This page contains images of every English word in the oldest digitized manuscripts of De temporum ratione, chapter 15.[1] Initially written in 725 CE, these words descend from the first known record of Anglo-Saxon month names and calendar terms. The closest remaining copies date from 780-836 CE, but none were made in England and each one uses a slightly different spelling. Not included are 3 undigitized manscripts from this period,[2] and 10 from the 9th century in general.[3] Transcripts show all characters until the first non-consecutive letter, with pilcrow ¶ indicating newline and underline _ unreadable. Edits show all changes to the first draft, and may be from the primary or secondary authors. This data was used to reconstruct each word's initial spelling.
Ms | Library | Shelfmark | Folios | Date (bold link) | Reference | BODT |
A | ÖNB Wien | Cod. 15298 | 3v | 780-820 CE | CLA 1551 | - |
B | UB Würzburg | M.p.th.f.46 | 48r-48v | 792-807 CE | CLA 1413 | 103 |
C | EDDB Köln | Cod. 103 | 80r-81r | 801-810 CE | - | 2 |
D | EDDB Köln | Cod. 83-II | 104r-104v | 805 CE | SCHH 6 | 32 |
E | BA Vaticana | Pal. lat. 1448 | 49r | 810 CE | DQH 1448 | 90 |
F | SB St. Gallen | Cod. Sang. 251 | 69-70 | 810-820 CE | BStK 210 | 10 |
G | BA Vaticana | Pal. lat. 1449 | 52v-53v | 812 CE | DQH 1449 | 91 |
H | BSB München | Clm 14725 | 63v-65r | 1st quarter 9th century | VKHBS 245 | 7 |
I | UB Leiden | SCA 28 | 58v-59r | ~816 CE | - | 42 |
J | BNF Paris | Latin 13013 | 71r-71v | 1st third 9th century | - | 70 |
K | UB Kassel | 2° Ms. astron. 2 | 24r-24v | 1st third & mid 9th century | BStK 325 | 3 |
L | B Genève | Ms. lat. 50 | 60v-61r | ~825 C | - | 12 |
M | VBA Milano | D 30 inf. | 47v-48r | ~836 CE | - | 14 |
●A ↓B ↓C ↓D ↓E ↓F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
A | ·⇂01 | ![]() ![]() | ¶_a | ¶_a |
A | ·⇂02 | ![]() | monath | monath |
A | ·⇂03 | ![]() | giuli· | giuli· |
A | ·⇂04 | ![]() | ·solmonath· | ·solmonath· |
A | ·⇂05 | ![]() ![]() | ·rhed¶_nath· | ·rhed¶_nath· |
A | ·⇂06 | ![]() | eustormonath· | eustormonath· |
A | ·⇂07 | ![]() | ·trimilci· | ·trimilci· |
A | ·⇂08 | ![]() | ·lfda· | ·lfda· |
A | ·⇂09 | ![]() | lfda· | lfda· |
A | ·⇂10 | ![]() | ueodmonad· | ueodmonad· |
A | ·⇂11 | ![]() | halegmonath | halegmonath |
A | ·⇂12 | ![]() ![]() | ¶_ntirfẏllid· | ¶_ntirfẏllid· |
A | ·⇂13 | ![]() | ·blothmonad· | ·blothmonad· |
A | ·⇂14 | ![]() | ·giuli· | ·giuli· |
A | ·⇂15 | ![]() | ·modronecht· | ·modronecht· |
A | ·⇂16 | ![]() | ·_fda· | ·_fda· |
A | ·⇂17 | ![]() ![]() | trilf¶_ | trilf¶_ |
A | ·⇂18 | ![]() | _rfillid | _rfillid |
A | ·⇂19 | ![]() | gi_li | gi_li |
A | ·⇂20 | ![]() | S_nath | S_nath |
A | ·⇂21 | ![]() | ·rhedmonad | ·rhedmonad |
A | ·⇂22 | ![]() ![]() | rheda·¶ | rheda·¶ |
A | ·⇂23 | ![]() ![]() | ·Eustormo¶_ath | ·Eustormo¶_ath |
A | ·⇂24 | ![]() | :eostree | :eostree |
A | ·⇂25 | ![]() | ·trimil·ci | ·trimil·ci |
