Class Library for Numbers 1.2.2 (Default branch)

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04-07-2008

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Class Library for Numbers 1.2.2 (Default branch)

Class Library for Numbers (CLN) is a library for computations with all kinds of numbers. Its rich set of number classes includes integers, rational numbers, floating-point numbers, complex numbers, modular integers, and univariate polynomials. It implements elementary functions (also with unlimited precision), logical functions, and transcendental functions. It is designed for memory and speed efficiency as well as interoperability. License: GNU General Public License (GPL) Changes:
The recently broken CLN-1.2.0 ABI was fixed. Building for ARM was fixed.

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LEARN ABOUT OPENSOLARIS

ppmmake

ppmmake(1)                                                    General Commands Manual                                                   ppmmake(1)

NAME

       ppmmake - create a pixmap of a specified size and color

SYNOPSIS

       ppmmake color width height

DESCRIPTION

       Produces a portable pixmap of the specified color, width, and height.

       The color can be specified in five ways:

       o      A name, assuming that a pointer to an X11-style color names file was compiled in.

       o      An X11-style hexadecimal specifier: rgb:r/g/b, where r g and b are each 1- to 4-digit hexadecimal numbers.

       o      An X11-style decimal specifier: rgbi:r/g/b, where r g and b are floating point numbers between 0 and 1.

       o      For backwards compatibility, an old-X11-style hexadecimal number: #rgb, #rrggbb, #rrrgggbbb, or #rrrrggggbbbb.

       o      For  backwards  compatibility, a triplet of numbers separated by commas: r,g,b, where r g and b are floating point numbers between 0
              and 1.  (This style was added before MIT came up with the similar rgbi style.)

SEE ALSO

       ppm(5), pbmmake(1)

AUTHOR

       Copyright (C) 1991 by Jef Poskanzer.

                                                                 24 September 1991                                                      ppmmake(1)