chore: import upstream snapshot with attribution
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// Copyright (c) 2026 Lark Technologies Pte. Ltd.
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// SPDX-License-Identifier: MIT
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package cmd_test
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import (
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"sort"
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"strings"
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)
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// universalFlags are accepted by every command (cobra auto-injects help; the
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// root injects version). They are never reported as unknown.
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var universalFlags = map[string]bool{"--help": true, "-h": true, "--version": true}
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// catalog is the source-of-truth command catalog: command path -> accepted flag
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// tokens. A path is the command words WITHOUT the "lark-cli" root prefix, e.g.
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// "contact +search-user". The root command is the empty path "".
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type catalog struct {
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flagsByPath map[string]map[string]bool
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group map[string]bool // paths that are parent groups (have subcommands)
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sorted []string // cached sorted paths for suggestCommand; invalidated on addCommand
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}
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func newCatalog() *catalog {
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return &catalog{
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flagsByPath: map[string]map[string]bool{},
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group: map[string]bool{},
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}
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}
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// setGroup records whether path is a parent group (has subcommands). Leftover
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// words after a group node are unknown subcommands; after a leaf they are
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// positionals (e.g. "api GET /path").
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func (c *catalog) setGroup(path string, isGroup bool) {
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if isGroup {
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c.group[path] = true
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}
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}
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func (c *catalog) isGroup(path string) bool { return c.group[path] }
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// addCommand registers a command path and the flags it accepts. Repeated calls
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// for the same path union the flag sets. flags are full tokens ("--query", "-q").
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func (c *catalog) addCommand(path string, flags []string) {
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set := c.flagsByPath[path]
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if set == nil {
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set = map[string]bool{}
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c.flagsByPath[path] = set
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}
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for _, f := range flags {
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set[f] = true
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}
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c.sorted = nil // invalidate cached suggestion list
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}
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func (c *catalog) hasCommand(path string) bool {
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_, ok := c.flagsByPath[path]
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return ok
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}
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// hasFlag reports whether flag is accepted by command path (universal flags
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// always pass).
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func (c *catalog) hasFlag(path, flag string) bool {
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if universalFlags[flag] {
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return true
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}
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set := c.flagsByPath[path]
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return set[flag]
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}
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// longestPrefix returns the longest known command path that is a prefix of
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// words, plus how many words it consumed. This separates real subcommands from
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// trailing positionals (e.g. "api GET /path" resolves to "api"). When words is
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// empty it falls back to the root command. ok=false means not even the first
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// word names a command.
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func (c *catalog) longestPrefix(words []string) (path string, n int, ok bool) {
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if len(words) == 0 {
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if c.hasCommand("") {
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return "", 0, true
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}
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return "", 0, false
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}
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for i := len(words); i >= 1; i-- {
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cand := strings.Join(words[:i], " ")
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if c.hasCommand(cand) {
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return cand, i, true
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}
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}
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return "", 0, false
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}
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// paths returns all known command paths, sorted.
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func (c *catalog) paths() []string {
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out := make([]string, 0, len(c.flagsByPath))
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for p := range c.flagsByPath {
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out = append(out, p)
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}
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sort.Strings(out)
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return out
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}
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// suggestCommand returns the known command path closest to want (small edit
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// distance), for error hints. Returns "" when nothing is reasonably close.
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func (c *catalog) suggestCommand(want string) string {
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if c.sorted == nil {
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c.sorted = c.paths() // built once after the catalog is fully populated
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}
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return closest(want, c.sorted)
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}
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// suggestFlag returns the flag of path closest to flag, for error hints.
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func (c *catalog) suggestFlag(path, flag string) string {
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set := c.flagsByPath[path]
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cands := make([]string, 0, len(set))
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for f := range set {
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cands = append(cands, f)
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}
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sort.Strings(cands)
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return closest(flag, cands)
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}
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// closest returns the candidate with the smallest Levenshtein distance to want,
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// but only if that distance is within a tolerance scaled to want's length
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// (avoids absurd suggestions).
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func closest(want string, cands []string) string {
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best := ""
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bestD := 1 << 30
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for _, cand := range cands {
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d := levenshtein(want, cand)
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if d < bestD {
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bestD, best = d, cand
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}
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}
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tol := len(want)/2 + 1
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if bestD > tol {
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return ""
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}
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return best
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}
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func levenshtein(a, b string) int {
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ra, rb := []rune(a), []rune(b)
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prev := make([]int, len(rb)+1)
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for j := range prev {
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prev[j] = j
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}
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for i := 1; i <= len(ra); i++ {
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cur := make([]int, len(rb)+1)
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cur[0] = i
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for j := 1; j <= len(rb); j++ {
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cost := 1
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if ra[i-1] == rb[j-1] {
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cost = 0
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}
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cur[j] = min(prev[j]+1, cur[j-1]+1, prev[j-1]+cost)
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}
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prev = cur
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}
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return prev[len(rb)]
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}
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