A | ·⇂26 | ![]() ![]() | ·lfda¶ | ·lfda¶ |
A | ·⇂27 | ![]() | ·ueodmonad | ·ueodmonad |
A | ·⇂28 | ![]() | ·halegmonad | ·halegmonad |
A | ·⇂29 | ![]() ![]() | ¶uintirf_llid· | ¶uintirf_llid· |
A | ·⇂30 | ![]() | ·blothmonad | ·blothmonad |
↑A ●B ↓C ↓D ↓E ↓F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
B | ↿⇂01 | ![]() ![]() | ¶mona | ¶mona |
B | ↿⇂02 | ![]() | monath· | monath· |
B | ↿⇂03 | ![]() | giuli· | giuli· |
B | ↿⇂04 | ![]() ![]() | solmonath·¶ | solmonath·¶ |
B | ↿⇂05 | ![]() | ·hredmonath· | ·hredmonath· |
B | ↿⇂06 | ![]() | aes͡tur munath· | aes͡tur munath· |
B | ↿⇂07 | ![]() ![]() | ·drẏmilci¶ | ·drẏmilci¶ |
B | ↿⇂08 | ![]() | ·lida· | ·lida· |
B | ↿⇂09 | ![]() | lida· | lida· |
B | ↿⇂10 | ![]() | ueodmonath· | ueodmonath· |
B | ↿⇂11 | ![]() ![]() | ·¶halegmonath· | ·¶halegmonath· |
B | ↿⇂12 | ![]() | ·uintir fẏllith· | ·uintir fẏllith· |
B | ↿⇂13 | ![]() | ·blot monath· | ·blot monath· |
B | ↿⇂14 | ![]() ![]() | ¶giuli· | ¶giuli· |
B | ↿⇂15 | ![]() ![]() | ¶modra nec͡t· | ¶modra nec͡t· |
B | ↿⇂16 | ![]() | lida | lida |
B | ↿⇂17 | ![]() | thrilidi | thrilidi |
B | ↿⇂18 | ![]() | ·uinthẏr fẏllth | ·uinthẏr fẏllith |
B | ↿⇂19 | ![]() | giuli | giuli |
B | ↿⇂20 | ![]() | ·solmanoth | ·solmanoth |
B | ↿⇂21 | ![]() ![]() | ,¶hredmonath | ,¶hredmonath |
B | ↿⇂22 | ![]() | hreda· | hreda· |
B | ↿⇂23 | ![]() | ·Eos͡tur monath | ·Eos͡tur monath |
B | ↿⇂24 | ![]() | quaeeos͡trae | quaeeos͡trae |
B | ↿⇂25 | ![]() ![]() | ·Trimẏlci | ·Trimẏlci |
B | ↿⇂26 | ![]() | ·lidarū | ·lidarū |
B | ↿⇂27 | ![]() ![]() | Ueoth monath¶ | ·Ueoth monath¶ |
B | ↿⇂28 | ![]() ![]() | ·¶halegmonath | ·¶halegmonath |
B | ↿⇂29 | ![]() | uintir fẏllith | uintir fẏllith |
B | ↿⇂30 | ![]() | bloth monath | ;bloth monath |
↑A ↑B ●C ↓D ↓E ↓F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
C | ↿⇂01 | ![]() ![]() | lunamona¶ | luna·mona·¶ |
C | ↿⇂02 | ![]() | monath | monath·⁊ |
C | ↿⇂03 | ![]() | giuli | giuli· |
C | ↿⇂04 | ![]() | solmonath | ·'solmonath· |
C | ↿⇂05 | ![]() | rehdmonath | ·'rehdmonath· |
C | ↿⇂06 | ![]() ![]() | ¶Eostur monath | ·'¶Eostur monath· |
C | ↿⇂07 | ![]() | trimilchi | ·'trimilchi· |
C | ↿⇂08 | ![]() | lida | ·'lida· |
C | ↿⇂09 | ![]() ![]() | ¶lida | ¶lida· |
C | ↿⇂10 | ![]() | uueudmonath | ·'uueudmonath· |
C | ↿⇂11 | ![]() | alegmonath | ·'alegmonath· |
C | ↿⇂12 | ![]() ![]() | ¶uuintir fillith | ·'¶uuintir fillith· |
C | ↿⇂13 | ![]() | blatmonath | ·'blọtmonath· |
C | ↿⇂14 | ![]() | giuli | ·'giuli: |
C | ↿⇂15 | ![]() | modra nect | modra nect |
C | ↿⇂16 | ![]() ![]() | simullida¶ | simullida¶ |
C | ↿⇂17 | ![]() | thri lidi | thri lidi |
C | ↿⇂18 | ![]() ![]() | uuintir fillith¶ | ·uuintir fillith¶ |
C | ↿⇂19 | ![]() ![]() | ¶giuli | ·¶giuli· |
C | ↿⇂20 | ![]() ![]() | Solmonath¶ | ·⁊Solmonath¶ |
C | ↿⇂21 | ![]() | Rethmonath | ·⁊Rethmonath |
C | ↿⇂22 | ![]() | rheda | rheda· |
C | ↿⇂23 | ![]() | Eosturmonath | ⁊·Eos͡turmonath |
