AISubs v3.5
I'm glad you know about it!
If you know about it, can you become a billionaire?
Should you believe in yourself or in statistics?
Also, you should know how to avoid close danger!
Tonight, you will spend your life on it!
Stand up!
Eyes front!
Please!
Focus!
Today's special teacher is Sabermetrix's first person who specializes in statistics and establishes sports strategies.
She is also a member of AKB48 group's rock-paper- scissors tournament.
She is a teacher who is active in a wide range of fields.
Now, let's learn about statistics and probability knowledge!
As I said, it's statistics, but what kind of subject is it?
Before we get into the class, let's do a simple experiment.
I'd like to do it with you.
First of all, it's an experiment to know statistics.
There is only one right answer among the three questions.
Everyone has to guess it.
If you use statistics, the probability of getting it will increase.
The correct reward is a piece of high-quality chocolate worth 5,400 yen!
It's worth 5,400 yen!
This is good!
Fu-chan, shall we go?
Yay!
Fu-chan, please come forward.
Sensei, please explain.
Please choose one of the three.
They're facing each other.
The one on the far right.
Fu-chan just pointed at this crochet.
I know which one is correct.
Except for the one you just chose, I'll open the wrong one.
Are you ready?
Oh, I see!
It's wrong!
It's this one.
It's wrong, right?
Yes.
That means, either this crochet or this one you just pointed at have chocolate.
I'll give you one more chance.
Wow!
This crochet you just pointed at.
Can you change it or not?
Wow!
What should I do?
It's up to you, Fu-chan.
I don't care, Fu-chan.
It's up to you, Fu-chan.
Can I change it?
Well...
Please!
How did it go?
Here's the result!
In the middle of the line.
Show me one more time.
One more chance.
Show me one more time.
It's already lined up.
Show me one more time.
Earlier, Fu-chan pointed this way.
I made a mistake.
Please choose one of the two.
When I asked you to choose again, you didn't change it.
This was not a good choice in terms of statistics.
Why?
In this case, you should change it.
Don't believe in yourself.
Why?
Can you explain this clearly?
Yes, I can prove it in terms of statistics.
First of all,
when I asked you which of the two would be correct,
the probability of this being correct is one- third.
One-third of one of the three.
On the contrary, the probability of either of these two being correct is two-thirds.
In other words, it's twice as likely to be correct.
In the meantime, since I said that one of them was wrong,
the probability of this being correct became zero.
In other words, two-thirds of which of the two was correct is combined with one of them.
Two-thirds of one of them is included as information.
Do you understand?
You don't understand, do you?
So you can think of it as "chance time".
Yes, yes, yes, I see.
Chance time!
The teacher makes "chance time" once.
You should change it or not change it at "chance time".
I see! It's easy to understand!
You understood it at "chance time", didn't you?
Chance time!
You understood it at "chance time", didn't you?
Chance time! It's "chance time", isn't it?
Chance time!
It's "chance time", isn't it, teacher?
I see.
But it's interesting, isn't it?
It's quite interesting to grasp it.
Yes, teacher.
Then, shall we start?
Yes.
For example, if you have done at least one of the first three things, you won't have such a chance of winning.
But if you process it appropriately by obtaining some information, you will have a chance of winning.
You can choose the best way to win.
Such statistics are also used in familiar places.
When you shop at a convenience store, do you use a point card?
Yes, we do.
They are quite similar.
For buyers, you don't have to pay coins for buying.
And you can get points for buying.
Such points make it a profitable card.
But it's not only for consumers.
It's also important for sellers.
Because it contains personal information.
For example, how old you are and whether you are male or female.
By displaying it, you can see what you bought during that time.
I see.
For example, this convenience store has a lot of women in their teens.
Or this store has a lot of men in their fifties.
You can see all of it by using a point card.
Then you can see all of it.
For example, this store has a lot of girls in their teens.
Such points are used in statistics.
For example, one type of soy milk or seven types of soy milk are used in statistics.
They are totally different.
For example, soy milk with banana or coffee are sold in statistics.
So, there are a lot of people in Rikanen who want soy milk in statistics.
So, it's easy for people who buy soy milk in that area to buy it.
Yes, it is.
You can see all of it.
This is a self-selling machine introduced in JR East Japan.
This is it.
Have you seen it before?
Yes, I have.
Actually, there is a camera attached to it.
What?
The camera captures people who stand in front of it and determines how old they are.
What?
For example, when you use a watermelon or a public transport IC card,
data is collected to see what is being sold.
It is easy for men in their 20s and women in their 30s to buy such things.
It analyzes the data and determines whether it is easy for men in their 20s and women in their 30s to buy such things.
Then, it displays a recommendation on this monitor.
