// This is free and unencumbered software released into the public domain. // Anyone is free to copy, modify, publish, use, compile, sell, or // distribute this software, either in source code form or as a compiled // binary, for any purpose, commercial or non-commercial, and by any // means. // In jurisdictions that recognize copyright laws, the author or authors // of this software dedicate any and all copyright interest in the // software to the public domain. We make this dedication for the benefit // of the public at large and to the detriment of our heirs and // successors. We intend this dedication to be an overt act of // relinquishment in perpetuity of all present and future rights to this // software under copyright law. // THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, // EXPRESS OR IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF // MERCHANTABILITY, FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. // IN NO EVENT SHALL THE AUTHORS BE LIABLE FOR ANY CLAIM, DAMAGES OR // OTHER LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, // ARISING FROM, OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR // OTHER DEALINGS IN THE SOFTWARE. // For more information, please refer to module dataunits import maps pub type DataSize = f64 pub fn (d DataSize) bit() f64 { return f64(d) } pub fn (d DataSize) nibble() f64 { return f64(d / nibble) } pub fn (d DataSize) byte() f64 { return f64(d / byte) } pub fn (d DataSize) kb() f64 { return f64(d / kb) } pub fn (d DataSize) mb() f64 { return f64(d / mb) } pub fn (d DataSize) gb() f64 { return f64(d / gb) } pub fn (d DataSize) tb() f64 { return f64(d / tb) } pub fn (d DataSize) pb() f64 { return f64(d / pb) } pub fn (d DataSize) eb() f64 { return f64(d / eb) } pub fn (d DataSize) zb() f64 { return f64(d / zb) } pub fn (d DataSize) yb() f64 { return f64(d / yb) } pub fn (d DataSize) kib() f64 { return f64(d / kib) } pub fn (d DataSize) mib() f64 { return f64(d / mib) } pub fn (d DataSize) gib() f64 { return f64(d / gib) } pub fn (d DataSize) tib() f64 { return f64(d / tib) } pub fn (d DataSize) pib() f64 { return f64(d / pib) } pub fn (d DataSize) eib() f64 { return f64(d / eib) } pub fn (d DataSize) zib() f64 { return f64(d / zib) } pub fn (d DataSize) yib() f64 { return f64(d / yib) } pub fn (d DataSize) kbit() f64 { return f64(d / kbit) } pub fn (d DataSize) mbit() f64 { return f64(d / mbit) } pub fn (d DataSize) gbit() f64 { return f64(d / gbit) } pub fn (d DataSize) tbit() f64 { return f64(d / tbit) } pub fn (d DataSize) pbit() f64 { return f64(d / pbit) } pub fn (d DataSize) ebit() f64 { return f64(d / ebit) } pub fn (d DataSize) zbit() f64 { return f64(d / zbit) } pub fn (d DataSize) ybit() f64 { return f64(d / ybit) } pub fn (d DataSize) kibit() f64 { return f64(d / kibit) } pub fn (d DataSize) mibit() f64 { return f64(d / mibit) } pub fn (d DataSize) gibit() f64 { return f64(d / gibit) } pub fn (d DataSize) tibit() f64 { return f64(d / tibit) } pub fn (d DataSize) pibit() f64 { return f64(d / pibit) } pub fn (d DataSize) eibit() f64 { return f64(d / eibit) } pub fn (d DataSize) zibit() f64 { return f64(d / zibit) } pub fn (d DataSize) yibit() f64 { return f64(d / yibit) } pub const bit = DataSize(1) pub const nibble = bit * 4 pub const byte = bit * 8 pub const kb = byte * 1000 pub const mb = kb * 1000 pub const gb = mb * 1000 pub const tb = gb * 1000 pub const pb = tb * 1000 pub const eb = pb * 1000 pub const zb = eb * 1000 pub const yb = zb * 1000 pub const kib = byte * 1024 pub const mib = kib * 1024 pub const gib = mib * 1024 pub const tib = gib * 1024 pub const pib = tib * 1024 pub const eib = pib * 1024 pub const zib = eib * 1024 pub const yib = zib * 1024 pub const kbit = bit * 1000 pub const mbit = kbit * 1000 pub const gbit = mbit * 1000 pub const tbit = gbit * 1000 pub const pbit = tbit * 1000 pub const ebit = pbit * 1000 pub const zbit = ebit * 1000 pub const ybit = zbit * 1000 pub const