parent
e5478b32a8
commit
5bb6c67a45
2 changed files with 98 additions and 1 deletions
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@ -39,7 +39,7 @@
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- Added `sugar.outplace` for turning in-place algorithms like `sort` and `shuffle` into
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- Added `sugar.outplace` for turning in-place algorithms like `sort` and `shuffle` into
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operations that work on a copy of the data and return the mutated copy. As the existing
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operations that work on a copy of the data and return the mutated copy. As the existing
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`sorted` does.
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`sorted` does.
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- Added `sugar.collect` that does comprehension for seq/set/table collections.
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## Library changes
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## Library changes
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@ -265,6 +265,89 @@ when (NimMajor, NimMinor) >= (1, 1):
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copyNimNode(call).add callsons,
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copyNimNode(call).add callsons,
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tmp)
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tmp)
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proc transLastStmt(n, res, bracketExpr: NimNode): (NimNode, NimNode, NimNode) =
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# Looks for the last statement of the last statement, etc...
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case n.kind
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of nnkStmtList, nnkStmtListExpr, nnkBlockStmt, nnkBlockExpr, nnkWhileStmt,
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nnkForStmt, nnkIfExpr, nnkIfStmt, nnkTryStmt, nnkCaseStmt,
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nnkElifBranch, nnkElse, nnkElifExpr:
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result[0] = copyNimTree(n)
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result[1] = copyNimTree(n)
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result[2] = copyNimTree(n)
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if n.len >= 1:
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(result[0][^1], result[1][^1], result[2][^1]) = transLastStmt(n[^1], res,
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bracketExpr)
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of nnkTableConstr:
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result[1] = n[0][0]
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result[2] = n[0][1]
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bracketExpr.add([newCall(bindSym"typeof", newEmptyNode()), newCall(
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bindSym"typeof", newEmptyNode())])
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template adder(res, k, v) = res[k] = v
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result[0] = getAst(adder(res, n[0][0], n[0][1]))
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of nnkCurly:
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result[2] = n[0]
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bracketExpr.add(newCall(bindSym"typeof", newEmptyNode()))
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template adder(res, v) = res.incl(v)
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result[0] = getAst(adder(res, n[0]))
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else:
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result[2] = n
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bracketExpr.add(newCall(bindSym"typeof", newEmptyNode()))
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template adder(res, v) = res.add(v)
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result[0] = getAst(adder(res, n))
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macro collect*(init, body: untyped): untyped =
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## Comprehension for seq/set/table collections. ``init`` is
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## the init call, and so custom collections are supported.
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##
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## The last statement of ``body`` has special syntax that specifies
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## the collection's add operation. Use ``{e}`` for set's ``incl``,
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## ``{k: v}`` for table's ``[]=`` and ``e`` for seq's ``add``.
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##
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## The ``init`` proc can be called with any number of arguments,
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## i.e. ``initTable(initialSize)``.
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runnableExamples:
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import sets, tables
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let data = @["bird", "word"]
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## seq:
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let k = collect(newSeq):
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for i, d in data.pairs:
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if i mod 2 == 0: d
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assert k == @["bird"]
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## seq with initialSize:
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let x = collect(newSeqOfCap(4)):
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for i, d in data.pairs:
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if i mod 2 == 0: d
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assert x == @["bird"]
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## HashSet:
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let y = initHashSet.collect:
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for d in data.items: {d}
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assert y == data.toHashSet
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## Table:
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let z = collect(initTable(2)):
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for i, d in data.pairs: {i: d}
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assert z == {1: "word", 0: "bird"}.toTable
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# analyse the body, find the deepest expression 'it' and replace it via
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# 'result.add it'
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let res = genSym(nskVar, "collectResult")
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expectKind init, {nnkCall, nnkIdent, nnkSym}
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let bracketExpr = newTree(nnkBracketExpr,
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if init.kind == nnkCall: init[0] else: init)
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let (resBody, keyType, valueType) = transLastStmt(body, res, bracketExpr)
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if bracketExpr.len == 3:
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bracketExpr[1][1] = keyType
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bracketExpr[2][1] = valueType
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else:
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bracketExpr[1][1] = valueType
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let call = newTree(nnkCall, bracketExpr)
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if init.kind == nnkCall:
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for i in 1 ..< init.len:
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call.add init[i]
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result = newTree(nnkStmtListExpr, newVarStmt(res, call), resBody, res)
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when isMainModule:
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when isMainModule:
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import algorithm
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import algorithm
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@ -282,3 +365,17 @@ when (NimMajor, NimMinor) >= (1, 1):
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let c = b.outplace shuffle()
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let c = b.outplace shuffle()
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doAssert c[0] == 1
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doAssert c[0] == 1
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doAssert c[1] == 0
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doAssert c[1] == 0
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#test collect
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import sets, tables
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let data = @["bird", "word"] # if this gets stuck in your head, its not my fault
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assert collect(newSeq, for (i, d) in data.pairs: (if i mod 2 == 0: d)) == @["bird"]
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assert collect(initTable(2), for (i, d) in data.pairs: {i: d}) == {1: "word",
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0: "bird"}.toTable
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assert initHashSet.collect(for d in data.items: {d}) == data.toHashSet
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let x = collect(newSeqOfCap(4)):
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for (i, d) in data.pairs:
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if i mod 2 == 0: d
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assert x == @["bird"]
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