Although scaling is one of the key components for a strong team, it is not very fun when its just scaling and not coupled with fun abilities. Btw congratulations on 20k subscribers your content is so great and I’ll love to see we’re it goes! :)
@@roderik1990 it is. Basically you stick with the scaling you get otherwise if you try looking for things you may want you have very good chance of just not being able to keep up with other people scaling.
This weekly is pretty enjoyable in arena, but ranked this week feels kinda bad. With the pack pretty much exclusively containing scalers the shorter time frame of ranked makes it a much more rng based weekly than I’d like.
1:15 (if I understand the mechanics correctly) edit: NO I DONT! it's: 1/10 * 9/10 * 9/10 * 3 = 0.243 read the replies, don't learn crap :D So your first roll that got you a kiwi had 3/10 Your second had 2/10 and your 3rd had 1/10 comes out to about 0.6%
The chances of getting a single kiwi with 3 shop slots is not 3/10. If you had 11 shop slots the odds are obviously not 11/10 since that's impossible. The odds are actually 1/10 for the slot that gets a kiwi times 9/10 times 9/10 for the 2 non-kiwis times 3 because there are 3 different slots the kiwi could show up in. 1/10 * 9/10 * 9/10 * 3 = 0.243, not 0.3
@@SuperAutoGaming According to google is "ruh-seen". You might be able to get a sponsorship out of it! I saw Frost Prime had a 2 hour segment of it on his stream.
Btw the math got annoyingly complicated when determining the odds of getting 3 kiwis total across 3 rolls (not necessarily 1 per roll) so I wrote a python simulation. The probability is approximately 0.0199 so roughly 2%
He almost put the lobster on top of the other lobster, making a single 5/5 lobster. By placing it separately first he got a 5/5 lobster thanks to the buff from the other lobster, and then it was a 6/6 when he combined.
![เปิด อาณาจักร หมื่นล้าน "สาระตั้ม" l [Nickynachat]](http://i.ytimg.com/vi/3XE0nPF4YkQ/mqdefault.jpg)
Bro just put all the scaling pets and called it a week 😌
Although scaling is one of the key components for a strong team, it is not very fun when its just scaling and not coupled with fun abilities. Btw congratulations on 20k subscribers your content is so great and I’ll love to see we’re it goes! :)
So far I've liked all of the creator weeklies...
Not this one though, as it feels like a lot of luck of the draw for getting the scaling you need.
@@roderik1990 it is. Basically you stick with the scaling you get otherwise if you try looking for things you may want you have very good chance of just not being able to keep up with other people scaling.
This weekly is pretty enjoyable in arena, but ranked this week feels kinda bad. With the pack pretty much exclusively containing scalers the shorter time frame of ranked makes it a much more rng based weekly than I’d like.
Scaler? I hardly know her! (Sitcom Laugh Track)
your content always makes me smile, thanks for entertaining all of us
1st Kiwi: 3/10
2nd Kiwi: 2/10
3rd Kiwi: 1/10
Total Odds: 3/500 or 0.6%
1:15 (if I understand the mechanics correctly)
edit: NO I DONT!
it's: 1/10 * 9/10 * 9/10 * 3 = 0.243
read the replies, don't learn crap :D
So your first roll that got you a kiwi had 3/10
Your second had 2/10
and your 3rd had 1/10
comes out to about 0.6%
In fraction form, that’s 1 in 600, not as hard as rolling a sloth.
The chances of getting a single kiwi with 3 shop slots is not 3/10. If you had 11 shop slots the odds are obviously not 11/10 since that's impossible.
The odds are actually 1/10 for the slot that gets a kiwi times 9/10 times 9/10 for the 2 non-kiwis times 3 because there are 3 different slots the kiwi could show up in.
1/10 * 9/10 * 9/10 * 3 = 0.243, not 0.3
I just rolled into a 3 jerboa shop, then rolled past, and on the next roll after another 3 jerboa shop plus an apple.
What are the odds of that?? 😂
@@maruscaman assuming turn 7 or 8:
3 jerboa: 1/40 * 1/40 * 1/40 * 39/40 * 4 = .0000609375
1 apple: 1/11 * 10/11 * 2 = 0.165
3 jerboa, then 3 jerboa again with an apple = .00006 * .00006 * .165 = 6.1 x 10^-10
So roughly 1 in 60 million
Thats not how probabilities work LMAO. Three separate 1/10 chances doesnt equal 3/10 LMAO.
Is it just me or is this an oops all sixes reference
I still haven’t won even once in this pack 🙃
6:38 buy rabbit first, then pie
Had a run like this earlier but I also had a 50/50 🦍
Foood let's goo
Let them eat burgers or whatever she said.
Hey sag, just watched a video of a game called Racine and I'd love to see you play it! Think it would be right up your alley :)
Ill have to check it out. How is that pronounced?
@@SuperAutoGaming According to google is "ruh-seen". You might be able to get a sponsorship out of it! I saw Frost Prime had a 2 hour segment of it on his stream.
Actual kiwi math
Odds of getting 1 kiwi each on 3 consecutive rolls:
1/10 * 9/10 * 9/10 *3 = .243 (first roll)
1/10 * 9/10 * 2 = .18 (second roll)
1/10 * 1 = .1 (third roll)
Total: .243*.18*.1 = 0.004374
Btw the math got annoyingly complicated when determining the odds of getting 3 kiwis total across 3 rolls (not necessarily 1 per roll) so I wrote a python simulation. The probability is approximately 0.0199 so roughly 2%
This guy knows how to math properly
Eyoooo 7 win buddies!
6:40 what was the mistake?
He almost put the lobster on top of the other lobster, making a single 5/5 lobster. By placing it separately first he got a 5/5 lobster thanks to the buff from the other lobster, and then it was a 6/6 when he combined.
love the videoo sir smh
Hi it’s Alfred i changed my name
love you SAG!!!!!
I havent watched the video yet but you bet your sweet ass ive already liked it