google_api_content v0.38.0 GoogleApi.Content.V2.Model.LiasettingsCustomBatchRequestEntry View Source
Attributes
accountId
(type:String.t
, default:nil
) - The ID of the account for which to get/update account LIA settings.batchId
(type:integer()
, default:nil
) - An entry ID, unique within the batch request.contactEmail
(type:String.t
, default:nil
) - Inventory validation contact email. Required only for SetInventoryValidationContact.contactName
(type:String.t
, default:nil
) - Inventory validation contact name. Required only for SetInventoryValidationContact.country
(type:String.t
, default:nil
) - The country code. Required only for RequestInventoryVerification.gmbEmail
(type:String.t
, default:nil
) - The GMB account. Required only for RequestGmbAccess.liaSettings
(type:GoogleApi.Content.V2.Model.LiaSettings.t
, default:nil
) - The account Lia settings to update. Only defined if the method isupdate
.merchantId
(type:String.t
, default:nil
) - The ID of the managing account.method
(type:String.t
, default:nil
) - The method of the batch entry.Acceptable values are:
- "
get
" - "
getAccessibleGmbAccounts
" - "
requestGmbAccess
" - "
requestInventoryVerification
" - "
setInventoryVerificationContact
" - "
update
"
- "
posDataProviderId
(type:String.t
, default:nil
) - The ID of POS data provider. Required only for SetPosProvider.posExternalAccountId
(type:String.t
, default:nil
) - The account ID by which this merchant is known to the POS provider.
Link to this section Summary
Functions
Unwrap a decoded JSON object into its complex fields.
Link to this section Types
Specs
t() :: %GoogleApi.Content.V2.Model.LiasettingsCustomBatchRequestEntry{ accountId: String.t(), batchId: integer(), contactEmail: String.t(), contactName: String.t(), country: String.t(), gmbEmail: String.t(), liaSettings: GoogleApi.Content.V2.Model.LiaSettings.t(), merchantId: String.t(), method: String.t(), posDataProviderId: String.t(), posExternalAccountId: String.t() }
Link to this section Functions
Specs
Unwrap a decoded JSON object into its complex fields.