Tag Archive: syllabograms

Article, Linear B Lexicon for the Construction of Mycenaean Chariots just published on academia.edu:

Click on the TITLE to view and download the article:

aEpochs title

just uploaded to my academia.edu account at the link above. To download it, click the green DOWNLOAD button on the right side of the document.

Illustrations from the article:

bNew Kingdom chariot

c4 spoke chariots

dcomposite parts Mycenaean chariots

eMycenaean Chariots Lexicon

gKnossos tablet KN 894

This Lexicon is the only one of its kind in the entire world. To date, no one has ever published a Linear B Lexicon on a subject as focused as the Construction of Mycenaean Chariots.

This article has just been published in the prestigious European journal, Epohi (Epochs), Vol. 25, Issue 2 (2017), published bi-annually by the Department of History of St. Cyril and St. Methodius, University of Veliko, Tarnovo, Bulgaria. I have been invited by the Editor-in-Chief, Stefan Iordanov, to publish new papers in the near future (sometime in 2018) and again in 2019. Considering that the Editor-in-Chief, Stefan Iordanov, solicited me to submit this article sight unseen, you can be sure I shall submit more papers to the journal.

Linear B syllabary with correspondances to the ancient Greek alphabet including digamma:

Linear B syllabary with Greek alphabet assignments

This table of the Linear B syllabary with correspondances to the ancient Greek alphabet including digamma outlines how each series of syllabograms, e.g. A E I O U, DA DE DI DO DU, KA KE KI KO KU, MA ME MI MO MU, TA TE TI TO TU etc. corresponds with the ancient Greek letter series, including the archaic Greek letter digamma, very common in Mycenaean Greek but absent from Classical Greek which are common to them. In some cases, the first consonant of the syllabogram series exactly matches the consonant + vowels of the Greek letters to which that series corresponds. These are:

DA DE DI DO DU = da de dei dh di dh do dw du

MA ME MI MO MU = ma me mei mh mi mh mo mw mu

NA NE NI NO NU = na ne nei nh ni nh no nw nu

SA SE SI SO SU = sa se sei sh si sh so sw su

But there is one significant problem. The Linear B syllabary cannot distinguish between short and long Greek vowels, or Greek double-vowel combinations. Thus,

DE DI DO = de dei dh di dh do dw

ME MI MO = me mei mh mi mh mo mw

NE NI NO = ne nei nh ni nh no nw

SE SI SO = se sei sh si sh so sw

must account for 2 or 3 vowel variations in the ancient Greek alphabet, as seen above. For example, as seen in the D series of syllabograms above, DE = any of 3 = de dei dh DI for either di dh & DO for either do dw. The list of syllabogram series and their Greek alphabetic equivalents above provides several examples of these vowel variations.

Syllabogram series representing multiple consonants + vowels:

Syllabogram series representing multiple consonants + vowels are more complex. These are:

KA KE KI KO KU corresponding to:

ga ge gei gh gi gh go gw gu

ka ke kei kh ki kh ko kw ku

xa xe xei xh xi xh xo xw xu

PA PE PI PO PU corresponding to:

pa pe pei ph pi ph po pw pu

fa fe fei fh fi fh fo fw fu

ya ye yei yh yi yh yo yw yu

QA QE QI QO corresponding to:

ba be bei bh bi bh bo bw bu

ga ge gei gh gi gh go gw gu

RA RE RI RO RU corresponding to:

la le lei lh li lh lo lw lu

ra re rei rh ri rh ro rw ru

TA TE TI TO TU corresponding to:

ta te tei th ti th to tw tu

qa qe qei qh qi qh qo qw qu

Plenty of examples of all of the consonant + vowel variations explained in all instances above are found in the table, following the table of syllabogram series, at the top of this post.

CONVENTIONS in Linear A and ancient Greek orthography:

Linear B is also unable to account for the presence of consonants in the ancient Greek alphabet, especially in the case of final or ultimate consonants, which are extremely common in ancient Greek, and de rigueur in masculine and neuter nouns and adjectives, and in the conjugations of several persons, singular and plural, in all cases of ancient Greek verbs (present, future, imperfect, aorist, perfect and pluperfect in all moods, indicative, optative and subjunctive). But only the present and aorist (CHECK) in the indicative and the present in the optative occur in Linear B.

I shall be posting the Greek equivalents to Linear B nouns, adjectives and verbs in an upcoming post.

Brian Wyble’s carved facsimile of Linear B tablet KN 349 J b 12. He made this himself. Amazing!