C | ↿⇂24 | ![]() ![]() | eos¶trae | eos¶trae |
C | ↿⇂25 | ![]() | Tri milchi | ·⁊Tri milchi |
C | ↿⇂26 | ![]() ![]() | Lida¶ | ⁊·Lida¶ |
C | ↿⇂27 | ![]() | Uueud monath | ·⁊Uueud monath· |
C | ↿⇂28 | ![]() | halegmonath | ·⁊halegmonath· |
C | ↿⇂29 | ![]() ![]() | ¶Uuintyr sẏllith | ·⁊¶Uuintyr fẏllith· |
C | ↿⇂30 | ![]() | blot monath | ·⁊blot monath· |
↑A ↑B ↑C ●D ↓E ↓F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
D | ↿⇂01 | ![]() | maon | maon |
D | ↿⇂02 | ![]() ![]() | monath¶ | monath¶ |
D | ↿⇂03 | ![]() ![]() | giuli·¶ | giuli·¶ |
D | ↿⇂04 | ![]() | solmanath | solmanath |
D | ↿⇂05 | ![]() | rem monath | rem monath |
D | ↿⇂06 | ![]() ![]() | eos͡tur¶manath | eos͡tur¶manath |
D | ↿⇂07 | ![]() | trimilci | trimilci |
D | ↿⇂08 | ![]() | lida· | lida· |
D | ↿⇂09 | ![]() | lida | lida |
D | ↿⇂10 | ![]() ![]() | ueutmo¶nath | ueutmo¶nath |
D | ↿⇂11 | ![]() | alegmonath | alegmonath |
D | ↿⇂12 | ![]() | uintir filit | uintir filit, |
D | ↿⇂13 | ![]() ![]() | blotmo¶nath | blotmo¶nath |
D | ↿⇂14 | ![]() | giuli | giuli |
D | ↿⇂15 | ![]() ![]() | modranect¶ | modranect·¶ |
D | ↿⇂16 | ![]() | lida | lida |
D | ↿⇂17 | ![]() | trilidi | trilidi |
D | ↿⇂18 | ![]() ![]() | uintir fillit¶ | uintir fillit¶ |
D | ↿⇂19 | ![]() ![]() | ¶giuli | ¶giuli |
D | ↿⇂20 | ![]() | ·Solmonath | ;Solmonath |
D | ↿⇂21 | ![]() | ·Redmonath | ·Redmonath |
D | ↿⇂22 | ![]() ![]() | ¶rheda· | ¶rheda· |
D | ↿⇂23 | ![]() | eos͡tormonath | eos͡tormonath |
D | ↿⇂24 | ![]() ![]() | eos͡tre¶ | eos͡tre¶ |
D | ↿⇂25 | ![]() | ,Trimilci | ,Trimilci |
D | ↿⇂26 | ![]() | lida | ,lida |
D | ↿⇂27 | ![]() | neutmonath | ·neutmonath |
D | ↿⇂28 | ![]() | halegmonath | halegmonath |
D | ↿⇂29 | ![]() | uintir fillit | uintir fillit |
D | ↿⇂30 | ![]() | blothmonath | blothmonath |
↑A ↑B ↑C ↑D ●E ↓F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
E | ↿⇂01 | ![]() | ·mona | ·mona |
E | ↿⇂02 | ![]() | monath | monath· |
E | ↿⇂03 | ![]() | guli· | guli· |
E | ↿⇂04 | ![]() | ·solmonath | ·solmonath· |
E | ↿⇂05 | ![]() | redmonath· | redmonath· |
E | ↿⇂06 | ![]() ![]() | eos͡turmonath·¶ | eos͡turmonath·¶ |
E | ↿⇂07 | ![]() | trimilchi | trimilchi· |
E | ↿⇂08 | ![]() | lida· | lida· |
E | ↿⇂09 | ![]() | lida· | lida· |
E | ↿⇂10 | ![]() | uueudmonath· | uueudmonath· |
E | ↿⇂11 | ![]() ![]() | ·haleg¶monath· | ·haleg¶monath· |
E | ↿⇂12 | ![]() | uuintẏr fẏllith· | uuintẏr fẏllith· |
E | ↿⇂13 | ![]() | blodmonath | blodmonath |
E | ↿⇂14 | ![]() | giuli· | giuli· |
E | ↿⇂15 | ![]() | moderanea | moderanea |
E | ↿⇂16 | ![]() | lida | lida |
E | ↿⇂17 | ![]() | thrilidi | thrilidi |
E | ↿⇂18 | ![]() ![]() | ·uuintẏr¶fẏllit | ·uuintẏr¶fẏllit |
E | ↿⇂19 | ![]() | singuili | singuili |
E | ↿⇂20 | ![]() | ·Solmonath· | ·Solmonath· |
E | ↿⇂21 | ![]() | ·'Redmonath· | ·'Rhedmonath· |
E | ↿⇂22 | ![]() | ·Rheda· | ·Rheda· |
E | ↿⇂23 | ![]() ![]() | ·'eos͡tur¶monath | ·'eos͡tur¶monath |
