stelthii

I don't see any obvious hack here, in fact it doesn't look like there's any cheat involved.
While I'm very certain of the above, I'm not 100% sure. The video is too choppy.

Between 3:00 and 3:20 minuets into the video. I failed to notice that he called in an air raid, so when he was shooting at the tire and getting hit marks it didn't make sense at the time. My mistake. Sorry.
But on the bright side, at least I finally got bandi cam to work so I can get the video's to the right place. :D I'll work on the choppy playback, although its smooth on my end.  ;)
Cheers! 

I don't see any obvious hack here, in fact it doesn't look like there's any cheat involved.
While I'm very certain of the above, I'm not 100% sure. The video is too choppy.

cl_maxpackets, snaps and rate as qbd said are the usual suspects. Their values might be too low, the default values however are not that bad.
So, does this happen in every server? Is it consistent?
I see the lagometer on your video has some small, probably negligible spikes. Check cl_packetdup and +1 its value, it might help with the overall connection stability as well.

If you’re 8 feet away from a door and with each move you advance half the distance to the door. How many moves will it take to reach the door?
 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

Will never reach the door

cl_maxpackets, snaps and rate as qbd said are the usual suspects. Their values might be too low, the default values however are not that bad.
So, does this happen in every server? Is it consistent?
I see the lagometer on your video has some small, probably negligible spikes. Check cl_packetdup and +1 its value, it might help with the overall connection stability as well.

12

Helen says: "In two years from now, my age will be twice what it was five years ago." What's Helen's current age?
 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

The result I'm getting at is 33.
 

The result I'm getting at is 33.
 

@JillyJillCorrect, they're blind! And also husband and wife.
 

They are blind?

One of the person, is the genitor (sperm donation) of the daughter and it's the day of the first meeting between Dad and mom.

One day at noon, 2 people who have never seen each other meet at the city's center and decide to have lunch together. One of them is the father of the other person's daughter.
How is that possible?
 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

@stelthii 24, that's correct!
 
 

24 if we count the one that encloses all the rest. Else 23.

24 if we count the one that encloses all the rest. Else 23.

The phrase about pop makes it easier :D
 
How many triangles do you see?

 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

@Substanz You're correct! I didn't expect that solution also.
@Teddy Your reasoning(binary code) while not right, happens to make your execution both completely correct and optimal(lowest number of tosses while 100% fair)!
You're both technically correct with both answers having their pros and cons. Apologies, but I can't choose a winner, I leave it up to you.

Started with the common purpose that we need to choose a dress using toss (yes/no) for each dress :
Positive way (we find a direct tree to the goal) :
3 (from) > 3 (yes) > 2 (yes) > 1(yes)
or gives :
3 > 1 (means 2 no at first shot)
or gives :
3 > 2  > 1
So 9 moves for a first direct approach to the goal, that we can x3 to let a chance to each entity to get its tree ^^ = 27 moves for something fair (let's close the eyes and take one dress randomly, it's easier ^^)
First intention, be clement pls :D
ps: *see > as a toss*

assuming that she knows binary code i would think she converts the head and number to 0 and 1. now she toss the coin 2 times. she can get 00, 01, 10, and 11.
00 - first dress
01 - second dress
10 - third dress
11 - try again
thats equal chance for each - 25%

A woman needs a new dress and so she enters a store. Upon trying many dresses, she likes 3 of them the most. She can't decide between the 3 and ends up leaving it to luck, so she reaches for her purse and takes out a single coin.
Using that coin only, how can she pick a dress randomly while being fair (equal probability for each of the 3 choices)?
Good luck!
 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

A woman needs a new dress and so she enters a store. Upon trying many dresses, she likes 3 of them the most. She can't decide between the 3 and ends up leaving it to luck, so she reaches for her purse and takes out a single coin.
Using that coin only, how can she pick a dress randomly while being fair (equal probability for each of the 3 choices)?
Good luck!
 
SOLVED
 
Click on the spoiler below to reveal the correct answer.
 

Answer is 100 (if we assume that the images of green apples in equation 2 & 3 = 2 apples, instead of 1.5).