kibit = bit * 1024 pub const mibit = kibit * 1024 pub const gibit = mibit * 1024 pub const tibit = gibit * 1024 pub const pibit = tibit * 1024 pub const eibit = pibit * 1024 pub const zibit = eibit * 1024 pub const yibit = zibit * 1024 const units = { 'bit': bit 'nibble': nibble 'byte': byte 'kB': kb 'MB': mb 'GB': gb 'TB': tb 'PB': pb 'EB': eb 'ZB': zb 'YB': yb 'KiB': kib 'MiB': mib 'GiB': gib 'TiB': tib 'PiB': pib 'EiB': eib 'ZiB': zib 'YiB': yib 'kbit': kbit 'Mbit': mbit 'Gbit': gbit 'Tbit': tbit 'Pbit': pbit 'Ebit': ebit 'Zbit': zbit 'Ybit': ybit 'Kibit': kibit 'Mibit': mibit 'Gibit': gibit 'Tibit': tibit 'Pibit': pibit 'Eibit': eibit 'Zibit': zibit 'Yibit': yibit } pub const prefixes = { // Metric size (1000^N) 'kilo': 'k' 'mega': 'M' 'giga': 'G' 'tera': 'T' 'peta': 'P' 'exa': 'E' 'zetta': 'Z' 'yotta': 'Y' // Binary size (1024^N) 'kibi': 'Ki' 'mebi': 'Mi' 'gibi': 'Gi' 'tebi': 'Ti' 'pebi': 'Pi' 'exbi': 'Ei' 'zebi': 'Zi' 'yobi': 'Yi' } // convert returns the value converted between the *from* and *to* units. // Example: // ``` // assert dataunits.convert(500, dataunits.mbit, dataunits.kb) == 62500 // ```` pub fn convert(value f64, from DataSize, to DataSize) f64 { if from == to { return value } return f64(value * from / to) } // from_string parses input and returns the actual DataSize. // Note: Case insensitivity makes unit abbreviations such as `Mb` (megabit) and `MB` (megabyte) // ambiguous. Use `bit` suffix for values in bits. The `b` suffix will be accepted as byte unit. // Example: // ``` // assert dataunits.from_string('GiB')! == dataunits.gib // assert dataunits.from_string('M')! == dataunits.mb // assert dataunits.from_string('M', in_bits: true)! == dataunits.mbit // assert dataunits.from_string('ZeTtAbYtEs', case_insensitive: true)! == dataunits.zb // ``` pub fn from_string(input string, params ParseParams) !DataSize { if !input.is_pure_ascii() { return error('${input} non-ASCII characters is not allowed in data size unit') } unit := parse_unit_str(input, params) if params.case_insensitive { for key, value in units { if key.to_lower_ascii() == unit.to_lower_ascii() { return value } } } return units[unit] or { error('${input} is not a valid data size unit') } } fn parse_unit_str(input string, params ParseParams) string { mut unit := '' match true { input.to_lower_ascii() in ['byte', 'bytes'] { return 'byte' } input.to_lower_ascii() in ['bit', 'bits'] { return 'bit' } input.len == 1 { if params.binary_size { unit = input.to_upper_ascii() + 'i' } else { unit = input } if params.in_bits { unit += 'bit' } else { unit += 'B' } return unit } input.len == 2 && input[1] == u8(`i`) { if params.in_bits { return input + 'bit' } return input + 'B' } input.len == 3 && input.ends_with('ib') && params.case_insensitive == false { // Mib -> Mibit return input[..2] + 'bit' } input.len == 2 && input[1] == u8(`b`) && params.case_insensitive == false { // Mb -> Mbit return input[..1] + 'bit' } else { unit = input } } if params.case_insensitive { unit = unit.to_lower_ascii() } if unit.len == 5 && unit.ends_with('ibit') { // prevent Gibit --> Git transform return unit } // transform full names to short ones: megabits --> mbit, etc. prefixes_array := maps.flat_map[string, string, string](prefixes, |k, v| [k, v]) unit = unit.replace_each(prefixes_array) unit = unit.replace_each(['bytes', 'B', 'byte', 'B']).replace_once('bits', 'bit') return unit } @[params] pub struct ParseParams { pub: // if true parse string in case insensitive mode case_insensitive bool // if true accept input such 'M', 'Gi' as bits, otherwise as bytes in_bits bool // if true accept single letter prefix as binary (power of two), otherwise as metric prefix binary_size bool } // to_string returns a string representation of data size unit in short form // e.g. kB, Mbit, GiB, etc. pub fn to_string(input DataSize) !string { for key, value in units { if value == input { return key } } return error('invalid input data size unit') }