THE FINAL COUNTDOWN!!! https://www.youtube.com/watch?v=9jK-NcRmVcw

@debbie Answer: "Because OCTal 31 = DECimal 25." The number \(31\) in base \(8\) is equal to the number \(25\) in base \(10.\) $$ 31_8 = 25_{10} $$ This is because a "ten" would equal \(8\) instead of \(10\) in base \(8,\) so three tens would equal \(3 \times 8 = 24.\) Add the \(1,\) and that gives you \(25!\)

Yeah... Why is it taking so long to get 314? we should have done something like 31 upvotes.

@divinedolphin Yay, you did it!

@RZ923 woah

Apparently no embedded video but google search works just as well

@RZ923 Yes, I definitely know who you are by now. Same for many others Even still, I would like to protect people's privacy by not providing their usernames. It is so great to see you as well as many other familiar faces at the live streams!

It took like 4 months for her to get 100 but it's only been like 2 weeks and she has 300

Sat 5/30/20 Live stream topics Did you see the Space X launch? Do you think this will change the world? Do you think celebrities get mobs of fans at their house? How do I prepare for AOIME? Why am I getting alerts from NOVID? Which would you choose, pizza or taco or hot dog? Do you guys have mobs of people at your office? Opinions on Dyson spheres (huge megastructures that completely cover the sun and can harness its power) What do you think every human being should achieve in life? How many people have downloaded NOVID so far? What's your least favorite subject? Does learning a language help you in the future? Can you talk about how you came up with the idea of building NOVID? How to get better in math? If you could make any other app, what would you make?

Topics from the Friday 7/31/20 live stream How many zeroes are there from all the integers from \(1\) to \(25\) in binary? Let \(S\) be the set of points determined by \( \left| |x|-2 \right| + \left| |y|-1 \right| = 1.\) If a model of \(S\) were built from wire of negligible thickness, then what is the total length of wire required? \(G\) is an \(8 \times 8\) grid with a \(1\) written in each of its unit squares. An operation consists of multiplying all entries in a row or column by \(-1.\) How many distinct grids can be obtained by applying this operation to \(G\) a finite number of times? Is it possible that geometry can be proved by algebra? What is your chess rating? How hard it is to get into Carnegie Mellon University? What majors does Carnegie Mellon specialize in? Can you get your channel certified? Like get that check mark next to your channel name?

@divinedolphin But when Prof. Loh did that, the green shirt petition was picking up steam already, otherwise he wouldn't have done that lol

This bug should be fixed now!

@debbie It's totally okay, thanks!

@sqwishy What is the chance that Prof. Loh's wife is named Debbie and the one on this forum made by Prof. Loh is also known as Debbie? I could be wrong, but I doubt that raising three children will really take that much time (Unless Debbie has other things to do). Also, even though she might not have a formal math background, she did teach herself math. I believe that Debbie could learn this because it is only for middle school competitions. Also, the website states that Debbie taught her kids math so she must have had some teaching experience. Debbie's location is Pittsburg and even though I could not find where Prof. Loh lives, I did find that Carnegie Mellon University(The place that Prof. Loh teaches) is also located in Pittsburg. I could be wrong because I'm not a stalker and I don't plan to trace her IP address and fly to her. @sqwishy @RZ923 I agree, we should stop being nosy and stop talking about her.

Haha I'm not going to change it.

The Montgomery Blair Math Tournament or MBMT is a really good thing and Po Shen Loh the coach of the USA team for IMO will explain the problems!!

Overheard 5/30/20 "Which would you choose: pizza, taco, or hot dog?" Prof. Loh: "Taco." "Do you guys have mobs of people at your office?" Prof. Loh: "Um... No."

@sqwishy Thank you so much... My favorite thing to do is answer questions from you guys. It's a lot of fun to figure out where the "stuck" point is in a piece of logic