E | ↿⇂24 | ![]() | eos͡trae | eos͡trae |
E | ↿⇂25 | ![]() ![]() | ·Trimilchi¶ | ·Thrimilchi¶ |
E | ↿⇂26 | ![]() | ·Lida | ·Lida |
E | ↿⇂27 | ![]() | ·'Ueuudmonath· | ·'Ueuudmonath· |
E | ↿⇂28 | ![]() ![]() | ·¶halegmonath· | ·¶halegmonath· |
E | ↿⇂29 | ![]() | ·Uuintẏrfẏllit | ·Uuintẏrfẏllit |
E | ↿⇂30 | ![]() | ·Blodmonath· | ·Blodmonath· |
↑A ↑B ↑C ↑D ↑E ●F ↓G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
F | ↿⇂01 | ![]() | mona· | mona· |
F | ↿⇂02 | ![]() | monath⁊ | monath·⁊ |
F | ↿⇂03 | ![]() | giuli⁊ | giuli·⁊ |
F | ↿⇂04 | ![]() ![]() | ·solmonath¶ | ·solmonath·'¶ |
F | ↿⇂05 | ![]() | ·hredmonath | ·hredmonath·' |
F | ↿⇂06 | ![]() | ·aeustur monath | ·aeustur monath·' |
F | ↿⇂07 | ![]() | ·drimylci | ·drimylci·' |
F | ↿⇂08 | ![]() | lida | lida·' |
F | ↿⇂09 | ![]() | lida | lida·' |
F | ↿⇂10 | ![]() | ueodmonath· | ueodmonath'· |
F | ↿⇂11 | ![]() | alegmonath· | ḥalegmonath· |
F | ↿⇂12 | ![]() ![]() | uintir fyllith¶ | uintir fụllith·'¶ |
F | ↿⇂13 | ![]() | blodmonath· | bloTmonath· |
F | ↿⇂14 | ![]() | giuli⁊ | giuli·⁊ |
F | ↿⇂15 | ![]() ![]() | modranec͡t·¶ | ·'moTranec͡t·¶ |
F | ↿⇂16 | ![]() | simullida | simul·lida· |
F | ↿⇂17 | ![]() | thrilidi | thrilidus |
F | ↿⇂18 | ![]() ![]() | uintir fyllith¶ | uintir fullith¶ |
F | ↿⇂19 | ![]() | giuli | giuli |
F | ↿⇂20 | ![]() ![]() | ⁊¶solmonath | ·⁊¶solmonath |
F | ↿⇂21 | ![]() ![]() | ⁊hred¶monath | ·⁊hred¶monath |
F | ↿⇂22 | ![]() | hredacui | hreda:cui |
F | ↿⇂23 | ![]() ![]() | ⁊Eos͡turmonath·¶ | ·⁊Eos͡turmonath·¶ |
F | ↿⇂24 | ![]() | queeos͡tre | quææos͡træ |
F | ↿⇂25 | ![]() | ·thrimylci | ·'thrimulci |
F | ↿⇂26 | ![]() | ·lida | ·,lida |
F | ↿⇂27 | ![]() | ⁊Ueodmonath | ·⁊Ueodmonath |
F | ↿⇂28 | ![]() | ⁊halegmonath | ·⁊halegmonath |
F | ↿⇂29 | ![]() | ⁊uintir fyllith | ·⁊uintir fullith |
F | ↿⇂30 | ![]() | ⁊blotmonath | ·⁊blotmonath |
↑A ↑B ↑C ↑D ↑E ↑F ●G ↓H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
G | ↿⇂01 | ![]() | mona· | mona· |
G | ↿⇂02 | ![]() | monath· | monath· |
G | ↿⇂03 | ![]() | giuli· | giuli· |
G | ↿⇂04 | ![]() ![]() | solmonath¶ | solmonath¶ |
G | ↿⇂05 | ![]() | rethmonath· | rethmonath· |
G | ↿⇂06 | ![]() | ·eosturmonath· | ·eosturmonath· |
G | ↿⇂07 | ![]() ![]() | trimilchi·¶ | trimilchi·¶ |
G | ↿⇂08 | ![]() | ·lida· | ·lida· |
G | ↿⇂09 | ![]() | ·lida· | ·lida· |
G | ↿⇂10 | ![]() ![]() | ·uueudmonath¶ | ·uueudmonath¶ |
G | ↿⇂11 | ![]() | ·halegmonath· | ·halegmonath· |
G | ↿⇂12 | ![]() | ·uuintirfillith· | ·uuintirfillith· |
G | ↿⇂13 | ![]() ![]() | ¶blotmonath· | ¶blotmonath· |
G | ↿⇂14 | ![]() | giuli· | giuli· |
G | ↿⇂15 | ![]() | modranect· | modranect· |
G | ↿⇂16 | ![]() | ·lida· | ·lida· |
G | ↿⇂17 | ![]() | thrilidi | thrilidi |
G | ↿⇂18 | ![]() | uuintyr fyllith | uuintyr fyllith |
G | ↿⇂19 | ![]() ![]() | ·giuli·¶ | ·giuli·¶ |
G | ↿⇂20 | ![]() | ·Solmonath | ·Solmonath |
G | ↿⇂21 | ![]() | ·Rhed monath· | ·Rhed monath· |
