/KLW|</>] 
 : <gk>PERIKUKLW</> 2013 
<gk>H(MW=N</> 
 + <gk>KAI\</> A(+6): ex 79.7 
 + <gk>OI)</> A(+6): ex 79.7 
 + <gk>E)XQROI</> A(+6): ex 79.7 
 + <gk>(HMW=N</> A(+6): ex 79.7 
 + <gk>E)MUKTHRISAN</> A(+6): ex 79.7 
 + <gk>(HMA/S</> A(+6): ex 79.7 
<gk>:</> 
~x43y15z1 
<gk>E)/QOU</> 
<gk>H(MA=S</> 
<gk>EI)S</> 
<gk>PARABOLH\N</> 
<gk>E)N</> == MT] > 2013'LaG GaHi Lpau: ad 14.1 14.2 adapt. 
<gk>TOI=S</> 
<gk>E)/QNESIN</> 
<gk>,</> 
~z2 
<gk>KI/NHSIN</> 
<gk>KEFALH=S</> 
<gk>E)N</>] > SaL LaG 
<gk>TOI=S</> 
<gk>LAOI=S</> 
<gk>.</> 
~x43y16z1 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>H(</> 
<gk>E)NTROPH/</> 
<gk>MOU</> 
<gk>KATENANTI/ON</>] 
 : <gk>KATENWPION</> A 
<gk>MOU/</> 
<gk>E)STIN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>AI)SXU/NH</> 
<gk>TOU=</> 
<gk>PROSW/POU</> 
<gk>MOU</> 
<gk>E)KA/LUYE/N</> 
<gk>ME</> 
~x43y17z1 
<gk>A)PO\</> 
<gk>FWNH=S</> 
<gk>O)NEIDI/ZONTOS</> 
<gk>KAI\</> 
<gk>PARALALOU=NTOS</> B' Sa R Hec 55] 
 : <gk>KATALALOUNTOS</> 2013 L'Th A': <gk>PARALALEIN</> non nisi hoc loco in  LXX
      inuenitur 
<gk>,</> 
~z2 
<gk>A)PO\</> 
<gk>PROSW/POU</>] 
 : <gk>FOBOU</> S: ex 63.2 
<gk>E)XQROU=</> 
<gk>KAI\</> 
<gk>E)KDIW/KONTOS</> 
<gk>.</> 
~x43y18z1] 18.1 in duo stichos (init. -- <gk>HMAS, KAI</> -- <gk>SOU</> 1st) 
     diuidunt R" 1219 
<gk>TAU=TA</> 
<gk>PA/NTA</> 
<gk>H)=LQEN</> 
<gk>E)F'</> 
<gk>H(MA=S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>E)PELAQO/MEQA/</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>H)DIKH/SAMEN</> 
<gk>E)N</> 
 +< <gk>TH</> 2013 R Ld- Thtp 1219' 
<gk>DIAQH/KH|</> B' Ld(sil)TThtpHe A] 
<gk>SOU</> 
<gk>,</> 
~x43y19z1 
<gk>KAI\</> 
<gk>OU)K</> 
<gk>A)PE/STH</> 
<gk>EI)S</> 
<gk>TA\</> 
<gk>O)PI/SW</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>H(MW=N</> 
<gk>:</> 
~z2 
<gk>KAI\</> 
 +< <gk>OUK</> Lpau 
<gk>E)CE/KLINAS</>] 
 : <gk>ECEKLINAMEN</> He* 
<gk>TA\S</>] 
 : <gk>TOUS</> B: cf. 118.35 et Thack. p. 146 n. 2 
<gk>TRI/BOUS</> 
<gk>H(MW=N</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>O(DOU=</> 
<gk>SOU</> 
<gk>.</> 
~x43y20z1 
<gk>O(/TI</> 
<gk>E)TAPEI/NWSAS</> 
<gk>H(MA=S</> 
<gk>E)N</> 
<gk>TO/PW|</> 
<gk>KAKW/SEWS</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)PEKA/LUYEN</>] 
 : <gk>E)PEKALUYAS</> 2013(non Sa): ad 20.1 adapt. 
<gk>H(MA=S</> 
<gk>SKIA\</> 
<gk>QANA/TOU</> 
<gk>.</> 
~x43y21z1 
<gk>EI)</> 
<gk>E)PELAQO/MEQA</> 
<gk>TOU=</>] 
<gk>O)NO/MATOS</>] > A (haplog.) 
<gk>TOU=</>] > A (haplog.) 
 : <Lt>(domini)</> LaR 
<gk>QEOU=</>] 
 : <Lt>domini</> LaR 
<gk>H(MW=N</> 
~z2 
<gk>KAI\</> 
<gk>EI)</>] #8 Ga 
<gk>DIEPETA/SAMEN</> 
<gk>XEI=RAS</> 
<gk>H(MW=N</> 
<gk>PRO\S</> 
<gk>QEO\N</> 
<gk>A)LLO/TRION</> 
<gk>,</> 
~x43y22z1 
<gk>OU)XI\</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)KZHTH/SEI</>] 
 : <gk>EKZHTEI</> 2013(non Sa) 
 : <gk>EKZHTHSIS</> 1219: idem <<gk>GIN</>><gk>SKIS</> pro <gk>-kei</> 
<gk>TAU=TA</> 
<gk>;</> 
~z2 
<gk>AU)TO\S</> 
<gk>GA\R</> 
<gk>GINW/SKEI</>] 
 : <gk><GINW>SKIS</> 1219 
<gk>TA\</> 
<gk>KRU/FIA</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>.</> 
~x43y23z1 
<gk>O(/TI</> 
<gk>E(/NEKA</> B R L' 55] 
 : <gk>ENEKEN</> S 2013 (=Rom. 8.36) LpauT A: sic omnes in 27, cf. 24.7 
<gk>SOU=</> 
<gk>QANATOU/MEQA</> 
<gk>O(/LHN</> 
<gk>TH\N</> 
<gk>H(ME/RAN</> 
<gk>,</> 
~z2 
<gk>E)LOGI/SQHMEN</> 
<gk>W(S</> 
<gk>PRO/BATA</> 
<gk>SFAGH=S</> 
<gk>.</> 
~x43y24z1 
<gk>E)CEGE/RQHTI</> 
<gk>:</> 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>U(PNOI=S</> 
<gk>,</> 
<gk>KU/RIE</>] > 2013(uid.) 
<gk>;</> 
~z2 
<gk>A)NA/STHQI</> 
<gk>KAI\</>] #8 Ga Sy(S.-St. 2, p. 127.128) 
<gk>MH\</> 
<gk>A)PW/SH|</> 
 + <gk>HMAS</> R' (Bo Sa Sy?) 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>.</> 
~x43y25z1 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>TO\</>] > A 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>A)POSTRE/FEIS</> 
<gk>,</> 
~z2 
<gk>E)PILANQA/NH|</> 
<gk>TH=S</> 
<gk>PTWXEI/AS</> 
<gk>H(MW=N</> 
<gk>KAI\</> 
<gk>TH=S</> 
<gk>QLI/YEWS</> 
<gk>H(MW=N</> 
<gk>;</> 
~x43y26z1 
<gk>O(/TI</> 
<gk>E)TAPEINW/QH</> 
<gk>EI)S</> 
<gk>XOU=N</> 
<gk>H(</> 
<gk>YUXH\</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>E)KOLLH/QH</> 
<gk>EI)S</> 
<gk>GH=N</> 
<gk>H(</> 
<gk>GASTH\R</> 
<gk>H(MW=N</> 
<gk>.</> 
~x43y27z1 
<gk>A)NA/STA</> 
<gk>,</> 
<gk>KU/RIE</>] > GacHi(non Ga*Uulg) == MT > 2013'~ 
<gk>,</> 
<gk>BOH/QHSON</> 
<gk>H(MI=N</> 
 + <gk>KU/RIE</> 2013'~ 
~z2 
<gk>KAI\</> 
<gk>LU/TRWSAI</> 
<gk>H(MA=S</> 
<gk>E(/NEKEN</> 
<gk>TOU=</> 
<gk>O)NO/MATO/S</> 
<gk>SOU</> 
<gk>.</> 
~x44y1z1] (MT 45) 
<gk>@@{1*EI)S</>] > A(</>5) Aug(>4) 
<gk>TO\</>] > A(</>5) Aug(>4) 
<gk>TE/LOS</>] > A(</>5) Aug(>4) 
<gk>,</>] > A(</>5) Aug(>4) 
<gk>U(PE\R</>] > A(</>5) 
 : <gk>PERI</> 2013: cf. 37.19 
<gk>TW=N</>] > A(</>5) 
<gk>A)LLOIWQHSOME/NWN</>] > A(</>5) 
<gk>:</>] > A(</>5) 
<gk>TOI=S</>] > A(</>5) 
<gk>@@UI(OI=S</>] > A(</>5) 
~z2 
<gk>*KORE</>] > A(</>5) 
<gk>EI)S</>] > A(</>5) 
<gk>SU/NESIN</>] > A(</>5) 
<gk>:</>] > A(</>5) 
<gk>W)|DH\</>] > A(</>5) R' Lpau 
 +< <gk>TOU</> A 
 +< <gk>DAUID</> A 
<gk>U(PE\R</> 
<gk>TOU=</> 
<gk>A)GAPHTOU=</>] 
 : <gk>HGAPHMENOU</> 2013 
<gk>.</> 
~x44y2z1 
<gk>*)ECHREU/CATO</> 
<gk>H(</> 
<gk>KARDI/A</> 
<gk>MOU</> 
<gk>LO/GON</> 
<gk>A)GAQO/N</> 
<gk>,</> 
~z2 
<gk>LE/GW</> 
<gk>E)GW\</> 
<gk>TA\</> 
<gk>E)/RGA</> 
<gk>MOU</> 
<gk>TW=|</> 
<gk>BASILEI=</> 
<gk>,</> 
~z3 
<gk>H(</> 
<gk>GLW=SSA/</> 
<gk>MOU</> 
<gk>KA/LAMOS</> 
<gk>GRAMMATE/WS</> 
<gk>O)CUGRA/FOU</> 
<gk>.</> 
~x44y3z1 
<gk>W(RAI=OS</> 
<gk>KA/LLEI</> 
<gk>PARA\</> 
<gk>TOU\S</> 
<gk>UI(OU\S</> 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>,</> 
~z2 
<gk>E)CEXU/QH</> 
 +< <gk>H</> B' R LbThtd 55: ex <gk>ECEXUQH</> repet.? 
<gk>XA/RIS</> 2013 LThtp A' == MT] 
<gk>E)N</> 
<gk>XEI/LESI/N</> 
<gk>SOU</> 
<gk>:</> 
~z3 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>EU)LO/GHSE/N</> 
<gk>SE</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~x44y4z1 
<gk>PERI/ZWSAI</> 
<gk>TH\N</> 
<gk>R(OMFAI/AN</> 
<gk>SOU</> 
<gk>E)PI\</> 
<gk>TO\N</> 
<gk>MHRO/N</> 
<gk>SOU</>] > La et Cyp. == MT 
<gk>,</> 
<gk>DUNATE/</> 
<gk>,</> 
~z2 
<gk>TH=|</> 
<gk>W(RAIO/THTI/</> 
<gk>SOU</>] > R' 
<gk>KAI\</> 
<gk>TW=|</> 
<gk>KA/LLEI</> 
<gk>SOU</> 
~x44y5z1 
<gk>KAI\</>] > Ga*Uulg: cf. MT 
<gk>E)/NTEINON</>] 
 : <gk>E)NTEINE</> (uel <gk>E)NTEINAI</>) LdThtp 
<gk>KAI\</>] > Ga*Uulg: cf. MT 
<gk>KATEUODOU=</> 
<gk>KAI\</> 
<gk>BASI/LEUE</> 
~z2 
<gk>E(/NEKEN</> 
<gk>A)LHQEI/AS</> 
<gk>KAI\</> 
<gk>PRAU/+THTOS</>] 
 : <gk>PRAOTHTOS</> La'(non T): cf. 89.10 131.1 et Thack. $$ 6,32 
<gk>KAI\</> 
<gk>DIKAIOSU/NHS</> 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>O(DHGH/SEI</> 
<gk>SE</> 
<gk>QAUMASTW=S</> 
<gk>H(</> 
<gk>DECIA/</> 
<gk>SOU</> 
<gk>.</> 
~x44y6z1] 6.1 6.2 6.3 tres stichi B' LaG TSyHe A", duo 2013-SaB R'(6.1, 
     6.2 + 6.3) et Ga(6.1 +  6.2, 6.3) et SaL(6.1 + 6.3, 6.2, cf. Tht comm.
     ad l.: <gk>MEQUPERBATA ESTI  TA  RHMATA</> ... <gk>TA BELH SOU GAR
     HKONHMENA, DUNATE, EN KARDIA TWN  EXQRWN TOU BASILHEWS, TOUTWN DE
     TRWQENTWN LAOI UPOKATW SOU  PESOUNTAI</>) 
<gk>TA\</> 
<gk>BE/LH</> 
<gk>SOU</> 
<gk>H)KONHME/NA</> 
<gk>,</> 
<gk>DUNATE/</> <Lt>potentissime</> LaG] > GaHi == MT 
 : <Lt>potentissimae</> LaRAug: cf. proleg. $$ 5.9 
<gk>,</> 
~z2] 6.1 6.2 6.3 tres stichi B' LaG TSyHe A", duo 2013-SaB R'(6.1, 6.2 + 
     6.3) et Ga(6.1 +  6.2, 6.3) et SaL(6.1 + 6.3, 6.2, cf. Tht comm. ad
     l.: <gk>MEQUPERBATA ESTI  TA  RHMATA</> ... <gk>TA BELH SOU GAR HKONHMENA,
     DUNATE, EN KARDIA TWN  EXQRWN TOU BASILHEWS, TOUTWN DE TRWQENTWN LAOI
     UPOKATW SOU  PESOUNTAI</>) 
<gk>_</> 
<gk>LAOI\</> 
<gk>U(POKA/TW</> 
<gk>SOU</> 
<gk>PESOU=NTAI</> 
<gk>_</> 
~z3] 6.1 6.2 6.3 tres stichi B' LaG TSyHe A", duo 2013-SaB R'(6.1, 6.2 + 
     6.3) et Ga(6.1 +  6.2, 6.3) et SaL(6.1 + 6.3, 6.2, cf. Tht comm. ad
     l.: <gk>MEQUPERBATA ESTI  TA  RHMATA</> ... <gk>TA BELH SOU GAR HKONHMENA,
     DUNATE, EN KARDIA TWN  EXQRWN TOU BASILHEWS, TOUTWN DE TRWQENTWN LAOI
     UPOKATW SOU  PESOUNTAI</>) 
<gk>E)N</> <Lt>in (corde)</> GaAug == MT] > R' 
 : <Lt>in (corda)</> Uulg 
 : <Lt>(uiscera)</> LaG 
<gk>KARDI/A|</> <Lt>(in) corde</> GaAug == MT] 
 : <gk>ENWPION</> <Lt>in conspectu</> R' 
 : <Lt>(in) corda</> Uulg 
 : <Lt>uiscera</> LaG 
<gk>TW=N</> 
<gk>E)XQRW=N</> 
<gk>TOU=</> 
<gk>BASILE/WS</> 
<gk>.</> 
~x44y7z1 
<gk>O(</> 
<gk>QRO/NOS</> 
<gk>SOU</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
<gk>EI)S</> 
<gk>TO\N</>] > B 
 : <Lt>(saecula saeculorum)</> LaRAug et Cyp. 
<gk>AI)W=NA</>] 
 : <Lt>saecula (saeculorum)</> LaRAug et Cyp. 
<gk>TOU=</>] > B 
 : <Lt>(saecula saeculorum)</> LaRAug et Cyp. 
