"Michael S. Tsirkin" writes:
> On Wed, Jun 15, 2016 at 10:41:50PM +0200, Markus Armbruster wrote:
>> Range represents a range as follows. Member @start is the inclusive
>> lower bound, member @end is the exclusive upper bound. Zero @end is
>> special: if @start is also zero, the range is empty,
On Wed, Jun 15, 2016 at 10:41:50PM +0200, Markus Armbruster wrote:
> Range represents a range as follows. Member @start is the inclusive
> lower bound, member @end is the exclusive upper bound. Zero @end is
> special: if @start is also zero, the range is empty, else @end is to
> be interpreted as
Eric Blake writes:
> On 06/15/2016 02:41 PM, Markus Armbruster wrote:
>> Range represents a range as follows. Member @start is the inclusive
>> lower bound, member @end is the exclusive upper bound. Zero @end is
>> special: if @start is also zero, the range is empty, else @end is to
>> be inter
On 06/15/2016 02:41 PM, Markus Armbruster wrote:
> Range represents a range as follows. Member @start is the inclusive
> lower bound, member @end is the exclusive upper bound. Zero @end is
> special: if @start is also zero, the range is empty, else @end is to
> be interpreted as 2^64. No other e
Range represents a range as follows. Member @start is the inclusive
lower bound, member @end is the exclusive upper bound. Zero @end is
special: if @start is also zero, the range is empty, else @end is to
be interpreted as 2^64. No other empty ranges may occur.
The range [0,2^64-1] cannot be re
