Installa Steam
Accedi
|
Lingua
简体中文 (cinese semplificato)
繁體中文 (cinese tradizionale)
日本語 (giapponese)
한국어 (coreano)
ไทย (tailandese)
Български (bulgaro)
Čeština (ceco)
Dansk (danese)
Deutsch (tedesco)
English (inglese)
Español - España (spagnolo - Spagna)
Español - Latinoamérica (spagnolo dell'America Latina)
Ελληνικά (greco)
Français (francese)
Indonesiano
Magyar (ungherese)
Nederlands (olandese)
Norsk (norvegese)
Polski (polacco)
Português (portoghese - Portogallo)
Português - Brasil (portoghese brasiliano)
Română (rumeno)
Русский (russo)
Suomi (finlandese)
Svenska (svedese)
Türkçe (turco)
Tiếng Việt (vietnamita)
Українська (ucraino)
Segnala un problema nella traduzione
The partially filled in spaces mean you divide by 3 (1/3 of the value).
So 5/3 = 1 2/3
10/3 = 3 1/3
0 - 1 2/3 - 3 1/3 = -5
then you do the bullseye calculation, which in this case is squared
-5^2 = 25
then you move to the next ring, which is to subtract 20
25-20=5
then you repeat the bullseye, because the color still matches
5^2 = 25
Then the third ring, which is divide by 5
25/5 = 5
It was my first time doing one where they weren't whole numbers and I think it threw me off enough that I started squaring them at the wrong times. What you say makes perfect sense, I think that's the sign I needed that I'm too tired and need to resume this tomorrow.
It's not that bad, dude. 90% of them are easy enough to do in your head.
Uh, have you played any of these puzzles before? Bullseye absolutely does not mean 60.
If your method involves ignoring symbols it's obviously not correct.
Uh, no.
The guest bedroom explicitly states that the dart board does NOT follow the rules of traditional darts.
Placing the Classroom type rooms will teach you the way the math system in this works.
The biggest issue with the Billiards room is that the puzzles get more and more and more involved to the point that, yeah, I don't want to stop enjoying my run to crack out a few minutes of math. Thankfully, there is a permanent upgrade for the room that makes it only require solving a single addition problem for the key payout.