Re: Linchpin University founded by Inger herself?
- From: dan5mark@xxxxxxxxx (O.H.)
- Date: Sun, 12 Jun 2005 15:07:29 GMT
On 12 Jun 2005 02:22:38 -0700, "Franz Gnaedinger" <frgn@xxxxxxxxxxx>
wrote:
>Sorry, Ole Hagen, for having given a wrong number. There are not
>241 signs stamped on the Phaistos Disk, but 242 signs or 11 x 22
>signs. Here is your number 22, although I don't understand what
>you are doing with that number.
>
>Elaia side of the Phaistos Disk: spiral 70, margin 49 signs
>
>Tiryns side of the Phaistos Disk: spiral 75, margin 48 signs
>
>In this week I shall explain the numbers of the Phaistos Disk in
>terms of a lunisolar calendar, in my Lascaux thread. Have a look
>there, and see what you can use. Derk Ohlenroth says that there
>can be a calendar superposed on the text, so please ponder that
>possibility instead of simply excluding a text. As is often the
>case in archaeology: not this OR that, but this AND that.
>
>Regards Franz Gnaedinger www.seshat.ch
>
>--
>
>
>> I did not ask you for the Minoan New Year's Day, which, I believe,
>> was on midsummer (June 21), I ask you how to use the Phaistos Disk
>> as a calendar. You consider every sign one day, there are 241 signs
>> on the Phaistos Disk (not 242 or 243 or 244 signs, as you suggest,
>> simply and exactly 241 signs). When the year has 241 days, New Year
>> will leap, there won't be any New Year's Day in our sense. But then,
>> you can consider each and every early document a calendar. A Linear
>> A tablet has, say 89 signs: well it is a calendar of 89 days. Another
>> document has 268 signs: well, it is a calendar of 268 days. And so on.
>> That leads nowhere. Explain how to use the Phaistos Disk as a calendar,
>> how to really use it, or else nobody will care about your work and
>> claims.
>
242. Bravo! Now try the prospect of 244 units by inserting the two
initial beadings as genuine signs, no reason they shouldn't be. Try
it, as an experiment. Suddently you will succeed in counting 8 regular
months in line, without crossing the borders of the sign groups and
not overstepping this equation 32>x>28 for the amount of signs in each
7 by 7 sign groups. ( much to prefer instead of 8 months of 45 days)
This succes was an impossibility before 244units +17 thorns, much of
an annoyance for everyone, who tried, I should imagine.
http://home.gvdnet.dk/~hagen/demo3.htm
Hereby all obstacles are cleared, and the most simple, and into the
bargain, linear 8 months calendar, which is seen, is a reality.
Many an expert must approve this radical solution, only without
evincing it officially.
These above unravelling is by the way only a minor result of my
investigation.
Before you got no real choice, now you even got variations of a
calendar.
This is an unfolding of the spiral into a circle
http://home.gvdnet.dk/~hagen/demo2.htm
Best regards Hagen
.
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