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reflect clay refactor in doc
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@ -1787,7 +1787,7 @@
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%- aeon-to-tako
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let
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?^(r.mun ~ [~ [t.yak (forge-nori yak)]])
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::?> ?=(^ hit) ?^(r.mun ~ [~ i.hit]) :: what do?? need [@da nori]
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::?> ?=(^ hit) ?^(r.mun ~ [~ i.hit]) :: what do?? need [@da nori]
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(query(ank ank:(descend-path:(zu ank) r.mun)) p.mun)
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::
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++ read-at-aeon :: read-at-aeon:ze
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@ -49,8 +49,6 @@ to clay is stored in this state.
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`fat` is the set of domestic servers. This stores all the information that is
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specfic to a particular ship on this pier. The keys to this map are the ships
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on the current pier.
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`hoy` is the set of foreign servers that we know anything about. This stores
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all the information that is specific to a particular foreign ship. The keys to
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this map are all the ships whose filesystems we have attempted to access
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through clay.
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@ -954,9 +952,8 @@ actually try to read the data.
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!!
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=+ ezy=?~(ref ~ (~(get by haw.u.ref) mun))
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?^ ezy ezy
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=+ nao=(~(aeon ze lim dom ran) q.mun)
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:: ~& [%aver-mun nao [%from syd lim q.mun]]
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?~(nao ~ [~ (~(avid ze lim dom ran) u.nao mun)])
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=+ nao=(~(case-to-aeon ze lim dom ran) q.mun)
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?~(nao ~ [~ (~(read-at-aeon ze lim dom ran) u.nao mun)])
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```
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We check immediately that we're not requesting the `rang` for any time other
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@ -971,21 +968,21 @@ specified by the given case, and then we try to get the data there.
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Here, we jump into `arvo/zuse.hoon`, which is where much of the algorithmic
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code is stored, as opposed to the clay interface, which is stored in
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`arvo/clay.hoon`. We examine `++aeon:ze`.
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`arvo/clay.hoon`. We examine `++case-to-aeon:ze`.
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```
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++ aeon :: aeon:ze
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++ case-to-aeon :: case-to-aeon:ze
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|= lok=case :: act count through
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^- (unit ,@ud)
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^- (unit aeon)
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?- -.lok
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%da
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?: (gth p.lok lim) ~
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|- ^- (unit ,@ud)
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|- ^- (unit aeon)
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?: =(0 let) [~ 0] :: avoid underflow
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?: %+ gte p.lok
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=< t
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%- ~(got by hut)
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%- ~(got by hit)
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%- tako-to-yaki
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%- aeon-to-tako
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let
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[~ let]
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$(let (dec let))
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@ -998,7 +995,7 @@ code is stored, as opposed to the clay interface, which is stored in
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We handle each type of `case` differently. The latter two types are easy.
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If we're requesting a revision by label, then we simply look up the requested
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label in `lab` from the given dome. If it exists, that is our number; else we
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label in `lab` from the given dome. If it exists, that is our aeon; else we
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produce null, indicating the requested revision does not yet exist.
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If we're requesting a revision by number, we check if we've yet reached that
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@ -1010,30 +1007,30 @@ scan backwards until we find the first revision committed before that date, and
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we produce that. If we requested a date before any revisions were committed,
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we produce `0`.
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Assuming we got a valid version number, `++aver` calls `++avid:ze`, which reads
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the requested data at the given revision.
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Assuming we got a valid version number, `++aver` calls `++read-at-aeon:ze`,
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which reads the requested data at the given revision.
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```
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++ avid :: avid:ze
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|= [oan=@ud mun=mood] :: seek and read
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++ read-at-aeon :: read-at-aeon:ze
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|= [oan=aeon mun=mood] :: seek and read
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^- (unit)
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?: &(?=(%w p.mun) !?=(%ud -.q.mun)) :: NB only for speed
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?^(r.mun ~ [~ oan])
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(auto:(argo oan) mun)
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(read:(rewind oan) mun)
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```
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If we're requesting the revision number with a case other than by number, then
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we go ahead and just produce the number we were given. Otherwise, we call
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`++argo` to rewind our state to the given revision, and then we call `++auto`
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`++rewind` to rewind our state to the given revision, and then we call `++read`
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to get the requested information.