Brian Wyble's facsimile of Linear B tablet KN 349 J b 12

Linear B text Latinized:

Rukito apudosi + ideogram for “olive oil” 52+ (because it is right



52 + units (probably amphorae) of olive oil, delivery to Lykinthos.

Transliterated into archaic Greek:

n /b / a0mfiforh/#ei e1laia, a0pu/dosij Lu/kinqo.

Brian is our newest student of Linear B. He already has a fundamental understanding of ancient Greek, although I am sure he realizes from the archaic Greek text above that he needs to master archaic Greek. This should come to him in no time flat.

Welcome from all of us to the study of Linear B, Brian!

Why I consider the Linear B syllabary to be a streamlined refinement of the Linear A syllabary and not a new syllabary:

Keyboard assignments Linear A:

Minoan Linear A keyboard assignments620

Note that this verifies that the Linear A syllabary has at least 49 syllabograms and homophones in common with Linear B.

Keyboard assignments Linear B:

Linear B sylabary cf. Linear A 620

Note that this verifies that the Linear B syllabary has at least 49 syllabograms and homophones in common with Linear A. Since the Linear B table of syllabograms contains 49 syllabograms and homophones in common with Linear A out of a total of 67, the total percentage of Linear A syllabograms and homophones in common with Linear B = 49/67 or 73 %. This percentage is high enough to justify the hypothesis that the Linear B syllabary is a direct descendant of Linear A, such that for all intents and purposes, the base syllabary plus a few homophones of both is close to equivalent in both syllabaries. This is why I consider the two syllabaries actually to be one, with Linear B a refinement of Linear A. We note in particular the the syllabogram WE was added to Linear A just before that syllabary was abandoned in favour of the newer streamlined Linear B syllabary. We also note that Linear B abandoned scores of ideograms and a few numeric syllabograms in Linear A, which are themselves indecipherable, because we do not know their phonetic values. This makes them irrelevant to the Linear B syllabary.

The implications of this hypothesis for the decipherment of Linear A are highly significant.

Overlap between Linear A and Linear B syllabaries is so high that the latter should be considered a refinement of the former, and not a new syllabary:

Minoan Linear A keyboard assignments620

In the keyboard assignments for Linear A syllabograms above, I have indicated where Linear A and Linear B syllabograms (almost) coincide with the tag lb just below and slightly to the right of each LA syllabogram for which the Linear B equivalent is (almost) identical or very similar. As it turns out, in the Linear A syllabary of 54 syllabograms, 48 ! are either (almost) identical or very similar to their Linear B counterparts. This leads me to draw the inexorable conclusion that the Linear B syllabary is not a new syllabary at all, but that it should rather be considered a refinement of the Linear A syllabary. The Linear B syllabary standardized several syllabograms which had first appeared in the Linear A syllabary, and eliminated perhaps as much as 100 ideograms, logograms and ligatures originally found in Linear A, replacing some (but far from all) of the latter by new ideograms, logograms and ligatures (in Linear B). Nevertheless, the high statistical overlap between the Linear A and Linear B syllabaries argues in favour of a single syllabary in evolution. Of the 54 syllabograms in Linear A, 48 are either (almost) identical or very similar to their Linear B counterparts, and of the 61 in Linear B, again 48 fall into the same zone.

So is Linear A a new syllabary, or is it merely a refinement and standardized version of Linear A? You may draw your own conclusions. I have already drawn mine.

The implications of this hypothesis for the further decipherment of Linear A are staggering.

The supersyllabogram PA pa3ni/pa3nina/pa3niwi OM = millet -or- spelt -or- pa3qe, paiqe (+ ideogram for wheat) LIG = a kind of grain similar to wheat:

millet or spelt

The supersyllabogram PA pa3ni/pa3nina/pa3niwi OM = millet -or- spelt -or- pa3qe, paiqe (+ ideogram for wheat) LIG = a kind of grain similar to wheat appears on all of these tablets from Haghia Triada (HT), Petras (PE), Tylissos (TY) and Zakros (ZA)

HT 43 gr HT 93 gr (x2) HT 120 gr (x3) HT 125 oo HT 128 gr KH 27 gr PE 1 (x2) TY 3 oo ZA 6 gr (x3) ZA 11 (x5) ZA 18 gr ZA 28 gr

all of which which deal with grains, with the exception of HT 125, dealing with olive oil. The decipherment of millet or spelt (one or the other) is confirmed. It is impossible to decipher PA in the instance of olive oil.

