Adran nesaf | |
Adran o’r blaen |
|
CAWNIN.................1
| |
cawnin | TIRh 40 74 |
|
CAWNTERBRI.............4
| |
Cawnterbri | CHSM 233v. 14 |
Cawnterbri | CHSM 233v. 27 |
Cawnterbri | CHSM 234r. 19 |
Cawnterbri | CHSM 237r. 4 |
|
CAWNTERBURI............2
| |
Cawnterburi | CHSM 198v. 12 |
Cawnterburi | CHSM 202r. 25 |
|
CAWODAU................1
| |
cawodau | TCh 1221 |
|
CAWR...................4
| |
cawr | Beibl 1588 1 Sam. 17 51 |
Cawr | BWB 374-3 2 |
cawr | BWB 108-2 59 |
Cawr | LlGM 19 31 |
|
CAWS...................12
| |
caws | Amer 29. 29 |
caws | Amer 30. 26 |
caws | Amer 42. 34 |
caws | BLl 792 |
Caws | LlGO BL Add. 15037:10 45r. 8 |
Caws | LlGO BL Add. 15037:68 88r. 1 |
caws | NLW 2722E 1 1. 45 |
Caws | NLW 2722E 1 1. 46 |
Caws | NLW 2722E 2 7. 25 |
Caws | NLW 2722E 3 3. 32 |
Caws | NLW 2722E 5 8. 30 |
Caws | NLW 14873E 1 2. 26 |
|
CAWSAI.................1
| |
cawsai | NLW 13075B: YAL 79v. 22 |
|
CAWSAM.................2
| |
cawsam | TN Act. 24 5 |
cawsam | TN 2 Cor. 4 1 |
|
CAWSANT................6
| |
cawsant | Beibl 1588 Math. 26 60 |
cawsant | DPO 83. 9 |
cawsant | TN Math. 26 60 |
cawsant | TN Math. 27 32 |
cawsant | TN Act. 24 12 |
cawsant | TN Act. 24 18 |
|
CAWSE..................1
| |
cawse | Beibl 1588 Gen. 37 3 |
|
CAWSOCH................1
| |
cawsoch | GBC 55. 26 |
|
CAWSOM.................4
| |
cawsom | Beibl 1588 2 Cor. 4 1 |
cawsom | DPO 119. 6 |
cawsom | GBC 72. 7 |
cawsom | NLW 2722E 4 5. 15 |
|
CAWSON.................2
| |
cawson | BWB 374-2 6 33 |
cawson | NLW 14873E 4 2. 8 |
|
CAWSONT................1
| |
cawsont | TN Act. 27 28 |
|
CAWSSAI................1
| |
cawssai | YK 92v. 22 |
|
CAWSWN.................2
| |
cawswn | LlGO BL Add. 15037:32 30r. 19 |
cawswn | NLW 17B: LlGO 37 280. 20 |
|
CAYFF..................1
| |
cayff | TIRh 39 15 |
|
CAYMATISAI.............1
| |
caymatisai | TN Huet Dat. 16 8 |
|
CC.....................1
| |
CC | RhY 28. 24 |
|
CCCC...................3
| |
CCCC | RhY 28. 6 |
CCCC | RhY 29. 11 |
CCCC | RhY 40. 15 |
|
CCCXXI.................1
| |
CCCXXI | RhY 31. 22 |
|
CEBLIR.................1
| |
ceblir | LlH i. 165. 33 |
|
CEBYSTA................1
| |
cebysta | RhC 1697 |
|
CEBYSTR................3
| |
cebystr | DPO 64. 13 |
cebystr | DPO 84. 22 |
cebystr | NLW 17B: LlGO 42 292. 3 |
|
CEBYSTRAU..............1
| |
cebystrau | DPO 86. 14 |
|
CECCRYN................4
| |
Ceccryn | GBC 75. 23 |
Ceccryn | GBC 75. 26 |
Ceccryn | GBC 76. 1 |
Ceccryn | GBC 76. 3 |
|
CECIL..................1
| |
Cecil | CHSM 216v. 11 |
|
CECRUS.................1
| |
cecrus | CMB 22. 15 |
|
CECRYN.................2
| |
Cecryn | GBC 70. 29 |
Cecryn | GBC 75. 29 |
|
CED....................1
| |
ced | TN Act. 27 3 |
|
CEDER..................2
| |
Ceder | Amer 47. 10 |
Ceder | Amer 47. 10 |
|
CEDION.................1
| |
cedion | TN Huet Dat. 5 argument |
|
CEDOR..................1
| |
cedor | BLl 140 |
|
CEDWCH.................6
| |
cedwch | BLl 953 |
cedwch | CMB 39. 27 |
cedwch | GBC 28. 17 |
cedwch | LlGM 4 13 |
cedwch | RhC 955 |
cedwch | RhC 1044 |
|
CEDWID.................1
| |
cedwid | DPO 243. 16 |
|
CEDWIR.................2
| |
cedwir | PMA 77. 4 |
cedwir | PMA 93. 15 |
|
CEDWIT.................1
| |
cedwit | PMA 58. 10 |
|
CEDYRN.................7
| |
cedyrn | CMB 40. 22 |
cedyrn | DPO 74. 15 |
cedyrn | TChB 1253 |
Cedyrn | TChB 1518 |
cedyrn | TN Huet Dat. 6 15 |
cedyrn | TN Huet Dat. 19 6 |
cedyrn | TN Huet Dat. 19 18 |
|
CEDD...................1
| |
cedd | BWB 111-1 5 88 |
|
CEFAIS.................15
| |
cefais | Amer 7. 12 |
cefais | Amer 10. 10 |
cefais | BWB 124-2 2 |
cefais | CMB 17. 19 |
Cefais | CMB 24. 25 |
cefais | CMB 26. 15 |
cefais | CMB 42. 35 |
cefais | JAUG 8. 28 |
cefais | JAUG 10. 29 |
cefais | JAUG 11. 35 |
cefais | JAUG 28. 20 |
cefais | NLW 17B: LlGO 42 292. 8 |
cefais | NLW 17B: LlGO 62 340. 9 |
Cefais | NLW 2722E 5 7. 3 |
cefais | NLW 2722E 5 7. 14 |
|
CEFAIST................2
| |
cefaist | PMA 16. 3 |
cefaist | TChB 1881 |
|
CEFES..................3
| |
cefes | BWB 111-1 11 |
cefes | BLl 1256 |
cefes | NLW 14873E 4 2. 26 |
Adran nesaf | I’r brig |