<gk>AI)W=NOS</>] 
 : <Lt>(saecula) saeculorum</> LaRAug et Cyp. 
<gk>,</> 
~z2 
<gk>R(A/BDOS</> 
<gk>EU)QU/THTOS</> 
<gk>H(</> 
<gk>R(A/BDOS</> 
<gk>TH=S</> 
<gk>BASILEI/AS</> 
<gk>SOU</> 
<gk>.</> 
~x44y8z1 
<gk>H)GA/PHSAS</> 
<gk>DIKAIOSU/NHN</> 
<gk>KAI\</> 
<gk>E)MI/SHSAS</> 
<gk>A)NOMI/AN</> B" R L" 1219'] 
 : <gk>ADIKIAN</> 2013' A: eadem lectionis uarietas in Hebr. 1.9 
<gk>:</> 
~z2] 8.2 8.3 unus stichus S 2013' 1219 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>E)/XRISE/N</> 
<gk>SE</> 
<gk>O(</>] > LaG 
<gk>QEO\S</>] > LaG 
<gk>O(</> 
<gk>QEO/S</> 
<gk>SOU</> 
~z3] 8.2 8.3 unus stichus S 2013' 1219 
<gk>E)/LAION</> 
<gk>A)GALLIA/SEWS</> 
<gk>PARA\</> 
<gk>TOU\S</> 
<gk>METO/XOUS</> 
<gk>SOU</> 
<gk>.</> 
~x44y9z1 
<gk>SMU/RNA</>] 
 : <gk>SMURNAN</> R LbTHe*Sc 1219: 9.1 cum 8.3 connexuisse uid. 
<gk>KAI\</> 
<gk>STAKTH\</>] 
 : <gk>STAKTHN</> R LbTHe*Sc 1219: 9.1 cum 8.3 connexuisse uid. 
<gk>KAI\</>] > Lpau 
<gk>KASI/A</>] > Lpau 
 : <gk>KASIAN</> R LbTHe*Sc 1219: 9.1 cum 8.3 connexuisse uid. 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>I(MATI/WN</> 
<gk>SOU</> 
~z2] 9.2 10.1 duo stichi B' R" TSyHe A', unus 2013'(sed <gk>A)PO BAR. 
     ELEF.</> est stichus  singularis in SaL) Ga(?); 10.1 cum 9.2 connectit
     etiam Tht, non  connectit Bo 
<gk>A)PO\</> 
<gk>BA/REWN</> <Lt>domibus</> LaRAug Ga]: <gk>BAREWN</> a <gk>BARUS</> deriuauerunt, 
     cf. 47.4 47.14 121.7 et proleg. $$ 5.14 
 : <Lt>grauibus</> Bo Sa LaG 
<gk>E)LEFANTI/NWN</> 
<gk>,</> 
<gk>E)C</> 
<gk>W(=N</> 
<gk>HU)/FRANA/N</> 
 : <gk>EU)FRANAN</> Sy 
<gk>SE</> 
<gk>.</> 
~x44y10z1] 9.2 10.1 duo stichi B' R" TSyHe A', unus 2013'(sed <gk>A)PO BAR. 
     ELEF.</> est stichus  singularis in SaL) Ga(?); 10.1 cum 9.2 connectit
     etiam Tht, non  connectit Bo 
 + <gk>E)C</> Sy 
 + <gk>WN</> Sy 
 + <gk>EU)FRANAN</> Sy 
 + <gk>SE</> Sy 
 + <gk>QUGATE/RES</> Sy 
<gk>BASILE/WN</>] 
 : <gk>BASILEWS</> A 
<gk>E)N</> 
<gk>TH=|</>] > 2013 
<gk>TIMH=|</> 
<gk>SOU</> 
<gk>:</> 
~z2] 10.2 10.3 unus stichus Sa R' 
<gk>PARE/STH</> 
<gk>H(</> 
<gk>BASI/LISSA</> 
<gk>E)K</> 
<gk>DECIW=N</> 
<gk>SOU</>] Ga TSyHe A" begin 10.3 here 
<gk>E)N</>] ad 10.2 trahunt B' 2013 LaG
<gk>I(MATISMW=|</>] ad 10.2 trahunt B' 2013 LaG
<gk>DIAXRU/SW|</>] ad 10.2 trahunt B' 2013 LaG
~z3] 10.2 10.3 unus stichus Sa R' 
<gk>PERIBEBLHME/NH</>] > Cyp.(uid.) == MT: ex 14 #8 Euseb. (cf. Field) 
 +< <gk>KAI\</> 2013 
<gk>PEPOIKILME/NH</> <Lt>uariegata</> LaR] > Cyp.(uid.) == MT: ex 14#8 Euseb. 
     (cf. Field) 
 : <gk>PEPOIKILMENOIS</> S: cf. 14 
 : <Lt>uarietate</> LaG  
 : <Lt>uarietatem</> Aug Ga: cf. 14 
<gk>.</> 
~x44y11z1 
<gk>A)/KOUSON</> 
<gk>,</> 
<gk>QU/GATER</> 
<gk>,</> 
<gk>KAI\</> 
<gk>I)DE\</> 
<gk>KAI\</> 
<gk>KLI=NON</> 
<gk>TO\</> 
<gk>OU)=S</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>E)PILA/QOU</> 
<gk>TOU=</> 
<gk>LAOU=</> 
<gk>SOU</> 
<gk>KAI\</> 
<gk>TOU=</> 
<gk>OI)/KOU</> 
<gk>TOU=</> 
<gk>PATRO/S</> 
<gk>SOU</> 
<gk>,</> 
~x44y12z1 
<gk>O(/TI</> B" 2013' R" et Cyr. Alex. (S.-St.2, $$ 42.2) et Cyp.] 
 : <gk>KAI\</> Ga L"Th A" == MT 
<gk>E)PEQU/MHSEN</> B" 2013' R" et Cyr. Alex. (S.-St.2, $$ 42.2) et Cyp.] 
 : <gk>E)PIQUMHSEI</> Ga L"Th A" == MT 
<gk>O(</> 
<gk>BASILEU\S</> 
<gk>TOU=</>] 
 : <gk>TO</> 2013 
<gk>KA/LLOUS</>] 
 : <gk>KALLOS</> 2013 
<gk>SOU</>
<gk>,</> 
~z2] 12.2 13.1 unus stichus R" 
<gk>O(/TI</> 
<gk>AU)TO/S</> 
<gk>E)STIN</> 
<gk>O(</>] > L' 
<gk>KU/RIO/S</>] 
 : <gk>QEO/S</> R" 
 + <Lt>deus</> GacUulgAug et Cypriani peiores mss. 
<gk>SOU</> 
<gk>.</> 
~x44y13z1] 12.2 13.1 unus stichus R" 
<gk>KAI\</>] ad 13.1 trahunt B' 2013' Aug HeTh A', est stichus singularis  in
     1219
<gk>PROSKUNH/SOUSIN</> B" 2013' R"(R* <Lt>proskunesin</>) Ga Tht'HeThCh A'] ad 
     13.1 trahunt B' 2013' Aug HeTh A', est stichus singularis in 1219
 : <gk>PROSKUNHSEIS</> L 1219: sim MT 
<gk>AU)TW=|</>] ad 13.1 trahunt B' 2013' Aug HeTh A', est stichus  singularis
     in 1219, S Ga TSy == MT begin 13.1 here
 : <gk>AU)TON</> R Lpau == <Lt>eum</> La Ga: cf. 65.4 71.11 96.7 98.5 Od. 2.43 
     14.6 et Helbing Kas. p. 298 
 +< <gk>KAI\</> LaG Uulg 
 +< <Lt>et</> Gac == MT sub asterisco, quem hoc loco etiam Sy praebet, cf. 
     S.- St. 2, p.  126.127/8 
<gk>QUGATE/RES</> B' 2013' R'Aug Tht'HeThCh A'(cf. S.- St. 2, p. 45 n. 3)] 
 : <gk>QUGATHR</> S(<gk>QUGATHR</> -- fin. unus stichus S) Ga L == MT 
<gk>*TU/ROU</> 
<gk>E)N</> 
<gk>DW/ROIS</> 
<gk>,</> 
~z2 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>LITANEU/SOUSIN</> 
 +< <Lt>omnes</> Uulg et Psalt. Rom. 
<gk>OI(</> 
<gk>PLOU/SIOI</> 
<gk>TOU=</> S R" Ga L"Ch A' == MT] 
 : <gk>TH=S</> 2013'(cf. S.-St. 2, p.45.64) 
<gk>LAOU=</> S R" Ga L"Ch A' == MT] 
 : <gk>GHS</> 2013'(cf. S.-St. 2, p.45.64) 
 + <gk>SOU</> LpauThtp 
 + <gk>TH=S</> B' 55 
 + <gk>GHS</> B' 55 
<gk>.</> 
~x44y14z1 
<gk>PA=SA</> B' R" Ga : sim. MT] 
<gk>H(</> B' R" Ga : sim. MT] 
<gk>DO/CA</> B' R" Ga : sim. MT] 
<gk>AU)TH=S</> B' R" Ga : sim. MT] > 2013-1093(Bo Sa?) 
 : <gk>TH=S</> L" A" 
<gk>QUGATRO\S</> B' R" Ga sim. MT] 
 : <gk>QUGATERES</> R: ex 10 
 +< <gk>TOU</> L" A" 
<gk>BASILE/WS</> B' R" Ga : sim. MT] 
 : <gk>BASILEW=N</> R: ex 10 
<gk>E)/SWQEN</> R" Ga L"ThA" == MT] 
 : <gk>ESEBWN</> B" 2013'- 1093: cf. S.-St. 2, p. 184/5 
~z2 
<gk>E)N</> 
<gk>KROSSWTOI=S</> 
<gk>XRUSOI=S</> 
<gk>PERIBEBLHME/NH</> 
<gk>PEPOIKILME/NH</> B' R L' A", <Lt>uariegata</> LaR] > MT~ 
 : <gk>PEPOIKILMENOIS</> S 2013' Sy: cf. 10 
 : <Lt>uarietate</> LaG 
 : <Lt>uarietatem</> Aug 
 : <Lt>uarietatibus</> Ga 
<gk>.</> 
~x44y15z1 
 + <gk>PEPOIKILME/NH</> MT~ 
<gk>A)PENEXQH/SONTAI</> 
<gk>TW=|</> 
<gk>BASILEI=</> 
<gk>PARQE/NOI</> 
<gk>O)PI/SW</> 
<gk>AU)TH=S</>] 
 : <gk>AU)TOU</> A' 
<gk>,</> 
~z2 
<gk>AI(</>] 
 : <gk>OI</> A 
<gk>PLHSI/ON</> 
<gk>AU)TH=S</> 
<gk>A)PENEXQH/SONTAI/</> 
<gk>SOI</> 
<gk>:</> 
~x44y16z1 
<gk>A)PENEXQH/SONTAI</>] > LaG 
<gk>E)N</> 
<gk>EU)FROSU/NH|</> 
<gk>KAI\</> 
<gk>A)GALLIA/SEI</> 
<gk>,</> 
~z2 
<gk>A)XQH/SONTAI</>] 
 : <gk>APENEXQHSONTAI</> He: ex 16.1 
<gk>EI)S</> 
<gk>NAO\N</> 
 +< <gk>TOU</> 2013 
<gk>BASILE/WS</> 
<gk>.</> 
~x44y17z1 
<gk>A)NTI\</> 
<gk>TW=N</> 
<gk>PATE/RWN</> 
<gk>SOU</> 
<gk>E)GENH/QHSA/N</>] 
 : <gk>EGENHQH</> S: ante <gk>SOI</> 
<gk>SOI</>] >[<gk>SOU</>]L'(non Sy) 1219 == MT 
 +< <gk>(OI)</> L'(non Sy) 1219 == MT 
<gk>UI(OI/</> 
 + <gk>SOU</>L'(non Sy) 1219 == MT 
<gk>:</> 
~z2 
 +< <gk>KAI\</> 2013 
<gk>KATASTH/SEIS</> 
<gk>AU)TOU\S</> 
<gk>A)/RXONTAS</> 
<gk>E)PI\</> 
<gk>PA=SAN</>] 
 : <gk>PASHS</> 2013: cf. 1.1 
<gk>TH\N</>] 
 : <gk>TH=S</> 2013: cf. 1.1 
<gk>GH=N</>] 
 : <gk>GHS</> 2013: cf. 1.1 
<gk>.</> 
~x44y18z1 
 +< <gk>KAI\</> S' 2013' A' 
<gk>MNHSQH/SONTAI</> B R" Ga L" == MT; B" 2013' R" Uulg He* A' et Orig.
     (S.-St. 2, p.  216)] 
 : <gk>MNHSQHSOMAI</> Ga L"Th == MT 
 + <gk>SOU</> S~
<gk>TOU=</>
<gk>O)NO/MATO/S</>
<gk>SOU</>] > S~
<gk>E)N</> 
<gk>PA/SH|</> 
<gk>GENEA=|</> 
<gk>KAI\</> 
<gk>GENEA=|</> 
<gk>:</> 
~z2] 18.2 18.3 unus stichus Sa R': cf. 47.15 51.10 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>LAOI\</> 
<gk>E)COMOLOGH/SONTAI/</> 
<gk>SOI</> 
~z3] 18.2 18.3 unus stichus Sa R': cf. 47.15 51.10 
<gk>EI)S</>] ad 18.3 trahunt B' 2013 LaG Ga 1219'
<gk>TO\N</>] ad 18.3 trahunt B' 2013 LaG Ga 1219'
<gk>AI)W=NA</>] ad 18.3 trahunt B' 2013 LaG Ga 1219' TSyHe A begin 18.3 here
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>TOU=</>] #8 Ga: cf. 9.6 
<gk>AI)W=NOS</>] #8 Ga: cf. 9.6 
<gk>.</> 
~x45y1z1] (MT 46) 
 + <gk>TOU</> A 
 + <gk>DAUID</> A 
 + <gk>YALMOS</> A 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>U(PE\R</> B' 2013' R" 1098txt- Ga La"] > He S 1098mg-Uulg Lb 55 S Lpau 
<gk>TW=N</> B' 2013' R" 1098txt- Ga La"] > (~3)[<gk>TOIS</>]S Lpau(~3) 
 : <gk>TOIS</> S 1098mg-Uulg Lb 55 
<gk>UI(W=N</> B' 2013' R" 1098txt- Ga La"] > (~3)[<gk>UIOIS</>]S Lpau(~3) 
 : <gk>UIOIS</> S 1098mg-Uulg Lb 55 
<gk>*KORE</> B' 2013' R" 1098txt- Ga La"] > (~3)S Lpau(~3) 
<gk>,</> 
<gk>U(PE\R</> 
<gk>TW=N</> 
~z2 
<gk>@@KRUFI/WN</> 
 + <gk>TOIS</> (~3)S Lpau(~3) 
 + <gk>UIOIS</> (~3)S Lpau(~3) 
 + <gk>KORE</> (~3)S Lpau(~3) 
<gk>YALMO/S.}1</> B' R" 1098-Ga L' 55: cf. MT] > Lpau' 
 + <gk>TW</> Bo 2013' LpauT 
 + <gk>DAUID</> Bo 2013' LpauT 
~x45y2z1 
<gk>*(O</> 
<gk>QEO\S</> 
<gk>H(MW=N</> 
 +< <gk>KAI\</> 2013 
<gk>KATAFUGH\</> 
<gk>KAI\</> 
<gk>DU/NAMIS</> 
<gk>,</> 
~z2 
<gk>BOHQO\S</> 
<gk>E)N</> 
<gk>QLI/YESIN</> 
<gk>TAI=S</> 
<gk>EU(ROU/SAIS</> 
<gk>H(MA=S</> 
<gk>SFO/DRA</> 
<gk>.</> 
~x45y3z1] 3 <gk>KAI METATIQ. ORH</> cum 3.1, <gk>EN KARD. QAL.</> cum 4.1 
     iungunt S 2013'  sed Sa(non S 2013) diuidit <gk>EN KARD.</> -- <gk>UDATA
     AUTWN</> in duo  stichos (<gk>EN  KARD. QAL. HXHSAN, KAI ETAP. TA UD.
