Nothing
`l` must be a numeric vector.
x You've supplied a <character> vector.
`s` must be a numeric vector.
x You've supplied a <character> vector.
`d` must be a numeric vector.
x You've supplied a <character> vector.
`d` cannot contain infinite (Inf) values.
`s` and `d` are absent but must be supplied.
x `l`, `s`, and `d` must all have values.
i You may have forgotten a value or need to use 0.
`d` is absent but must be supplied.
x `l`, `s`, and `d` must all have values.
i You may have forgotten a value or need to use 0.
`d` is absent but must be supplied.
x `l`, `s`, and `d` must all have values.
i You may have forgotten a value or need to use 0.
`l`, `s`, and `d` must have compatible lengths
i Only values of length one are recycled.
* Unit `l` has length 3.
* Unit `s` has length 2.
* Unit `d` has length 1.
`l` must be a numeric vector.
x You've supplied a <character> vector.
`s` must be a numeric vector.
x You've supplied a <character> vector.
`d` must be a numeric vector.
x You've supplied a <character> vector.
`f` must be a numeric vector.
x You've supplied a <character> vector.
`f` cannot contain infinite (Inf) values.
`s`, `d`, and `f` are absent but must be supplied.
x `l`, `s`, `d`, and `f` must all have values.
i You may have forgotten a value or need to use 0.
`d` and `f` are absent but must be supplied.
x `l`, `s`, `d`, and `f` must all have values.
i You may have forgotten a value or need to use 0.
`f` is absent but must be supplied.
x `l`, `s`, `d`, and `f` must all have values.
i You may have forgotten a value or need to use 0.
`f` is absent but must be supplied.
x `l`, `s`, `d`, and `f` must all have values.
i You may have forgotten a value or need to use 0.
`l`, `s`, and `d` must have compatible lengths.
i Only values of length one are recycled.
* Unit `l` has length 3.
* Unit `s` has length 2.
* Unit `d` has length 1.
* Unit `f` has length 4.
`bases` must be a numeric vector of length 2.
x You've supplied a <logical> vector of length 1.
`bases` must be a numeric vector of length 2.
x You've supplied a <character> vector of length 2.
`bases` must be a numeric vector of length 2.
x You've supplied a <numeric> vector of length 1.
`bases` must be a numeric vector of length 2.
x You've supplied a <numeric> vector of length 3.
Values in `bases` cannot be missing (`NA`).
i `bases` must be natural numbers greater than zero.
Values in `bases` cannot be missing (`NA`).
i `bases` must be natural numbers greater than zero.
`bases` must be natural numbers greater than zero.
x -12 and -3 are not natural numbers.
`bases` must be natural numbers greater than zero.
x 0 is not a natural number.
`bases` must be natural numbers greater than zero.
x 20.5 and 8.23 are not natural numbers.
`bases` must be a numeric vector of length 3.
x You've supplied a <logical> vector of length 1.
`bases` must be a numeric vector of length 3.
x You've supplied a <character> vector of length 2.
`bases` must be a numeric vector of length 3.
x You've supplied a <numeric> vector of length 1.
`bases` must be a numeric vector of length 3.
x You've supplied a <numeric> vector of length 2.
`bases` must be a numeric vector of length 3.
x You've supplied a <numeric> vector of length 4.
Values in `bases` cannot be missing (`NA`).
i `bases` must be natural numbers greater than zero.
Values in `bases` cannot be missing (`NA`).
i `bases` must be natural numbers greater than zero.
`bases` must be natural numbers greater than zero.
x -12, -3, and -6 are not natural numbers.
`bases` must be natural numbers greater than zero.
x 0 is not a natural number.
`bases` must be natural numbers greater than zero.
x 20.5, 8.23, and 8.75 are not natural numbers.
`bases` must be a numeric vector of length 2 for tripartite values or 3 for tetrapartite values.
x You've supplied a <numeric> vector of length 1.
Values in `bases` cannot be missing (`NA`).
i `bases` must be natural numbers greater than zero.
`bases` must be natural numbers greater than zero.
x -12 and -3 are not natural numbers.
`f` must be a numeric vector of length 1.
x You've supplied a <character> vector of length 1.
`f` must be a numeric vector of length 1.
x You've supplied a <numeric> vector of length 3.
`f` cannot be `NA`.
i `f` must be natural numbers greater than zero.
`f` must be a natural number greater than zero.
x -12 is not a natural number.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_lsd> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_lsd> vector with `bases` s = 60 and d = 12.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_lsd> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_lsd> vector with `bases` s = 20 and d = 16.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_decimal> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_decimal> vector with `bases` s = 60 and d = 12.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_decimal> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_decimal> vector with `bases` s = 20 and d = 16.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_tetra> vector with `bases` s = 20, d = 12, and f = 4.
x Cannot combine: <deb_tetra> vector with `bases` s = 60, d = 12, and f = 4.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_tetra> vector with `bases` s = 20, d = 12, and f = 4.
x Cannot combine: <deb_tetra> vector with `bases` s = 20, d = 16, and f = 4.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` must be compatible to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_tetra> vector with `bases` s = 20, d = 12, and f = 4.
x Cannot combine: <deb_tetra> vector with `bases` s = 20, d = 12, and f = 8.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` of the 's' and 'd' units must be equal to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_tetra> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_lsd> vector with `bases` s = 50 and d = 16.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
Incompatible `bases`.
i `bases` of the 's' and 'd' units must be equal to combine <deb_lsd>, <deb_tetra>, or <deb_decimal> vectors.
x Cannot combine: <deb_decimal> vector with `bases` s = 20 and d = 12.
x Cannot combine: <deb_decimal> vector with `bases` s = 50 and d = 16.
i Use `deb_convert_bases()` to convert one or more of the vectors to compatible `bases`.
`x` must be a list of numeric vectors.
`x` must be a list of numeric vectors of length 3.
x You've supplied a list of <numeric> vectors of length(s) 4 and 4.
`x` must be a list of numeric vectors of length 3.
x You've supplied a list of <numeric> vectors of length(s) 3, 3, and 1.
`x` must be a list of numeric vectors.
`x` must be a list of numeric vectors of length 4.
x You've supplied a list of <numeric> vectors of length(s) 3 and 3.
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