CopyTo folderContent InputServerObject is a Folder CopyProperties object. is a messageContent InputServerObject Message object. InputServerObject is an attachmentContent Attachment object. CopyMessages messageList Always. CopyFolder Always. topFolder FastTransfer streams produced by operations initiated by the RopSynchronizationConfigure ROP are intended for processing on the client only. FastTransfer streams produced by operations initiated with the RopFastTransferSource* ROPs can either be processed by the client or uploaded to the server through an operation initiated by See section 2.2.3.1.2.1.1 for details RopFastTransferDestinationConfigure. about the applicability of FastTransfer streams to FastTransfer upload operations. Protocol Details Common Details Abstract Data Model The protocol details in sections 3.1.1.1 through 3.1.1.3.3.2.5 contain formulas operating on sets of elements, which include the operators and special identifiers listed in the following table. Example Definition or special A B of two sets. Every element in the resulting set belongs to either A, or B, or both.
CopyTo CopyProperties folderContent InputServerObject is a Folder object. messageContent InputServerObject is a Message object. attachmentContent InputServerObject is an Attachment object. CopyMessages messageList Always. CopyFolder topFolder Always. FastTransfer streams produced by operations initiated by the RopSynchronizationConfigure ROP are intended for processing on the client only. FastTransfer streams produced by operations initiated with the RopFastTransferSource* ROPs can either be processed by the client or uploaded to the server through an operation initiated by RopFastTransferDestinationConfigure. See section 2.2.3.1.2.1.1 for details about the applicability of FastTransfer streams to FastTransfer upload operations. Protocol Details Common Details Abstract Data Model The protocol details in sections 3.1.1.1 through 3.1.1.3.3.2.5 contain formulas operating on sets of elements, which include the operators and special identifiers listed in the following table. or special Example Definition A B of two sets. Every element in the resulting set belongs to either A, or B, or both.