vegadns

package
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Published: Nov 5, 2018 License: MIT Imports: 7 Imported by: 0

Documentation

Overview

Package vegadns implements a DNS provider for solving the DNS-01 challenge using VegaDNS.

Index

Constants

This section is empty.

Variables

This section is empty.

Functions

This section is empty.

Types

type Config

type Config struct {
	BaseURL            string
	APIKey             string
	APISecret          string
	PropagationTimeout time.Duration
	PollingInterval    time.Duration
	TTL                int
}

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 describes a provider for VegaDNS

func NewDNSProvider

func NewDNSProvider() (*DNSProvider, error)

NewDNSProvider returns a DNSProvider instance configured for VegaDNS. Credentials must be passed in the environment variables: VEGADNS_URL, SECRET_VEGADNS_KEY, SECRET_VEGADNS_SECRET.

func NewDNSProviderConfig

func NewDNSProviderConfig(config *Config) (*DNSProvider, error)

NewDNSProviderConfig return a DNSProvider instance configured for VegaDNS.

func NewDNSProviderCredentials

func NewDNSProviderCredentials(vegaDNSURL string, key string, secret string) (*DNSProvider, error)

NewDNSProviderCredentials uses the supplied credentials to return a DNSProvider instance configured for VegaDNS. Deprecated

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.

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