ns: math preamble: | A set of basic math functions to be able to perform simple arithmetic operations with `gomplate`. ### Supported input In general, any input will be converted to the correct input type by the various functions in this package, and an appropriately-typed value will be returned type. Special cases are documented. In addition to regular base-10 numbers, integers can be [specified](https://golang.org/ref/spec#Integer_literals) as octal (prefix with `0`) or hexadecimal (prefix with `0x`). Decimal/floating-point numbers can be [specified](https://golang.org/ref/spec#Floating-point_literals) with optional exponents. Some examples demonstrating this: ```console $ NUM=50 gomplate -i '{{ div (getenv "NUM") 10 }}' 5 $ gomplate -i '{{ add "0x2" "02" "2.0" "2e0" }}' 8 $ gomplate -i '{{ add 2.5 2.5 }}' 5.0 ``` funcs: - name: math.Abs description: | Returns the absolute value of a given number. When the input is an integer, the result will be an `int64`, otherwise it will be a `float64`. arguments: - name: num required: true description: The input number examples: - | $ gomplate -i '{{ math.Abs -3.5 }} {{ math.Abs 3.5 }} {{ math.Abs -42 }}' 3.5 3.5 42 - name: math.Add alias: add description: | Adds all given operators. When one of the inputs is a floating-point number, the result will be a `float64`, otherwise it will be an `int64`. arguments: - name: n... required: true description: The numbers to add together examples: - | $ gomplate -i '{{ math.Add 1 2 3 4 }} {{ math.Add 1.5 2 3 }}' 10 6.5 - name: math.Ceil description: | Returns the least integer value greater than or equal to a given floating-point number. This wraps Go's [`math.Ceil`](https://golang.org/pkg/math/#Ceil). **Note:** the return value of this function is a `float64` so that the special-cases `NaN` and `Inf` can be returned appropriately. arguments: - name: num required: true description: The input number. Will be converted to a `float64`, or `0` if not convertible examples: - | $ gomplate -i '{{ range (slice 5.1 42 "3.14" "0xFF" "NaN" "Inf" "-0") }}ceil {{ printf "%#v" . }} = {{ math.Ceil . }}{{"\n"}}{{ end }}' ceil 5.1 = 6 ceil 42 = 42 ceil "3.14" = 4 ceil "0xFF" = 255 ceil "NaN" = NaN ceil "Inf" = +Inf ceil "-0" = 0 - name: math.Div alias: div description: | Divide the first number by the second. Division by zero is disallowed. The result will be a `float64`. pipeline: true arguments: - name: a required: true description: The divisor - name: b required: true description: The dividend examples: - | $ gomplate -i '{{ math.Div 8 2 }} {{ math.Div 3 2 }}' 4 1.5 - name: math.Floor description: | Returns the greatest integer value less than or equal to a given floating-point number. This wraps Go's [`math.Floor`](https://golang.org/pkg/math/#Floor). **Note:** the return value of this function is a `float64` so that the special-cases `NaN` and `Inf` can be returned appropriately. arguments: - name: num required: true description: The input number. Will be converted to a `float64`, or `0` if not convertable examples: - | $ gomplate -i '{{ range (slice 5.1 42 "3.14" "0xFF" "NaN" "Inf" "-0") }}floor {{ printf "%#v" . }} = {{ math.Floor . }}{{"\n"}}{{ end }}' floor 5.1 = 4 floor 42 = 42 floor "3.14" = 3 floor "0xFF" = 255 floor "NaN" = NaN floor "Inf" = +Inf floor "-0" = 0 - name: math.IsFloat description: | Returns whether or not the given number can be interpreted as a floating-point literal, as defined by the [Go language reference](https://golang.org/ref/spec#Floating-point_literals). **Note:** If a decimal point is part of the input number, it will be considered a floating-point number, even if the decimal is `0`. arguments: - name: num required: true description: The value to test examples: - | $ gomplate -i '{{ range (slice 1.0 "-1.0" 5.1 42 "3.14" "foo" "0xFF" "NaN" "Inf" "-0") }}{{ if (math.IsFloat .) }}{{.}} is a float{{"\n"}}{{ end }}{{end}}' 1 is a float -1.0 is a float 5.1 is a float 3.14 is a float NaN is a float Inf is a float - name: math.IsInt description: | Returns whether or not the given number is an integer. arguments: - name: num required: true description: The value to test examples: - | $ gomplate -i '{{ range (slice 1.0 "-1.0" 5.1 42 "3.14" "foo" "0xFF" "NaN" "Inf" "-0") }}{{ if (math.IsInt .) }}{{.