 That was huge, right? So just imagine if you can do the mathematics here. Let's do the mathematics. The one in Turkey, the one in Turkey was 7.8, right? So 7.8, right? 7.8 earthquake in Turkey, okay? The aftershock or the next big one was 7.5, right? And there's like hundreds of earthquakes happening below here that are anywhere between six lower, right, down to 3.53 and lower as well, right? Okay, now if you wanna know what the, how much more powerful one earthquake is relative to another earthquake, you do this, right? So forget this part, right? Because we don't care about the little aftershocks. They're still gonna knock stuff down, right? They're gonna knock down buildings because a lot of buildings that didn't go down initially with the 7.8 and 7.5, they're cracked, right? So they're gonna go down with these guys. Six will take down buildings. Six and a half will take down buildings. Even five and a half when building structures have been compromised, they'll take them down, right? Especially in certain parts of the world, right? The earthquake, earthquake proof buildings are not earthquake proof, right? But if you wanna know the difference, right? How much more powerful a 7.8 is relative to 7.5, you put it to the base 10 and you do a division, right? So seven, sorry, 10 to the power of 7.8 divided by 10 to the power of 7.5. So here, I'll punch this in from my end too. You guys do it from your end too. I'm a little slow on my computer calculator. So here, 10 to the power of 7.8, okay? Equals, but wink, it's huge, divided by 10 to the power of 7.5, 7.5, wink. 7.5, 7.5, wink. Oh, because it's, okay, hold on, I gotta do it like this. So basically, dude, don't do it the way I did it. I'm trying to think of a, what do you call it? Do it as if it was a grabbing calculator. So you would do this. When you're doing division of powers, it's 10 to the power of 7. I don't wanna go into the rules of this, but you subtract these, right? So you go 10 to the power of 7.8 minus 7.5, which is equal to 10 to the power of 0.3. So all you gotta punch in is 10 to the power of 0.3 to find out how much more powerful it is, right? So 10 to the power of 0.3. Not in my physics teaching mindset, right? Laying the stuff out to the power of 0.3, okay? So it ends up being twice as more powerful, right? So 7.8, so this ends up being basically 1.99, what was it, 1.99 something, something, eight something, what was it? Five, 9.995, you round it up to two decimal places, even it's 2.0, right? So 7.8, let's bring up a pressure on. So 10 to the power of 7.8, divided by 10 to the power of 7.5 is equal to 10 to the power of 0.3, and this is equal to two. So two times more powerful was the next earthquake, was the first earthquake was twice as powerful as the next one that hit in a couple of hours, right? Whatever number of time. It was within the day or something, right? Now in Alaska, I believe, I believe we had 10 to the power of 9.6, 9.4, I think, let's be on the safe side or average it out, 9.5 happened in Alaska, okay? Might have been in 9.2, let's go 9.2, let's go 9.2. So in Alaska, we had an earthquake of 10 to the power of 9.2, okay? Extremely powerful, divided by earthquake in Turkey, 10 to the power of 7.8. So this is going to be, oops, that's supposed to be a two. Okay, so this is going to be 10 to the power of 9.2 minus 7.8, okay? So what is that subtraction? Is 92, 92 minus 7.8, 8 times 12, 4, 7, 1, 1.4, 10 to the power of one, oops, 1.4, okay? Punch down your calculator, see what you get. Apologies just for not reading the chat. I get distracted with numbers easy. It's like, look, cheat your numbers, oh, wait, what? To the power of 1.4, 1.4, right? That's 25 times more powerful, right? So one of the largest earthquakes ever recorded happened early 19th century, early 1900s, right? It was in Alaska up here, and that was 25 times more powerful than the earthquake that just happened in Turkey and Syria, right? 25 times more powerful.