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Math Problem II: 7/1/2016 01:36:19

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% -> Modulo


If A % 6 >= 3 ,

Remove (-1) from D if true.

If D % 7 >= 4 ,

Remove (-1) from A if true.

If D % 6 >= 3 ,

Remove (-1) from A if true.




Apply the formula.


Remove decimal part of answer.

- The rounding parts were all solved when using modulo.
Math Problem II: 7/1/2016 01:45:38

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1234 % 6 = 4

D needs + 1 to add to answer


1290.95 + 1 + 1 = 1292.95


1290 % 7 = 2

1290 % 6 = 0


Needed 1292. :))))
Math Problem II: 7/1/2016 02:27:47


Dutch Desire 
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Yeah a correction connected to the Modulo is logic.

Thanks for solving the math Problem Hostile.
Math Problem II: 7/1/2016 11:14:13


DanWL 
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I've learnt that defending with 5 then someone attacking you with 3, the you counteracting with the remaining armies always works.

3v5 = no armies for the attacker and 3 armies for the defender. Then 2 (see note) v3 = 1 army for the attacker and capturing the territory.

Note: 2 armies because 1 army must stand guard.

Edit: also assuming 0% SR and default kill rates.

Edited 7/1/2016 11:26:24
Math Problem II: 7/1/2016 12:54:58


[HL] Fluk Tuation 
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Edited 7/1/2016 17:26:00
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