[argyllcms] ArgyllCMS V1.1.0 RC3 is now available
- From: Graeme Gill <graeme@xxxxxxxxxxxxx>
- To: argyllcms@xxxxxxxxxxxxx
- Date: Tue, 05 Jan 2010 00:34:17 +1100
I've just put V1.1.0 RC3 up on the website. Hopefully this will be the last RC
before the final release (assuming no one discovers a significant bug!).
Sources: <http://www.argyllcms.com/Argyll_V1.1.0_RC3_src.zip>
Executables:
MSWindows: <http://www.argyllcms.com/Argyll_V1.1.0_RC3_win32_exe.zip>
OS X PPC 10.3+:
<http://www.argyllcms.com/Argyll_V1.1.0_RC3_osx10.3_ppc_bin.tgz>
OS X Intel 10.4+
<http://www.argyllcms.com/Argyll_V1.1.0_RC3_osx10.4_i86_bin.tgz>
Linux Intel 32 bit
<http://www.argyllcms.com/Argyll_V1.1.0_RC3_linux_x86_bin.tgz>
Linux Intel 64 bit
<http://www.argyllcms.com/Argyll_V1.1.0_RC3_linux_x86_64_bin.tgz>
Summary of changes from V1.1.0 RC2:
* Improved XYZ cLUT profile B2A table quality a little by scaling the 1D
lookups.
* Improved CMYK black generation smoothness near black, and fixed xicclu -g
plot
to aid setting -kp parameters. (This may improve the "bumpy black" problem
?)
Note this changes the typical range of -kp parameters!
* Changed profile/colprof to generate matrix tags for Display XYZ PCS cLUT
profiles,
to improve compatibility with other CMMs.
* Fixed bug in i1pro driver - the linearization factors were being swapped
between low and high gain.
* Added -V option to dispcal and dispread to allow using the adaptive mode of
the
i1pro for display measurement.
* Improved targen so that it doesn't slow down as badly when a very large
number of
fixed and variable points are used together.
* Change spectro/dispcal to default to -f 1.0 (assume black is all output
offset) to
make it work in more sympathy to a typical display response.
* Changed chartread strip reading mode to allow navigating about the strips,
saving a
partially read chart, and resuming a partially read chart (chartread -r).
* Modified xicc/cam02 to clip the blue to avoid crazy behaviour outside the
spectrum locus.
* Fixed bug in Spyder 3 driver that can cause readings to be scaled by a
factor of 16.
Graeme Gill.
Other related posts:
