Minoan Linear A tablet HT 17 (Haghia Triada) & ra*164ti  = approx. 5 litres (of wine):

ra164ati wine litres gallons

Close examination of Minoan Linear A tablet HT 17 (Haghia Triada), on which 38 units of wine + the supersyllabogram TE = tereza, which is the standard unit for liquid measurement in Minoan Linear A, appears ra*164ti  = approx. 5 litres (of wine), reveals that this total (38) would amount to something in the order of 190 litres of wine, which is a pretty substantial amount. An equally close look at the heading of this tablet, the illustration of the wine magazines at Knossos, would seem to validate our findings. All we need to do is compare the amount of 190 litres or so on this tablet with the sizes of the 11 amphorae in this magazine to get a fair idea of which of these 11 amphorae is most likely to contain 190 litres or so. That is the one which I have flagged. I cannot be sure whether that amphora is the closest in size to 190 litres or so, because I have never had occasion to fill any amphora of any size with wine. Perhaps one of our archaeologist friends can carry out this experiment (or may have already done so for a certain amount of litre-like units of measurement for amphorae). Such a person would be in a solid position to enlighten us on this account. I am thinking, for instance, of our archaeologist colleague Rita Roberts, who may be willing to fill a few small amphorae with 190 litres of water until she finds the one that does not spill over... if she can find enough small amphorae to carry out such an experiment. Just a thought.

Caveat: as is the usual case, we can never be sure what the standard liquid unit of measurement for wine or other liquids was in Minoan or Mycenaean times, particularly at Knossos, but this approximation will do.

This is term 105 I have deciphered, more or less accurately in Minoan Linear A. Since I am reasonably confident of this definition, I am assigning it a scalar value of 60% +.

For the table of standard dry and liquid units of measurement in Mycenaean Linear B by Andras Zeke, click on the figure below: