Jenny Tian's attempt at the Duck Duck Goose task (Ep 6 S2 of Taskmaster AU)

It's Jenny Tian's attempt at the Duck Duck Goose task in Episode 6 of Season 2 of Taskmaster Australia. Jenny is @nomnomjenny on YouTube.

#taskmasterau #taskmaster #taskmasteraustralia #jennytian #logic #duckduckgoose #fail #funny #comedy

[homagetogorto]

I was afraid this video would be two hours long with an attached PDF containing all the matrices.

[bananamittens]

His face when she says "Lets keep entertaining hypotheticals"

[greatsageclok-roo]

This was both hilarious and painful to watch.
She spent all that time planning, and then… got it all wrong.
And what made it better/worse was her attempt to fluke this task later in the episode… and she got it wrong again!

[VEZ]

Such a perfect example of overthinking a problem. It was a hilarious attempt

[kmenzel]

This task cries out for an "uncut" version

[lhfirex]

My favorite part of this task is when they announce it in the studio, then you get a shot of Jenny's face with this "oh my god NO" look as she remembers the trauma of playing duck duck duck duck duck goose.

[JRDN]

I love watching Tom get increasingly frustrated.

Jenny: "You want me to ask more questions?"
Tom: "No!"

😂

[DylanLeigh]

The duck duck goose redemption was so good

[meifongchua]

Jenny also attempted this task again in the fluke task where she also got the goose wrong

[johnjones_]

The way Tom and Jenny interact with each other, you can tell that they really enjoy putting up with each other's insanity.

[triggeredtroll]

I hope taskmaster does an entire compilation of the longest task attempts. You know when the task has taken over an hour and a half when the energy has run out and no one has their "tv personality "on anymore.😂😂😂 they just look annoyed staring off into space

[rachelcookie]

She completely overthought it when it’s really just a simple task. Ask any duck if it’s on the red team, then you’ll be able to know if their team is lying or telling the truth. From there you can just ask each duck if a different duck is the goose and it will technically be a different question since you’re using a different number.

[spoot]

Who doesn't just love Jenny after seeing this 😂

[greggo]

release the full task and the matrixes

[Blinkhasxsingers]

I'm a big Gashman and Jenny stan. Their chem as the season persists is perfect

[TheJamation]

Wouldn't the logical first question have been "Is your bow blue(red)?" and then she coulda done whatever else she was doing, but with the knowledge of accuracy of the answers

[cbennett_]

Big "Am I the goose?" energy

[tallergeese]

I dunno what the optimal solution is, but i think you should probably start with asking one one of the ducks is on blue team to verify if blue team is lying or telling the truth. Once you know that, they're effectively all telling the truth, because you can discern the truthful answer regardless of their team. Then it's a matter of narrowing down the traitor as efficiently as possible. I'm absolutely certain that's some sort of classic computer science algorithm, but the one that occurs to me most readily is to just continually divide the groups in half. Were there 10 ducks/geese?

-Are you on blue team?
-Is the goose on blue team?
-Does the goose have an odd or even number assigned?
-(If even, there are two left at this point.) Are you the goose? Done.
-(If odd, there are three left at this point.) Is the goose to your left or right? If no, then the duck you just asked is the goose. Done.
-(If yes) Are you the goose? Done.

So 4-5 questions. I'm almost certain there's gotta be a more efficient method though.

[ChuchiiChoo]

I think the name of the task when they read it out was duck ×7 goose, so like duck duck duck duck duck duck duck goose so the 8th one is the goose... Right? Why not duck duck goose the usual name it has to be something?

[Xhadp]

The key is to use double positives/negatives in your question like start with a statement if true or false yes/no statement then reaffirm if that same statement would still hold true if said by another party in that question. This forces the truth-tellers to always say yes and the liars to always say no.

E:Use half-halfs to whittle it down, so you go from 10 Ducks to 5 to 3 to 2 to 1 Duck. 5 question guarantee.