name: amazonka-glacier version: 0.3.3 synopsis: Amazon Glacier SDK. homepage: https://github.com/brendanhay/amazonka license: OtherLicense license-file: LICENSE author: Brendan Hay maintainer: Brendan Hay copyright: Copyright (c) 2013-2014 Brendan Hay category: Network, AWS, Cloud, Distributed Computing build-type: Simple extra-source-files: README.md cabal-version: >= 1.10 description: Amazon Glacier is a secure, durable, and extremely low-cost storage service for data archiving and online backup. Customers can reliably store large or small amounts of data for as little as $0.01 per gigabyte per month, a significant savings compared to on-premises solutions. To keep costs low, Amazon Glacier is optimized for infrequently accessed data where a retrieval time of several hours is suitable. . /See:/ . /Warning:/ This is an experimental preview release which is still under heavy development and not intended for public consumption, caveat emptor! source-repository head type: git location: git://github.com/brendanhay/amazonka.git library default-language: Haskell2010 hs-source-dirs: src gen ghc-options: -Wall exposed-modules: Network.AWS.Glacier , Network.AWS.Glacier.AbortMultipartUpload , Network.AWS.Glacier.CompleteMultipartUpload , Network.AWS.Glacier.CreateVault , Network.AWS.Glacier.DeleteArchive , Network.AWS.Glacier.DeleteVault , Network.AWS.Glacier.DeleteVaultNotifications , Network.AWS.Glacier.DescribeJob , Network.AWS.Glacier.DescribeVault , Network.AWS.Glacier.GetDataRetrievalPolicy , Network.AWS.Glacier.GetJobOutput , Network.AWS.Glacier.GetVaultNotifications , Network.AWS.Glacier.InitiateJob , Network.AWS.Glacier.InitiateMultipartUpload , Network.AWS.Glacier.ListJobs , Network.AWS.Glacier.ListMultipartUploads , Network.AWS.Glacier.ListParts , Network.AWS.Glacier.ListVaults , Network.AWS.Glacier.SetDataRetrievalPolicy , Network.AWS.Glacier.SetVaultNotifications , Network.AWS.Glacier.Types , Network.AWS.Glacier.UploadArchive , Network.AWS.Glacier.UploadMultipartPart other-modules: build-depends: amazonka-core == 0.3.3.* , base >= 4.7 && < 5