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```
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++ argo :: argo:ze
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|= oan=@ud :: rewind to aeon
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++ rewind :: rewind:ze
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|= oan=aeon :: rewind to aeon
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^+ +>
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?: =(let oan) +>
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?: (gth oan let) !! :: don't have this version
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+>(ank (azel q:(~(got by hut) (~(got by hit) oan))), let oan)
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?: (gth oan let) !! :: don't have version
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+>(ank (checkout-ankh q:(tako-to-yaki (aeon-to-tako oan))), let oan)
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```
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If we're already at the requested version, we do nothing. If we're requesting
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@ -1041,11 +1038,11 @@ a version later than our head, we are unable to comply.
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Otherwise, we get the hash of the commit at the number, and from that we get
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the commit itself (the yaki), which has the map of path to lobe that represents
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a version of the filesystem. We call `++azel` to checkout the commit, and we
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a version of the filesystem. We call `++checkout-ankh` to checkout the commit, and we
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replace `ank` in our context with the result.
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```
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++ azel :: azel:ze
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++ checkout-ankh :: checkout-ankh:ze
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|= hat=(map path lobe) :: checkout commit
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^- ankh
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%- cosh
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@ -1054,7 +1051,7 @@ replace `ank` in our context with the result.
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^- ankh
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%- cosh
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?~ pat
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=+ zar=(zaul bar)
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=+ zar=(lobe-to-noun bar)
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ank(q [~ (sham zar) zar])
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=+ nak=(~(get by r.ank) i.pat)
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%= ank
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@ -1064,16 +1061,16 @@ replace `ank` in our context with the result.
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```
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Twice we call `++cosh`, which hashes a commit, updating `p` in an `ankh`.
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Let's jump into that algorithm before we describe `++azel`.
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Let's jump into that algorithm before we describe `++checkout-ankh`.
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```
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++ cosh :: locally rehash
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|= ank=ankh
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ank(p dash:(zu ank))
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|= ank=ankh :: NB v/unix.c
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ank(p rehash:(zu ank))
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```
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We simply replace `p` in the hash with the `cash` we get from a call to
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`++dash:zu`.
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`++rehash:zu`.
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```
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++ zu !: :: filesystem
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@ -1081,7 +1078,7 @@ We simply replace `p` in the hash with the `cash` we get from a call to
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=| myz=(list ,[p=path q=miso]) :: changes in reverse
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=| ram=path :: reverse path into
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|%
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++ dash :: local rehash
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++ rehash :: local rehash
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^- cash
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%+ mix ?~(q.ank 0 p.u.q.ank)
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=+ axe=1
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@ -1098,43 +1095,40 @@ We simply replace `p` in the hash with the `cash` we get from a call to
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checkout of the filesystem and access the actual data inside it. One of the
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things we can do with it is to create a recursive hash of the node.
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In `++dash`, if this node is a file, then we xor the remainder of the hash with
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the hash of the contents of the file. The remainder of the hash is `0` if we
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have no children, else we descend into our children. Basically, we do a half
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SHA-256 of the xor of the axis of this child and the half SHA-256 of the xor of
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the name of the child and the hash of the child. This is done for each child
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and all the results are xored together.
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In `++rehash`, if this node is a file, then we xor the remainder of the hash
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with the hash of the contents of the file. The remainder of the hash is `0` if
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we have no children, else we descend into our children. Basically, we do a
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half SHA-256 of the xor of the axis of this child and the half SHA-256 of the
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xor of the name of the child and the hash of the child. This is done for each
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child and all the results are xored together.
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Now we return to our discussion of `++azel`.
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Now we return to our discussion of `++checkout-ankh`.
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We fold over every path in this version of the filesystem and create a great
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ankh out of them. First, we call `++zaul` to get the raw data referred to be
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each lobe.
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ankh out of them. First, we call `++lobe-to-noun` to get the raw data referred
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to be each lobe.
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```
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++ zaul :: grab blob
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++ lobe-to-noun :: grab blob
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|= p=lobe :: ^- *
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%- zaru
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(zaal p)
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%- blob-to-noun
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(lobe-to-blob p)
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```
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This converts a lobe into the raw data it refers to by first getting the blob
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with `++zaal` and converting that into data with `++zaru`.
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with `++lobe-to-blob` and converting that into data with `++blob-to-noun`.
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```
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++ zaal :: grab blob
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|= p=lobe :: (raw)
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^- blob
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(~(got by lat) p)
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++ lobe-to-blob ~(got by lat) :: grab blob
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```
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This just grabs the blob that the lobe refers to.
