22# Copyright Peter Luschny. License is MIT.
33# This file includes parts from Combinatorics.jl in modified form.
44
5- # Version of: UTC 2019-11-20 15:32:42
6- # 9c370380-0ba2 -11ea-2de6-279c0f3a4284
5+ # Version of: UTC 2019-11-20 16:16:21
6+ # b57e0e50-0ba8 -11ea-083b-01e198b0a0fa
77
88# Do not edit this file, it is generated from the modules and will be overwritten!
99# Edit the modules in the src directory and build this file with BuildSequences.jl!
@@ -2620,7 +2620,7 @@ Return the pair ``(x, y)`` for given n as given by the boustrophedonic Rosenberg
26202620$(SIGNATURES)
26212621"""
26222622function V319514 (n)
2623- k, r = divrem (n, 2 )
2623+ k, r = Base . divrem (n, 2 )
26242624 m = x = isqrt (k)
26252625 y = k - x^ 2
26262626 x <= y && ((x, y) = (2 x - y, x))
@@ -2631,7 +2631,7 @@ end
26312631Return a list of pairs ``(x, y)`` given by the boustrophedonic Rosenberg-Strong enumeration.
26322632$(SIGNATURES)
26332633"""
2634- L319514 (len) = [V319514 (n) for n ��� 0 : len- 1 ]
2634+ L319514 (len) = [V319514 (n) for n ∈ 0 : len- 1 ]
26352635# *** CarmichaelNumbers.jl ****************
26362636"""
26372637
@@ -7461,7 +7461,7 @@ const wheel_indices = [
74617461 7 ,
74627462]
74637463@inline function wheel_index (n)
7464- d, r = divrem (n - 1 , 30 )
7464+ d, r = Base . divrem (n - 1 , 30 )
74657465 return 8 d + wheel_indices[r+ 2 ]
74667466end
74677467@inline function wheel_prime (n)
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