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Thanks Works like a charm!

Here's some reduced code with output. The extra space is visible between lines 1 and 2.


\documentclass[12pt, titlepage]{article}
\usepackage{cjhebrew}


\newcommand{\RItem}{\vspace{\itemsep}\par\hspace{-\leftmargin}%
\makebox[\labelwidth][r]{\RLabel}\hspace{\labelsep}}

\newenvironment ...

I found a small bug in the code. The numbered list reverses numbers such as 123 to 312. I found a fix though:

RLabel should be defined as


\newcommand{\RLabel}{\refstepcounter{enumi}\cjLR{\normalfont\theenumi}}%


The cjhebrew command \cjLR reverses the number.

Also i noticed another problem ...

Thanks for the tips! :)

I tested your ideas, and after getting inspired even more I came across the perfect and most flexible solution: The picture environment!


\begin{picture}(width,height)%
\put(x-coordinate,y-coordinate){The object you want there.}%
\end{picture}%


The hebrew worked ...

Hello,

I'm looking for a way to put a character above another character, like putting a circle over A, such as in Å. Specifically, i'm trying to find out how to put characters over hebrew characters. I'm writing hebrew using a package called cjhebrew . Below is a picture of what i'm thinking about ...

Awesome! Thanks Juanjo! :) It works perfectly. This case has been solved.

For other people reading this in the future:

When using cjhebrew, if you want to insert "regular" latin text into the items in the list you can use the following code:


\cjLR{
\begin{normalfont}
I'm a piece of regular ...

I'm able to easily produce reversed text using the package cjhebrew. However, i'm not able to float the list to the right, nor put the list bullets on the right.

Perhaps it is possible to modify the enumerate environment?

Does anybody have any idea?

Hey there,

I'm trying to make a regular bulleted list (with "enumerate"), that suits right-to-left languages such as hebrew. I'm a new latex user, and I haven't figured out how to do it.

I'd like it to be a mirror image of a normal list. This means that the item tokens are furthest to the right ...