     AUTWN</>) 
<gk>DIA\</> 
<gk>TOU=TO</> 
<gk>OU)</> 
<gk>FOBHQHSO/MEQA</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>TARA/SSESQAI</> 
<gk>TH\N</> 
<gk>GH=N</> 
~z2 
<gk>KAI\</> 
<gk>METATI/QESQAI</> 
 +< <gk>TA</> 2013 
<gk>O)/RH</> 
<gk>E)N</> 
<gk>KARDI/AIS</>] 
 : <gk>KARDIA</> 1098 
 : <Lt>corde</> LaR 
 : <Lt>cor</> LaG- Aug Ga: == MT 
<gk>QALASSW=N</> == MT] 
 : <Lt>maris</> La Ga 
<gk>.</> 
~x45y4z1 
<gk>H)/XHSAN</> 
<gk>KAI\</> 
<gk>E)TARA/XQHSAN</> 
<gk>TA\</> 
<gk>U(/DATA</>] 
 : <gk>KUMATA</> S: cf. 41.8 
<gk>AU)TW=N</>] > S: cf. 41.8 Bo; cf. proleg. $$ 6.4 
<gk>,</> 
~z2 
<gk>E)TARA/XQHSAN</>] 
 : <gk>ETARAXQH</> A': cf. 11.3 
<gk>TA\</> 
<gk>O)/RH</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>KRATAIO/THTI</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TWN</> S: ex 45.4.1 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x45y5z1 
<gk>TOU=</> 
<gk>POTAMOU=</> 
<gk>TA\</> 
<gk>O(RMH/MATA</>] 
 : <gk>OMBRHMATA</> 55: ex 77.44 
<gk>EU)FRAI/NOUSIN</> 
<gk>TH\N</> 
<gk>PO/LIN</> 
<gk>TOU=</>] > LaG 
<gk>QEOU=</>] > LaG 
<gk>:</> 
~z2 
<gk>H(GI/ASEN</> 
<gk>TO\</> 
<gk>SKH/NWMA</> 
<gk>AU)TOU=</> 
<gk>O(</> 
<gk>U(/YISTOS</> 
<gk>.</> 
~x45y6z1] > He* 
<gk>O(</>] > (>9)He*(>9) 
<gk>QEO\S</>] > (>9)He*(>9) 
<gk>E)N</>] > (>9)He*(>9) 
<gk>ME/SW|</>] > (>9)He*(>9) 
<gk>AU)TH=S</>] > (>9)He*(>9) 
<gk>,</>] > (>9)He*(>9) 
 +< <gk>KAI\</> 2013' Aug L" 1219' 
<gk>OU)</> B" R" 1098-Ga A == MT] > (>9)He*(>9) 
<gk>SALEUQH/SETAI</>] > (>9)He*(>9) 
<gk>:</>] > (>9)He*(>9) 
~z2 
<gk>BOHQH/SEI</>] 
 : <gk>BOHQHSAI</> S 
<gk>AU)TH=|</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>TO\</> 2013' (item <gk>Q'</> teste 1098) == MT] 
 : <gk>TW</> 1098 Sc 
 : <Lt>mane (diluculo)</> Ga 
<gk>PRO\S</> 2013' (item <gk>Q'</> teste 1098) == MT] > B" R" 
 : <Lt>mane (diluculo)</> Ga 
<gk>PRWI/</> 2013' (item <gk>Q'</> teste 1098) == MT] 
 : <gk>PROSWPW</> B" R"(LaRAug <Lt>uultu (suo)</>, LaG <Lt>(de) uultu</>): cf. 
     S.-St. 2, p.  64/65 
 : <Lt>(mane) diluculo</> Ga 
 + <gk>PRWI</> 1098 L"Th A' 
<gk>.</> 
~x45y7z1 
<gk>E)TARA/XQHSAN</> 
<gk>E)/QNH</> 
<gk>,</> 
 +< <gk>KAI\</> 2013 UulgAug 
<gk>E)/KLINAN</> 
<gk>BASILEI=AI</> 
<gk>:</> 
~z2 
<gk>E)/DWKEN</> 
<gk>FWNH\N</> B" 2013' 1098txt-Ga == MT] 
 : <gk>FWNH</> 2013 
<gk>AU)TOU=</> B" 2013' 1098txt-Ga == MT] </>013 
 + <gk>O</> R" 1098mg L" A": ex 5 et 17.14 
 + <gk>UYISTOS</> R" 1098mg L" A": ex 5 et 17.14 
<gk>,</> 
 +< <gk>KAI\</> 2013* R" 
<gk>E)SALEU/QH</> 
<gk>H(</> 
<gk>GH=</> 
<gk>.</> 
~x45y8z1 
<gk>KU/RIOS</> 
 + <gk>O</> Bo Thtp'(non ThCh) 55: cf. 12 
 + <gk>QEO/S</> Bo Thtp'(non ThCh) 55: cf. 12 
<gk>TW=N</> 
<gk>DUNA/MEWN</> 
<gk>MEQ'</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>A)NTILH/MPTWR</> 
<gk>H(MW=N</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>*IAKWB</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sy 
~x45y9z1 
<gk>DEU=TE</> B' 2013 LaG == MT] 
 + <gk>KAI\</> R'- Aug 1098-Uulg L" A": ex 65.5 
 + <Lt>e</> Ga: == <Lt>et</>? 
<gk>I)/DETE</>] 
 : <gk>IDATE</> A: cf. 34.21 
<gk>TA\</> 
<gk>E)/RGA</> 
 +< <gk>TOU</> Sa L" A': ex 65.5; S R: cf. 2.12 
<gk>KU/RI/OU</> B" 2013 R" 1098-Ga == MT] 
 : <gk>QEOU</> Sa L" A': ex 65.5 
<gk>,</> 
~z2 
<gk>A(\</> 
<gk>E)/QETO</> 
<gk>TE/RATA</> 
<gk>E)PI\</> 
<gk>TH=S</> 
<gk>GH=S</> 
 + <gk><KAI/></> (+7)SaB(+7) 
 + <gk>A)</> (+7)SaB(+7) 
 + <gk>E)QETO</> (+7)SaB(+7) 
 + <gk>TERATA</> (+7)SaB(+7) 
 + <gk>E)N</> (+7)SaB(+7) 
 + <gk>TH</> (+7)SaB(+7) 
 + <gk>OI)KOUMENH</> (+7)SaB(+7) 
<gk>.</> 
~x45y10z1 
<gk>A)NTANAIRW=N</>] 
 : <gk>A)NTANERWN</> THe* 1219 
 : <gk>A)NTANELWN</> A 
<gk>POLE/MOUS</> 
<gk>ME/XRI</> 
<gk>TW=N</> <Lt>(fines)</> La] > 2013 
 : <Lt>(finem)</> Ga == MT 
<gk>PERA/TWN</> <Lt>fines</> La] 
 : <Lt>finem</> Ga == MT 
<gk>TH=S</> 
<gk>GH=S</> 
~z2 
<gk>TO/CON</> 
<gk>SUNTRI/YEI</> 
<gk>KAI\</> 
<gk>SUGKLA/SEI</> B' 2013 R A] 
 : <gk>SUNKLA/SEI</> B' 2013 R A 
 : <gk>SUGKLASEIS</> 1098 
 : <gk>SUNQLASEI</> L' 55: cf. 74.11 106.16 
<gk>O(/PLON</>]> 2013'~ 
~z3 
 + <gk>O(/PLON</> 2013'~ 
<gk>KAI\</>] > Ga(non Uulg) == MT 
<gk>QUREOU\S</>] 
 : <gk>QUREON</> SaL 
<gk>KATAKAU/SEI</> 
<gk>E)N</> 
<gk>PURI/</> 
<gk>.</> 
~x45y11z1 
<gk>SXOLA/SATE</> 
<gk>KAI\</> 
<gk>GNW=TE</> <Lt>cognoscite</> Cyp.] 
 : <gk>IDETE</> 2013'- (non 1093) 
 : <Lt>uidete</> La Ga: ex 9 
<gk>O(/TI</> 
<gk>E)GW/</> 
<gk>EI)MI</> 
<gk>O(</> 
<gk>QEO/S</>] 
 : <gk>KU/RIOS</> SaB R': cf. 9 
<gk>:</> 
~z2] 11.2 in duo stichos (<gk>UY. EN TOIS EQN., UY. EN TH GH</>) diuidunt 
     2013-SaL 1219 
<gk>U(YWQH/SOMAI</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>E)/QNESIN</> 
<gk>,</> 
 +< <gk>KAI\</> R" Uulg et Cyp. 
<gk>U(YWQH/SOMAI</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>GH=|</> 
<gk>.</> 
~x45y12z1 
<gk>KU/RIOS</> B LaGAug 1098-Ga LThtp 1219 == MT] > A 
 + <gk>O</> S' 2013' R' Thtp' 55: cf. 8 
 + <gk>QEO/S</> S' 2013' R' Thtp' 55: cf. 8 
<gk>TW=N</> 
<gk>DUNA/MEWN</> 
<gk>MEQ'</> 
<gk>H(MW=N</> 
<gk>,</> 
~z2 
<gk>A)NTILH/MPTWR</> 
<gk>H(MW=N</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>*IAKWB</> 
<gk>.</> 
~x46y1z1] (MT 47) 
 + <gk>EI)S</> A: eandem hab. A in 47.1 49.1 
 + <gk>TO</> A: eandem hab. A in 47.1 49.1 
 + <gk>TELOS</> A: eandem hab. A in 47.1 49.1 
 + <gk>YALMOS</> A: eandem hab. A in 47.1 49.1 
 + <gk>TW</> A: eandem hab. A in 47.1 49.1 
 + <gk>DAUID</> A: eandem hab. A in 47.1 49.1 
<gk>@@{1*EI)S</>] > (>4)R' Lpau(>4) 
<gk>TO\</>] > (>4)R' Lpau(>4) 
<gk>TE/LOS</>] > (>4)R' Lpau(>4) 
<gk>:</>] > (>4)R' Lpau(>4) 
<gk>U(PE\R</> B' 2013' LaGAug Ga L" 55] > Bo R' Lpau 
<gk>TW=N</> B' 2013' LaGAug Ga L" 55] 
 : <gk>TOIS</> Bo R' Lpau 
<gk>UI(W=N</> B' 2013' LaGAug Ga L" 55] 
 : <gk>UIOIS</> Bo R' Lpau 
<gk>*KORE</> 
<gk>YALMO/S.}1</> B" Sa LaG Ga L' 55 == MT] > Lpau' 
 + <gk>TW</> 2013 R'Aug LpauT (de A cf. sup.) 
 + <gk>DAUID</> 2013 R'Aug LpauT (de A cf. sup.) 
~x46y2z1 
<gk>*PA/NTA</> 
<gk>TA\</>] > 2013: cf. 48.2 
<gk>E)/QNH</> 
<gk>,</> 
<gk>KROTH/SATE</> 
<gk>XEI=RAS</> 
<gk>,</> 
~z2 
<gk>A)LALA/CATE</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>E)N</> 
<gk>FWNH=|</> 
<gk>A)GALLIA/SEWS</> 
<gk>,</> 
~x46y3z1] 3.1 3.2 unus stichus 2013' THe 
<gk>O(/TI</> 
 +< <gk>O</> R' Ga(non Uulg) 
<gk>KU/RIOS</> == MT] 
 : <gk>QEO/S</> R' Ga(non Uulg) 
<gk>U(/YISTOS</> 
<gk>FOBERO/S</> 
<gk>,</> 
~z2] 3.1 3.2 unus stichus 2013' THe 
<gk>BASILEU\S</> 
<gk>ME/GAS</> 
<gk>E)PI\</> 
<gk>PA=SAN</> 
<gk>TH\N</> 
<gk>GH=N</> 
<gk>.</> 
~x46y4z1] 4.1 4.2 duo stichi S LaG Ga He 55, unus B 2013' R' TSy A' 
<gk>U(PE/TACEN</> 
<gk>LAOU\S</> 
<gk>H(MI=N</> 
~z2] 4.1 4.2 duo stichi S LaG Ga He 55, unus B 2013' R' TSy A' 
<gk>KAI\</>] > 2013 
<gk>E)/QNH</> 
<gk>U(PO\</> 
<gk>TOU\S</> 
<gk>PO/DAS</> 
<gk>H(MW=N</> 
<gk>:</> 
~x46y5z1 
<gk>E)CELE/CATO</> 
<gk>H(MI=N</>] 
 : <gk>H(MAS</> 2013(nonSa) 
<gk>TH\N</> 
<gk>KLHRONOMI/AN</> 
<gk>AU)TOU=</> B 2013] 
 : <gk>EAUTOU</> S R LdT A' 
 : <gk>EAUTW</> Ld'He 1219 
<gk>,</> 
~z2 
<gk>TH\N</> 
<gk>KALLONH\N</> 
<gk>*IAKWB</> 
<gk>,</> 
<gk>H(\N</> 
<gk>H)GA/PHSEN</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > Sy 
~x46y6z1] 6.1 6.2 duo stichi B SaL LaG Ga TSyHe A", unus S 2013-SaB R' 
<gk>A)NE/BH</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)N</> 
<gk>A)LALAGMW=|</> 
<gk>,</> 
~z2] 6.1 6.2 duo stichi B SaL LaG Ga TSyHe A", unus S 2013-SaB R' 
<gk>KU/RIOS</> 
<gk>E)N</> 
<gk>FWNH=|</> 
<gk>SA/LPIGGOS</> 
<gk>.</> 
~x46y7z1 
<gk>YA/LATE</>] 
 : <gk>YALETE</> 2013 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>H(MW=N</> 
<gk>,</> 
<gk>YA/LATE</>] 
 : <gk>YALETE</> 2013 
<gk>,</> 
~z2 
<gk>YA/LATE</>] 
 : <gk>YALETE</> 2013 
<gk>TW=|</> 
<gk>BASILEI=</> 
<gk>H(MW=N</> 
<gk>,</> 
<gk>YA/LATE</>] 
 : <gk>YALETE</> 2013 
<gk>,</> 
~x46y8z1] 8.1 8.2 9.1 tres stichi S 2013-SaL LaG Ga Sy, duo SaB R' THe 
     (8.1 + 8.2, 9.1) et B A'  (8.1,8.2 + 9.1) 
<gk>O(/TI</> 
<gk>BASILEU\S</> 
<gk>PA/SHS</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>O(</>] > LaG 
 : <Lt>(dominus)</> Bo 
<gk>QEO/S</>] > LaG 
 : <Lt>dominus</> Bo 
<gk>,</> 
~z2] 8.1 8.2 9.1 tres stichi S 2013-SaL LaG Ga Sy, duo SaB R' THe (8.1 + 
     8.2, 9.1) et B A'  (8.1,8.2 + 9.1) 
<gk>YA/LATE</>] 
 : <gk>YALETE</> 2013 
<gk>SUNETW=S</> 
<gk>.</> 
~x46y9z1] 8.1 8.2 9.1 tres stichi S 2013-SaL LaG Ga Sy, duo SaB R' THe 
     (8.1 + 8.2, 9.1) et B A'  (8.1,8.2 + 9.1) 
<gk>E)BASI/LEUSEN</> 
<gk>O(</>] > R 
<gk>QEO\S</> B' LaG Ga L" A" == MT] 
 : <gk>KU/RIOS</> Bo 2013' R'Aug 
<gk>E)PI\</> 
 +< <gk>PANTA</> R" Lpau A" 
<gk>TA\</> B' Ga L" == MT] 
<gk>E)/QNH</> B' Ga L" == MT] 
 + <gk>PANTA</> Bo 2013': ex 2 
<gk>,</> 
~z2 
<gk>O(</> 
<gk>QEO\S</> 
<gk>KA/QHTAI</> 
<gk>E)PI\</> 
<gk>QRO/NOU</> 
<gk>A(GI/OU</> 
<gk>AU)TOU=</> 
<gk>.</> 
~x46y10z1 
<gk>A)/RXONTES</> 
<gk>LAW=N</> 
<gk>SUNH/XQHSAN</> 
<gk>META\</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>*ABRAAM</> 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>OI(</> 
<gk>KRATAIOI\</> 
<gk>TH=S</> 
<gk>GH=S</> 
<gk>,</> 
<gk>SFO/DRA</>] > 2013~ 
<gk>E)PH/RQHSAN</>] 
 : <gk>UYWQHSAN</> 2013 
 + <gk>SFODRA</> 2013~ 
<gk>.</> 
~x47y1z1 
 + <gk>EI)S</>  LaG A: cf. 46.1 (+6) 
 + <gk>TO</> LaG A: cf. 46.1 (+6) 
 + <gk>TELOS</> LaG A: cf. 46.1 (+6) 
 + <gk>YALMOS</> A: cf. 46.1 (+6) 
 + <gk>TW</> A: cf. 46.1 (+6) 
 + <gk>DAUID</> A: cf. 46.1 (+6) 
<gk>@@{1*YALMO\S</> B' R" Uulg La' 55] 
 : <Lt>(laus) cantici</> (i. e. <gk>AI)=NOS W)|DH=S</>) Aug: cf. 90.1 92.1  94.1 
 : <gk>AI)=NOS</> <Lt>laus</>  Aug: cf. 90.1 92.1 94.1 
<gk>W)|DH=S</> B' R" Uulg La' 55] > 2013-SaB 
 : <gk>WDH</> S SaL Ga LpauT' == MT 
 + <gk>YALMOU</>S SaL(<gk>YALMOU</>?) Ga LpauT' == MT 
 : <Lt>(laus) cantici</> (i. e. <gk>AI)=NOS W)|DH=S</>) Aug: cf. 90.1 92.1  94.1 
<gk>TOI=S</> 
<gk>UI(OI=S</> 
<gk>*KORE</> 
<gk>:</> 
<gk>DEUTE/RA|</>] > Lpau- ThtpCh == MT, cf. proleg. $$ 9.1 #8 Ga Sy 
 : <gk>DEUTERAS</> Lpau 55 
<gk>SABBA/TOU.}1</>] > Lpau- ThtpCh == MT, cf. proleg. $$ 9.1 #8 Ga Sy 
 : <gk>SABBATWN</> 2013' 
~x47y2z1] 2.1 2.2 unus stichus 2013' 
<gk>*ME/GAS</> 
<gk>KU/RIOS</> 
<gk>KAI\</> 
<gk>AI)NETO\S</> 
<gk>SFO/DRA</> 
~z2] 2.1 2.2 unus stichus 2013' 
<gk>E)N</> 
<gk>PO/LEI</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>H(MW=N</> 
<gk>,</> 
 +< <gk>E)N</> relinqui (etiam Ga) 
<gk>O)/REI</> B' == MT] 
<gk>A(GI/W|</> 
<gk>AU)TOU=</> 
<gk>,</> 
~x47y3z1] 
<gk>EU)=]== <3PYN HPY>3, cf. Gen. 1211 <gk>EUPROSWPOS</> == <3HARM TPY>3,  Dan.
