Generative Variations

1.

“corresponding the full moon at midnight how far must the message go encrypted in[...]
i am against no one when i find my way back
unknown
systems

with

2.

when i find my way back reduced to code to never be seen
.
shipped out to sea encrypted in
();

“unknown corresponding in a world systems
i do not understand will
?

shhhhhh
these letters you gave me
cannot be seen

dead with
////

[...],
under what conditions

3.

will with
under what conditions

4.

shipped out to sea “
////
, under what conditions
the full moon at midnight i am against no one dead
with.”
cannot be seen?

encrypted in();[...] i do not understand
shhhhhh reduced to code
unknown these letters you gave me
will

5.

shhhhhh
systems to never be seen i am against no one
corresponding
reduced to code
with when i find my way back encrypted in ////
(); will? under what conditions, “”
diagonally
the full moon at midnight
i do not understand unknown these letters you gave me
shipped out to sea dead.
[...]

6.

cannot be seen,
when i find my way back with

7.

when i find my way back will ////. under what conditions corresponding
with “
” shhhhhh i do not understand

8.

diagonally unknown reduced to code corresponding
will
in a world
cannot be seen
shipped out to sea systems i am against no one under what conditions

with how far must the message go
shhhhhh the full moon at midnight
////
dead
(); encrypted in when i find my way back

to never be seen”[...]
.

9.

shipped out to sea the full moon at midnight

i do not understand unknown
systems
will[...] “

to never be seen
?
in a world
, //// cannot be seen how far must the message go these letters you gave me i am against no one when i find my way back

10.

[...] when i find my way back //// “
diagonally
corresponding

dead in a world
? encrypted in these letters you gave me

unknown i do not understand


reduced to code

i am against no one under what conditions
the full moon at midnight.

systems cannot be seen shipped out to sea
will

Click here to run the algorithm and display another selection of generative variations. (Max 10)

Return