Documentation ¶
Overview ¶
Package netcup implements a DNS Provider for solving the DNS-01 challenge using the netcup DNS API.
Index ¶
Constants ¶
const ( EnvCustomerNumber = envNamespace + "CUSTOMER_NUMBER" EnvAPIKey = envNamespace + "API_KEY" EnvAPIPassword = envNamespace + "API_PASSWORD" EnvTTL = envNamespace + "TTL" EnvPropagationTimeout = envNamespace + "PROPAGATION_TIMEOUT" EnvPollingInterval = envNamespace + "POLLING_INTERVAL" EnvHTTPTimeout = envNamespace + "HTTP_TIMEOUT" )
Environment variables names.
Variables ¶
This section is empty.
Functions ¶
This section is empty.
Types ¶
type Config ¶
type Config struct { Key string Password string Customer string TTL int PropagationTimeout time.Duration PollingInterval time.Duration HTTPClient *http.Client }
Config is used to configure the creation of the DNSProvider.
func NewDefaultConfig ¶
func NewDefaultConfig() *Config
NewDefaultConfig returns a default configuration for the DNSProvider.
type DNSProvider ¶
type DNSProvider struct {
// contains filtered or unexported fields
}
DNSProvider implements the challenge.Provider interface.
func NewDNSProvider ¶
func NewDNSProvider() (*DNSProvider, error)
NewDNSProvider returns a DNSProvider instance configured for netcup. Credentials must be passed in the environment variables: NETCUP_CUSTOMER_NUMBER, NETCUP_API_KEY, NETCUP_API_PASSWORD.
func NewDNSProviderConfig ¶
func NewDNSProviderConfig(config *Config) (*DNSProvider, error)
NewDNSProviderConfig return a DNSProvider instance configured for netcup.
func (*DNSProvider) CleanUp ¶
func (d *DNSProvider) CleanUp(domain, token, keyAuth string) error
CleanUp removes the TXT record matching the specified parameters.
func (*DNSProvider) Present ¶
func (d *DNSProvider) Present(domain, token, keyAuth string) error
Present creates a TXT record to fulfill the dns-01 challenge.
func (*DNSProvider) Timeout ¶
func (d *DNSProvider) Timeout() (timeout, interval time.Duration)
Timeout returns the timeout and interval to use when checking for DNS propagation. Adjusting here to cope with spikes in propagation times.