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```
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++ zaru :: grab blob
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++ blob-to-noun :: grab blob
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|= p=blob
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?- -.p
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%delta (lump r.p (zaul q.p))
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%delta (lump r.p (lobe-to-noun q.p))
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%direct q.p
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%indirect q.p
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==
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@ -1211,10 +1205,10 @@ are what we expect them to be (`p.i.rug`), crashing on failure. If they're
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good, then we append the new lines in `q.i.rug` onto `war`.
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And that's really it. List merges are pretty easy. Anyway, if you recall, we
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were discussing `++azel`.
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were discussing `++checkout-ankh`.
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```
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++ azel :: azel:ze
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++ checkout-ankh :: checkout-ankh:ze
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|= hat=(map path lobe) :: checkout commit
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^- ankh
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%- cosh
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@ -1223,7 +1217,7 @@ were discussing `++azel`.
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^- ankh
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%- cosh
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?~ pat
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=+ zar=(zaul bar)
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=+ zar=(lobe-to-noun bar)
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ank(q [~ (sham zar) zar])
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=+ nak=(~(get by r.ank) i.pat)
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%= ank
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@ -1235,7 +1229,7 @@ were discussing `++azel`.
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If the path is null, then we calculate `zar`, the raw data at the path `pat` in
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this version. We produce the given ankh with the correct data.
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Otherwise, we try to get the child we're looking at from our parent `ankh`. If
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Otherwise, we try to get the child we're looking at from our parent ankh. If
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it's already been created, this succeeds; otherwise, we simply create a default
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blank ankh. We place ourselves in our parent after recursively computing our
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children.
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@ -1271,7 +1265,7 @@ In the recursion, we our path is `/english` and our ankh is again blank. We
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try to get the `english` child of our ankh, but this of course fails. Thus,
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we update our blank `/greeting` ankh with a child `english` produced by recursing.
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Now our path is null, so we call `++zaul` to get the actual data, and we place
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Now our path is null, so we call `++lobe-to-noun` to get the actual data, and we place
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it in the brand-new ankh.
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Next, we process `/greeting/russian/short`. Since our path is not null, we try
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@ -1310,54 +1304,55 @@ depending on what order the paths come in, but the resulting tree is
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independent of order.
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At any rate, we were talking about something important, weren't we? If you
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recall, that concludes our discussion of `++argo`, which was called from
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`++avid`. In summary, `++argo` returns a context in which our current state is
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(very nearly) as it was when the specified version of the desk was the head.
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This allows `++avid` to call `++auto` to read the requested information.
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recall, that concludes our discussion of `++rewind`, which was called from
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`++read-at-aeon`. In summary, `++rewind` returns a context in which our
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current state is (very nearly) as it was when the specified version of the desk
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was the head. This allows `++read-at-aeon` to call `++read` to read the
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requested information.
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```
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++ auto :: auto:ze
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++ read :: read:ze
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|= mun=mood :: read at point
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^- (unit)
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?: ?=(%v p.mun)
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[~ `dome`+<+<.auto]
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[~ `dome`+<+<.read]
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?: &(?=(%w p.mun) !?=(%ud -.q.mun))
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?^(r.mun ~ [~ let])
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?: ?=(%w p.mun)
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=+ ^= yak
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%- ~(got by hut)
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%- ~(got by hit)
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%- tako-to-yaki
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%- aeon-to-tako
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let
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?^(r.mun ~ [~ [t.yak (azul yak)]])
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::?> ?=(^ hit) ?^(r.mun ~ [~ i.hit]) :: what do?? need [@da nori]
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(amor(ank ank:(deny:(zu ank) r.mun)) p.mun)
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?^(r.mun ~ [~ [t.yak (forge-nori yak)]])
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::?> ?=(^ hit) ?^(r.mun ~ [~ i.hit]) :: what do?? need [@da nori]
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(query(ank ank:(descend-path:(zu ank) r.mun)) p.mun)
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```
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If we're requesting the dome, then we just return that immediately.
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If we're requesting the revision number of the desk and we're not requesting it
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by number, then we just return the current number of this desk. Note of course
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that this was really already handled in `++avid`.
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that this was really already handled in `++read-at-aeon`.