G | ↿⇂22 | ![]() | reh da· | reh da· |
G | ↿⇂23 | ![]() ![]() | ·Eostur monath¶ | ·Eostur monath¶ |
G | ↿⇂24 | ![]() | eostrae | eostrae |
G | ↿⇂25 | ![]() ![]() | ¶Trimilchr | ¶Trimilchi |
G | ↿⇂26 | ![]() | ·Lidadicitur | ·Lidadicitur |
G | ↿⇂27 | ![]() | ·Uueudmonath | ·Uueudmonath |
G | ↿⇂28 | ![]() | ·halegmonath | ·halegmonath |
G | ↿⇂29 | ![]() | ·uuintyrfyllith· | ·uuintyrfyllith· |
G | ↿⇂30 | ![]() ![]() | ·¶Blotmonath | ·¶Blotmonath |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ●H ↓I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
H | ↿⇂01 | ![]() | lunamona | ·lunamona |
H | ↿⇂02 | ![]() | monatis | monatis |
H | ↿⇂03 | ![]() ![]() | giuli·¶ | ·giuli·¶ |
H | ↿⇂04 | ![]() | solmonath | solmonath |
H | ↿⇂05 | ![]() ![]() | rhedmo¶nath· | rhedmo¶nath· |
H | ↿⇂06 | ![]() | eos͡tur monath· | eos͡tur monath· |
H | ↿⇂07 | ![]() ![]() | thrimilci¶ | thrimilci¶ |
H | ↿⇂08 | ![]() | lida· | ·lida· |
H | ↿⇂09 | ![]() | lida· | ·lida· |
H | ↿⇂10 | ![]() ![]() | ¶ueudmonath· | ¶ueudmonath· |
H | ↿⇂11 | ![]() ![]() | halegmonath·¶ | halegmonath·¶ |
H | ↿⇂12 | ![]() | uintir fẏllith· | uintir fẏllith· |
H | ↿⇂13 | ![]() ![]() | blotmonath¶ | ·blotmonath¶ |
H | ↿⇂14 | ![]() | giuli | giuli· |
H | ↿⇂15 | ![]() | modranect | ·modranect |
H | ↿⇂16 | ![]() | lida· | ·lida· |
H | ··IL | ![]() | &trimilchi· | &trimilchi· |
H | ↿⇂17 | ![]() | illethrilidi | illethrilidi |
H | ↿⇂18 | ![]() ![]() | ¶uintir fẏllith | ¶uintir fẏllith |
H | ↿⇂19 | ![]() | giuli | giuli· |
H | ↿⇂20 | ![]() ![]() | ¶Solmanoth | ¶Solmanoth |
H | ↿⇂21 | ![]() ![]() | Rhedmo¶nath | ·Rhedmo¶nath· |
H | ↿⇂22 | ![]() | rheda | ·rheda |
H | ↿⇂23 | ![]() ![]() | Eos͡trmonath¶ | ·Eos͡turmonath¶ |
H | ↿⇂24 | ![]() | eos͡trae | ·eos͡trae |
H | ↿⇂25 | ![]() | thrimilci | ·thrimilci· |
H | ↿⇂26 | ![]() | ·Lidadr̄ | ·Lidadr̄ |
H | ↿⇂27 | ![]() | Ueudmonath | ·Ueudmonath |
H | ↿⇂28 | ![]() | halegmonath | ·halegmonath |
H | ↿⇂29 | ![]() ![]() | ·¶Uintir fẏllith | ·¶Uintir fẏllith |
H | ↿⇂30 | ![]() | Blotmonath | ·Blotmonath· |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ↑H ●I ↓J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
I | ↿⇂01 | ![]() ![]() | mo¶na | mo¶na |
I | ↿⇂02 | ![]() | monath | monath |
I | ↿⇂03 | ![]() ![]() | giul_¶ | giul_¶ |
I | ↿⇂04 | ![]() | solmonath | solmonath |
I | ↿⇂05 | ![]() ![]() | hredmo nath¶ | hredmo nath¶ |
I | ↿⇂06 | ![]() | es͡tur munath | es͡tur munath |
I | ↿⇂07 | ![]() | drimilci | drimilci |
I | ↿⇂08 | ![]() ![]() | lida¶ | lida¶ |
I | ↿⇂09 | ![]() | lida | lida |
I | ↿⇂10 | ![]() | ueodmo nath | ueodmo nath |
I | ↿⇂11 | ![]() ![]() | ¶halegmonath | ¶halegmonath |
I | ↿⇂12 | ![]() | uintir fillit | uintir fillit |
I | ↿⇂13 | ![]() ![]() | ¶blotmanoth | ¶blotmanoth |
I | ↿⇂14 | ![]() | giuli | giuli |
I | ↿⇂15 | ![]() ![]() | ¶modranect | ¶modranect |
I | ↿⇂16 | ![]() | simullida | simullida |
I | ↿⇂17 | ![]() | trhilidi | trhilidi |