The supersyllabogram ME meza NM1 me/za (fem. sing.) probably means greater, bigger Cf. Linear B mezo me/zwn me/zoj

Knossos, Iraklion, Crete

It appears on Tylissos tablet TY 3 oo, dealing with olive oil and on Zakros tablet ZA 15 wi, dealing with wine. It would seem to imply that the vessels in which these commodities are stored are larger than usual.

The supersyllabogram NE in Linear A = nere larger amphora size (fem. pl.)

amphorae Knossos

NE nere OM = larger amphora size (fem. plural)

HT 23 oo HT 32 oo (x2) HT 100 oo

This supersyllabogram is found on 3 tablets from Haghia Triada, all of which deal with olive oil. This would seem to confirm our interpretation.

the supersyllabogram SU in Linear A, a small cup with handles & the largest pithos size:

Minoan Pithos and small cup with a handle

The supersyllabogram SU in Linear A has two meanings, context dependent. The first is:

1. SU = supa3 (supai)/supa3ra (supaira) OM = a small cup with handles Cf. Linear B dipa mewiyo. The word depa/depu PGS de/paj de/pu (acc.?) = cup occurs in Linear A. Cf. Linear B dipa di/paj & Homeric de/pa

and the second is:

2. SU = supi/supu/supu2 OM = largest size pithos;

but not MOSE * NM1 supu/h sipu/h sipu/a i0pu/a = meal tub. MOSE * = decryption by Prof. Yuriy Mosenkis. This interpretation flies in the face of context on any Linear A tablet or fragment. It is all fine and well to conjecture a proto-Greek or Mycenaean-derived Greek word, but if you check your decipherment against extant tablets, then you may find it invalidated. This must always be done. Otherwise, you will end up with a meaning which is simply out of the question.

the supersyllabogram KA = with with a jar or vessel for water or wine:

Minoanand Mycenaeanflasks

kadi MOSE NM1 kadi/ (instr. sing.) <- ka/doj = with a jar or vessel for water or wine

This supersyllabogram appears on Haghia Triada tablets HT HT 28 wi HT 88 ma & HT 100 ma, in conjunction with the ideogram for wine on the first one and for man on the second and third. It would appear that the second and third tablets refer to a man or person using a jar or vessel for water or wine.

POST 1,702: The supersyllabogram DI in Linear A, dipa3a (dipaia) + dipaja = from a cup

Minoan cups

The supersyllabogram DI in Linear A, dipa3a (dipaia) almost certainly refers to a cup. It is debatable whether or not this form is Linear A nominative singular; however, the form dipaja = from a cup, is likely to be genitive singular.

DI = dipa3a (dipaia) PGS di/paia <- di/paj de/paj = from a cup 
DI = dipaja PGS di/paia <- di/paj de/paj = from a cup (alternate?)

The supersyllabogram AKA in Linear A = either wine skin or an embossed cup:

ancient wine skin and the Vapheio cup

BOLD: n. e.g. 1. A = a supersyllabogram for which the definition is either certain or highly probable.

Italics: n. e.g. 7. KI = a supersyllabogram for which the definition is possible.

Standard font: n. e.g. 2 = a supersyllabogram for which the definition is unlikely or questionable.

It is almost certain that the supersyllabogram A in Linear A means either a wine skin or an embossed cup.

1. A aka = aska = a0ska = wine skin -or- apero PGS a1mpeloj = a vine Cf. Linear B apero -or- aresana NM1 a1leisana <- a1leison = an embossed cup (arch. acc.) = de/paj (Homeric) Cf. Linear B dipa/arisu NM1 a1leisu <- a1leison = embossed cup

Note that it appears on HT 2 (Haghia Triada) dealing with olive oil, which is sometimes served from a vessel and on the other 3 tablets, same provenance, all of which deal with vessels, hence the reading, embossed cup:

HT 2 oo HT 39 ve KH 83 ve MA 10 ve

oo = olive oil

ve = vessels

4-sided Cretan pictogram bar with end shown & interpretations of pictograms:

4-sided Cretan pictogram bar with end shown


Cretan pictograms – the first 14: the origins of syllabograms:

syllabary like Cretan pictograms

Cretan pictograms – the first 14: the origins of syllabograms:

There are 14 Cretan syllabary-like pictograms, most of which look like primitive syllabograms in Linear A, but almost certainly are not syllabograms. But all of them but one (the crescent moon on its side) are (almost) identical to the Linear A syllabograms A, DA, DI, NI, NU, RU, QE, SE, TA, TE and TU. But it is without a shadow of a doubt a mistake to identify any of them as syllabograms as such. They are the primordial templates of the latter.

