% Copyright 2007 TeX Users Group. % You may freely use, modify and/or distribute this file. \typesize=12pt % The following wires in open face brackets instead of brackets % \mathcode`\[="4182 % \mathcode`\]="4183 % \delcode`\[="182382 % \delcode`\]="183383 \input lucidabr.mac \noheaders \noindent This is a test of nested radicals $\sqrt{5}/2$, $\sqrt{{a\over b}}$, $\sqrt{\sqrt{\pi}}$, $\sqrt{\sqrt{{a\over b}}}$ \noindent This is a test of (displayed) nested radicals (nesting radicals?) % $$\sqrt{-1} + \sqrt{\sqrt{-1}} + \sqrt{\sqrt{\sqrt{-1}}} + \sqrt{\sqrt{\sqrt{\sqrt{-1}}}}$$ % This is a test of (displayed) nested radicals (nesting radicals?) % $$\sqrt{{a\over b}} + \sqrt{\sqrt{{a\over b}}} + \sqrt{\sqrt{\sqrt{{a\over b}}}} + \sqrt{\sqrt{\sqrt{\sqrt{{a\over b}}}}}$$ % This is a test of (displayed) nested radicals (nesting radicals?) % $$\sqrt{{{a\over b} + x\over x + {c\over d}}} + \sqrt{\sqrt{{{a\over b} + x\over x + {c\over d}}}} + \sqrt{\sqrt{\sqrt{{{a\over b} + x\over x + {c\over d}}}}} + \sqrt{\sqrt{\sqrt{\sqrt{{{a\over b} + x\over x + {c\over d}}}}}}$$ % That was a test of (displayed) nested radicals (nesting radicals?) % This is a test of displayed nested integral signs. % $$\int \eta^2\,d\eta + % \int \sqrt{\int \eta^2\,d\eta} + % \int \sqrt{\int \sqrt{\int \eta^2\,d\eta}} + % \int \sqrt{{\int \sqrt{\int \eta^2\,d\eta}}}$$ % This is a test of displayed nested integral signs. \noindent This is a test of nested brackets $$[a b c] + \bigl[[a b c] + [a b c]\bigr] + \Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + [a b c]\bigr]\Bigr]$$ % $$\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + % [a b c]\bigr]\Bigr]\biggr] + % \Biggl[\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + % \bigl[[a b c] + [a b c]\bigr]\Bigr]\biggr]\Biggr]$$ $$\left[\sqrt{\left[\sqrt{ \Biggl[\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + [a b c]\bigr]\Bigr]\biggr]\Biggr]}\right]}\right]$$ That was a test of nested brackets \mathcode`\[="4182 \mathcode`\]="4183 \delcode`\[="182382 \delcode`\]="183383 \noindent This is a test of nested open face brackets $$[a b c] + \bigl[[a b c] + [a b c]\bigr] + \Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + [a b c]\bigr]\Bigr]$$ % $$\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + % [a b c]\bigr]\Bigr]\biggr] + % \Biggl[\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + % \bigl[[a b c] + [a b c]\bigr]\Bigr]\biggr]\Biggr]$$ $$\left[\sqrt{\left[\sqrt{ \Biggl[\biggl[\Bigl[\bigl[[a b c] + [a b c]\bigr] + \bigl[[a b c] + [a b c]\bigr]\Bigr]\biggr]\Biggr]}\right]}\right]$$ That was a test of nested open face brackets \end