     14 LXX <gk>EUEIDHS</> == <3HARM BYM>3, Ez. 3332 <gk>HDUFWNOS</> == <3LYQ 
     HPY>3. sic interpretantur Tht: <gk>TO</> "<gk>EU R(IZW=N</>" <gk>A)NTI TOU</> 
     "<gk>PAGIWS QEMELIW=N</>", Ch: "<gk>EU R(IZW=N</>" < 
 
 
 
 1TOUTESTI KALWS R(IZW=N, KALWS PHGNU/S</>, cf. Ga <Lt>fundatur.</> 
 : <gk>EU)RI/ZWN</> a uerbo adhuc ignoto <gk>EU)RI/ZWN</> Th (Mitt. d. S.-U.  1,
     p. 87) <gk>EU)RI/ZWN</>  enuntiandum et ab <gk>EU)RU/S</> deriuandum esse
     contendit: <gk>OU XRH  DIAIROUNTAS, WS TINES, ANAGINWSKEIN LEGONTAS</>
     "<gk>EU)=</>", <gk>EITA</>  "<gk>PIZWN</>", <gk>ALLA SUNAPTONTAS</>
     "<gk>EU)RI/ZWN</>" <gk>A)NTI TOU</>  "<gk>PLATU/NWN</>", <gk>EURU GAR LEGETAI TO
     PLATU.</> 
 : <Lt>dilatans</>" Sixt. Bo Sa La Sy "<Lt>dilatans</>" uel sim.  interpretantes.
     pro <gk>EU RIZWN</> uel <gk>EURIZWN</> praebent 
 : <gk>EU)RI/ZW</> LdBcHec Sw.: hanc lectionem inuenit Ambr. "in uetustis 
     exemplaribus aliquibus" (S.-St. 2, p. 77) 
<gk>R(IZW=N</>]== <3PYN HPY>3, cf. Gen. 1211 <gk>EUPROSWPOS</> == <3HARM  TPY>3,
     Dan. 14 LXX <gk>EUEIDHS</> == <3HARM BYM>3, Ez. 3332 <gk>HDUFWNOS</> ==  
<3LYQ HPY>3. sic interpretantur Tht: <gk>TO</> "<gk>EU R(IZW=N</>" <gk>A)NTI  TOU</>
     "<gk>PAGIWS QEMELIW=N</>", Ch: "<gk>EU R(IZW=N 
 
 
 
 </>" <gk>TOUTESTI KALWS R(IZW=N, KALWS PHGNU/S</>, cf. Ga <Lt>fundatur.</> 
 : <gk>EU)RI/ZWN</> a uerbo adhuc ignoto <gk>EU)RI/ZWN</> Th (Mitt. d. S.-U.  1,
     p. 87) <gk>EU)RI/ZWN</>  enuntiandum et ab <gk>EU)RU/S</> deriuandum esse
     contendit: <gk>OU XRH  DIAIROUNTAS, WS TINES, ANAGINWSKEIN LEGONTAS</>
     "<gk>EU)=</>", <gk>EITA</>  "<gk>PIZWN</>", <gk>ALLA SUNAPTONTAS</>
     "<gk>EU)RI/ZWN</>" <gk>A)NTI TOU</>  "<gk>PLATU/NWN</>", <gk>EURU GAR LEGETAI TO
     PLATU.</> 
 : <Lt>dilatans</>" Sixt. Bo Sa La Sy "<Lt>dilatans</>" uel sim.  interpretantes.
     pro <gk>EU RIZWN</> uel <gk>EURIZWN</> praebent 
 : <gk>EU)RI/ZW</> LdBcHec Sw.: hanc lectionem inuenit Ambr. "in uetustis 
     exemplaribus aliquibus" (S.-St. 2, p. 77) 
<gk>A)GALLIA/MATI</>] 
 : <gk>A)GALLIA/MA</> 55 
<gk>PA/SHS</>] 
 : <gk>PASH</> Sa(uid.) A' > 1219) 
 : <gk>PASA</> A 
<gk>TH=S</>] 
 : <gk>TH</> Sa(uid.) A' > 1219  
<gk>GH=S</>] 
 : <gk>GH</> Sa(uid.) A' > 1219) 
<gk>.</> 
~z2] 3.2 3.3 unus stichus Sa R' 
<gk>O)/RH</>] 
 : <gk>OROS</> R' Uulg == MT, cf. 12 
<gk>*SIWN</> 
<gk>,</> 
<gk>TA\</> 
<gk>PLEURA\</>] 
 : <gk>UYHLA</> 2013': ex Is. 14.13? 
<gk>TOU=</> 
<gk>BORRA=</> 
<gk>,</> 
~z3] 3.2 3.3 unus stichus Sa R' 
<gk>H(</> 
<gk>PO/LIS</> 
<gk>TOU=</> 
<gk>BASILE/WS</> 
<gk>TOU=</> 
<gk>MEGA/LOU</> 
<gk>,</> 
~x47y4z1] 4.1 4.2 duo stichi B' Gac, unus relinqui 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)N</> 
<gk>TAI=S</> <Lt>(domibus)</> LaRAug Ga] 
 : <gk>TAS</> 14 
 : <gk>TOIS</> 2013 
 : <Lt>(grauibus)</> Bo Sa LaG: cf. 14 et 44.9 et proleg. $$ 5.14 
<gk>BA/RESIN</> <Lt>(domibus)</> LaRAug Ga] 
 : <Lt>grauibus</> Bo Sa LaG: cf. 14 et 44.9 et proleg. $$ 5.14 
<gk>AU)TH=S</> 
<gk>GINW/SKETAI</> 
<gk>,</> 
~z2] 4.1 4.2 duo stichi B' Gac, unus relinqui 
<gk>O(/TAN</> 
<gk>A)NTILAMBA/NHTAI</>] 
 : <gk>A)NTILAMBANETAI</> LpauHe A' 
<gk>AU)TH=S</> 
<gk>.</> 
~x47y5z1] 5.1 5.2 duo stichi S R" Ga THe 1219 unus B 2013' Sy A' 
<gk>O(/TI</> 
<gk>I)DOU\</> 
<gk>OI(</> 
<gk>BASILEI=S</> B' Ga- Hi LpauT' == MT] 
 + <gk>TH=S</> R"(cf. Hi: "in ueteribus codicibus Latinorum scriptum erat  
<Lt>reges  terrae</>") Uulg L' A': ex 2.2, cf.71.11 
 + <gk>GHS</> R"(cf. Hi: "in ueteribus codicibus Latinorum scriptum erat  
<Lt>reges  terrae</>") Uulg L' A': ex 2.2, cf.71.11 
 + <gk>AU)THS</> Bo 2013' Su: ex 4.1 4.2 
<gk>SUNH/XQHSAN</> 
<gk>,</> 
~z2] 5.1 5.2 duo stichi S R" Ga THe 1219 unus B 2013' Sy A' 
 +< <gk>KAI\</> 2013 R" Ga* 55 
<gk>H)/LQOSAN</> B' UulgGac L" A' == MT; B A'] 
 : <gk>DIHLQOSAN</> S R L" 1219 == MT; de -<gk>OSAN</> cf. Thack. $$ 17,5 et  Ps.
     72.7 77.29 78.1 
 : <gk>HLQON</> 2013 
 : <Lt>conuenerunt</> La Ga; cf. Flashar p. 111/2. 114 
 : <Lt>uenerunt</> Bo Sa 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO/</> 
<gk>:</> 
~x47y6z1] 6.1 6.2 7.1 7.2 quattuor stichi R' Ga 1219, tres (6.2, 6.2 + 
     7.1, 7.2) B' LaG TSyHe A',  duo (6.1 + 6.2, 7.1 + 7.2) 2013' 
<gk>AU)TOI\</> 
<gk>I)DO/NTES</>] 
 : <gk>IDOTES</> A (non 1219) 
<gk>OU(/TWS</> 
<gk>E)QAU/MASAN</> 
<gk>,</> 
~z2] 6.1 6.2 7.1 7.2 quattuor stichi R' Ga 1219, tres (6.2, 6.2 + 7.1, 
     7.2) B' LaG TSyHe A',  duo (6.1 + 6.2, 7.1 + 7.2) 2013' 
<gk>E)TARA/XQHSAN</> 
<gk>,</> 
 +< <Lt>et</> La(non Aug) 
<gk>E)SALEU/QHSAN</> 
<gk>,</> 
~x47y7z1] 6.1 6.2 7.1 7.2 quattuor stichi R' Ga 1219, tres (6.2, 6.2 + 
     7.1, 7.2) B' LaG TSyHe A',  duo (6.1 + 6.2, 7.1 + 7.2) 2013' 
<gk>TRO/MOS</> 
<gk>E)PELA/BETO</>] 
 : <gk>U(PELABETO</> A: ex 10 
<gk>AU)TW=N</>] 
 : <gk>AU)TOUS> R LdThtp- He* 
<Lt>eos</> La Ga (uel <Lt>illos</>) == <gk>AU)TOUS> 
<Lt>illos</> La Ga (uel <Lt>eos</>) == <gk>AU)TOUS> 
<gk>,</> 
~z2] 6.1 6.2 7.1 7.2 quattuor stichi R' Ga 1219, tres (6.2, 6.2 + 7.1, 
     7.2) B' LaG TSyHe A',  duo (6.1 + 6.2, 7.1 + 7.2) 2013' 
<gk>E)KEI=</> 
 + <gk>W(S</> 2013'~
<gk>W)DI=NES</>
<gk>W(S</>] > 2013'~
<gk>TIKTOU/SHS</> 
<gk>.</> 
~x47y8z1 
<gk>E)N</> 
<gk>PNEU/MATI</> 
<gk>BIAI/W|</> 
<gk>SUNTRI/YEIS</>] 
 : <gk>SUNTRIYEI</> Sa A 
 : <gk>SUNTRIYEIS</> SaB* 
<gk>PLOI=A</> 
<gk>*QARSIS</> 
<gk>.</> 
~x47y9z1 
<gk>KAQA/PER</> 
<gk>H)KOU/SAMEN</> 
<gk>,</> 
<gk>OU(/TWS</> B" LaG GaHi A == MT] 
 + <gk>KAI\</> 2013' R'Aug L"Su 55: cf. 11 
<gk>EI)/DOMEN</>] 
 : <gk>EIDAMEN</> R T A': cf. 34.21 
~z2] 9.2 9.3 duo stichi B' Sa R" Ga A, unus 2013 TSy- He 1219' 
<gk>E)N</> 
<gk>PO/LEI</> 
<gk>KU/RI/OU</> 
<gk>TW=N</> 
<gk>DUNA/MEWN</> 
<gk>,</> 
~z3] 9.2 9.3 duo stichi B' Sa R" Ga A, unus 2013 TSy- He 1219' 
<gk>E)N</> 
<gk>PO/LEI</> 
<gk>TOU=</> 
<gk>QEOU=</> 
<gk>H(MW=N</> 
<gk>:</> 
~z4 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)QEMELI/WSEN</> 
<gk>AU)TH\N</>] 
 : <gk>TAUTHN</> 2013(uid.) 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>.</> 
~z5 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x47y10z1] 10.1 10.2 duo stichi Ga, unus relinqui 
<gk>U(PELA/BOMEN</> 
<gk>,</> 
 +< <gk>SE</> (sic) 2013': cf. S.-St. 2, p. 157 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
<gk>TO\</> 
<gk>E)/LEO/S</> 
<gk>SOU</> 
~z2] 10.1 10.2 duo stichi Ga, unus relinqui 
<gk>E)N</> 
<gk>ME/SW|</> 
<gk>TOU=</> 
<gk>NAOU=</> GaHi (item codices latinizantes 27 156 188, de quibus cf. 
     proleg. $$ 5.1) ==  MT] 
 : <gk>LAOU</> relinqui: cf. 26.4 
<gk>SOU</> 
<gk>.</> 
~x47y11z1] 11.1 11.2 duo stichi R' Ga T, unus B' 2013' LaG SyHe A" 
<gk>KATA\</> 
<gk>TO\</> 
<gk>O)/NOMA/</> 
<gk>SOU</> 
<gk>,</> 
<gk>O(</>] >Ga~ 
<gk>QEO/S</>] >Ga~ 
<gk>,</> 
 + <gk>OU(/TWS</> T~ (+13) 
 + <gk>KAI\</> T~ (+13) 
 + <gk>H(</> T~ (+13) 
 + <gk>AI)/NESI/S</> T~ (+13) 
 + <gk>SOU</> T~ (+13) 
 + <gk>E)PI\</>] T~ (+13) 
 + <gk>TA\</> T~ (+13) 
 + <gk>PE/RATA</> T~ (+13) 
 + <gk>TH=S</> T~ (+13) 
 + <gk>GH=S</> T~ (+13) 
 + <gk>:</> T~ (+13) 
 + <gk>DIKAIOSU/NHS </> T~ (+13) 
 + <gk>PLH/RHS</> T~ (+13) 
 + <gk>H(</> T~ (+13) 
 + <gk>DECIA/</> T~ (+13) 
 + <gk>SOU</> T~ (+13) 
~z2] 11.1 11.2 duo stichi R' Ga T unus B' 2013' LaG SyHe A" 
 + <gk>O(</> Ga~ 
 + <gk>QEO/S</> Ga~ 
<gk>OU(/TWS</> > T~ (</>3) 
<gk>KAI\</>> T~ (</>3) 
<gk>H(</>> T~ (</>3) 
<gk>AI)/NESI/S</>> T~ (</>3) 
<gk>SOU</>> T~ (</>3) 
<gk>E)PI\</>]> T~ (</>3) 
 : <gk>EI)S</> R 
 : <Lt>in</> La Ga 
<gk>TA\</>> T~ (</>3) 
<gk>PE/RATA</>> T~ (</>3) 
<gk>TH=S</>> T~ (</>3) 
<gk>GH=S</>> T~ (</>3) 
<gk>:</>> T~ (</>3) 
~z3 
<gk>DIKAIOSU/NHS</>> T~ (</>3) 
<gk>PLH/RHS</>> T~ (</>3) 
<gk>H(</>> T~ (</>3) 
<gk>DECIA/</>> T~ (</>3) 
<gk>SOU</>> T~ (</>3) 
<gk>.</> 
~x47y12z1 
<gk>EU)FRANQH/TW</> 
<gk>TO\</>] > L' (Rdub.) 