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If we're requesting a `%w` with a specific revision number, then we do
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something or other with the commit there. It's kind of weird, and it doesn't
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seem to work, so we'll ignore this case.
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Otherwise, we descend into the ankh tree with `++deny:zu` to the given path,
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and then we handle specific request in `++amor`.
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Otherwise, we descend into the ankh tree to the given path with
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`++descend-path:zu`, and then we handle specific request in `++query`.
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```
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++ deny :: descend recursively
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++ descend-path :: descend recursively
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|= way=path
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^+ +>
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?~(way +> $(way t.way, +> (dent i.way)))
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?~(way +> $(way t.way, +> (descend i.way)))
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```
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This is simple recursion down into the ankh tree. `++dent` descends one level,
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so this will eventually get us down to the path we want.
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This is simple recursion down into the ankh tree. `++descend` descends one
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level, so this will eventually get us down to the path we want.
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```
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++ dent :: descend
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++ descend :: descend
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|= lol=@ta
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^+ +>
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=+ you=(~(get by r.ank) lol)
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@ -1372,24 +1367,25 @@ Once we've decscended to the correct level, we need to actually deal with the
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request.
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```
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++ amor :: amor:ze
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++ query :: query:ze
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|= ren=?(%u %v %x %y %z) :: endpoint query
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^- (unit ,*)
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?- ren
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%u [~ `rang`+<+>.amor]
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%v [~ `dome`+<+<.amor]
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%u [~ `rang`+<+>.query]
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%v [~ `dome`+<+<.query]
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%x ?~(q.ank ~ [~ q.u.q.ank])
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%y [~ ache]
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%y [~ as-arch]
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%z [~ ank]
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==
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```
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Now that everything's set up, it's really easy. If they're requesting the rang
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, dome, or ankh, we give it to them. If the contents of a file, we give it to
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them if it is in fact a file. If the `arch`, then we calculate it with `++ache`.
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Now that everything's set up, it's really easy. If they're requesting the
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rang, dome, or ankh, we give it to them. If the contents of a file, we give it
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to them if it is in fact a file. If the `arch`, then we calculate it with
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`++as-arch`.
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```
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++ ache :: ache:ze
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++ as-arch :: as-arch:ze
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^- arch :: arch report
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:+ p.ank
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?~(q.ank ~ [~ p.u.q.ank])
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@ -1411,19 +1407,19 @@ rave. If the head was `&`, then it was a single request, so we handled it
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above. If `|`, then we handle it with the following code.
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```
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=+ nab=(~(aeon ze lim dom ran) p.p.rav)
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=+ nab=(~(case-to-aeon ze lim dom ran) p.p.rav)
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?~ nab
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?> =(~ (~(aeon ze lim dom ran) q.p.rav))
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?> =(~ (~(case-to-aeon ze lim dom ran) q.p.rav))
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(duce hen (rive rav))
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=+ huy=(~(aeon ze lim dom ran) q.p.rav)
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=+ huy=(~(case-to-aeon ze lim dom ran) q.p.rav)
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?: &(?=(^ huy) |((lth u.huy u.nab) &(=(0 u.huy) =(0 u.nab))))
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(blub hen)
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=+ top=?~(huy let.dom u.huy)
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=+ sar=(~(apax ze lim dom ran) u.nab r.p.rav)
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=+ ear=(~(apax ze lim dom ran) top r.p.rav)
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=+ sar=(~(lobes-at-path ze lim dom ran) u.nab r.p.rav)
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=+ ear=(~(lobes-at-path ze lim dom ran) top r.p.rav)
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=. +>.$
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?: =(sar ear) +>.$
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=+ fud=(~(gack ze lim dom ran) u.nab top)
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=+ fud=(~(make-nako ze lim dom ran) u.nab top)
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(bleb hen u.nab fud)
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?^ huy
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(blub hen)
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@ -1433,9 +1429,9 @@ above. If `|`, then we handle it with the following code.