}} is an integer{{"\n"}}{{ end }}{{end}}' 42 is an integer 0xFF is an integer -0 is an integer - name: math.IsNum description: | Returns whether the given input is a number. Useful for `if` conditions. arguments: - name: in required: true description: The value to test examples: - | $ gomplate -i '{{ math.IsNum "foo" }} {{ math.IsNum 0xDeadBeef }}' false true - name: math.Max description: | Returns the largest number provided. If any values are floating-point numbers, a `float64` is returned, otherwise an `int64` is returned. The same special-cases as Go's [`math.Max`](https://golang.org/pkg/math/#Max) are followed. arguments: - name: nums... required: true description: One or more numbers to compare examples: - | $ gomplate -i '{{ math.Max 0 8.0 4.5 "-1.5e-11" }}' 8 - name: math.Min description: | Returns the smallest number provided. If any values are floating-point numbers, a `float64` is returned, otherwise an `int64` is returned. The same special-cases as Go's [`math.Min`](https://golang.org/pkg/math/#Min) are followed. arguments: - name: nums... required: true description: One or more numbers to compare examples: - | $ gomplate -i '{{ math.Min 0 8 4.5 "-1.5e-11" }}' -1.5e-11 - name: math.Mul alias: mul description: | Multiply all given operators together. arguments: - name: n... required: true description: The numbers to multiply examples: - | $ gomplate -i '{{ math.Mul 8 8 2 }}' 128 - name: math.Pow alias: pow description: | Calculate an exponent - _bn_. This wraps Go's [`math.Pow`](https://golang.org/pkg/math/#Pow). If any values are floating-point numbers, a `float64` is returned, otherwise an `int64` is returned. arguments: - name: b required: true description: The base - name: 'n' required: true description: The exponent examples: - | $ gomplate -i '{{ math.Pow 10 2 }}' 100 $ gomplate -i '{{ math.Pow 2 32 }}' 4294967296 $ gomplate -i '{{ math.Pow 1.5 2 }}' 2.2 - name: math.Rem alias: rem description: | Return the remainder from an integer division operation. pipeline: true arguments: - name: a required: true description: The divisor - name: b required: true description: The dividend examples: - | $ gomplate -i '{{ math.Rem 5 3 }}' 2 $ gomplate -i '{{ math.Rem -5 3 }}' -2 - name: math.Round description: | Returns the nearest integer, rounding half away from zero. **Note:** the return value of this function is a `float64` so that the special-cases `NaN` and `Inf` can be returned appropriately. arguments: - name: num required: true description: The input number. Will be converted to a `float64`, or `0` if not convertable examples: - | $ gomplate -i '{{ range (slice -6.5 5.1 42.9 "3.5" 6.5) }}round {{ printf "%#v" . }} = {{ math.Round . }}{{"\n"}}{{ end }}' round -6.5 = -7 round 5.1 = 5 round 42.9 = 43 round "3.5" = 4 round 6.5 = 7 - name: math.Seq alias: seq description: | Return a sequence from `start` to `end`, in steps of `step`. Can handle counting down as well as up, including with negative numbers. Note that the sequence _may_ not end at `end`, if `end` is not divisible by `step`. arguments: - name: start required: false description: The first number in the sequence (defaults to `1`) - name: end required: true description: The last number in the sequence - name: step required: false description: The amount to increment between each number (defaults to `1`) examples: - | $ gomplate -i '{{ range (math.Seq 5) }}{{.}} {{end}}' 1 2 3 4 5 - | $ gomplate -i '{{ conv.Join (math.Seq 10 -3 2) ", " }}' 10, 8, 6, 4, 2, 0, -2 - name: math.Sub alias: sub description: | Subtract the second from the first of the given operators. When one of the inputs is a floating-point number, the result will be a `float64`, otherwise it will be an `int64`. pipeline: true arguments: - name: a required: true description: The minuend (the number to subtract from) - name: b required: true description: The subtrahend (the number being subtracted) examples: - | $ gomplate -i '{{ math.Sub 3 1 }}' 2