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• Why would you be talking out loud, WHEN YOUR TRYING TO STEAL GOLD? I THOUGHT HUMAN-LIKE THINGS ARE SMARTER THAN ANTS!﻿
• I h﻿ave finally got to the 1 handful of gold like Hades had asked. Or in other words, as Hades had asked, the 60 handful of gold. Any number to the power of 0 is equal to 1!
• That 1 handful contains 4 gold coins, right? Oh who am I kidding, I'm always right! 4 gold coins are also known as 2﻿﻿2
• ﻿Ego much?
• I shall multiply the number of coins by ﻿24 ﻿. And you get the quotient of the product of 22 ﻿and 2^4 by 2^3.
• We wouldn't even have the 4 coins in the beginning if it weren't for me... and I thought I was the evil one. ﻿
• What we have: 2^2 coins What I am changing(product): 2^2 * 2^4 = ﻿2^4﻿+﻿﻿2= 2^6 coins What you get(that you don't deserve)= 2^6 / (2^3) = 2^(6﻿﻿-3) = 2^3 coins
• Let me be the teacher (a bett﻿er one)!
• When you divide two exponents with the same base, you subtract the exponents. When multiplying, you add the exponents. The base stays the same. ﻿
• In a nutshell, ﻿
• ﻿So can I get my 2^3? coins. Or as normal people say it, 8 coins.
• ﻿Oh right. I get 56 coins because 2^6(what I made the amount) - 2^3 (the money you get) = 64-8 = 56 coins
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