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==
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```
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Recall that `++aeon:ze` produces the revision number that a case corresponds
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to, if it corresponds to any. If it doesn't yet correspond to a revision, then
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it produces null.
|
||||
Recall that `++case-to-aeon:ze` produces the revision number that a case
|
||||
corresponds to, if it corresponds to any. If it doesn't yet correspond to a
|
||||
revision, then it produces null.
|
||||
|
||||
Thus, we first check to see if we've even gotten to the beginning of the range
|
||||
of revisions requested. If not, then we assert that we haven't yet gotten to
|
||||
@ -1462,8 +1458,9 @@ If there will be more revisions in the subscription, then we call `++duce`,
|
||||
adding the duct to our subscribers. We modify the rove to start at the next
|
||||
revision since we've already handled all the revisions up to the present.
|
||||
|
||||
We glossed over the calls to `++apax`, `++gack`, and `++bleb`, so we'll get
|
||||
back to those right now. `++bleb` is simple, so we'll start with that.
|
||||
We glossed over the calls to `++lobes-at-path`, `++make-nako`, and `++bleb`, so
|
||||
we'll get back to those right now. `++bleb` is simple, so we'll start with
|
||||
that.
|
||||
|
||||
```
|
||||
++ bleb :: ship sequence
|
||||
@ -1477,11 +1474,11 @@ the updates since that revision. We use `++blab` to produce this result to
|
||||
the subscriber. The case is `%w` with a revision number of the beginning of the
|
||||
subscription, and the data is the nako itself.
|
||||
|
||||
We call `++apax:ze` to get the data at the particular path.
|
||||
We call `++lobes-at-path:ze` to get the data at the particular path.
|
||||
|
||||
```
|
||||
++ apax :: apax:ze
|
||||
|= [oan=@ud pax=path] :: data at path
|
||||
++ lobes-at-path :: lobes-at-path:ze
|
||||
|= [oan=aeon pax=path] :: data at path
|
||||
^- (map path lobe)
|
||||
?: =(0 oan) ~
|
||||
%- mo
|
||||
@ -1489,8 +1486,8 @@ We call `++apax:ze` to get the data at the particular path.
|
||||
%. ~
|
||||
%~ tap by
|
||||
=< q
|
||||
%- ~(got by hut)
|
||||
%- ~(got by hit)
|
||||
%- tako-to-yaki
|
||||
%- aeon-to-tako
|
||||
oan
|
||||
|= [p=path q=lobe]
|
||||
?| ?=(~ pax)
|
||||
@ -1510,20 +1507,20 @@ the hash of their data. This is simple and efficient to calculate and compare
|
||||
to later revisions. This allows us to easily tell if a node or its children
|
||||
have changed.
|
||||
|
||||
Finally, we will describe `++gack:ze`.
|
||||
Finally, we will describe `++make-nako:ze`.
|
||||
|
||||
```
|
||||
++ gack :: gack a through b
|
||||
|= [a=@ud b=@ud]
|
||||
^- [(map ,@ud tako) @ud (set yaki) (set blob)]
|
||||
++ make-nako :: gack a through b
|
||||
|= [a=aeon b=aeon]
|
||||
^- [(map aeon tako) aeon (set yaki) (set blob)]
|
||||
:_ :- b
|
||||
%- hack
|
||||
%+ pack
|
||||
(~(get by hit) a) :: if a not found, a=0
|
||||
%- need (~(get by hit) b)
|
||||
^- (map ,@ud tako)
|
||||
=- [(takos-to-yakis -<) (lobes-to-blobs ->)]
|
||||
%+ reachable-between-takos
|
||||
(~(get by hit) a) :: if a not found, a=0
|
||||
(aeon-to-tako b)
|
||||
^- (map aeon tako)
|
||||
%- mo %+ skim (~(tap by hit) ~)
|
||||
|= [p=@ud *]
|
||||
|= [p=aeon *]
|
||||
&((gth p a) (lte p b))
|
||||
```
|
||||
|
||||
@ -1537,18 +1534,18 @@ commits and produce all those numbered greater than `a` and not greater than
|
||||
The second is even easier to produce -- `b` is clearly our most recent commit.
|
||||
|
||||
The third and fourth are slightly more interesting, though not too terribly
|
||||
difficult. First, we call `++pack`.
|
||||
difficult. First, we call `++reachable-between-takos`.
