From Indo-European Languages

Indo-European topics
Indo-European languages
Albanian · Anatolian · Armenian Baltic · Celtic · Dacian · Germanic Greek · Indo-Iranian · Italic · Phrygian Slavic · Thracian · Tocharian
Indo-European peoples
Albanians · Anatolians · Armenians Balts · Celts · Germanic peoples Greeks · Indo-Aryans · Indo-Iranians Iranians · Italic peoples · Slavs Thracians · Tocharians
Proto-Indo-Europeans
Language · Religion · Society
Urheimat hypotheses
Adamic · Anatolian · Armenian Indian · Kurgan · Paleolithic
Indo-European studies

Contents 1 Adamic language defined by Catholic private revelations from Anna Katharina Emmerick 2 Adamic language writing system 3 Adamic language unit system 4 References

Adamic language defined by Catholic private revelations from Anna Katharina Emmerick

Anna Katharina Emmerick identifies the true Adamic language:

"Die erste Muttersprache, welche Adam, Sem, Noe redeten, ist eine andere und ist nur noch in einzelnen Mundarten vorhanden. Ihre ersten reinen Töchter sind die Sprache der Baktrier, der Zend und die heilige Sprache der Indier. In diesen Sprachen sind noch Wörter ganz wie in dem tiefen Plattdeutsch meiner Heimat. In dieser Sprache ist auch das Buch geschrieben, das ich im heutigen Ktesiphon am Tigris liegen sehe."^[1]

as Proto-Indo-European ancestor of its Indo-European descendants, such as Bactrian, Zend, Indian and Low German, in which was written book present in today Ctesiphon:

^[2]Indogermanisch=Muttersprache

Indisch

Neuindische Mundarten

Hindi=Indier

Iranisch

Pamiri und Mundarten

Bakhi=Baktrier

Šugni=Zend

Germanisch

Niederdeutsch und verwandte Sprachen

Altniederdeutsch=Plattdeutsch

Dictionaries:

• Indogermanisches etymologisches Wörterbuch
• Indogermanisches Wörterbuch

Adamic language writing system

Anna Katharina Emmerick identifies the true Adamic script:

"Der Glanzstern (Zoroaster), der viel später ist, war ein Nachkomme von dem Sohne Dsemschids und erneuerte seine Lehre. Dsemschid schrieb auf Tafeln von Stein und Bast allerlei Gesetze; ein langer Buchstabe bedeute manchmal einen ganzen Satz. Diese Sprache ist noch von der Ursprache, sie hat Berührung mit der unsern."^[3]

as sentence-level ideographic script, that was more abstract than word-level and syllable-level ideographic scripts, while earliest descendants of Adamic language were written with mix of these scripts. Because of using ideographic script that doesn't preserve phonetic features of Adamic language, best solution would be writing of Adamic language with earliest existing fully fledged phoneme-level script - the Greek alphabet.

Letters:

Greek writing
Letters	Names[4]	Sounds
Α α	alpha	a
Β β	beta	b
Γ γ	gamma	g
Δ δ	delta	d
Ε ε	epsilon	e
Ϝ ϝ Ͷ ͷ	wau	w
Ϛ ϛ	stigma	s
Ζ ζ	zeta	z
Η η	eta	e
Ͱ ͱ	heta	h
Θ θ	theta	t
Ι ι ℩	iota	i
J ȷ	jota	j
Κ κ	kappa	k
Λ λ	lamda	l
Μ μ	mu	m
Ν ν	nu	n
Ξ ξ	xi	x
Ο ο	omicron	o
Π π	pi	p
Ϻ ϻ	san	s
Ϸ ϸ	sho	s
Ϙ ϙ Ϟ ϟ	koppa	k
Ρ ρ	rho	r
Σ σ ς	sigma	s
Τ τ	tau	t
Υ υ	upsilon	u
Φ φ	phi	p
Χ χ	chi	c
Ψ ψ	psi	p
Ω ω	omega	o
Ͳ ͳ Ϡ ϡ	sampi	s

Archaic letters in Unicode:

• wau
• stigma
• heta
• jota
• san
• sho
• koppa
• sampi

Digits:

Greek counting
Digits	Values
O	0
I	1
II	2
III	3
III‧I	4
III‧II	5
III‧III	6
III‧III‧I	7
III‧III‧II	8
III‧III‧III	9