<gk>O)/ROS</> 
<gk>*SIWN</> 
<gk>,</> 
~z2] 12.2 12.3 duo stichi B Ga TSyHe A", unus S 2013' R" 
 +< <gk>KAI\</> relinqui (etiam Uulg) 
<gk>A)GALLIA/SQWSAN</> B' Ga == MT] 
<gk>AI(</> 
<gk>QUGATE/RES</> 
<gk>TH=S</> 
<gk>*IOUDAI/AS</> 
~z3] 12.2 12.3 duo stichi B Ga TSyHe A", unus S 2013' R" 
<gk>E(/NEKEN</>] 
 : <gk>ENEKA</> B 1219: cf.24.7 
<gk>TW=N</> 
<gk>KRIMA/TWN</> 
<gk>SOU</> 
<gk>,</> 
<gk>KU/RIE</>] > S == MT #8 Ga 
<gk>.</> 
~x47y13z1 
<gk>KUKLW/SATE</> 
 + <gk>LAOI</> Lpau 
<gk>*SIWN</> 
<gk>KAI\</> 
<gk>PERILA/BETE</>] 
 : <gk>PERIBALETE</> B 
<gk>AU)TH/N</> 
<gk>,</> 
~z2 
<gk>DIHGH/SASQE</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>PU/RGOIS</> 
<gk>AU)TH=S</> 
<gk>,</> 
~x47y14z1 
<gk>QE/SQE</> 
<gk>TA\S</>] 
 : <gk>TH/N</> 2013(non Sa) == MT 
<gk>KARDI/AS</>] 
 : <gk>KARDIAN</> 2013(non Sa) == MT 
<gk>U(MW=N</> 
<gk>EI)S</> 
<gk>TH\N</> 
<gk>DU/NAMIN</> 
<gk>AU)TH=S</> 
~z2] > S 
<gk>KAI\</>] > S(>6) 
<gk>KATADIE/LESQE</>] > S(>6) 
<gk>TA\S</> <Lt>(domus)</> (uel <Lt>(domos)</>) GaAug] > S(>6) 
 : <Lt>(turrem)</> LaG 
 : <Lt>(graues)</> Bo Sa: cf. 44.9 
 : <Lt>(gradus)</> LaR: cf. proleg. $$ 5.14n. 
<gk>BA/REIS</> <Lt>domus</> (uel <Lt>domos</>) GaAug] > S(>6) 
 : <Lt>turrem</> LaG 
 : <Lt>graues</> Bo Sa: cf. 44.9 
 : <Lt>gradus</> LaR: cf. proleg. $$ 5.14n. 
<gk>AU)TH=S</>] > S(>6) 
<gk>,</>] > S(>6) 
~z3 
<gk>O(/PWS</> 
<gk>A)\N</> 
<gk>DIHGH/SHSQE</> 
<gk>EI)S</> 
<gk>GENEA\N</> 
<gk>E(TE/RAN</> 
 + <gk>DIAYALMA</> Sy 
<gk>.</> 
~x47y15z1] 15.1 15.2 unus stichus S Sa A': cf. 44.18 
<gk>O(/TI</> 
<gk>OU(=TO/S</> 
<gk>E)STIN</> 
<gk>O(</> Sa Ga 55 == MT] > relinqui 
<gk>QEO\S</> Sa Ga 55 == MT] > relinqui 
<gk>O(</> 
<gk>QEO\S</> 
<gk>H(MW=N</> 
~z2 15.1 15.2 unus stichus S Sa A': cf. 44.18]
<gk>EI)S</>] ad 15.2 trahunt B R" Ga 55
<gk>TO\N</>] ad 15.2 trahunt B R" Ga 55
<gk>AI)W=NA</>] ad 15.2 trahunt B R" Ga 55, 2013 TSyHe begin 15.2 here
<gk>KAI\</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>TOU=</> 
<gk>AI)W=NOS</> 
<gk>:</> 
~z3 
<gk>AU)TO\S</>] > B (>6) 
<gk>POIMANEI=</>] > B (>6) 
<gk>H(MA=S</>] > B (>6) 
<gk>EI)S</>] > B (>6) 
<gk>TOU\S</>] > B (>6) 
<gk>AI)W=NAS</>] > B (>6) 
<gk>.</>] > B (>6) 
~x48y1z1] (MT 49) 
 + <gk>YALMOS</> A 
 + <gk>TW</> A 
 + <gk>DAUID</> A 
<gk>@@{1*EI)S</> 
<gk>TO\</> 
<gk>TE/LOS</> 
<gk>:</> 
<gk>TOI=S</> 
<gk>UI(OI=S</> 
<gk>*KORE</> 
<gk>YALMO/S.}1</>] > LpauT 
 + <gk>TW</> Lpau 
 + <gk>DAUID</> Lpau 
~x48y2z1 
<gk>*)AKOU/SATE</> 
<gk>TAU=TA</> 
<gk>,</> 
<gk>PA/NTA</> 
<gk>TA\</>] > 2013: cf. 46.2 
<gk>E)/QNH</> 
<gk>,</> 
~z2 
<gk>E)NWTI/SASQE</> 
<gk>,</> 
<gk>PA/NTES</> 
<gk>OI(</> 
<gk>KATOIKOU=NTES</> 
<gk>TH\N</> 
<gk>OI)KOUME/NHN</> 
<gk>,</> 
~x48y3z1 
<gk>OI(/</> 
<gk>TE</> 
<gk>GHGENEI=S</> 
<gk>KAI\</> 
<gk>OI(</> B' 2013 1220 Ld(sil)Thtp A] > R 1098 LdTThtpHe 55 
<gk>UI(OI\</> B' 2013 1220 Ld(sil)Thtp A] 
<gk>TW=N</> 
<gk>A)NQRW/PWN</> 
<gk>,</> 
~z2 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO\</> 
<gk>PLOU/SIOS</>] 
 : <gk>PLOUSIOI</> 2013' 1220 
<gk>KAI\</> 
<gk>PE/NHS</>] 
 : <gk>PENHTES</> 2013' 1220 
<gk>.</> 
~x48y4z1 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>MOU</> 
<gk>LALH/SEI</> 
<gk>SOFI/AN</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>MELE/TH</> 
<gk>TH=S</> 
<gk>KARDI/AS</> 
<gk>MOU</> 
<gk>SU/NESIN</>] 
 : <gk>SUNESEIS</> Bc 1098txt (item <gk>Q'</> teste 1098) == MT 
<gk>:</> 
~x48y5z1 
<gk>KLINW=</> 
<gk>EI)S</> 
<gk>PARABOLH\N</> 
<gk>TO\</> 
<gk>OU)=S</> 
<gk>MOU</> 
<gk>,</> 
~z2 
<gk>A)NOI/CW</> 
<gk>E)N</> 
<gk>YALTHRI/W|</> 
<gk>TO\</> 
<gk>PRO/BLHMA/</> 
<gk>MOU</> 
<gk>.</> 
~x48y6z1 
<gk>I(/NA</> 
<gk>TI/</> 
<gk>FOBOU=MAI</> 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>PONHRA=|</> 
<gk>;</> 
~z2 
<gk>H(</> 
<gk>A)NOMI/A</> 
<gk>TH=S</> 
<gk>PTE/RNHS</> 
<gk>MOU</> 
<gk>KUKLW/SEI</> 
<gk>ME</> 
<gk>.</> 
~x48y7z1 
<gk>OI(</> 
<gk>PEPOIQO/TES</> 
<gk>E)PI\</> 
<gk>TH=|</> 
<gk>DUNA/MEI</> 
<gk>AU)TW=N</> 
~z2 
<gk>KAI\</> 
<gk>E)PI\</> 
<gk>TW=|</> 
<gk>PLH/QEI</> 
<gk>TOU=</> 
<gk>PLOU/TOU</> 
<gk>AU)TW=N</> 
<gk>KAUXW/MENOI</> 
<gk>,</> 
~x48y8z1 
<gk>A)DELFO\S</> 
<gk>OU)</> 
<gk>LUTROU=TAI</> 
<gk>:</> 
 +< <gk>OU</> 2013' Sy 1219 
<gk>LUTRW/SETAI</> 
<gk>A)/NQRWPOS</> 
<gk>;</> 
~z2 
<gk>OU)</> 
<gk>DW/SEI</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>E)CI/LASMA</>] 
 : <gk>ECILASMON</> 2013: cf. 37.8 
<gk>AU)TOU=</> B' 2013 1220 1098 A] 
 : <gk>EAUTOU</> L' 1219 
 : <gk>EAUTW</> R LpauHe* 55 
~x48y9z1 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>TIMH\N</> 
<gk>TH=S</> 
<gk>LUTRW/SEWS</> 
<gk>TH=S</> 
<gk>YUXH=S</> 
<gk>AU)TOU=</> 
<gk>.</> 
<gk>KAI\</> 
 + <gk>E)KO/PASEN</> MT~ (+4) 
 + <gk>EI)S</> MT~ (+4) 
 + <gk>TO\N</> MT~ (+4) 
 + <gk>AI)W=NA</> MT~ (+4) 
~x48y10z1] 10 stichi in pluribus codd. (cf. etiam Tht) sic  distinguuntur,
     nisi quod <gk>OTI OUK  OY. KATAFQ.</> et <gk>OTAN IDH SOF. APOQN.</> in R"
     duo stichi sunt 
<gk>KAI\</> 
<gk>E)KO/PASEN</> Grabe == MT (cf. Iud. 15.7 20.28(A) Ruth 1.18 Am. 7.5)] 
     >MT~ (>4) 
 : <gk>EKOPIASEN</> mss.: sic etiam <gk>Q'</> teste 1098 
<gk>EI)S</> >MT~ (>4) 
<gk>TO\N</> >MT~ (>4) 
<gk>AI)W=NA</> >MT~ (>4) 
<gk>KAI\</> 
<gk>ZH/SETAI</>] 
 + #13 <gk>ETI</> Ga(#13 ex #8 correctum) Sy 
<gk>EI)S</> 
<gk>TE/LOS</> 
<gk>,</> 
~z2 
<gk>O(/TI</> B" 2013' 1220 R" 1098 Ac'] > Ga L" A* == MT 
<gk>OU)K</>] 
 : <gk>OUX</> B: cf. 20 et 88.49 113.13 134.16 et Thack. p. 125 
<gk>O)/YETAI</> 
<gk>KATAFQORA/N</> 
<gk>,</>] MT begins 11.1 here 
<gk>O(/TAN</>
<gk>I)/DH|</>
<gk>SOFOU\S</>
<gk>A)POQNH/|SKONTAS</>
<gk>.</> 
~x48y11z1 
<gk>.</> 
<gk>E)PI\</> 
<gk>TO\</> 
<gk>AU)TO\</> 
<gk>A)/FRWN</>] > B~
 + <gk>A)/NOUS</> B~
<gk>KAI\</>
<gk>A)/NOUS</>] > B~
 + <gk>A)/FRWN</> B~
<gk>A)POLOU=NTAI</> 
~z2 
<gk>KAI\</>] > LaG 
<gk>KATALEI/YOUSIN</> 
<gk>A)LLOTRI/OIS</> 
<gk>TO\N</> 
<gk>PLOU=TON</> 
<gk>AU)TW=N</> 
<gk>,</> 
~x48y12z1 
<gk>KAI\</>] #8 Ga Sy(cf. S.-St. 2, p. 127. 128) 
<gk>OI(</> 
<gk>TA/FOI</> 
<gk>AU)TW=N</> 
<gk>OI)KI/AI</> 
<gk>AU)TW=N</> 
<gk>EI)S</> 
<gk>TO\N</> 
<gk>AI)W=NA</> 
<gk>,</> 
~z2 
<gk>SKHNW/MATA</> 
<gk>AU)TW=N</> 
<gk>EI)S</> 
<gk>GENEA\N</> 
<gk>KAI\</> 
<gk>GENEA/N</> 
<gk>.</> 
~z3 
<gk>E)PEKALE/SANTO</> 
<gk>TA\</>] 
 : <gk>TO\</> 2013(nonSa) 
<gk>O)NO/MATA</>] 
 : <gk>O)NOMA</> 2013(nonSa) 
<gk>AU)TW=N</>] > Lpau 
<gk>E)PI\</> 
<gk>TW=N</> 
<gk>GAIW=N</>] 
 : <gk>GENEWN</> 2013: ex 48.12.2 
<gk>AU)TW=N</>] > 1098(non Ga) LThtp == MT 
<gk>.</> 
~x48y13z1 
<gk>KAI\</> 
<gk>A)/NQRWPOS</> 
<gk>E)N</> 
<gk>TIMH=|</> 
<gk>W)\N</> 
<gk>OU)</> 
<gk>SUNH=KEN</> 
<gk>,</> 
~z2] 13.2 in duo stichos <gk>(PARAS.</> -- <gk>A)NOHT., KAI</> ult. -- fin.) 
     diuidunt R" Ga:  item 48.21.2 LaG Ga(non R') 
<gk>PARASUNEBLH/QH</> B' 2013 1220 R 1098 L'] 
 : <gk>PARESUNEBLHQH</> Lb- THe*ScRc A': cf. 21 et Thack. p. 208 
<gk>TOI=S</> 
<gk>KTH/NESIN</> 
<gk>TOI=S</> 
<gk>A)NOH/TOIS</> 
<gk>KAI\</> 
<gk>W(MOIW/QH</> 
<gk>AU)TOI=S</> 
<gk>.</> 
~x48y14z1 
<gk>AU(/TH</> 
<gk>H(</> 
<gk>O(DO\S</> 
<gk>AU)TW=N</> 
<gk>SKA/NDALON</> 
<gk>AU)TOI=S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>TAU=TA</> 
<gk>E)N</>] > 2013 
<gk>TW=|</> 
<gk>STO/MATI</> 
<gk>AU)TW=N</> 
<gk>EU)DOKH/SOUSIN</> R 1098- Ga L"Th A' == MT] 
 : <gk>EULOGHSOUSIN</> B" 2013' 1220 La 1219: cf. 3.9 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x48y15z1] 15.1 in duo stichos <gk>(WS</> -- <gk>EQENTO, QAN.</> --  
<gk>AU)TOUS)</> diuidunt LaG  Ga T A' 
<gk>W(S</> 
<gk>PRO/BATA</> 
<gk>E)N</> 
<gk>A(/|DH|</> 
<gk>E)/QENTO</> B' 2013 R 1098 Lb(sil)TThtp'He A == MT] 
 : <gk>EQETO</> S Sa LaThtp 55 
 : <Lt>posuit</> LaG 
 : <Lt>positae</> LaRAug 
 : <Lt>positi (sunt)</> Ga 
 : <Lt>(positi) sunt</> Ga 
<gk>,</> 
<gk>QA/NATOS</> 
<gk>POIMAI/NEI</> B 2013' La] 
 : <gk>POIMANEI</> S' R 1098- Ga L" A": item <gk>Q'</> teste 1098 
<gk>AU)TOU/S</> 
<gk>:</> 
~z2 
<gk>KAI\</> 
<gk>KATAKURIEU/SOUSIN</>] 
 : <gk>KATAKURIEUSWSIN</> 1098 Lpau A'(non 1219): item <gk>Q'</> teste 1098 
<gk>AU)TW=N</> == MT] > 1098(nonGa): item <gk>Q'</> teste 1098 
<gk>OI(</> 
<gk>EU)QEI=S</>] 
 + <gk>TH</> Thtp' 1219: ex 7.11 10.2 31.11 etc. 
