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Because I can.

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I see your mistake, Sonata. You added 10+10. And then you accidentally added one instead of subtracting one. I don’t usually admit this, but I used to make the same mistake when I was younger.
Soufriere

Sunset Shimmer Fan
@Soarinjack  
What I’m saying is that Sonata is using incorrect, inconsistent notation. She’s adding the numbers in Base 12, but expressing the solution as Base 10. That’s really the only way the expression makes any logical sense.
 
Or she could just be a ditz. For realzies.
Soarinjack
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@The Twelfth Doctor Whoof  
I’m doing my calculations in the bases mentioned, using the numbers in the pciture, reverted back to base10 (for ease of comprehension).
 
So for the base 11 example: 9 in base 11 is still 9, 10 is (10)11 and 21 is (10)23. So 9 plus 11 equals 20, and not 23 as it would’ve been if base 11 was used.
Soufriere

Sunset Shimmer Fan
@The Twelfth Doctor Whoof  
However, it DOES work in Base 12, if you convert the solution back to Base 10. (still looks weird though)
 
9 is still 9, but 10 is actually twelve (because ten is “A” and eleven is “B”) ; thus 9 + 10 = 19 -> 9 + 12 = 21.
Soufriere

Sunset Shimmer Fan
Math Joke. Sonata is counting in Base 11 and then converting the answer back to Base 10.
 
@Classy, @Soarinjack  
That’s not how bases work. In Base 11, 9 is still 9 but 10 is 11 (since ten would be “A”) ; so 9 + 10 = 19 = 21
Soarinjack
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So, considering the 9, this is least base 10 and since we all know this doesn’t work, let’s continue.
 
Base 11: 9 + 11 = 23
 
Base 12: 9 + 12 = 25
 
Base 13: 9 + 13 = 27
 
Sorry, Sonata. it doesn’t work, but I’ll give you this tace menu as a consolation price. Friends?
Classy

Guys, she’s counting on base 11.
 
…Which makes 9, 10, and 10, 11. Ergo, that makes it 10 + 11 = 21.
 
Sonata likes to go one step beyond, it seems.
ElvinEnchant
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much der, ver cervine
Well, actually, she is technically right. If (9 + 10) * 0 = 0, and 21 * 0 = 0, then (10 + 9) * 0 = 0 * 21, and then divide both sides by zero, and you get (10 + 9) = 21.