Font usable for this purpose is called Code2000 and is compatible with Unicode. Naming and transcription is based on initial phonemes of Greek letter names as they are written in Unicode. Compound diacritics are applied to Greek letters. Greek digits are used instead of Arabic digits. Greek punctuation apply. Code2000 font is available in Code2000 homepage and is suitable to write Proto-Indo-European language with Greek alphabet.^[5]

Adamic language unit system

Introduction of the geometrized unit system as the Catholic Adamic standard for both religious and physical measurements — a long-term series of independent and systematic conversions from the various separate local confused systems of historical weights and measures is called geometrication. Historically ancient Adamites used originally fully, but later partially geometrized (positional bases ranging from two toward infinity were used) system of units rooted in daynight as its single base unit, that was later compromised by intrusion of confused mixed base systems. Major advantage of geometrication is an introducing of measuring system that is both simultaneously fully consistent and fully obedient to God's Bible, thus fully suitable for Adamites who want to achieve full measuring consistence in their faith, by using fully consistent system of measurements.

In geometrized unit system commanded by God in the Bible (positional bases ranging from two toward infinity were used), that was commanded especially in various Bible-related commandments, there are digits 0,1,2,3,4,5,6,7,8,9,0,1,2,3,4,5,6,7,8,9,...10, with their relevant numerals such as null-nine and nulleven-ninelve, etc... ten, and exists only one unit - daynight from which all other quantities are derived, by using appropiate conversion factors used too in geometrized unit system. Teen numbers above ten are then named oneteen-nineteen. Rest of numerals above ten is used without any changes.

Process of derivation of other quantities from daynight unit is following: one SI second is multipled by 86400, then 86400 SI seconds that has dimension of distance are converted to SI meter, SI grave (kilogram/milliton), SI coulomb, and SI kelvin, which have dimension of distance, while ampere (containing coulomb), mole (containing no unit) and candela (containing no other units than previously converted) are omitted due to their lack of dimension in geometrized units. Conversion to non-time SI units is following:

• c converts from daynights to meters: 86400[s]*299792458[m/s]=2.59020683712E+13[m]
• c³/G converts from daynights to graves (kilograms/millitons): 86400[s]*(299792458³/0.0000000000667428)[G/s]=3.48795946358426E+40[G]
• c³/{[G/(4*π*ε₀)]^0.5} converts from daynights to coulombs: 86400[s]*〈299792458³/{[0.0000000000667428/(4*3.14159265358979*8.854187817E-12)]^0.5}〉[C/s]=3.00575056342677E+30[C]
• c⁵/(G*k) converts from daynights to kelvins: 86400[s]*[299792458⁵/(0.0000000000667428*1.3806504E-23)][K/s]=2.2705397623616E+80[K]

Next these results are consistently multipled and divided by any base (in range from two toward infinity) to obtain multiples and submultiples of daynight and their equivalent values in SI fundamental units. These multiples and submultiples of daynight can be used to measuring length, mass, time, charge and temperature. Interestingly, most of the ancient units roughly matches with these multiples and submultiples of daynight, indirectly proving existence of such geometrized unit system in very distant antiquity.

Equivalents of second and daynight with their values in SI fundamental units are presented in the table below:

daynight	m	G	s	C	K
[6]	c	c3/G		c3/{[G/(4*π*ε0)]0.5}	c5/(G*k)
1.15740740740740E–05	2.99792458000000E+08	4.03699011988918E+35	1.00000000000000E+00	3.47887796692913E+25	2.62793953977037E+75
1.00000000000000E+00	2.59020683712000E+13	3.48795946358426E+40	8.64000000000000E+04	3.00575056342677E+30	2.27053976236160E+80

References

1. ↑ EMMERICK VISIONEN 7. Der Turmbau von Babel
2. ↑ INDOGERMANISCHES ETYMOLOGISCHES WÖRTERBUCH II
3. ↑ EMMERICK VISIONEN 6. Noe und seine Nachkommen; Die Stammführer Hom und Dsemschid
4. ↑ http://unicode.org/Public/UNIDATA/UnicodeData.txt
5. ↑ http://www.code2000.net/greektestutf.htm
6. ↑ Wald, Robert M. (1984). General Relativity. Chicago: University of Chicago Press. ISBN 0-226-87033-2. See Appendix F