Random Swap in Worded Problems

You know the Random Swap option that allows you to make the conditions of the problems more diverse by putting them into {{{ }}} brackets.

{{{Find}}}-{{{Choose}}}-{{{Select}}} the mode of the following {{{set}}}-{{{list}}} of numbers.

As a result, the conditions Find, Choose and Select get stored and pop up randomly one by one as you refresh the screen. You can also use Random Swap to make the worded problems text more diverse. To give you an example, here's the question where the text of the problem is randomized with Random Swap.

There are ###c### people working for a {{{newspaper}}}-{{{journal}}}-{{{magazine}}}. ###a### of them are {{{news writers}}}-{{{editors}}}, ###b### of them are {{{journalists}}}-{{{reporters}}} and the rest of them are {a{columnists}}}-{b{critics}}}-{c{PR managers}}}-{d{advertisers}}}. How many {a{columnists}}}-{b{critics}}}-{c{PR managers}}}-{d{advertisers}}} are working there?

You can make the nouns randomized by the Swap hold together by creating a linked sequence between the brackets like this.

{a{columnists}}}-{b{critics}}}-{c{PR managers}}}-{d{advertisers}}}

So every time you have columnists popping up earlier in the text, you will have columnists in all the further sentences. So the randomization matches itself in the problem.