From:	Robert Hoehne <Robert DOT Hoehne AT Mathematik DOT tu-chemnitz DOT de>
Newsgroups:	comp.os.msdos.djgpp
Subject:	RHIDE default config and saving options
Date:	Fri, 06 Dec 1996 13:54:51 +0100
Organization:	TU Chemnitz-Zwickau
Lines:	46
Message-ID:	<32A8179B.4CEA@Mathematik.tu-chemnitz.de>
NNTP-Posting-Host:	errno.hrz.tu-chemnitz.de
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CC:	e8725229 AT stud1 DOT tuwien DOT ac DOT at, tudor AT cam DOT org, gg AT arh0259 DOT urh DOT uiuc DOT edu
To:	djgpp AT delorie DOT com
DJ-Gateway:	from newsgroup comp.os.msdos.djgpp

Because of many questions about the subject, I will try
to make it somewhat claerer:

- It is not possible to save the options, which you have
  customized in a separate file. This only possible, when
  you are working on a project and then the options are
  saved automaticaly to the project

- What is a default project file??
    The so called 'default project' is used by RHIDE when
    it should create a new project. That means, when you
    select "Project|Open project" from the menu and type
    there a not existing project file or when you give
    on commandline (when starting RHIDE) a not existing
    project.
    In these cases RHIDE opens the 'default project' for
    getting all the options which are made in that project
    and applies them in your newly created project.

- How to create such a 'default project'??
    I ever thought, that my description in the doc (In the
    chapter Some FAQ's) are clear enough. But it seems, that
    I'm wrong in that assumption (may be my not so good English
    or that I know it but cannot explain good).
    
    The default project MUST be located in the directory, where
    'rhide.exe' is and MUST have the name 'rhide.gpr'. For 
    creating or modifying that 'default project' simply change
    to that directory and type
    
    rhide rhide

    Then RHIDE will use the file 'rhide.gpr' as the project. Now
    customize anything which you want and exit RHIDE. That's all.

So, I hope that I was clear enough now. If not, please is there
someone who did it already successfull and can explain it betther??

Robert
-- 
*****************************************************************
* Robert Hoehne, Fakultaet fuer Mathematik, TU-Chemnitz-Zwickau *
* Post:    Am Berg 3, D-09573 Dittmannsdorf                     *
* e-Mail:  Robert DOT Hoehne AT Mathematik DOT TU-Chemnitz DOT DE              *
* WWW:     http://www.tu-chemnitz.de/~rho                       *
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