Thanks, that explains the 1⁄2, 1⁄6, etc. thing. So 1⁄24 is indeed next.
I still don’t get the folding thing (vs. making the picture diagonally symmetrical) very much, but I kind of get it, so I’ll leave it be.
Maybe you don’t just make the picture diagonally symmetrical because then if you would integrate over all the probabilities you would get 200% (because you represent every situation twice)?
Current theme: default
Less Wrong (text)
Less Wrong (link)
Arrow keys: Next/previous image
Escape or click: Hide zoomed image
Space bar: Reset image size & position
Scroll to zoom in/out
(When zoomed in, drag to pan; double-click to close)
Keys shown in yellow (e.g., ]) are accesskeys, and require a browser-specific modifier key (or keys).
]
Keys shown in grey (e.g., ?) do not require any modifier keys.
?
Esc
h
f
a
m
v
c
r
q
t
u
o
,
.
/
s
n
e
;
Enter
[
\
k
i
l
=
-
0
′
1
2
3
4
5
6
7
8
9
→
↓
←
↑
Space
x
z
`
g
Thanks, that explains the 1⁄2, 1⁄6, etc. thing. So 1⁄24 is indeed next.
I still don’t get the folding thing (vs. making the picture diagonally symmetrical) very much, but I kind of get it, so I’ll leave it be.
Maybe you don’t just make the picture diagonally symmetrical because then if you would integrate over all the probabilities you would get 200% (because you represent every situation twice)?