I | ↿⇂18 | ![]() ![]() | ¶uinthẏr fẏllit | ¶uinthẏr fẏllit |
I | ↿⇂19 | ![]() | giuli | giuli |
I | ↿⇂20 | ![]() | ·Solmonath | ·Solmonath |
I | ↿⇂21 | ![]() ![]() | hredmonath¶ | hredmonath¶ |
I | ↿⇂22 | ![]() | hreda | hreda |
I | ↿⇂23 | ![]() ![]() | ;¶Eos͡tur munat | ;¶Eos͡tur munat |
I | ↿⇂24 | ![]() | eos͡treuocabatur;· | eos͡treuocabatur;· |
I | ↿⇂25 | ![]() | ;Trimilci | ;Trimilci |
I | ↿⇂26 | ![]() ![]() | lida¶ | lida¶ |
I | ↿⇂27 | ![]() | ·Veodmonath | ;Veodmonath |
I | ↿⇂28 | ![]() ![]() | halegmo¶_ath | halegmo¶_ath |
I | ↿⇂29 | ![]() | uinthyr fẏllith | uinthyr fẏllith |
I | ↿⇂30 | ![]() ![]() | blothmonath¶ | blothmonath¶ |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ↑H ↑I ●J ↓K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
J | ↿⇂01 | ![]() | moena | moena |
J | ↿⇂02 | ![]() ![]() | monath¶ | monath·¶ |
J | ↿⇂03 | ![]() ![]() | ¶giuli; | ¶giuli; |
J | ↿⇂04 | ![]() | ·sol monath, | ·sol monath, |
J | ↿⇂05 | ![]() ![]() | ·heredmonath,¶ | ·heredmonath,¶ |
J | ↿⇂06 | ![]() | ·aeus͡turmonath· | ·'aeus͡turmonath· |
J | ↿⇂07 | ![]() | drimẏlci· | drimẏlci· |
J | ↿⇂08 | ![]() ![]() | lida·¶ | lida·¶ |
J | ↿⇂09 | ![]() | lida; | lida; |
J | ↿⇂10 | ![]() | ·ueodmonath· | ·'ueodmonath· |
J | ↿⇂11 | ![]() ![]() | 'halegmonath; | 'halegmonath; |
J | ↿⇂12 | ![]() | ·uintir fẏllith· | ·'uintir fẏllith· |
J | ↿⇂13 | ![]() ![]() | blotmonath,¶ | blotmonath,¶ |
J | ↿⇂14 | ![]() | ·giuli· | ·giuli· |
J | ↿⇂15 | ![]() ![]() | modranect¶ | modranect¶ |
J | ↿⇂16 | ![]() | ·lida | ·lida |
J | ↿⇂17 | ![]() | ·thrilidi | ·thrilidi |
J | ↿⇂18 | ![]() ![]() | ·uintir fullith¶ | ·uintir fullith¶ |
J | ↿⇂19 | ![]() | giuli· | giuli· |
J | ↿⇂20 | ![]() ![]() | ¶solmonath· | ¶solmonath· |
J | ↿⇂21 | ![]() | ;hredmonath | ;hredmonath |
J | ↿⇂22 | ![]() | hredacui | hredacui |
J | ↿⇂23 | ![]() | ;Eus͡tur monath· | ;Eus͡tur monath· |
J | ↿⇂24 | ![]() | eus͡ter | eus͡ter |
J | ↿⇂25 | ![]() | ;Trimilchi | ;Trimilchi |
J | ↿⇂26 | ![]() | ·lida | ·lida |
J | ↿⇂27 | ![]() | ·Ueodmonath | ·Ueodmonath |
J | ↿⇂28 | ![]() | ;halegmonath | ;halegmonath |
J | ↿⇂29 | ![]() ![]() | uintir¶fillit | uintir¶fillit |
J | ↿⇂30 | ![]() ![]() | ;bloth¶monath | ;bloth¶monath |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ↑H ↑I ↑J ●K ↓L ↓M
Ms | # | Facsimile | Base | Edit |
K | ↿⇂01 | ![]() | mona | ·móna·' |
K | ↿⇂02 | ![]() | mo nath· | mó nath· |
K | ↿⇂03 | ![]() | giuli | gíuli·' |
K | ↿⇂04 | ![]() ![]() | ¶solmonath· | ¶sôlmonath· |
K | ↿⇂05 | ![]() ![]() | rhedmonath¶ | ·rhedmonath·¶ |
K | ↿⇂06 | ![]() | eos turmonath· | ·eos‿turmonath· |
K | ↿⇂07 | ![]() ![]() | thri¶milci· | ·thri¶milci·' |
K | ↿⇂08 | ![]() | ·lida· | ·lida·' |
K | ↿⇂09 | ![]() ![]() | ¶lida· | ¶lida·' |
K | ↿⇂10 | ![]() | ueud monath· | ueud monath·' |
K | ↿⇂11 | ![]() ![]() | ·haleg¶ge monath· | ·haleg¶ |
K | ↿⇂12 | ![]() | ·uintir fyllith | ·uintir fyllith·' |