 + <gk>KARDIA</> Thtp' 1219: ex 7.11 10.2 31.11 etc. 
 +< <gk>EI)S</> 1098 (item <gk>Q'</> teste 1098) == <3L>3 
<gk>TO\</> <Lt>(mane)</> LaRAug] 
 : <Lt>(in matutino)</> Ga 
 : <Lt>(in matutinis)</> LaG 
<gk>PRWI/</> <Lt>mane</> LaRAug] 
 : <Lt>(in) matutino</> Ga 
 : <Lt>(in) matutinis</> LaG 
<gk>,</> 
~z3 
<gk>KAI\</> 
<gk>H(</> 
<gk>BOH/QEIA</> 
<gk>AU)TW=N</> 
<gk>PALAIWQH/SETAI</>] 
 : <gk>EPALAIWQH</> S 
<gk>E)N</> 
<gk>TW=|</> 
<gk>A(/|DH|</> 
 +< <gk>KAI\</> 55 
<gk>E)K</> B" R'Aug Ga] 
<gk>TH=S</> B" R'Aug Ga] 
<gk>DO/CHS</> B" R'Aug Ga] 
<gk>AU)TW=N</> B" R'Aug Ga] 
 + <gk>ECWSQHSAN</> 2013' L"Th A' 
 + <gk>ECWSQHSONTAI</> 55 <gk>(EK THS</> -- fin. in 2013' SyHe A" stichum 
     singularem  efficiunt, in B' R' cum 15.3 iuncta sunt); ambas lectiones
     connectunt  LaG et alii Latini:  
<Lt>a gloria eorum, et a gloria sua expulsi sunt (et a gloria</> -- fin.  est
     stichus singularis  in LaG): cf. proleg. $$ 5.16 et S.-St. 2, p. 65.90
     
<gk>.</> 
~x48y16z1] 16.1 16.2 duo stichi R" Ga Sy 55, unus B' 2013' THe A' 
<gk>PLH\N</> 
<gk>O(</> 
<gk>QEO\S</> 
<gk>LUTRW/SETAI</>] 
 : <gk>LUTRWSAI</> 2013 
<gk>TH\N</> 
<gk>YUXH/N</> 
<gk>MOU</> 
~z2] 16.1 16.2 duo stichi R" Ga Sy 55, unus B' 2013' THe A' 
<gk>E)K</> 
<gk>XEIRO\S</> 
<gk>A(/|DOU</> 
<gk>,</> 
<gk>O(/TAN</> 
 +< <gk>A)NTI</> 2013 
<gk>LAMBA/NH|</> 
<gk>ME</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</>] > LaG 
~x48y17z1 
<gk>MH\</> 
<gk>FOBOU=</> 
<gk>,</> 
<gk>O(/TAN</> 
<gk>PLOUTH/SH|</> 
 +< <gk>O</> R 
<gk>A)/NQRWPOS</> 
~z2 
<gk>KAI\</> (sic etiam Tert.)] 
 : <gk>H</> L'(nonSy) A 
<gk>O(/TAN</> 
<gk>PLHQUNQH=|</> 
<gk>H(</> 
<gk>DO/CA</> 
 +< <gk>AU)TOU</> 2013': cf. 18 
 +< <gk>KAI\</> 2013': cf. 18 
<gk>TOU=</> 
<gk>OI)/KOU</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x48y18z1] > S 
<gk>O(/TI</>] > S(</>7) 
<gk>OU)K</> == MT] > S(</>7)Ga~ 
<gk>E)N</>] > S(</>7) 
<gk>TW=|</>] > S(</>7) 
<gk>A)POQNH/|SKEIN</>] > S(</>7) 
<gk>AU)TO\N</>] > S(</>7) 
 + <gk>OUK</> Ga~ 
<gk>LH/MYETAI</>] > S(</>7) 
<gk>TA\</>] > S(</>7) 
<gk>PA/NTA</>] > S(</>7) 
<gk>,</>] > S(</>7) 
~z2 
<gk>OU)DE\</>] > S(</>7) 
<gk>SUGKATABH/SETAI</>] > S(</>7) 
 +< <gk>MET</> R == <Lt>(simul descendet) cum (eo)</> La 
 + <Lt>pone</> Ga(non Uulg) add. #13 <Lt>pone</>, i.e. <gk>OPISW</> == <3RCHA>3, 
     cf. Lpau' in fine u. <gk>OPISW AUTOU</> == <3NYRChA>3  addentes 
 + <gk>O)PISW</> Ga(non Uulg) add. #13 <Lt>pone</>, i.e. <gk>OPISW</> ==  
<3RCHA>3, cf. Lpau' in fine u. <gk>OPISW AUTOU</> == <3NYRChA>3 addentes 
<gk>AU)TW=|</>] > S(</>7) 
 : <gk>AU)TOU</> R == <Lt>(simul descendet cum) eo</> La; add. #13 <Lt>pone</> 
     Ga(non Uulg), i.e. <gk>OPISW</> == <3RCHA>3, cf. Lpau' in fine u. <gk>OPISW
      AUTOU</> == <3NYRChA>3 addentes 
<gk>H(</>] > S(</>7) 
<gk>DO/CA</>] > S(</>7) 
 +< <gk>TOU</> R" LpauHeSs 1219': ex 17 
 +< <gk>OIKOU</> R" LpauHeSs 1219': ex 17 
<gk>AU)TOU=</>] > S(</>7) 
 + <gk>KAI\</> 2013'(+4): cf. 17 et S.-St. 2, p. 157.221 
 + <gk>TOU</> 2013'(+4): cf. 17 et S.-St. 2, p. 157.221 
 + <gk>OIKOU</> 2013'(+4): cf. 17 et S.-St. 2, p. 157.221 
 + <gk>AU)TOU</> 2013'(+4): cf. 17 et S.-St. 2, p. 157.221 
<gk>.</>] > S(</>7) 
~x48y19z1 
<gk>O(/TI</> 
<gk>H(</> 
<gk>YUXH\</> 
<gk>AU)TOU=</> 
<gk>E)N</> 
<gk>TH=|</> 
<gk>ZWH=|</> 
<gk>AU)TOU=</>] 
 : <gk>AU)TON</> R Lpau: cf. 50.20 et Helbing Kas. p. 10 
<gk>EU)LOGHQH/SETAI</> 
<gk>:</> 
~z2 
<gk>E)COMOLOGH/SETAI/</> 
<gk>SOI</> 
<gk>,</> 
<gk>O(/TAN</> 
<gk>A)GAQU/NH|S</> 
<gk>AU)TW=|</> 
<gk>.</> 
~x48y20z1 
<gk>EI)SELEU/SETAI</>] 
 : <gk>EI)SELEUSH</> 2013 == MT 
<gk>E(/WS</> <Lt>usque (in progeniem)</> LaG] 
 : <Lt>usque (in progenies)</> LaRAug Ga 
<gk>GENEA=S</> <Lt>(usque in) progeniem</> LaG] 
 : <Lt>(usque in) progenies</> LaRAug Ga 
<gk>PATE/RWN</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2 
<gk>E(/WS</> 
 +< <gk>TOU</> R 
<gk>AI)W=NOS</> 
<gk>OU)K</>] 
 : <gk>OUX</> B T: cf. 10 
<gk>O)/YETAI</> 
<gk>FW=S</> 
<gk>.</> 
~x48y21z1] de stichis cf. 13.1 
 +< <gk>KAI\</> S R' L"Su A": ex 13 
<gk>A)/NQRWPOS</> init. B 2013-2018 LaGAug GaHi == MT] 
<gk>E)N</> 
<gk>TIMH=|</> 
<gk>W)\N</> 
<gk>OU)</> 
<gk>SUNH=KEN</> 
<gk>,</> 
~z2] de stichis cf. 13 
<gk>PARASUNEBLH/QH</>] 
 : <gk>PARESUNEBLHQH</> THe*Rc A": cf. 13 
 : <gk>PAREBLHQH</> 2013'(non 2018): cf. S.-St. 2, p. 143 
<gk>TOI=S</> 
<gk>KTH/NESIN</> 
<gk>TOI=S</>] #8 Ga 
<gk>A)NOH/TOIS</>] #8 Ga 
<gk>KAI\</> 
<gk>W(MOIW/QH</> 
<gk>AU)TOI=S</> 
<gk>.</> 
~x49y1z1] (MT 50)  
 + <gk>EI)S</> A, cf. 46.1 
 + <gk>TO</> A, cf. 46.1 
 + <gk>TELOS</> A, cf. 46.1 
 + <gk>YALMOS</> A, cf. 46.1 
 + <gk>TW</> A, cf. 46.1 
 + <gk>DAUID</> A, cf. 46.1 
<gk>@@{1*YALMO\S</> 
<gk>TW=|</> 
<gk>*ASAF.}1</>] 
 : <gk>DAUID</> R' Lb 
<gk>*QEO\S</> 
<gk>QEW=N</> 
<gk>KU/RIOS</> 
<gk>E)LA/LHSEN</> 
<gk>KAI\</> 
<gk>E)KA/LESEN</> 
<gk>TH\N</> 
<gk>GH=N</> 
~z3 
<gk>A)PO\</>] 
 : <gk>AP</> S 
<gk>A)NATOLW=N</> 
<gk>H(LI/OU</> 
<gk>KAI\</> B' 2013 Sy A'] > 2018 R" Ga L' et Cyp. == MT 
<gk>ME/XRI</> 
<gk>DUSMW=N</> 
<gk>.> 
~x49y2z1 
<gk>E)K</> 
<gk>*SIWN</> 
<gk>H(</> 
<gk>EU)PRE/PEIA</> 
<gk>TH=S</> 
<gk>W(RAIO/THTOS</> 
<gk>AU)TOU=</> 
<gk>,</> 
~z2] 2.2 3.1 duo stichi SaL-2018 TSyHe A', unus B' 2013-SaB R" Ga  1219(?);
     <gk>HCEI</> ad  3 trahit MT 
<gk>O(</> 
<gk>QEO\S</> 
<gk>E)MFANW=S</> 
<gk>H(/CEI</> > MT~ 
<gk>,</> > MT~ 
~x49y3z1] 2.2 3.1 duo stichi SaL-2018 TSyHe A', unus B' 2013-SaB R" Ga 
     1219(?) 
 +< <Lt>et</> SaL 
 + <gk>H(/CEI</> MT~ 
 + <gk>,</> MT~ 
<gk>O(</> 
<gk>QEO\S</> 
<gk>H(MW=N</> 
<gk>,</> 
<gk>KAI\</>] > 2013'- 2018 LaG 
<gk>OU)</> 
<gk>PARASIWPH/SETAI</> 
<gk>:</> 
~z2] 3.2 3.3 unus stichus 2013 R" 
<gk>PU=R</> 
<gk>E)NANTI/ON</>] 
 : <gk>ENWPION</> L': cf. 21.26 
<gk>AU)TOU=</> 
<gk>KAUQH/SETAI</> 
<gk>,</> 
~z3] 3.2 3.3 unus stichus 2013 R" 
<gk>KAI\</> == MT] > Ga(non Uulg) 
<gk>KU/KLW|</> 
<gk>AU)TOU=</> 
<gk>KATAIGI\S</> 
<gk>SFO/DRA</> 
<gk>.</> 
~x49y4z1] 4.1 4.2 unus stichus S 2013' 
<gk>PROSKALE/SETAI</>] Symg 
 : <gk>PROSKALESATE</> Sytxt 
<gk>TO\N</> 
<gk>OU)RANO\N</> 
<gk>A)/NW</> 
~z2] 4.1 4.2 unus stichus S 2013' 
<gk>KAI\</> 
<gk>TH\N</> 
<gk>GH=N</> 
 + <gk>EC</> 2013'-2018: cf. S.-St. 2, p. 157 
 + <gk>UYOUS</> 2013'-2018: cf. S.-St. 2, p. 157 
 +< <gk>TOU</> R L' A' 
<gk>DIAKRI=NAI</> B' 1219] 
 : <gk>DIAKRINEI</> 2013 >Sa 
 : <gk>KRINAI</> 2018 
<gk>TO\N</> 
<gk>LAO\N</> 
<gk>AU)TOU=</> 
<gk>:</> 
~x49y5z1 
<gk>SUNAGA/GETE</> 
<gk>AU)TW=|</> 
<gk>TOU\S</>] 
 : <Lt>(iustos)</> LaRAug et Cyp.: cf. 17.26 
 : <Lt>(filios)</> LaG 
<gk>O(SI/OUS</>] 
 : <gk>A)GIOUS</> 2018: cf. 33.10 
 : <Lt>filios</> LaG 
 : <Lt>iustos</> LaRAug et Cyp.: cf. 17.26 
<gk>AU)TOU=</> 
~z2 
<gk>TOU\S</> 
<gk>DIATIQEME/NOUS</> 
<gk>TH\N</> 
<gk>DIAQH/KHN</> 
<gk>AU)TOU=</> 
<gk>E)PI\</> 
<gk>QUSI/AIS</> 
<gk>,</> 
~x49y6z1 
<gk>KAI\</> 
<gk>A)NAGGELOU=SIN</> 
<gk>OI(</> 
<gk>OU)RANOI\</> 
<gk>TH\N</> 
<gk>DIKAIOSU/NHN</> 
<gk>AU)TOU=</> 
 + <gk>KAI\</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>E)N</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>TAIS</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>ESXATAIS</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc 
     stichum hab.  2013mg obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>HMERAIS</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc  stichum
     hab.  2013mg obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>E)RAUNHSEI</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc 
     stichum hab.  2013mg obelum (-/.), cf. proleg. $$ 4.4 6.7 
 :: <gk>E)REUNHSEI</> 2018(+12) 
 + <gk>O</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum  hab.
