MALBHABERICAL CODING
a code-based method for fusing intellectual language,
numerical language, visual language, binary language & artistic language
into one interlinguistical form of communication,
called Malphaberics.
a language whose basic building blocks are neither words, numbers,
symbols, sounds or images - but insights,
a fusion of words, photographic images, numbers,
binary numbers & artistic images
by M
Section I - Part I
The aphorism code, to symbols, to prime number/non-prime number code
Symbol [1] = A = 02
Symbol [2] = E = 03
Symbol [3] = I = 05
Symbol [4] = O = 07
Symbol [5] = U = 011
Symbol [6] = Y = 013
Symbol [7] = B = 04
Symbol [8] = C = 06
Symbol [9] = D = 08
Symbol [10] = F = 09
Symbol [11] = G = 010
Symbol [12] = H = 012
Symbol [13] = J = 014
Symbol [14] = K = 015
Symbol [15] = L = 016
Symbol [16] = M = 018
Symbol [17] = N = 020
Symbol [18] = P = 021
Symbol [19] = Q = 022
Symbol [20] = R = 024
Symbol [21] = S = 025
Symbol [22] = T =026
Symbol [23] = V = 027
Symbol [24] = W = 028
Symbol [25] = X = 030
Symbol [26] = Z = 032
MetaSymbol [27] = SPACE = { } = 0
Formation command [28] = ENTER = …00
Formation command [29] = END = …000
English Language [30] = (el) = 110…
Swedish Language [31] = (sl) = 1110…
French Language [32] = (fl) = 11110…
Spanish Language [33] = (sl) = 111110…
German Language [34] = (gl) = 1111110…
Any sequence with 28 digits = S
Formation Command [28] must always follow S
———————————————————————–
Section I - Part 2
The prime number/non-prime number code, to symbols, to abstract,
to pyramide π number code
Malphabetically coded aphorism in a given language = (xl) + Ma
Ma = Malphabetically coded aphorism without given language
Malphabetically coded aphorism = e
e = sequence of numbers deriving from
Ma = sequence of numbers in malphabetic code o(xl)o
dc ((xl) + Ma) = decoded Malphabetical aphorism
(dc (xl) + Ma) = written aphorism
(dc (xl) + Ma) n = position of dc ((xl) + Ma) in wmw sequence
wmw sequence = aphorism1, aphorism2, aphorism3, aphorism4,
aphorism5, aphorism6, aphorism7, aphorism8, aphorism9…
wmw sequence = decided by m
rc (dc (xl) + Ma (n)) = recoded decoded Malphabetical aphorism
(rc (dc (xl) + Ma (n))) = q
q = any number in π pyramid sequence after 3.
(rc (dc (xl) + Ma (n))) 1 = (xl) + 1
(rc (dc (xl) + Ma (n))) 2 = (xl) + 14
(rc (dc (xl) + Ma (n))) 3 = (xl) + 141
(rc (dc (xl) + Ma (n))) 4 = (xl) + 1415
(rc (dc (xl) + Ma (n))) 5 = (xl) + 14159
(rc (dc (xl) + Ma (n))) 6 = (xl) + 141592
(rc (dc (xl) + Ma (n))) 7 = (xl) + 14159265
…
———————————————————————–
Section I - Part 3
The pyramid π number code, to binary code
(rc (dc (xl) + Ma (n))) q = number and position of rc (dc (xl) + Ma (n)) in π pyramid sequence after 3.
s = a number from the sequence 1,2,3,4,5,6,7,8,9… coded into a binary code
where 0 = 1, 1 = 10, 2 = 100, 3 = 1000, 4 = 10000, 5 = 100000, 6 = 1000000,
7 = 10000000, 8 = 100000000, 9 = 1000000000
bc ((rc (dc (xl) + Ma (n))) = (bc (((rc dc (xl) + Ma (n))))
(bc (((rc dc (xl) + Ma (n)))) = binary coded recoded decoded coded M aphorism from the wmw sequence
binary coded recoded decoded coded M aphorism = MaBc
binary coded recoded decoded coded M aphorism from the wmw sequence = (MaBc) n
n = position in wmw sequence
(bc (((rc dc (xl) + Ma (n))) q)) = (Mabc) n
=
(rc ((dc (el)) + Ma n)))
=
(dc ((el) + Ma n))
=
((el) + Ma n)
———————————————————————–
Section 2
CODING, DECODING, RECODING & BINARY CODING APHORISMS
FROM THE WMW SEQUENCE
((el) + Ma 1)
110026012030018070180302002600
130701100403016050302703002601
203024030050250020021070250250
504050160502601300026012020260
013070110018050100120260016070
250300013070110240006024020260
502705026013000050250026012030
018070180302002600260120502500
020405016050260130005025005020
025026020200260202003070110250
16013001607025026000
=
(dc ((el) + Ma 1))
The moment you believe there is a possibility
that you might lose your creativity
is the moment this ability
is instantaneously lost
=
(rc ((dc (el)) + Ma (1)))
1101
=
(bc (((rc dc (el) + Ma (1))))
1010110
(MaBc) n =1010110
—————————————————————-
((el) + Ma 2)
026012030050200260302402003026
000602020040300202103026026013
002601205020010
=
(dc ((el) + Ma (2))
?
=
(rc ((dc (el)) + Ma (2)))
?
=
(bc (((rc dc (el) + Ma (2))))
?
(MaBc) n = ?
———————————————————————–
Section 3 - coming soon.
———————————————————————–
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