K | ↿⇂13 | ![]() | ·blot monath | ·blot‿monath·' |
K | ↿⇂14 | ![]() | ·giuli | ·giuli·⌄ |
K | ↿⇂15 | ![]() | modraneht | modraneht· |
K | ↿⇂16 | ![]() ![]() | simullida¶ | simul:lida¶ |
K | ↿⇂17 | ![]() | thri lidi | thri lidi |
K | ↿⇂18 | ![]() | uintir fyllith | ·uintir fyllith |
K | ↿⇂19 | ![]() | giuli | giuli· |
K | ↿⇂20 | ![]() | ·Solmanoth | ;Sôlmanoth· |
K | ↿⇂21 | ![]() ![]() | ·ruedmonath¶ | ;rhedmonath¶ |
K | ↿⇂22 | ![]() | rheda· | rhêda· |
K | ↿⇂23 | ![]() ![]() | ·Eostur¶monath | ;Eostur¶monath |
K | ↿⇂24 | ![]() | qua eostræ | quæeostræ |
K | ↿⇂25 | ![]() | :Theimilci | ;ThRimilci |
K | ↿⇂26 | ![]() ![]() | anglo umli∂a¶ | angloRum;li∂a¶ |
K | ↿⇂27 | ![]() ![]() | ¶Ueudmonath | ;¶Ueudmonath· |
K | ↿⇂28 | ![]() ![]() | aligmo¶nath | ;haligmo¶nath |
K | ↿⇂29 | ![]() ![]() | ·Uintir fyllith¶ | ;Uintir fyllith¶ |
K | ↿⇂30 | ![]() | ·blotmonath | ;blotmonath· |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ↑H ↑I ↑J ↑K ●L ↓M
Ms | # | Facsimile | Base | Edit |
L | ↿⇂01 | ![]() | monamensis | mona·'mensis |
L | ↿⇂02 | ![]() | monath· | monath· |
L | ↿⇂03 | ![]() | giuli· | giuli· |
L | ↿⇂04 | ![]() | solmonath | solmonath |
L | ↿⇂05 | ![]() ![]() | ¶hredmonath | ¶hredmonath |
L | ↿⇂06 | ![]() | eus͡tur monath | eus͡tur monath |
L | ↿⇂07 | ![]() | drimẏlci | drimẏlci |
L | ↿⇂08 | ![]() | lida | lida |
L | ↿⇂09 | ![]() | lida | lida |
L | ↿⇂10 | ![]() | ueodmonath | ueodmonath |
L | ↿⇂11 | ![]() | alegmonath | alegmonath |
L | ↿⇂12 | ![]() ![]() | uintir fẏl¶lit· | uintir fẏl¶lit· |
L | ↿⇂13 | ![]() | lot monath· | lot monath· |
L | ↿⇂14 | ![]() | giuli | giuli |
L | ↿⇂15 | ![]() ![]() | modra¶nect | modra¶nect |
L | ↿⇂16 | ![]() | simullida | simullida |
L | ↿⇂17 | ![]() | trilidi | trilidi |
L | ↿⇂18 | ![]() | uintir fillith | uintir fillith |
L | ↿⇂19 | ![]() | ·Mensisgili | ·Mensisgi·vli |
L | ↿⇂20 | ![]() | ·Solmonath | ·Solmonath |
L | ↿⇂21 | ![]() | ·hred monath | ·hred monath |
L | ↿⇂22 | ![]() ![]() | ¶hredacui | ¶hredacui |
L | ↿⇂23 | ![]() | ·Eos͡turmonath | ·Eos͡turmonath |
L | ↿⇂24 | ![]() | eos͡traeuocabatur· | eos͡traeuocabatur· |
L | ↿⇂25 | ![]() | ·Thrimilcidicebatur | ·Thrimilcidicebatur |
L | ↿⇂26 | ![]() | ·lida | ·lida |
L | ↿⇂27 | ![]() | ·ueod monath | ·ueod monath |
L | ↿⇂28 | ![]() | ·halegmonath | ·halegmonath |
L | ↿⇂29 | ![]() | ·Uintir fillith | ·Uintir fillith |
L | ↿⇂30 | ![]() | blotmonath | blotmonath |
↑A ↑B ↑C ↑D ↑E ↑F ↑G ↑H ↑I ↑J ↑K ↑L ●M
Ms | # | Facsimile | Base | Edit |
M | ↿·01 | ![]() ![]() | lunamona¶ | lunamona¶ |
M | ↿·02 | ![]() | monath· | monath· |
M | ↿·03 | ![]() | giuli· | ·giuli· |
M | ↿·04 | ![]() ![]() | solmonath·¶ | ·solmonath·¶ |
M | ↿·05 | ![]() | redmonath· | redmonath· |
M | ↿·06 | ![]() | æus͡tur monath· | æus͡tur monath· |
M | ↿·07 | ![]() ![]() | ¶drymẏlci· | ¶drymẏlci· |
M | ↿·08 | ![]() | lida; | ·lida; |
M | ↿·09 | ![]() | lida· | lida· |
