Xenotation NotesNick Land / text
P. 1
00 : 001
01 : 002
02 : 003
03 : 005
04 : 007
05 : 011
06 : 013
07 : 017
08 : 019
09 : 023
10 : 029
11 : 031
12 : 037
13 : 041
14 : 043
15 : 047
16 : 053
17 : 059
18 : 061
19 : 067
20 : 071
21 : 073
22 : 079
23 : 083
24 : 089
25 : 097
26 : 101
27 : 103
28 : 107
29 : 109
30 : 113
31 : 127
32 : 131
33 : 137
34 : 139
35 : 149
36 : 151
37 : 157
38 : 163
39 : 167
40 : 173
41 : 179
42 : 181
43 : 191
44 : 193
45 : 197
Tic-code
Xenotation
46 : 199
e
bit
•
Hyprim
47 : 211
ing
number
(•)
48 : 223
((•))
49 : 227
ond
(••) Beserginies sec
50 : 229
(((•))) et ))))))))... ment )
51 : 233
S
st
)
inve
))))
l
)
a
•
((•)•) ( te: magices ne
52 : 239
ri
en
no
is se Mers
h
t
((••)) ( in - arlesopetition
53 : 241
rd series
3
(•••)
54 : 251
g
felt
er rowin
b
e
((•)(•)) Schr self ’ g
55 : 257
‘him asts
e
(((•))•) br
56 : 263
((((•))))
57 : 269
((•)••)
58 : 271
(((•)•))
59 : 277
((••)•)
60 : 281
(((•))(•))
61 : 283
s
ie
r
e
(••••)
62 : 293
4th s
→ 277 → 1989
(((••)))
63 : 307
((•)(•)•)
64 : 311
((•••))
65 : 313
(((•))••)
66 : 317
((••)(•))
67 : 331
ies
ensit
Tic-dgressive
re
is
s
+
ly
((((•)))•)
na
68 : 337
tion
tic-a
esigna
nent d
imma mplexion
((
))
-i
(((•)(•)))
69 : 347
of tic
nes?
Old O
e
(
)
th
((•)•••)
70 : 349
de of
dot-co
ons:
( )
perati
o
o
(((•))((•)))
]
tw
71 : 353
ble [•
– dou x [()]
le
( )
– imp
(((•)•)•)
72 : 359
lices
l imp power
a
(
)
r
g
e
((•)(•)(•))
t
73 : 367
# in hyprime
e
defin
for
e
(
)
c
((••)••)
a
74 : 373
sp
duce
tax
Intro omic syn
(( ))
polyn
((((•))•))
75 : 379
n for
riterio ities
ive c
lic
((
)) Implex e multip
(((•))(•)•)
76 : 383
siv
inten
((((( )))))
(((((•)))))
77 : 389
(•••••) 5th series
78 : 397
((((•)))(•))
79 : 401
(((••))•)
80 : 409
((••)((•)))
81 : 419
((•)(•)••)
82 : 421
(((•)••))
83 : 431
((•••)•)
84 : 433
(((•)•)(•))
85 : 439
(((•))•••)
86 : 443
((((•)•)))
87 : 449
((••)(•)•)
88 : 457
(((••)•))
89 : 461
((((•)))••)
90 : 463
(((•))(•)(•))
91 : 467
[nonnumeric]
↓
(
)
↓
(
)
ing of
l decod
tion
Radica
(((•)(•)))
ic nota
arithmet
bers
or num
er
p
b
m
u
ded ma
–n
o
ec
d
y
((((•))(•)))
all
– maxim omic
↙
n
– crypto
exceeded by
((•)••••)
Criterion
prime
re-traceably
((••)(••))
# : (#)
by additive
dots
ordinalized
(((•))((•))•)
irreducible
multiplicities
(((••))(•))
(n) → prime n
coding / (de)coding
(((•)•)••)
indexic serialism
(Cryptonic)
((••••)) 16,52,201
2 •
ation
inform
((•)(•)(•)•)
tion
4 ••
reducicted
8 •••
restr re
pu
((((•)))((•)))
16 • • • • to gregation
ag
ut
32 • • • • •
witho xes)
((••)•••)
64 • • • • • • ( imple
128 • • • • • • •
256 • • • • • • • •
((•••)(•))
nonembedding of binary powers
((((•))•)•)
cumulative axis of assemblies
7, 17, 59,
extensive
((((••)))) 277,1287
T-systems (tic-arrays
)
(((•))(•)••)
f
o
n
y
ductio
sibilit
d
licate
impos theoretic re
g
ly imp
eressari
ecodin
c
d
(((•)(•)•))
numb
e
l
n
e
ix
öd
-matr
s to G -n)
d
n
o
– plex
p
d
mo
orres
etic (
tion c
(((((•))))•)
arithm
– nota
d to
ndard
sferre
n
a
of sta
tr
nt
eleme
c
((••)(•)(•))
ti
t
p
n
onte
– cry
rical c
nume
↓
eries
(••••••)
6th s
implicated
(((•)•)((•)))
Shallow (+ irregular)
incrementation of notational
((((•)))(•)•)
complexity
ode
(((•••)))
phic c
dex
ptogra
ry cry ic ordinal-in
ta
n
e
ins
elem
g intr
(((••))••)
n
ti
lu
invo
nt
eleme
(((•)(•))(•))
holds n
↘
thresgregatio
sive
g
intenible to a
((••)((•))•)
uc
irred
tions of
((((•))••))
semiotic opera
inexplicit
tic-arrays with
ntent
co
c
eti
thm
ari
((•)(•)•••)
implexed)
(rigorous but
ngs of
ngs & denesti
sti
ne
(((••)(•)))
l matrix
implicit ordina
ions +
with cumulat
(((•)••))
s of
decumulation
plices
nonreduced im
(((•))((•))(•))
(n).
((•••)••)
hyper-notationally compressed
((((•)))(••))
rime
y-hyp → add cryptic
(((•)•)(•)•)
binarbra?
implex (?)
alge
+ hyper-indexic
(((((•)))•))
variables
(((•))••••)
quantitative → qualitative transition
through implexion
((•)(•)(•)(•))
– repetition only applicable to
unnested arrays
– ambivalence of tic-counter
((((•)•))•)
(arithmetic / matriculative-ordinal)
((((•)(•))))
iple
tion
rinc
apta sis
ic p
t
l ad synthe
c
a
a
((••)(•)••)
n
le,
ynt
al
atio
ultip
ly s
not umeric
to m
pure
n
d
o
e
o
t
N rder
ttun
(((••))((•)))
of o ation a r
t
de
– no t to or
no
(((••)•)•)
Tic-Assemblies
((((•))•)•)
Prime0
: #
⇐ : (#)
((((•)))•••)
Prime1
Prime2
: ((#))
(((•)•••))
: (((#))) Prime3
(((•))(•)(•)•)
↑
↑
intensive hyprime
cohesion powers
(((•)•)(••))
Harmonics
Binomic Hyprime Notation
(matrix)
Algebraic, e.g.
( )=
(
)
etc.