In my previous posts on Cretan pictograms, I asserted that there were only 45 of them. That was a grievous mistake. I was way off the mark. Upon close examination of all of the Cretan pictograms so meticulously identified by Sir Arthur Evans in Scripta Minoa (1909, 1952), I discovered to my amazement that there are around 200 of them, exclusive of numerics, which have been successfully deciphered by Evans. From here on in, all posts on Cretan pictograms, whether (possibly/probably/definitely) known or unknown, i.e indecipherable, will be numbered sequentially until the absolute total of them all is reached. As we can see, the first 14 are those which look like Linear A syllabograms. In the next post, I shall introduce the Cretan pictograms for crops, which number sequentially from 15 to 23. Subsequent posts will identify Cretan pictograms from 24 onward.

In spite of the fact that many researchers call Cretan pictograms hieroglyphs, they simply cannot be, since 200 is far too small a figure for hieroglyphics or for scripts like Cuneiform. Both of the latter contain at least 1,000 figures or characters. This clearly disqualifies Cretan pictograms as hieroglyphs. In 1909 Sir Arthur Evans correctly identified them as pictograms right from the outside, and his conclusions are sound.

The first two examples of so-called Cretan hieroglyphs appear to be 4 separate palm-leaf tablets, but are in fact one 4 sided-bar:

Knossos 4 sided bar in Cretan hieroglyphics or not

The first two examples of so-called Cretan hieroglyphs appear to be 4 separate palm-leaf tablets, but are in fact one 4 sided-bar from Knossos. This is of great significance, because if I am right and the text is sequential, from start to finish, and runs dextrograde on each side (which it almost certainly does) then a clear pattern emerges. 5 distinct links are found on the four sides. These are clearly marked on the facsimile of this 4 sided bar (Knossos Hh (04) 03). Consequently, we can assume that this bar tallies contents, for which 5 key ideograms recur, signifying that there is a distinct coherence to the contents they tag. The four-sided bar appears to inventory not only agricultural items, namely, the produce of olive trees (olive oil) and some kind of grain crop, symbolized by the logogram which looks like the Linear A & B syllabogram ZU, but military ones as well. The ideogram for adze or labrys, which is the origin of the syllabogram A in Linear A and B, appears on face 1. Then we have what looks like a helmet on face 2 and a boars tusk helmet (L5) on face 4. (the latter the precursor, it would seem, of the Linear A & B syllabograms for E). Finally, we find an ideogram (L4) which looks like some kind of animal, and my bet is that it is a horse. All of these ideograms and logograms lend credence to a military interpretation.

Special post for Linear B students: how to convert from Linear B to the ancient Greek alphabet and vice versa:

The following tables illustrate how to convert from Linear B to the ancient Greek alphabet and vice versa.

A: Linear B to ancient Greek:

linear b syllabary with ancient Greek alphabet correspondences

B: ancient Greek to Linear B:

ancient greek alphabet with Liniear B correspondences


How circular language in the movie, Arrival, determines the aspacial/atemporal nature of logograms throughout the ages:

In the movie, Arrival (2016), which chronicles the arrival on earth of 12 mysterious ships, apparently from outer space, the following statements leap out at us:

parsing the language of the heptapods in the movie, Arrival

1. Unlike all written languages, the writing is semiseriographic. It conveys meaning. It doesn't represent sound. Perhaps they view our form of writing as a wasted opportunity.  
2. How heptapods write: ... because unlike speech,  a logogram is free of time. Like their ship, their written language has forward or backward direction. Linguists call this non-linear orthography, which raises the question, is this how they think? Imagine you wanted to write a sentence using 2 hands, starting from either side. You would have to know each word you wanted to use as well as much space it would occupy. A heptapod can write a complex sentence in 2 seconds effortlessly.

The key to all of this is the phrase a logogram is free of time. Allow me to illustrate. Logograms are also often called ideograms, and that is what I prefer to call them. Another word to describe them is icon. When we examine ancient Linear A and B ideograms and compare them with modern ones, the results are astonishing, to wit:




All of the aforementioned examples make it quite clear that ideograms, whether they be as ancient as those in Linear A and Linear B (i.e. about 3,400 years old) or modern ... or for that matter, neolithic or even earlier, all bear a striking resemblance to one another. Take for instance the Linear A ideogram for “scales” and compare it with just one modern one (among so many others), and we see immediately that they are extremely similar. Now take the Linear B ideograms for man” and “woman” and compare these with the washroom symbols for the same and once again the similarity is almost too good to be true. Then there is the Linear B ideogram for a four-spoke wheel compared with a modern one for an eight-spoke wheel. The number of spokes is not relevant to this discussion, only the fact that the ancient Linear B ideogram for “wheel” is practically identical to the modern one.

