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Merge pull request #9 from manicprogrammer/main
migrate code from manicprogrammer/vc-spec-rel
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README.md

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# Verifiable Credentials Specification Relationship Map
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diagrams and documentation on the relationship of verfiable credential specifications.
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The current release contains some of the most core specifications and their related specs in a diagram.
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It does not yet address some of the items especially under DIF work groups for secure data storage, SIOP, Sidetree etc.
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There are likely all sorts of things missed but for anyone trying to get a hanlde on the space using this diagram and working through it will provide a significant leg up and help mitigate some confusion.
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Corrections welcome. This is a work in progress.
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Current release contains a draw.io diagram that will open freely in a browser and can even be edited. It also contains the primary diagram output as a png.
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## Releases
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The [Release Page](https://github.com/manicprogrammer/vc-spec-rel/releases) contains the current and past releases.
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<mxfile host="Electron" modified="2020-11-23T23:14:58.984Z" agent="5.0 (Windows NT 10.0; Win64; x64) AppleWebKit/537.36 (KHTML, like Gecko) draw.io/13.9.9 Chrome/85.0.4183.121 Electron/10.1.5 Safari/537.36" etag="v7cujmbIs3U16nlmdh2b" version="13.9.9" type="device" pages="2"><diagram id="nkFeIBB4RuUwmX5aAXWC" name="VC Spec Relationships">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</diagram><diagram 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