package addrs import ( "strings" ) // Module is an address for a module call within configuration. This is // the static counterpart of ModuleInstance, representing a traversal through // the static module call tree in configuration and does not take into account // the potentially-multiple instances of a module that might be created by // "count" and "for_each" arguments within those calls. // // This type should be used only in very specialized cases when working with // the static module call tree. Type ModuleInstance is appropriate in more cases. // // Although Module is a slice, it should be treated as immutable after creation. type Module []string // RootModule is the module address representing the root of the static module // call tree, which is also the zero value of Module. // // Note that this is not the root of the dynamic module tree, which is instead // represented by RootModuleInstance. var RootModule Module // IsRoot returns true if the receiver is the address of the root module, // or false otherwise. func (m Module) IsRoot() bool { return len(m) == 0 } func (m Module) String() string { if len(m) == 0 { return "" } var steps []string for _, s := range m { steps = append(steps, "module", s) } return strings.Join(steps, ".") } func (m Module) Equal(other Module) bool { if len(m) != len(other) { return false } for i := range m { if m[i] != other[i] { return false } } return true } func (m Module) targetableSigil() { // Module is targetable } // TargetContains implements Targetable for Module by returning true if the given other // address either matches the receiver, is a sub-module-instance of the // receiver, or is a targetable absolute address within a module that // is contained within the receiver. func (m Module) TargetContains(other Targetable) bool { switch to := other.(type) { case Module: if len(to) < len(m) { // Can't be contained if the path is shorter return false } // Other is contained if its steps match for the length of our own path. for i, ourStep := range m { otherStep := to[i] if ourStep != otherStep { return false } } // If we fall out here then the prefixed matched, so it's contained. return true case ModuleInstance: return m.TargetContains(to.Module()) case ConfigResource: return m.TargetContains(to.Module) case AbsResource: return m.TargetContains(to.Module) case AbsResourceInstance: return m.TargetContains(to.Module) default: return false } } func (m Module) AddrType() TargetableAddrType { return ModuleAddrType } // Child returns the address of a child call in the receiver, identified by the // given name. func (m Module) Child(name string) Module { ret := make(Module, 0, len(m)+1) ret = append(ret, m...) return append(ret, name) } // Parent returns the address of the parent module of the receiver, or the // receiver itself if there is no parent (if it's the root module address). func (m Module) Parent() Module { if len(m) == 0 { return m } return m[:len(m)-1] } // Call returns the module call address that corresponds to the given module // instance, along with the address of the module that contains it. // // There is no call for the root module, so this method will panic if called // on the root module address. // // In practice, this just turns the last element of the receiver into a // ModuleCall and then returns a slice of the receiever that excludes that // last part. This is just a convenience for situations where a call address // is required, such as when dealing with *Reference and Referencable values. func (m Module) Call() (Module, ModuleCall) { if len(m) == 0 { panic("cannot produce ModuleCall for root module") } caller, callName := m[:len(m)-1], m[len(m)-1] return caller, ModuleCall{ Name: callName, } } // Ancestors returns a slice containing the receiver and all of its ancestor // modules, all the way up to (and including) the root module. The result is // ordered by depth, with the root module always first. // // Since the result always includes the root module, a caller may choose to // ignore it by slicing the result with [1:]. func (m Module) Ancestors() []Module { ret := make([]Module, 0, len(m)+1) for i := 0; i <= len(m); i++ { ret = append(ret, m[:i]) } return ret }