     2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>QEO/S</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>TH/N</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>IE(ROUSALHM</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc 
     stichum hab.  2013mg obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>META/</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc stichum 
     hab. 2013mg  obelum (-/.), cf. proleg. $$ 4.4 6.7 
 + <gk>LUXNOU</> (+12)2013'-2018-2052(+12): ex Soph. 1.12; ante hunc  stichum
     hab.  2013mg obelum (-/.), cf. proleg. $$ 4.4 6.7 
<gk>,</> 
~z2 
<gk>O(/TI</> 
<gk>O(</>] > B A 
<gk>QEO\S</> 
<gk>KRITH/S</> 
<gk>E)STIN</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x49y7z1] 7.1 7.2 unus stichus 2013(non 2052) 
<gk>*)/AKOUSON</> 
<gk>,</> 
 +< <gk>O</> 2013(non 2052) 
<gk>LAO/S</> 
<gk>MOU</> 
<gk>,</> 
<gk>KAI\</> 
<gk>LALH/SW</> 
<gk>SOI</> <Lt>tibi</> GaAug] > R" Uulg Sy == MT; cf. 80.9 
<gk>,</> 
~z2] 7.1 7.2 unus stichus 2013(non 2052) 
<gk>*ISRAHL</> 
<gk>,</> 
<gk>KAI\</>] > LaG 
<gk>DIAMARTU/ROMAI/</> B' 2052 R LThtp' A] 
 : <gk>DIAMARTUROUMAI</> 2013 LpauTThtpHe*- Sc 1219' 
 : <Lt>testificabor</> La Ga: cf. 80.9 et Thack. p. 275 
<gk>SOI</> 
<gk>:</> 
~z3 
 +< <gk>O(/TI</> <Lt>quoniam</> LaR(c)G(non Aug) HeScRc 
<gk>O(</>] > ScRc 
<gk>QEO\S</> 
<gk>O(</>] > ScRc 
<gk>QEO/S</> 
<gk>SOU/</> 
<gk>EI)MI</> 
<gk>E)GW/</> 
<gk>.</> 
~x49y8z1 
<gk>OU)K</> 
<gk>E)PI\</> 
<gk>TAI=S</> 
<gk>QUSI/AIS</> 
<gk>SOU</> 
<gk>E)LE/GCW</> 
<gk>SE</> 
<gk>,</> 
~z2 
<gk>TA\</> 
<gk>DE\</> 
<gk>O(LOKAUTW/MATA/</> 
<gk>SOU</> 
<gk>E)NW/PIO/N</> 
<gk>MOU/</> 
<gk>E)STIN</> 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>:</> 
~x49y9z1 
<gk>OU)</> 
<gk>DE/COMAI</> 
<gk>E)K</> 
<gk>TOU=</> 
<gk>OI)/KOU</> 
<gk>SOU</> 
<gk>MO/SXOUS</> 
~z2 
<gk>OU)DE\</> 
<gk>E)K</> 
<gk>TW=N</> 
<gk>POIMNI/WN</> 
<gk>SOU</> 
<gk>XIMA/ROUS</>] 
 : <gk>TRAGOUS</> 2013 Thtp'ThCh- (ed. Montf. VI, p. 9): ex 13 
<gk>.</> 
~x49y10z1 
<gk>O(/TI</>] > Thtp'Th: ex 12 
<gk>E)MA/</> 
 + <gk>GA/R</> Thtp'Th: ex 12 
<gk>E)STIN</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>QHRI/A</> 
<gk>TOU=</> 
<gk>DRUMOU=</> B" 2013' R TSy 1219', <Lt>siluae</> LaRAug == MT] 
 : <gk>A)GROU</> L' A: ex 49.11.2 
 : <Lt>siluarum</> LaG Ga 
<gk>,</> 
~z2 
<gk>KTH/NH</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>O)/RESIN</> 
<gk>KAI\</> 
<gk>BO/ES</> 
<gk>:</> 
~x49y11z1 
<gk>E)/GNWKA</> 
<gk>PA/NTA</> 
<gk>TA\</> 
<gk>PETEINA\</> 
<gk>TOU=</> 
<gk>OU)RANOU=</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
 +< <gk>H</> 2013 
<gk>W(RAIO/THS</> 
 +< <gk>TOU</> 2013 
<gk>A)GROU=</> 
<gk>MET'</> 
<gk>E)MOU=</> 
<gk>E)STIN</> 
<gk>.</> 
~x49y12z1 
<gk>E)A\N</> 
<gk>PEINA/SW</> 
<gk>,</> 
<gk>OU)</> 
<gk>MH/</> 
<gk>SOI</> 
<gk>EI)/PW</> 
<gk>:</> 
~z2 
<gk>E)MH\</> 
<gk>GA/R</> 
<gk>E)STIN</> 
<gk>H(</> 
<gk>OI)KOUME/NH</> 
<gk>KAI\</> 
<gk>TO\</> 
<gk>PLH/RWMA</> 
<gk>AU)TH=S</> 
<gk>.</> 
~x49y13z1] 13.1 13.2 duo stichi B 2013 R" Ga TTHe A, unus S Sa Sy 1219' 
<gk>MH\</> 
<gk>FA/GOMAI</> 
<gk>KRE/A</> 
<gk>TAU/RWN</> 
~z2] 13.1 13.2 duo stichi B 2013 R" Ga TTHe A, unus S Sa Sy 1219' 
<gk>H)\</> 
<gk>AI(=MA</> 
<gk>TRA/GWN</> 
<gk>PI/OMAI</> 
<gk>;</> 
~x49y14z1 
<gk>QU=SON</> 
<gk>TW=|</> 
<gk>QEW=|</> 
<gk>QUSI/AN</> 
<gk>AI)NE/SEWS</> 
~z2 
<gk>KAI\</> 
<gk>A)PO/DOS</> 
<gk>TW=|</> 
<gk>U(YI/STW|</> 
<gk>TA\S</> 
<gk>EU)XA/S</> 
<gk>SOU</> 
<gk>:</> 
~x49y15z1] 15.1 15.2 unus stichus B 
<gk>KAI\</> == MT] > LaG Ga(non Uulg) et Cyp. 
<gk>E)PIKA/LESAI/</> 
<gk>ME</> 
<gk>E)N</> 
<gk>H(ME/RA|</> 
<gk>QLI/YEWS</> B' LaR Ga 55 et Cyp. == MT] 
 + <gk>SOU</> Bo 2013' R' <L"</> A: item Aug. IV 456A, > 456B <gk>,</> 
~z2] 15.1 15.2 unus stichus B 
<gk>KAI\</>] > 456B Uulg == MT 
<gk>E)CELOU=MAI/</> 
<gk>SE</> 
<gk>,</> 
<gk>KAI\</> > 456B 
<gk>DOCA/SEIS</> 
<gk>ME</> 
<gk>.</> 
~z3 
<gk>@@@@@{1DIA/YALMA.}1</> 
~x49y16z1] 16.1 16.2 unus stichus S 2013 
<gk>TW=|</> 
<gk>DE\</> 
<gk>A(MARTWLW=|</> 
<gk>EI)=PEN</> <Lt>dixit</> LaG Ga] 
 : <Lt>dicit</> LaRAug et Tert. et Cyp. 
<gk>O(</> 
<gk>QEO/S</> 
~z2] 16.1 16.2 unus stichus S 2013 
<gk>*(/INA</> 
<gk>TI/</> 
<gk>SU\</> 
 +< <gk>EK</> LThtp A: cf. 117.17 
<gk>DIHGH=|</> 
<gk>TA\</> 
<gk>DIKAIW/MATA/</> 
<gk>MOU</> 
~z3 
<gk>KAI\</> 
<gk>A)NALAMBA/NEIS</> 
<gk>TH\N</> 
<gk>DIAQH/KHN</> 
<gk>MOU</>] > 2013(non Sa) 
<gk>DIA\</> 
<gk>STO/MATO/S</> 
<gk>SOU</> 
<gk>;</> 
~x49y17z1] 17.1 17.2 unus stichus 2013-SaB 1219 
<gk>SU\</> 
<gk>DE\</>] 
 : <gk>D</> 2013 
<gk>E)MI/SHSAS</> 
<gk>PAIDEI/AN</> 
~z2] 17.1 17.2 unus stichus 2013-SaB 1219 
<gk>KAI\</> 
<gk>E)CE/BALES</> B'()</> 2013 L'] 
 : <gk>ECEBALAS</> R THe A': cf. 43.3 
 : <gk>ECEBALLES</> B 
<gk>TOU\S</> 
<gk>LO/GOUS</> 
<gk>MOU</> 
<gk>EI)S</> <Lt>(retrorsum)</> Ga, <Lt>(retro)</> Cyp.(quater)] 
<gk>TA\</> <Lt>(retrorsum)</> Ga, <Lt>(retro)</> Cyp.(quater)] 
<gk>O)PI/SW</> <Lt>retrorsum</> Ga, <Lt>retro</> Cyp.(quater)] 
 + <gk>SOU</> Bo 2013' 
 + <Lt>post (te)</> La: cf. MT 
 + <Lt>(post) te</> La: cf. MT 
<gk>.</> 
~x49y18z1 
<gk>EI)</> 
<gk>E)QEW/REIS</> 
<gk>KLE/PTHN</> 
<gk>,</> 
<gk>SUNE/TREXES</> 
<gk>AU)TW=|</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>META\</> 
<gk>MOIXW=N</> Tert. et Cyp.] 
 : <gk>MOIXOU</> L'(nonHe): ad <gk>KLEPTHN</> adapt. 
<gk>TH\N</> 
<gk>MERI/DA</> 
<gk>SOU</> 
<gk>E)TI/QEIS</> 
<gk>:</> 
~x49y19z1 
<gk>TO\</> 
<gk>STO/MA</> 
<gk>SOU</> 
<gk>E)PLEO/NASEN</> 
<gk>KAKI/AN</>] 
 : <gk>KAKIAS</> Ld 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>GLW=SSA/</> 
<gk>SOU</> 
<gk>PERIE/PLEKEN</> 
<gk>DOLIO/THTA</> == MT] 
 : <gk>DOLIOTHTAS</> LThtp(nonCh) 55 
 : <Lt>dolos</> Ga 
 : <Lt>insidias</> Cyp. 
<gk>:</> 
~x49y20z1 
<gk>KAQH/MENOS</> 
<gk>KATA\</> 
<gk>TOU=</> 
<gk>A)DELFOU=</> 
<gk>SOU</> 
<gk>KATELA/LEIS</>] 
 : <gk>KATALALEIS</> R 
~z2 
<gk>KAI\</> 
<gk>KATA\</> 
<gk>TOU=</> 
<gk>UI(OU=</> 
<gk>TH=S</> 
<gk>MHTRO/S</> 
<gk>SOU</>] > 2013 
<gk>E)TI/QEIS</> 
<gk>SKA/NDALON</>] 
 : <gk>SKANDALA</> 2013 
<gk>.</> 
~x49y21z1 
<gk>TAU=TA</> 
<gk>E)POI/HSAS</> 
<gk>,</> 
<gk>KAI\</> 
<gk>E)SI/GHSA</> 
<gk>:</> 
~z2 
<gk>U(PE/LABES</> 
<gk>A)NOMI/AN</> <Lt>iniquitatem</> La] 
 : <gk>A)NOME</> S 
 : <Lt>inique</> Ga: non uocatiuus uid., sed aduerbium, cf. S.-St. 2, p. 96 
<gk>O(/TI</> 
<gk>E)/SOMAI/</> 
<gk>SOI</> 
<gk>O(/MOIOS</> 
<gk>:</> 
~z3 
<gk>E)LE/GCW</> 
<gk>SE</>] > 2013(non Sa) 
<gk>KAI\</> 
<gk>PARASTH/SW</> <Lt>statuam</> Ga] 
 + <Lt>te</> LaRAug 
 + <Lt>illa</> LaG 
<gk>KATA\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
 + <gk>TAS</> L" 1219': cf. S.-St. 2, p. 65 
 + <gk>AMARTIAS</> L" 1219': cf. S.-St. 2, p. 65 
 + <gk>SOU</> L" 1219': cf. S.-St. 2, p. 65 
<gk>.</> 
~x49y22z1 
<gk>SU/NETE</> 
<gk>DH\</> == MT] > LaG Ga 
 : <Lt>autem</> LaRAug Sy 
<gk>TAU=TA</> 
<gk>,</> 
 +< <gk>PANTES</> Sy et Psalt. Rom. 
<gk>OI(</> 
<gk>E)PILANQANO/MENOI</> 
<gk>TOU=</> <Lt>(deum)</> UulgAug == MT] 
 : <Lt>(dominum)</> La Ga 
<gk>QEOU=</> <Lt>deum</> UulgAug == MT] 
 : <Lt>dominum</> La Ga 
<gk>,</> 
~z2 
<gk>MH/POTE</> 
<gk>A(RPA/SH|</> 
 + <gk>WS</> R" Tht'Th et Clem. Rom. (S.-St. 2, p. 200): ex 7.3 
 + <gk>LEWN</> R" Tht'Th et Clem. Rom. (S.-St. 2, p. 200): ex 7.3 
<gk>KAI\</> 
 +< <gk>OU</> R L' 55 
<gk>MH\</> B' 2013] 
<gk>H)=|</> 
<gk>O(</> 
<gk>R(UO/MENOS</> 
<gk>:</> 
~x49y23z1 
<gk>QUSI/A</>] 
 : <gk>QUSIAN</> 55 
<gk>AI)NE/SEWS</> 
<gk>DOCA/SEI</>] 
 : <gk>DOCASEIS</> 55 
<gk>ME</>] 
 : <gk>SE</> 2013(non Sa) 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)KEI=</> 
 +< <gk>H</> (sic) 2013': ex Is. 35.8 
<gk>O(DO/S</> 
 + <gk>KAQARA</> (sic) 2013': ex Is. 35.8 
<gk>,</> 
 +< <Lt>iter (quo)</> Uulg 
 : <Lt>(quod) iter</> LaG Ga 
<gk>H(=|</> <Lt>qua</> Aug] 
 : <gk>HN</> LdT'He- ScRc 55 
 : <Lt>(in) qua</> LaR et Cyp. 
 : <Lt>(iter) quo</> Uulg 
 : <Lt>quod (iter)</> LaG Ga 
<gk>DEI/CW</> 
<gk>AU)TW=|</>] 
 : <gk>AU)TOIS</> Sy 
 : <Lt>tibi</> Bo Sa 
<gk>TO\</> 
<gk>SWTH/RION</> 
<gk>TOU=</> Cyp. == MT] > L(non Tht'HeCh) 55 
<gk>QEOU=</> Cyp. == MT] 
 : <gk>MOU</> L(non Tht'HeCh) 55 
<gk>.</> 
~x50y1z1] (MT 51) 
<gk>@@{1*EI)S</>] > Aug Ld 
<gk>TO\</>] > Aug Ld 
<gk>TE/LOS</>] > Aug Ld 
<gk>:</> 
<gk>YALMO\S</>] 
 : <Lt>intellectus</> LaG: ex 51.1 52.1 53.1 
<gk>TW=|</> 
<gk>*DAUID</> 
~x50y2z1 
<gk>E)N</> 
<gk>TW=|</> 
<gk>@@E)LQEI=N</> 
 : <gk>EI)SELQEI=N</> Lb'(non Sy): cf. 51.1 
~z2 
<gk>PRO\S</> 
<gk>AU)TO\N</> 
<gk>*NAQAN</> 
<gk>TO\N</> 
<gk>PROFH/THN</> 
<gk>,</> 
<gk>H(NI/KA</> 
<gk>@@EI)SH=LQEN</> 
~z3 
<gk>PRO\S</> 
<gk>*BHRSABEE.}1</>] 
 : <gk>BHQSABEE.}1</> R Ga 
 + <gk>TH/N</> uel sim. LaThtp (non THe) 
 + <gk>GUNAIKA</> uel <gk>TOU</> uel sim. LaThtp (non THe) 
 + <gk>OURIOU</> uel sim. LaThtp (non THe) 
 + <gk>TOU</> Lpau 
 + <gk>XETTAIOU</> Lpau 
~x50y3z1 
<gk>*)ELE/HSO/N</> 
<gk>ME</> 
<gk>,</> 
<gk>O(</>] > LaR 
<gk>QEO/S</>] > LaR 
<gk>,</> 
<gk>KATA\</> 
<gk>TO\</> 
<gk>ME/GA</>] #8 Ga 
<gk>E)/LEO/S</> 
<gk>SOU</> 
~z2 
<gk>KAI\</>] #8 Ga 
<gk>KATA\</> 
<gk>TO\</> 
<gk>PLH=QOS</> 
<gk>TW=N</> 
<gk>OI)KTIRMW=N</> 
<gk>SOU</> 
<gk>E)CA/LEIYON</> 
<gk>TO\</> 
<gk>A)NO/MHMA/</> 
<gk>MOU</> 
<gk>:</> 
~x50y4z1 
<gk>E)PI\</> 
<gk>PLEI=ON</> 
<gk>PLU=NO/N</> 
<gk>ME</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>A)NOMI/AS</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>A)PO\</> 
<gk>TH=S</> 
<gk>A(MARTI/AS</> 
<gk>MOU</> 
<gk>KAQA/RISO/N</> 
<gk>ME</> 
<gk>.</> 
~x50y5z1 
<gk>O(/TI</> 
<gk>TH\N</> 
<gk>A)NOMI/AN</> 
<gk>MOU</> 
<gk>E)GW\</> 
<gk>GINW/SKW</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>H(</> 
<gk>A(MARTI/A</> 
<gk>MOU</> 
<gk>E)NW/PIO/N</> 
<gk>MOU/</> 
<gk>E)STIN</> 
<gk>DIA\</> 
<gk>PANTO/S</> 
<gk>.</> 
~x50y6z1] 6.1 6.2 6.3 6.4 quattuor stichi Sy, tres (6.1 + 6.2, 6.3, 6.4) 
     B' LaG Ga(?) THe 1219', duo  (6.1 + 6.2, 6.3 + 6.4) 2013' R' Ga(?) 
