วีดีโอ

High quality content as always! Keep it up!

Great video!

I came from Reddit keep going my friend

The tricky part is that in 5 card draw, your opponent doesn’t just draw 5 cards randomly and that's it. They might replace some of their cards based on some rules of thumb, which will make the probability a bit nightmarish.

Third best hand. A royal flush is a specific straight flush and is not its own category of hand.

Nice video!

I really like this vid to challenge my ability to solve logic problems! Also, I think I might found another way to find out what is the color of the hat I'm wearing. Let's suppose in the room, there's a window or some sort of direct light, i could just make sure my hat is in the direct light's direction, bring my hand next to the hat and see what color is casting on my hand. Tadaaaaaaaaaaaaah, extremely safe guess.

This is the best explanation of angles I have ever heard in my life. Thank you so much ❤

Very nice, though I did it differently: I just made a rectangle and took these edges and a pentagon and calculated the 54° from 144°(one regular edge in the main shape) - 36°(from the rectangle) -54°(from the pentagon) = 54° I did the opposite of you and went out eather than in.

Amazing

I want more videos like this! Great work

nice!!!!

Extremely smooth animation. Really enjoyed this one. I ended up solving this with the inscribed angle theorem, but it is also nice to do stuff like this without any fancy theorems!

Very beautiful

That was incredibly good! Nice and concise with really good audio effects / music. Well done and hope to see more!

Nice problem! Hope you do more geometry soon (and harder puzzles!)

Can you give one more example of this...also great video bro all the best for SOMEpi win🎉

Instructions unclear Guessed the wrong hat and got sent to the void Great video bud ;)

You talk about risking which is misleading. What if first friend is bad at counting, and say pass while both you and second friend wear blue hats. Or what if second friend is not smart enough to come to conclusion he has red hat in case you would wear blue hat?

Animations were great, explanation was simple yet complete. I really enjoyed this. The only thing was the paper background animation was a little distracting. Other than that, I loved it!!

Your videos are extremely underrated. The only thing I would wish for would be harder puzzles but I guess they will come in later videos.

Great vid!

set the middle number x and all the other circles a1 to a18 we have a1+a2+...+a18 + 9x = 30*9 since there are 9 ways to sum the numbers since every circle can only represent 1 number that means sum of all the circles must be equal to 1+2...+19=190 or in other words: a1+...+a18 + x = 190 substitute back to the equation above, we have 190 + 8x = 270 which mean the middle circle must be 10 fill the number 10 in and then fill all the remaining circles

i was about to comment that this is easy as hell, until i saw the difficulty

me thinking 10 isnt right since it cant be 10+10+10 then realizing that there is no space for that

it was clear the moment you realised that 19 is an odd number. this is important because the center is the same for all number pairs, which means that each pair has the same sum. from that, the question is, which single number can you remove while allowing this to remain true. 19 + 1 = 20, 18 + 2 = 20. you can keep going until you've narrowed down to the median of the set, 10.

kinda reminds me of the way you find the sum of an arithmetic series. you add the first and last number of the series and divide by two, because that's what the average of taking every number of the series would give, for the same reason here; adding the second and the second-to-last number of the series would give the same sum as the first and last number, so would the third and third-to-last, and so on, and so forth. knowing that, the solution's pretty obvious, haha. hence why the difficulty's only one out of ten, i suppose. neat-o video!

easier wouldve been to add all the lines together a+b+c+...+9x=9*30=270 but we know that a+b+c+...+x=1+2+...+19=190 subtracting these two, we get 8x=80, or x=10, from where you can finish by construction

Great explanation, keep going!!!

That was clean😀