mirror of
https://github.com/nim-lang/Nim.git
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* code cleanups and feature additions * added basic test and koch/CI integration * make it build on Unix * DrNim: now buildable on Unix, only takes 10 minutes, enjoy * added basic documentation for DrNim which can also be seen as the RFC we're following * drnim: change the build setup so that drnim.exe ends up in bin/ * makes simple floating point ranges work * added basic float range check * drnim: teach Z3 about Nim's range types plus code refactoring * drnim: make unsigned numbers work * added and fixed index checking under setLen * first implementation of .ensures, .invariant and .assume (.requires still missing and so is proc type compatibility checking * drnim: .requires checking implemented * drnim: implemented .ensures properly * more impressive test involving min() * drnim: check for proc type compatibility and base method compatibility wrt .requires and .ensures * testament: support for 'pattern <directory> * koch: uses new <directory> feature of testament * drnim: added tiny musings about 'old' * Make testament work with old SSL versions * koch: add support for 'koch drnim -d:release' * drnim: preparations for the param.old notation
44 lines
893 B
Nim
44 lines
893 B
Nim
discard """
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nimout: '''tbasic_array_index.nim(26, 17) Warning: cannot prove: 0 <= len(a) - 4; counter example: a.len -> 0 [IndexCheck]
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tbasic_array_index.nim(32, 5) Warning: cannot prove: 4.0 <= 1.0 [IndexCheck]
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tbasic_array_index.nim(38, 36) Warning: cannot prove: a <= 10'u32; counter example: a -> #x000000000000000b
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'''
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cmd: "drnim $file"
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action: "compile"
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"""
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{.push staticBoundChecks: defined(nimDrNim).}
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proc takeNat(n: Natural) =
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discard
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proc p(a, b: openArray[int]) =
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if a.len > 0:
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echo a[0]
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for i in 0..a.len-8:
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#{.invariant: i < a.len.}
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echo a[i]
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for i in 0..min(a.len, b.len)-1:
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echo a[i], " ", b[i]
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takeNat(a.len - 4)
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proc r(x: range[0.0..1.0]) = echo x
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proc sum() =
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r 1.0
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r 4.0
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proc ru(x: range[1u32..10u32]) = echo x
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proc xu(a: uint) =
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if a >= 4u:
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let chunk = range[1u32..10u32](a)
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ru chunk
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{.pop.}
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p([1, 2, 3], [4, 5])
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