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Fortean Mysteries SIG | index.htm
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![]() ![]() ![]() MEROLOGY
![]() translated by Razilee Purdue
C1978-2003 Hierogamous Enterprises
![]() This is Joyce's "new merology", an improved version of the old unreliable numerology, in which number names correspond to the numbers they name, up to centillion, G(2, 303, 10).
a = G(2, -4, 2)G(2, -2, 3)G(2, -1, 7)G(2, 3, 11) = 1331/1008
b = 2G(2, 3, 5) = 250
c = G(2, 16, 2)G(2, 7, 3)G(2, 19, 5)G(2, 2, 11)
d = 5G(2, 43, 2)G(2, -15, 3)
e = G(2, -2, 2)G(2, 2, 3)G(2, 2,11)
ec = 3G(2, 27, 2)G(2, -2, 5)G(2, -1, 7)G(2, 2, 11)
en = 10
ex = 11G(2, 13, 2)G(2, 16, 5)G(2, -1, 7)
f = 11/2
fi = 10/11
fo = 80/121
g = G(2, 3, 2)G(2, -2, 3)G(2, -1, 5) = 8/45
h = 3
i = 40/121
i = 5G(2, 3, 2)G(2, -2, 11)
in = -4
j = 55/1842
k = G(2, -5, 3)G(2, -1, 5)G(2, -1, 11)G(2, 13, 7)G(2, 3, 222)
l = G(2, 7, 2)G(2, -2, 3)G(2, -1, 5)G(2, -2, 11)
ll = 5G(2, 2, 3)G(2, 6, 11) = 79720245
lv = 5G(2, 4, 2)G(2, -1, 3)G(2, 2, 11) = 968/3
m = 1/4
n = 10
ne = G(2, -3, 2)G(2, 2, 3)G(2, -2, 5)G(2, 2, 11) = 1089/200
nov = G(2, 27, 2)G(2, 24, 5) = 8G(2, 24, 10)
o = G(2, 3, 2)G(2, -2, 3)G(2, -19, 5)G(2, -1, 7)G(2, -1, 11)
p = G(18, 2)G(2, -2, 3)G(2, 19, 5)G(2, -1, 7)G(2,-1, 11)
pl = + 1 +
q = G(2, 8, 10)
re = G(2, 2, 2)G(2, -2, 3)G(2, -2, 11) = 8/1089
s = 7/55
t = 1
te = +
ti = G(2, 4, 2)G(2, -2, 3)G(2. -1, 7)G(2, -1, 11) = 16/7623
tr = 2500
u = 1
ua = 189/13456
ui = 25000
us = - 1 +
v = 18/11
w = G(2, -2, 2)G(2, 2, 3)G(2, -2, 5)G(2, 2, 11)
we = 1/5
x = 3G(2, -2, 2)G(2, -1,7)G(2, 3, 11) = 3993/14
y = 10 +
z = -605/2 +
which gives us results such as:
zero = -605/2 + (1089/2)(121/20)(200/1,089) = 0
one = (200/1089)(1,089/200) = 1
two = 1(1089/100)(200/1,089) = 2
three = (1)3(4/1,089)(1,089/4) = 3
Joyce = 136,125(1016)(1089/4) + (55/1842)(200/1089)10
= 370600312500000000000000 5000/91179
zillion = 3999697.5
a simpler, older, smaller ranged, purely additive version has:
a = +936.5 o = +23
b = +999999766 q = +999999999998510.5
d = +296.5 r = +49.5
e = +107 s = +106.5
f = -95.5 t = -9
g = -16.5 u = +27
h = -251.5 v = -184.5
i = +178 w = -12
l = +3.5 x = -287.5
m = +999766 y = +72
n = -129 z = -179.5
zero = -179.5 + 107 + 49.5 + 23 = 0
Joyce = 296
but it gives the quite preposterous:
zillion = -271.5
Lee Sallows' base-27 system (see Septemviginaries) includes spaces:
space = 0, A = 1, B = 2, . . . , Z = 26
zero = 515904
one = 11318
two = 15216
three = 10799546
one hundred = 3196540
Joyce = 5627966
Andre Joyce = 313969444118456
zillion = 10208693345
The base-36 system (see Sexatrigintaries), an extrapolation of base 16, includes both letters and numbers:
ZERO = 46158
ONE = 1108
TWO = 1388
THREE = 1376182
JOYCE = 918926
ZILLION = 2147557151
CP3O = 160827
R2D2 = 842546
A base-62 system could logically include both spaces and numbers, capitals and minscules, say with A, . . ., Z = 10, . . . , 35, a, . . ., z = 36, . . ., 61, space = decimal point:
zero = 14695104
one = 195278
two = 215066
three = 823152836
Joyce = 292899820
Andre Joyce = 159594674.292899820
zillion = 3505830076725
CP3O = 183285788
R2D2 = 6443352
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