Ranges with `Rational` elements

Ranges with eltype Rational work OK in base 2

julia> onetwo(1//8, 8)
7-element OneTwoFive.Struct{Rational{Int64}, 2, 1}:
 1//8, 1//4, 1//2, 1//1, 2//1, 4//1, 8//1

... but are quite ugly in base 10:

julia> x10 = onetwofive(1//10, 10) 
7-element OneTwoFive.Struct{Rational{Int64}, 10, 3}:
 3602879701896397//36028797018963968 … 1//2, 1//1, 2//1, 5//1, 10//1

julia> dump(x10)
OneTwoFive.Struct{Rational{Int64}, 10, 3}
  off: Int64 -3
  len: Int64 7

julia> float(x10)
7-element OneTwoFive.Struct{Float64, 10, 3}:
 0.1, 0.2, 0.5, 1.0, 2.0, 5.0, 10.0

julia> x10 .+ 0.0
7-element Vector{Float64}:
  0.1
  0.2
  0.5
  1.0
  2.0
  5.0
 10.0

Reproduce the examples using onetwo and onetwofive with Rational values in bases 2 and 10, then inspect the implementation behind those entry points. Compare the Rational output with float(x10) and the elementwise addition output. Done means base-10 Rational ranges produce useful, expected values without the displayed huge numerator and denominator.