3. Why are there 1 million random tests?

1. Use assert.strictEqual instead of assert.equal
2. Why are there no tests that checks max < base? I think this case should be valid.

.

Approved

Update Fork

• Implementation for the suggestion below
• Tests cleanup (using chai for assertion and tests rewrite)
• Removed the tester(26, 40, 33) test (since it goes against the input constraint)

JS translation goes against the constraint of N in the description

The number of pages and the number N are positive integers.

1. If the direction is unrecognized, return the original position.

   It was not mentioned what kind of direction is "recognizable" and what is not in the description.

2. Description contradicts the order of input in the actual code and tests

3. For invalid direction in random tests, modifying the input array and then returning it will pass the assertion. This shouldn't happen.

1. Assertions are done incorrectly
2. random_valid_key and random_invalid_key are missing from the tests
3. The function name that must be written in code is different from the one in description

test.assert_equals(U_n(1232, 4535, 5345, 0), 0)

This edge case goes against the constraint of k in the description

Done. Lmk if I missed any.

Ok, now I get what's wrong with my scoring code. Thanks :)

[["Galahad","Azure","HA"],["Lancelot","Azure","CA"]]: expected [ 'Yay!' ] to deeply equal [ 'Nay!' ]

Why should this result in 'Nay!'? Isn't Lancelot's score is +1 since they're on the same Faction?

Well, you can use one of the solutions that are already submitted as reference solution if you have some problem making a new one. I myself don't mind if you wanna use my solution.

I think there should be code length limitation for the problem (to prevent hard-coding).

I'm fairly sure that the refsol misses some cases.

For n=12, k=25, it expects to return "". But there is 25th sliceprime for that base, which is 35B7

1. 3 is prime
2. 3*12 + 5 = 41 is prime
3. 3*144 + 5*12 + B = 503 is prime
4. 3*1728 + 5*144 + B*12 + 7 = 6043 is prime
5. 5 is prime
6. 5*12 + B = 71 is prime
7. 5*144 + B*12 + 7 = 859 is prime
8. B = 11 is prime
9. B*12 + 7 = 139 is prime
10. 7 is prime