Julia translation

Thanks for your time once more, PHP translation updated.

• defense corrected
• parantheses added
• Removed duplicate output
• Random tests now 200.

I hope it can be approved :)

Corrected to 200, sorry, my mistake.

"{$yourType} v {$opponentType}, with attack ({$attack}) and defence ({$defense}): expected {$expected}, actual {$output} "

• It says defense everywhere in the description, so it should be ...and defense... in the error message too.
• yourType and opponentType should be enclosed in parantheses to improve readability
• Saying expected {$expected}, actual {$output} is pointless when this info is output by default:

water v grass, with attack (97) and defence (97): expected 25, actual 26 
Failed asserting that 26 is identical to 25.

Only 2 random tests again.

PHP translation translation added :). Please, review and approve (the author is inactive).

Corrected actual/expected

The actual/expected values are flipped everywhere.

Defense is now always equal or lower than attack

That's not the point. Look at how RNG is implemented in all other languages.

do I need to create another fork

I've changed the description recently (a small fix in the wording), and now there's another translation pending which might end up with a merge issue even if you apply identical changes in your translation. If you manage to fix the issues above, create a new translation and simply copy-paste everything into it from here.

Hi,
Thanks for the feedback, I've updated the translation.

• Random tests corrected 2 to 200 (same as JS)
• Corrected actual/expected
• Defense is now always equal or lower than attack.

I'm not sure what I need to do next, do I need to create another fork? Or can the corrected version be changed from Rejected to Accepted?

• Only 2 random tests
• The actual/expected values are flipped
• The RNG for defense is bad

Elixir translation awaiting approval.

PHP translation added :)

My mistake, I've read the comments and now understand, as the title says "decomposition". I need to try decomposing the factorial in steps, rather than calculating the factorial as whole.