The implications for the decipherment of ideograms in any language, ancient or modern (let alone Linear A and Linear B) versus those in any modern language are staggering. We can be sure that the ancient ideograms varied little from one language to another, let alone between Minoan and Mycenaean. In fact, the syllabogram TE, which sometimes represents wheat, in Linear A and Linear B is almost identical to the same ideograms in cuneiform!

It is patently obvious that since the distinction between the ancient ideograms and their modern equivalents enumerated above is so thin, all of these ideograms (or logograms or icons) are not only time independent (atemporal) and spatially independent (aspatial), they are also language independent. This is a stunning phenomenon.

The implications for the further decipherment of Linear A are simply overwhelming.

And this is why in the movie, Arrival, the heptapods assert, “There is no time.”

Linear B syllabograms, homophones and special characters missing from the Linear A syllabary:

Linear B syllabograms and homophones not in Linear A

A considerable number of Mycenaean Linear B syllabograms, homophones and special characters missing from the Linear A syllabary. But the same can be said for a fairly large number of Linear A syllabograms, homophones and special characters missing from Linear B. Thus, students of both syllabaries must master, first the overlap, which accounts for most of the characters in both syllabaries, and secondly, the discrepancies, of which there are scores. There is simply no way around it. If you are a student of both Linear A and Linear B you have to learn the syllabograms, homophones and special characters found in one of the syllabaries but missing in the other.

Notably, the O series of syllabograms in Linear B suffers from several lacunae in Linear A. This is simply because Linear A has an aversion the ultimate O, and nothing more. Words which terminate in O in Linear B, which is to say, masculine and neuters, much more commonly end in U in Linear A. And this includes a great many exograms which are common to both syllabaries.

Above all else, the masculine and neuter genitive singular always terminates in O in Linear B, and always in U in Linear A. The feminine genitive singular ultimate in Linear A, just as we find in Linear B, appears to be ija, and there are plenty of examples (for instance, jadireja, kiraja, kupa3rija, musajanemaruja, namarasasaja, nenaarasaja, nemaruja, nenaarasaja, nukisikija, sejarapaja, sidija, sudaja and Sukirteija, to cite just a few) . The problem is that no examples of masculine or neuter genitive singular with the ultimate ijo exist. Only a few words terminate in iju, (aju, araju, kumaju, kureju, pirueju and sareju), but these are almost certainly masculine and/or neuter genitive singular, hence likely validating the notion that the feminine genitive singular is ija.

Preview of the most Complete Linear A Lexicon of 1029 words ever compiled in history soon to be published on academia.edu just uploaded:

preview of comprehensive Linear A Lexicon

This Preview of the most Complete Linear A Lexicon of 1029 words ever compiled in history soon to be published on academia.edu.pdf is in and of itself a lengthy article (14 pages long), offering full insight into the massive extent and impact of the actual lexicon, Comprehensive Lexicon of 1029 New Minoan, pre-Greek substratum and Old Minoan words, with extensive commentaries, soon to be published on my academia.edu account (sometime in July 2017). The actual Lexicon will be at least 45 pages long, and will include all of the following elements:

1. An in-depth introduction, comparing this Lexicon, with its 1029 Linear A terms with the Linear A Reverse Lexicon of Prof. John G. Younger, containing 774 intact Linear A words. To date, Prof. Younger’ Lexicon has always been considered the de facto standard of Linear A lexicons; but it falls far short of the mark. From scanning through every last Linear A tablet on Prof. Younger’s site, Linear A texts in phonetic transcription, I discovered scores of Linear A words which he missed in his Reverse Lexicon. I have also spent the last two years ransacking the Internet for every last scrap of evidence of extant Linear A tablets, fragments, roundels, pendants and inscriptions on pottery, only to unearth even more Linear words entirely overlooked by Prof. Younger, to the extent that I uncovered a total of 1029 Linear A exograms, 225 more than he did. Thus, our Comprehensive Linear A Lexicon is 27.7 % larger than his.
2. The Lexicon itself, containing 1029 words, of which over 160 are Mycenaean-derived New Minoan, some 85 are either toponyms or eponyms, a few score fall within the pre-Greek substratum and at least 80 are Old Minoan words I have been able to decipher, more or less conclusively. As for the remainder of the Old Minoan substratum, i.e. the original pre-Greek Minoan language, I have been unable to decipher the rest of its vocabulary. But believe it or not, this factor is less of an impediment to the decipherment of Linear A than we might otherwise believe. I have been able to decipher at least 350 words out of a total of 1029, which is to say about 33 % of Linear A.
3. Each section of the final Comprehensive Lexicon, i.e. A: Mycenaean-derived New Minoan NM1 B: the pre-Greek substratum C: eponyms and toponyms D: Old Minoan vocabulary and E: ligatured logograms is accompanied by a detailed analysis and survey of its contents.
4. The final Lexicon contains a comprehensive bibliography of 84 items on every aspect I have detailed of the decipherment of Linear A as outlined in this preview.  



