FRAGMENT 274

?—Can you see …?
DICTYS. —I can see… .
? —What do you want me to look out for? …
DICTYS. —In case anywhere … in the sea… .
—Not a sign; so far as I can see, the sea’s a mill-pond.
DICTYS. —Look now at the crannies of the cliffs by the shore.
? —All right, I’m looking… . Good Lord, what am I to call this! Is it a monster of the sea that meets my eyes, a grampus or a shark or a whale? Lord Poseidon and Zeus of the deep, a fine gift to send up from the sea …!
DICTYS. —What gift of the sea does your net conceal? It’s covered with seaweed like… 

“Once one has decided to set out on the journey in which music is a means to becoming a higher being, then one is sent of own’s own accord, sent by one’s angels, to wherever one must go to fulfill the task one has been given.”

-Karlheinz Stockhausen

googgol = g(2, 50, g(1, 50, 3)) = g(2, 50, 150) =  > g(2, 108, 10)
googgool = g(2, 50, g(2, 50, 3)) > g(2, 1192, 10)
geegeel = g(3, 50, g(3, 50, 2))
geeggeel = g(3, 50, g(3, 50, 3))
geiggeil = g(8, 50, g(8, 50, 3))
geiggeim = g(8, 1000, g(8, 1000, 3))
Jonathan Bowers came up with the names:
gaggol = g(3, 10000, 10)
gygol = g(3, 10000000, 10)
gagol = g(3, 1000000000, 10)
boogol = g(11, 100, 10) and
tritri = g(4, 3, 3) = g(5, 2, 3)
tridecal = g(11, 10, 10) = g(12, 2, 10)
tetratri = g(2, 1, 1, 4, 3, 3) = g(g(3, 3, 3), 3, 3) = g(g(2, 27, 3), 3, 3)
pentatri = g(3, 1, 1, 4, 3, 3) = g(g(g(3, 3, 3), 3, 3), 3, 3) = g(g(g(2, 27, 3), 3, 3), 3, 3)
grand tridecal = g(3, 1, 1, 11, 10, 10)
dimentri = g(g(2, 3, 3), 1, 1, 4, 3, 3)
dulatri = g(g(2, g(2, 2, 3), 3), 1, 1, 4, 3, 3)
trimentri = g(g(2, g(2, 3, 3), 3), 1, 1, 4, 3, 3)
decaltrix = g(g(11, 10, 10), 1, 1, 11, 10, 10)
googolplux = g(g(2, 100, 10), g(2, 100, 10), 1, 1, 2, 100, 10) = g(g(3, 2, g(2, 100, 10)), 1, 1, 2, 100, 10)
Which extrapolates, since c = g(2, 2, x) and m = g(2, 3, x) to:
googolpluc = g(g(g(2, 2, 3), 2, g(2, 100, 10)), 1, 1, 2, 100, 10)
googolplum = g(g(g(3, 3, 3), 2, g(2, 100, 10)), 1, 1, 2, 100, 10)
   Beyond Cockburn’s mag- is naturally bag-, trag- quadrag-, and other formations from the -ag- infix:
baggoogol = g(2, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
traggoogol = g(3, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
quadraggoogol = g(4, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
centaggoogol = g(100, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
dentaggoogol =  g(500, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
mentaggoogol =  g(1000, 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
bentaggoogol =  g(g(1, 2, 1000), 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
trentaggoogol =  g(g(1, 3, 1000), 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))
yottaggoogol = g(g(2, 24, 10), 1, 1, g(2, 50, 100), g(2, 50, 100), g(2, 50, 100), g(2, 50, 100))