Adran nesaf | |
Adran or blaen |
|
HAANAH.................1
| |
Haanah | LlH ii. 267. 16 |
|
HAANAN.................1
| |
Haanan | LlH ii. 269. 8 |
|
HABERTHAU..............1
| |
haberthau | LlH ii. 275. 13 |
|
HABSI..................1
| |
habsi | RhC 1456 |
|
HACCRED................1
| |
haccred | DPO 119. 20 |
|
HACRED.................1
| |
hacred | YK 137r. 20 |
|
HACHOS.................10
| |
hachos | Amer 9. 17 |
hachos | Amer 26. 25 |
hachos | CMB 39. 10 |
hachos | HHGB 24. 29 |
hachos | NLW 17B: LlGO 30 284. 4 |
hachos | NLW 13075B: HT 53r. 6 |
hachos | NLW 13075B: YAL 74r. 10 |
hachos | RhC 968 |
hachos | TChB 301 |
hachos | TChB 1309 |
|
HACHUB.................6
| |
hachub | Amer 3. 33 |
hachub | Beibl 1588 1 Sam. 17 37 |
hachub | CMB 11. 35 |
hachub | CMB 20. 2 |
hachub | CMB 37. 23 |
hachub | PMA 78. 18 |
|
HACHUBAIS..............1
| |
hachubais | Beibl 1588 1 Sam. 17 35 |
|
HACHUBODD..............2
| |
hachubodd | Beibl 1588 Gen. 37 21 |
hachubodd | Beibl 1588 1 Sam. 17 37 |
|
HACHUBWR...............1
| |
Hachubwr | CMB 32. 22 |
|
HACHYB.................1
| |
hachyb | DFf 146. 5 |
|
HAD....................37
| |
had | Beibl 1588 1 Sam. 20 42 |
had | Beibl 1588 1 Sam. 20 42 |
had | Beibl 1588 2 Cor. 9 10 |
had | Beibl 1588 2 Cor. 9 10 |
had | BWB 334-2 126 |
had | BWB 371-2 6 57 |
had | BWB 371-2 62 |
had | BWB 91-2 16 |
had | DFf 103. 21 |
had | DFf 103. 23 |
had | DFf 104. 2 |
had | DFf 104. 24 |
had | DFf 104. 26 |
had | DFf 105. 5 |
Had | DPO 231. 27 |
had | HHGB 35. 18 |
had | LlGM 12 84 |
had | LlGM 14 14 |
Had | NLW 17B: LlGO 43 297. 2 |
Had | NLW 17B: LlGO 62 342. 17 |
had | LlH ii. 267. 3 |
had | PMA 37. 11 |
had | PMA 48. 2 |
had | PMA 48. 9 |
had | PMA 75. 17 |
had | PMA 88. 6 |
had | PMA 88. 10 |
had | TCh 2432 |
had | TIRh 15 8 |
had | TIRh 15 9 |
had | TIRh 15 22 |
had | TIRh 15 29 |
had | TIRh 21 40 |
had | TN Huet Dat. 2 27 |
had | TN Huet Dat. 3 5 |
had | TN 2 Cor. 9 10 |
had | TN 2 Cor. 9 10 |
|
HADAILADU..............2
| |
hadailadu | Beibl 1588 Math. 26 61 |
hadailadu | LlH ii. 273. 7-8 |
|
HADAILEDI..............1
| |
hadailedi | Beibl 1588 Math. 27 40 |
|
HADANEDD...............1
| |
hadanedd | NLW 13075B: GMS 57v. 23 |
|
HADAR..................1
| |
hadar | BWB 77-1 76 |
|
HADAU..................3
| |
hadau | BWB 83-1 15 |
Hadau | NLW 17B: LlGO 62 342. 13 |
hadau | Pen. 218: Ateb 190 |
|
HADE...................2
| |
hade | BWB 371-2 78 |
hade | TIRh 15 7 |
|
HADEILIADU.............1
| |
hadeiliadu | Amer 20. 12 |
|
HADEILODD..............3
| |
hadeilodd | CHSM 202r. 18 |
hadeilodd | RhY 16. 2 |
hadeilodd | RhY 22. 5 |
|
HADEYNEDD..............1
| |
hadeynedd | TN Huet Dat. 9 9 |
|
HADFYD.................2
| |
Hadfyd | BWB 477-2 6 nodyn |
hadfyd | PMA 101. 9 |
|
HADGENHEDLAU...........1
| |
hadgenhedlau | BWB 271-2 114 |
|
HADLAIS................1
| |
hadlais | BWB 271-2 114 |
|
HADLEY.................1
| |
Hadley | CHSM 236v. 11 |
|
HADMIRAL...............2
| |
Hadmiral | BWB 332-1 113 |
Hadmiral | BWB 334-1 31 |
|
HADNABOD...............2
| |
hadnabod | CMB 3. 5 |
hadnabod | TChB 445 |
|
HADNABU................1
| |
hadnabu | Beibl 1588 Gen. 37 33 |
|
HADNABV................1
| |
hadnabv | NLW 13075B: HT 53r. 26 |
|
HADNABYONT.............1
| |
hadnabyont | NLW 13075B: YAL 74r. 7 |
|
HADRODD................3
| |
hadrodd | LlH i. 161. 28 |
hadrodd | LlH ii. 273. 31 |
hadrodd | TN Act. 26 25 |
|
HADUD..................1
| |
hadud | BLl 735 |
|
HADUN..................1
| |
hadun | BWB 108-1 71 |
|
HADVAIL................1
| |
hadvail | TN Huet Dat. argument |
|
HADW...................1
| |
hadw | Beibl 1588 Gen. 41 36 |
|
HADYD..................3
| |
Hadyd | TChB 2033 |
hadyd | TIRh 21 18 |
hadyd | TIRh 21 26 |
|
HADYMCHWELIAD..........1
| |
hadymchweliad | HHGB 21. 25 |
|
HADDASU................1
| |
haddasu | HHGB 37. 5 |
|
HADDAW.................1
| |
haddaw | CMB 27. 23 |
|
HADDAWSENT.............1
| |
haddawsent | CHSM 234v. 9 |
|
HADDEWID...............3
| |
haddewid | HHGB 43. 21 |
haddewid | LlH ii. 270. 29 |
haddewid | Pen. 218: Araith 78 |
Adran nesaf | Ir brig |