|
||||
|
||||
```
|
||||
++ pack
|
||||
|= [a=(unit tako) b=tako] :: pack a through b
|
||||
++ reachable-between-takos
|
||||
|= [a=(unit tako) b=tako] :: pack a through b
|
||||
^- [(set tako) (set lobe)]
|
||||
=+ ^= sar
|
||||
?~ a ~
|
||||
(zule r:(need (~(get by hut) u.a)))
|
||||
=+ yak=`yaki`(need (~(get by hut) b))
|
||||
%+ garf (garg ~ sar) :: get lobes
|
||||
|- ^- (set tako) :: walk onto sar
|
||||
(reachable-takos r:(tako-to-yaki u.a))
|
||||
=+ yak=`yaki`(tako-to-yaki b)
|
||||
%+ new-lobes-takos (new-lobes ~ sar) :: get lobes
|
||||
|- ^- (set tako) :: walk onto sar
|
||||
?: (~(has in sar) r.yak)
|
||||
~
|
||||
=+ ber=`(set tako)`(~(put in `(set tako)`~) `tako`r.yak)
|
||||
@ -1557,71 +1554,33 @@ difficult. First, we call `++pack`.
|
||||
%+ roll p.yak
|
||||
|= [yek=tako bar=(set tako)]
|
||||
^- (set tako)
|
||||
?: (~(has in bar) yek) :: save some time
|
||||
?: (~(has in bar) yek) :: save some time
|
||||
bar
|
||||
%- ~(uni in bar)
|
||||
^$(yak (need (~(get by hut) yek)))
|
||||
^$(yak (tako-to-yaki yek))
|
||||
```
|
||||
|
||||
We take a possible starting commit and a definite ending commit, and we produce
|
||||
the set of commits and the set of data between them.
|
||||
|
||||
We let `sar` be the set of commits reachable from `a`. If `a` is null, then
|
||||
obviously no commits are reachable. Otherwise, we call `++zule` to calculate this.
|
||||
|
||||
```
|
||||
++ hack :: trivial
|
||||
|= [a=(set tako) b=(set lobe)]
|
||||
^- [(set yaki) (set blob)]
|
||||
:- %- sa %+ turn (~(tap by a) ~)
|
||||
|= tak=tako
|
||||
(need (~(get by hut) tak))
|
||||
%- sa %+ turn (~(tap by b) ~)
|
||||
|= lob=lobe
|
||||
(need (~(get by lat) lob))
|
||||
```
|
||||
obviously no commits are reachable. Otherwise, we call `++reachable-takos` to
|
||||
calculate this.
|
||||
|
||||
The type signature says everything you need to know about this. We take a set
|
||||
of hashes of commits and data and convert them into the actual commits and data
|
||||
in the most straightforward way possible.
|
||||
|
||||
```
|
||||
++ zule :: reachable
|
||||
|= p=tako :: XX slow
|
||||
++ reachable-takos :: reachable
|
||||
|= p=tako :: XX slow
|
||||
^- (set tako)
|
||||
=+ y=(~(got by hut) p)
|
||||
=+ y=(tako-to-yaki p)
|
||||
=+ t=(~(put in _(set tako)) p)
|
||||
%+ roll p.y
|
||||
|= [q=tako s=_t]
|
||||
?: (~(has in s) q) :: already done
|
||||
s :: hence skip
|
||||
(~(uni in s) ^$(p q)) :: otherwise traverse
|
||||
?: (~(has in s) q) :: already done
|
||||
s :: hence skip
|
||||
(~(uni in s) ^$(p q)) :: otherwise traverse
|
||||
```
|
||||
|
||||
```
|
||||
++ garg :: object hash set
|
||||
|= [b=(set lobe) a=(set tako)] :: that aren't in b
|
||||
^- (set lobe)
|
||||
%+ roll (~(tap in a) ~)
|
||||
|= [tak=tako bar=(set lobe)]
|
||||
^- (set lobe)
|
||||
=+ yak=(need (~(get by hut) tak))
|
||||
%+ roll (~(tap by q.yak) ~)
|
||||
|= [[path lob=lobe] far=_bar]
|
||||
^- (set lobe)
|
||||
?~ (~(has in b) lob) :: don't need
|
||||
far
|
||||
=+ gar=(need (~(get by lat) lob))
|
||||
?- -.gar
|
||||
%direct (~(put in far) lob)
|
||||
%delta (~(put in $(lob q.gar)) lob)
|
||||
%indirect (~(put in $(lob s.gar)) lob)
|
||||
==
|
||||
```
|
||||
|
||||
```
|
||||
++ garf :: garg & repack
|
||||
|= [b=(set lobe) a=(set tako)]
|
||||
^- [(set tako) (set lobe)]
|
||||
[a (garg b a)]
|
||||
```
|
||||
|
Loading…
Reference in New Issue
Block a user