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1970-01-01 5 hours ago [-]
Any OEIS post is interesting and worthy of HN. Sometimes Numberphile videos even come out the other end with extremely interesting animations of the results. This latest video was very good:
I am missing some context here what was wrong with the original description?
robinhouston 7 hours ago [-]
The original title was this:
> Graph substitution of two octahedra inside an icosahedron connected at p=1: disconnected at p=0 ( concept similar to two tetrahedra inside a cube).
Can you explain what that means, and how it leads to a sequence of integers? I think it is nonsense.
tectec 11 hours ago [-]
For the first mentioned sequences based on fonts, what's the first number in the sequence that has less digits than the previous number?
bradrn 10 hours ago [-]
It looks like that never occurs for Helvetica (A316600) due to the absence of kerning. However, with Arial (A316599) the description notes:
> a(29368) = 111111 is a first notable anomaly, because its bounding box width of 2675 lies between those of a(29367) = 49115, with bounding box width 2655, and a(29369) = 70002, with bounding box width 2681.
dvh 11 hours ago [-]
Can somebody explain what "less" keyword means? I'm asking for a friend.
yunruse 11 hours ago [-]
According to the wiki [0], "This is a less interesting sequence and is less likely to be the one you were looking for."
Confusingly, "more" means "please add more terms"...
https://www.youtube.com/watch?v=UiX4CFIiegM
https://oeis.org/history?seq=A133451&start=0&n=30
> Graph substitution of two octahedra inside an icosahedron connected at p=1: disconnected at p=0 ( concept similar to two tetrahedra inside a cube).
Can you explain what that means, and how it leads to a sequence of integers? I think it is nonsense.
> a(29368) = 111111 is a first notable anomaly, because its bounding box width of 2675 lies between those of a(29367) = 49115, with bounding box width 2655, and a(29369) = 70002, with bounding box width 2681.
Confusingly, "more" means "please add more terms"...
[0] https://oeis.org/wiki/Keywords