A major advance in the decipherment of Linear A, the impact of 22 Linear A ligatured logograms, of which 12 are in Mycenaean-derived Greek:

Linear A ligatured logograms

Here we see 22 ligatured logograms in Linear B. By ligatured logograms we mean two or more Linear A syllabograms bound together as one unit. To date, no previous researcher, not even Andreas Zeke of the Minoan Language Blog, has isolated any more than 10 ligatured logograms. This comes as a great surprise to me, if not a real shock. Considering the huge impact these 22 ligatured logograms is bound to have on the decipherment of Linear A, why any ancient language linguist in the past 117 years since the discovery of the first Linear A tablets at Knossos would not account for all 22 of the ligatured logograms I have taken firmly into account is beyond me.

Since there are at least 2 syllabograms bound together, it is impossible to determine which syllabogram comes first. This means that in the case of 2 ligatured syllabograms, the word represented may be reversed. For instance, in the case of the first ligature in the table below, the ligature could be either aka or kae, although the first is more plausible in the second in this case. If the first ligature is indeed aka, then it is highly likely that it is the Linear A equivalent of the Greek word aska, which is the archaic accusative of askos (here Latinized), meaning a leather bag or wine skin, more likely the second than the first. In the case of the third, we have either kuwa, the exact Linear A equivalent of Linear B kowa, which deciphered means girl”or if reversed, waku, which in ancient Greek is agu (Linear A orthography) or agos, meaning “any matter of religious awe/guilt/sacrifice”, of which the last definition is the most convincing.

12 Mycenaean-derived Greek ligatures:

Linear A logograms ligatured Greek

When it comes to ligatures consisting of more than 2 syllabograms, the number of permutations and combinations rises dramatically. Whereas with 2 ligatured logograms there are only 2 possibilities, with 3 there are 9, and with 4 there are 16… at least theoretically. However, in practical terms, just one syllabogram, the first on the left, very likely certainly takes precedence, meaning that the number of permutations and combinations is probably no greater than 2 even in these cases. However, there is no way of knowing for certain. For instance, what are we to make of the eleventh ligature, which can read as either mesiki or sikime or kimesi, or as 6 additional permutations? As it so happens, 2 translations seem most plausible. The first is mesiki, which can be translated as Greek meseigu (Latinized), meaning “in the middle”, whereas the second is kimesi, which can be rendered as keimesi, instrumental plural of keimos, “with muzzles or halters for a horse”. Either translation is perfectly plausible; so we must account for both.

All in all, of the 22 ligatured logograms, 12 or over half are susceptible to translation into Greek. If anything, this illustrates the great impact of the Mycenaean-derived superstratum on Linear A. In this table, only 10 ligatures appear to be in Old Minoan, i.e. the original Minoan language, aka the Minoan substratum. Finally, with the addition of these 22 ligatured logograms and a few more words I have recently unearthed, the number of words in our Comprehensive Linear A Lexicon soars from 988 to an astonishing 1022, which means that the corpus of Linear A vocabulary now amounts to at least 20 % of that for Linear B. No previous Lexicon of Linear A even approaches this upper limit. Prof. John G. Younger’s Linear A Lexicon, the most thorough-going to date, contains only 774 intact Linear A terms, exclusive of broken words with some syllabograms missing, strings of greater than 15 syllabograms, and any words containing numeric syllabograms, which are utterly indecipherable at any rate. This means that our Lexicon is an astonishing 24.3 % larger than that of Prof. Younger. In addition, I have managed to decipher at least 30 % of Linear B, the highest amount ever. I shall be soon publishing our Lexicon on my academia.edu account, by mid-July at the latest, and it is bound to have a considerable impact on the ancient linguistics community.

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