<gk>SOI\</> 
<gk>MO/NW|</> 
<gk>H(/MARTON</> 
~z2] 6.1 6.2 6.3 6.4 quattuor stichi Sy, tres (6.1 + 6.2, 6.3, 6.4) B'  LaG
     Ga(?) THe 1219', duo  (6.1 + 6.2, 6.3 + 6.4) 2013' R' Ga(?) 
<gk>KAI\</> 
<gk>TO\</> 
<gk>PONHRO\N</> 
<gk>E)NW/PIO/N</> 
<gk>SOU</> 
<gk>E)POI/HSA</> 
<gk>,</> 
~z3] 6.1 6.2 6.3 6.4 quattuor stichi Sy, tres (6.1 + 6.2, 6.3, 6.4) B'  LaG
     Ga(?) THe 1219', duo  (6.1 + 6.2, 6.3 + 6.4) 2013' R' Ga(?) 
<gk>O(/PWS</> 
<gk>A)\N</> 
<gk>DIKAIWQH=|S</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>LO/GOIS</> 
<gk>SOU</> 
~z4] 6.1 6.2 6.3 6.4 quattuor stichi Sy, tres (6.1 + 6.2, 6.3, 6.4) B'  LaG
     Ga(?) THe 1219', duo  (6.1 + 6.2, 6.3 + 6.4) 2013' R' Ga(?) 
<gk>KAI\</> 
<gk>NIKH/SH|S</> 
<gk>E)N</> 
<gk>TW=|</> 
<gk>KRI/NESQAI/</> 
<gk>SE</>] 
 : <gk>ME</> 2013' 
<gk>.</> 
~x50y7z1 
<gk>I)DOU\</> 
<gk>GA\R</> 
<gk>E)N</> 
<gk>A)NOMI/AIS</> 
<gk>SUNELH/MFQHN</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>E)N</> 
<gk>A(MARTI/AIS</> 
<gk>E)KI/SSHSE/N</>] cf. proleg. $$ 5.11 
<gk>ME</>] 
 cf. proleg. $$ 5.11(?) 
<gk>H(</>] cf. proleg. $$ 5.11 
<gk>MH/THR</>] cf. proleg. $$ 5.11 
<gk>MOU</>] cf. proleg. $$ 5.11 
<gk>.</> 
~x50y8z1 
<gk>I)DOU\</> 
<gk>GA\R</> 
<gk>A)LH/QEIAN</> 
<gk>H)GA/PHSAS</> 
<gk>,</> 
~z2 
<gk>TA\</> 
 + <gk>GA/R</> 2013: ex 50.7.1 50.8.1 
<gk>A)/DHLA</>] > Bo Sa(non 2013)~
 + <gk>KRU/FIA</> Bo Sa(non 2013)~
<gk>KAI\</>
<gk>TA\</>
<gk>KRU/FIA</>] > Bo Sa(non 2013)~
 + <gk>A)/DHLA</> Bo Sa(non 2013)~
<gk>TH=S</>] 
<gk>SOFI/AS</>] 
 : <Lt>cordis</> LaG 
<gk>SOU</>] > LaG 
<gk>E)DH/LWSA/S</> 
<gk>MOI</> 
<gk>.</> 
~x50y9z1 
<gk>R(ANTIEI=S</> 
<gk>ME</> 
<gk>U(SSW/PW|</> 
 + <gk>A)PO</> 2013'-1093(+5): cf. 95.10 et proleg. $$ 4.4; hoc  additamentum 
     christianum nouit etiam Timotheus I. Nestorianorum ca. 800 p. Chr. n. 
     catholicos  (Oriens Christianus 1 [1901], p. 306) 
 + <gk>TOU</> (+5)2013'-1093(+5): cf. 95.10 et proleg. $$ 4.4; hoc 
     additamentum  christianum nouit etiam Timotheus I. Nestorianorum ca.
     800 p. Chr. n.  catholicos  (Oriens Christianus 1 [1901], p. 306) 
 + <gk>AIMATOS</> (+5)2013'-1093(+5): cf. 95.10 et proleg. $$ 4.4; hoc 
     additamentum  christianum nouit etiam Timotheus I. Nestorianorum ca.
     800 p. Chr. n.  catholicos  (Oriens Christianus 1 [1901], p. 306) 
 + <gk>TOU</> (+5)2013'-1093(+5): cf. 95.10 et proleg. $$ 4.4; hoc 
     additamentum  christianum nouit etiam Timotheus I. Nestorianorum ca.
     800 p. Chr. n.  catholicos  (Oriens Christianus 1 [1901], p. 306) 
 + <gk>CULOU</> (+5)2013'-1093(+5): cf. 95.10 et proleg. $$ 4.4; hoc 
     additamentum  christianum nouit etiam Timotheus I. Nestorianorum ca.
     800 p. Chr. n.  catholicos  (Oriens Christianus 1 [1901], p. 306) 
<gk>,</> 
<gk>KAI\</> 
<gk>KAQARISQH/SOMAI</> 
<gk>:</> 
~z2 
<gk>PLUNEI=S</> 
<gk>ME</> 
 + <gk>E)C</> 2013'-1093: cf. sup. 
 + <gk>AU)TOU</> 2013'-1093: cf. sup. 
<gk>,</> 
<gk>KAI\</> 
<gk>U(PE\R</> 
<gk>XIO/NA</> 
<gk>LEUKANQH/SOMAI</> 
<gk>.</> 
~x50y10z1 
<gk>A)KOUTIEI=S</> 
<gk>ME</>] 
 : <gk>MOI</> Lb'Hec 
<gk>A)GALLI/ASIN</>] 
 : <gk>A)GALLIASEWS</> 2013 
<gk>KAI\</> 
<gk>EU)FROSU/NHN</>] 
 : <gk>EU)FROSUNHS</> 2013 
<gk>:</> 
~z2 
 +< <Lt>et</> UulgAug 
<gk>AGALLIASONTAI</>] 
 : <gk>A)GALLIASETAI</> LpauHec: cf. 11.3 
<gk>O)STA=</>] 
 : <gk>O)STEA</> TThtHeScRc 1219': cf. Thack. $$ 10,8 
<gk>TETAPEINWME/NA</>] 
 : <gk>TETAPEINWMENWN</> LpauHec 
<gk>.</> 
~x50y11z1 
<gk>A)PO/STREYON</> 
<gk>TO\</> 
<gk>PRO/SWPO/N</> 
<gk>SOU</> 
<gk>A)PO\</> 
<gk>TW=N</> 
<gk>A(MARTIW=N</> 
<gk>MOU</> 
~z2 
<gk>KAI\</> 
<gk>PA/SAS</> 
<gk>TA\S</> 
<gk>A)NOMI/AS</> 
<gk>MOU</> 
<gk>E)CA/LEIYON</> 
<gk>.</> 
~x50y12z1 
<gk>KARDI/AN</> 
<gk>KAQARA\N</> 
<gk>KTI/SON</> 
<gk>E)N</> 
<gk>E)MOI/</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO/S</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>PNEU=MA</> 
<gk>EU)QE\S</> 
<gk>E)GKAI/NISON</> 
<gk>E)N</> 
<gk>TOI=S</> 
<gk>E)GKA/TOIS</> 
<gk>MOU</>] 
 : <Lt>nostris</> LaR 
<gk>.</> 
~x50y13z1 
<gk>MH\</> 
<gk>A)PORRI/YH|S</> 
<gk>ME</> 
<gk>A)PO\</> 
<gk>TOU=</>] > 2013 
<gk>PROSW/POU</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>TO\</> 
<gk>PNEU=MA</> 
 + <gk>SOU</> L'~
<gk>TO\</> L' 
<gk>A(/GIO/N</> L' 
<gk>SOU</>] > L'~
<gk>MH\</> 
<gk>A)NTANE/LH|S</> 
<gk>A)P'</> 
<gk>E)MOU=</> 
<gk>.</> 
~x50y14z1 
<gk>A)PO/DOS</> 
<gk>MOI</> 
<gk>TH\N</> 
<gk>A)GALLI/ASIN</> 
<gk>TOU=</> 
<gk>SWTHRI/OU</> 
<gk>SOU</> 
~z2 
<gk>KAI\</> 
<gk>PNEU/MATI</> 
<gk>H(GEMONIKW=|</> 
<gk>STH/RISO/N</> B' 2013 R 55] 
 : <gk>STHRICON</> L' 1219: cf. 37.3 
<gk>ME</> 
<gk>.</> 
~x50y15z1 
<gk>DIDA/CW</> 
<gk>A)NO/MOUS</> 
<gk>TA\S</> 
<gk>O(DOU/S</> 
<gk>SOU</> 
<gk>,</> 
~z2 
<gk>KAI\</> 
<gk>A)SEBEI=S</> 
<gk>E)PI\</> 
<gk>SE\</> 
<gk>E)PISTRE/YOUSIN</> 
<gk>.</> 
~x50y16z1 
<gk>R(U=SAI/</> 
<gk>ME</> 
<gk>E)C</> 
<gk>AI(MA/TWN</> 
<gk>,</> 
<gk>O(</> 
<gk>QEO\S>1 
<gk>O(>1 
<gk>QEO\S>1 
<gk>TH=S>1 
<gk>SWTHRI/AS>1 
<gk>MOU>1 
<gk>:>1 
~z2 
<gk>A)GALLIA/SETAI>1 
<gk>H(>1 
<gk>GLW=SSA/>1 
<gk>MOU>1 
<gk>TH\N>1 
<gk>DIKAIOSU/NHN>1] 
 : <gk>DIKAIOSUNH>1 Lpau: cf. 144.7 et Helbing Kas. p. 256 
<gk>SOU>1 
<gk>.>1] Sc 
 + <gk>KU/RIE>1 B' 2013' 1220 LaG~ 
~x50y17z1] 17.1 17.2 duo stichi R' Ga TSyHe, unus B' 2013' 1220 LaG  1219' 
<gk>KU/RIE>1] >Thtp'ThClem. Rom. I 18, 15 >B' 2013' 1220 LaG~ ad 17.1 
     relinqui, etiam Sc 2022 == MT 
<gk>,>1 
<gk>TA\>1] > (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
<gk>XEI/LH>1] > (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
<gk>MOU>1] > (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
<gk>A)NOI/CEIS>1] >Thtp'Th Clem. Rom. I 18, 15~ 
<gk>,>1 
~z2] 17.1 17.2 duo stichi R' Ga TSyHe, unus B' 2013' 1220 LaG 1219' 
<gk>KAI\>1] >Thtp'Th Clem. Rom. I 18, 15 
 + <gk>KU/RIE>1Clem. Rom. I 18, 15~ 
<gk>TO\>1 
<gk>STO/MA>1 
<gk>MOU>1 
 + <gk>A)NOICEIS>1Thtp'Th Clem. Rom. I 18, 15~ 
 + <gk>KU/RIE>1Thtp'Th~ 
 + <gk>KAI\>1Thtp'Th Clem. Rom. I 18, 15~ 
 + <gk>TA>1 (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
 + <gk>XEILH>1 (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
 + <gk>MOU>1 (~3)Thtp'Th Clem. Rom. I 18, 15(~3)~ 
<gk>A)NAGGELEI=>1] 
 : <gk>A)GGELEI>1] > 2013: cf. 51.2 
<gk>TH\N>1 
<gk>AI)/NESI/N>1 
<gk>SOU>1 
<gk>.>1 
~x50y18z1 
<gk>O(/TI>1 
<gk>EI)>1] > Lpau 2022: post <gk>O(/TI>1 
<gk>H)QE/LHSAS>1 
<gk>QUSI/AN>1 
<gk>,>1 
<gk>E)/DWKA>1 
<gk>A)/N>1 
<gk>:>1 
~z2 
<gk>O(LOKAUTW/MATA>1 
<gk>OU)K>1 
<gk>EU)DOKH/SEIS>1 
<gk>.>1 
~x50y19z1 
<gk>QUSI/A>1 
<gk>TW=|>1 
<gk>QEW=|>1 
<gk>PNEU=MA>1 
<gk>SUNTETRIMME/NON>1 
<gk>,>1 
~z2 
<gk>KARDI/AN>1 
<gk>SUNTETRIMME/NHN>1 
<gk>KAI\>1 
<gk>TETAPEINWME/NHN>1 
<gk>O(>1 
<gk>QEO\S>1 
<gk>OU)K>1 
<gk>E)COUQENW/SEI>1 B] 
 : <gk>E)COUDENWSEI>1 relinqui: cf. 43.6 
 : <Lt>despicies</> Uulg == MT 
<gk>.>1 
~x50y20z1 
<gk>A)GA/QUNON>1 
<gk>,>1 
<gk>KU/RIE>1] > S == MT 
<gk>,>1 
<gk>E)N>1 
<gk>TH=|>1 
<gk>EU)DOKI/A|>1 
<gk>SOU>1 
<gk>TH\N>1] 
 : <gk>TH>1 55: cf. 48.19 
<gk>*SIWN>1 
<gk>,>1 
~z2 
<gk>KAI\>1 
<gk>OI)KODOMHQH/TW>1 
<gk>TA\>1 
<gk>TEI/XH>1 
 + <Lt>tui</> LaG 
<gk>*I)EROUSALHM>1 
<gk>:>1 
~x50y21z1] 21.1 21.2 unus stichus SaL 
<gk>TO/TE>1 
<gk>EU)DOKH/SEIS>1 
<gk>QUSI/AN>1 
<gk>DIKAIOSU/NHS>1 
<gk>,>1 
~z2] 21.1 21.2 unus stichus SaL 
<gk>A)NAFORA\N>1 
<gk>KAI\>1 
<gk>O(LOKAUTW/MATA>1 
<gk>:>1 
~z3 
<gk>TO/TE>1 
<gk>A)NOI/SOUSIN>1 
<gk>E)PI\>1 
<gk>TO\>1 
<gk>QUSIASTH/RIO/N>1 
<gk>SOU>1 
<gk>MO/SXOUS>1 
<gk>.>1 
 .