M | ↿·10 | ![]() ![]() | uuæ¶odmonath· | uuæ¶odmonath· |
M | ↿·11 | ![]() | halegmonath· | halegmonath· |
M | ↿·12 | ![]() ![]() | uintir fẏllit·¶ | uintir fẏllit·¶ |
M | ↿·13 | ![]() | blothmonath· | blothmonath· |
M | ↿·14 | ![]() | giliu | giliu |
M | ↿·15 | ![]() ![]() | modra¶nect· | modra¶nect· |
M | ↿·16 | ![]() | lida | lida |
M | ↿·17 | ![]() | thrylidi | thrylidi |
M | ↿·18 | ![]() ![]() | ¶Uintur fyllith | ¶Uintir fyllith |
M | ↿·19 | ![]() | giulia | giulia |
M | ↿·20 | ![]() ![]() | ·¶Solmonath | ·¶Solmonath |
M | ↿·21 | ![]() | :hredmonath· | :hredmonath· |
M | ↿·22 | ![]() | ·hreda | ·hreda |
M | ↿·23 | ![]() | ,eos tur monath | ,eos tur monath |
M | ↿·24 | ![]() | quæeos tre | quæeos tre |
M | ↿·25 | ![]() | ·Thrymilci | ·Thrymilci |
M | ↿·26 | ![]() | ·Lida | ·Lida |
M | ↿·27 | ![]() | ·Ueodmanath | ·Ueodmanath |
M | ↿·28 | ![]() | ·halegmonath | ·halegmonath |
M | ↿·29 | ![]() ![]() | uintir fyllith¶ | uintir fyllith¶ |
M | ↿·30 | ![]() | ·hlothmonath | ·Blothmonath |
Notes
1. ^ 233 manuscript descriptions of De temporum ratione on MIRABILE [X] and in Bedae Opera de temporibus (p.144-161) were searched for dates including or preceding the 9th century. Of these, 39 unique manuscripts contain chapter 15, with 26 digitally available online. Excluding those shown above, these are:
Library | Shelfmark | Folios | Date (bold link) | BODT |
BLB Karlsruhe | Aug. perg. 167 | 30v | 9th century | 4 |
BL London | Cotton MS Vespasian B VI | 19v-20v | ~850 CE | 5 |
BNF Paris | NAL 1632 | 28r-28v | 9th century | 11 |
BNF Paris | Latin 13403 | 22r-22v | 9th century | 13 |
BM Amiens | Ms. 222 | 11v-12r | 9th century | 16 |
BL London | Harley MS 3091 | 60v-61v | 9th century | 46 |
BNF Paris | Latin 5543 | 41v-42r | 9th century | 66 |
BNF Paris | NAL 1615 | 35v-36r | 9th century | 74 |
SB St. Gallen | Cod. Sang. 248 | 124-125 | 9th century | 77 |
SB St. Gallen | Cod. Sang. 459 | 206-208 | 9th/10th century | 80 |
BM Valenciennes | Ms.174 | 66v-67v | 9th century | 87 |
BM Angers | 477 | 55r-55v | 9th century | 107 |
BA Trier | Abt. 95 Nr. 132a | 25r-26r | 9th century | 121 |
2. ^ The undigitized manuscripts from 780-836 CE are:
Library | Shelfmark | Date (bold link) | BODT |
SB Berlin | Phillipps 1831 | 790-810 CE | 1 |
SB Melk | Cod. 412 | 1st half 9th century | 6 |
BC Ivrea | XLII | ~813 CE | 38 |
3. ^ The remaining undigitized manuscripts from the 9th century are:
Library | Shelfmark | Date (bold link) | BODT |
SB Berlin | Phillipps 1869 | 9th century | 15 |
SB Berlin | Phillipps 1832 | ~873 CE | 18 |
MA Cambrai | 925 | 9th century | 26 |
CCND Chartres | 75 | 9th century | 31 |
VBA Milano | M 12 sup. | 9th century | 51 |
BM Rouen | 524 | 9th century | 76 |
CL Salisbury | 158 | 9th century | 81 |
BI Montpellier | H 157 | 9th century | 119 |
BCD Monza | ms. f-9/176 | 851-875 CE | 120 |
SB Berlin | Phillipps 1830 | 9th/10th century | - |
Archived on 2020-07-11.