What?
That's amazing.
It displays a recommendation on this monitor.
A recommendation for you.
That's amazing.
That's true.
A recommendation for you.
That's amazing.
This kind of learning is called "sato planning".
It is a learning that allows you to dig out sensitive facts by correctly reading collected data.
That's right.
Data is collected, but it is important to read it correctly.
What?
It is not just about collecting data.
It is about collecting data correctly.
For example, when you taste miso soup or soup, you can't taste it even if you just scoop it up and drink it without doing anything, can you?
Yes.
You can't taste it if you just scoop it up and drink it, can you?
If you mix it well and make the taste uniform, you can taste the whole pot with just one spoon.
Yes.
It's easy to understand.
What are you talking about?
It's easy to understand.
That was amazing.
So, in an election, there is a 1% chance of winning, right?
Yes, there is.
Just by looking at that 1%, you can see that this is the election effect.
I see.
Is it a mix of votes?
No, it's not.
The teacher is also like that.
It is such statistics, but it seems that it was born with an unexpected opportunity.
Here is the reason.
Madam's tea time.
Yes.
What does it mean, teacher?
It's a story about England.
A scholar and his wife were having a tea party.
Suddenly, Madam said something.
If you add black tea first and milk later, it's milk tea.
If you add milk first and black tea later, it's milk tea.
"The taste is different," said his wife.
Yes, she said that.
When the teachers heard that, they said "How can that be?"
"If the amount is the same," they said.
"If the amount is the same," they said. "Then which one should be added first?"
"Isn't the taste the same?" said his wife.
No, it's different.
In the movie, it is obvious that there is a lot of milk.
Isn't the amount the same?
It's certainly a lot of milk.
It's definitely different, if it is that one.
If it is that one, it's definitely different.
It's annoying. It's the same.
It's definitely different.
It's definitely different, but it's the same.
It's the same.
Is it the same?
Even if you add the same amount of milk first and black tea later, the taste is different.
"Then, since it is worth experimenting with it," said Fischer.
If you measure the amount of milk and black tea first and compare it with your wife's,
If you compare it with your wife's,
Your wife was correct in all of them.
Wow!
She was correct in all of them.
But this is clearly different, isn't it?
Since something is different,
If you analyze the ingredients later,
It seems that it was different,
After that.
Yes.
Therefore, statistics,
By looking up the data first,
It becomes the basis,
This made us know that we can prove it by experiment.
It is said to be the beginning of statistics.
Wow!
This is the beginning?
Yes.
Thus,
Statistics are useful in many aspects of everyday life,
But you know this too.
How to increase the winning rate of rock-paper- scissors.
Everyone should learn it.
Right?
You won the rock-paper-scissors competition, didn't you?
Yes.
It's like a meaningless victory, isn't it?
I thought it was really luck.
I see.
But there is still a high chance of winning, isn't there?
Yes, there is.
What is this?
Here it is.
Yes, it's "pa".
It is said that there is actually a 35% chance of "gu" coming out.
When you play rock-paper-scissors, "gu" comes out the most naturally, doesn't it?
So, when you play rock-paper-scissors, "gu" comes out the most naturally.
In other words, if you play "pa" which is stronger than "gu", you have a higher chance of winning.
Did you get a chance of winning in the rock-paper- scissors tournament of AKB?
Yes, I did.
Was "pa" stronger than "gu" after all?
In fact, in the fifth tournament in which I won, "pa" had a 34.2% chance of winning.
So, "pa" had a 1% higher chance of winning than "gu".
I'm looking forward to the next one.
But I never played "pa" in the tournament.
That's right.
Is that so?
Yes.
In fact, in the second round, "pa" came out and "gu" came out.
And after that, "gu" came out and won.
"pa" came out in the best 16, didn't it?
But at that time, "gu" came out.
Are you a teacher? Or an otaku?
I prepared this for you.
You look like a big fan.
You'll get a high score in the second round.
I didn't laugh at all.
I took off my shirt and checked it.
You may wear it.
I don't know what you're talking about.
By the way, there is also such interesting data in rock-paper-scissors.
There is a law in Sazae's rock-paper-scissors.
What is it?
Please watch it next week, too.
The teacher says there is a law in rock-paper- scissors.
Let's take a look at this.
The next week when Sazae plays choki,
Half of it, 50% chance of par.
The week before, when it was gu,
The next week, 50% chance of choki.
If it's par, the next week is gu, choki, and par.
All of them come out in one-third.
There is such data.
If it's par last week, it's better to overlook it this week, right?
You can put out what you like.
Next, what you can tell by statistics is this.
The ones left over have luck.
I say it a lot, but what will happen in reality?
I'd like to look at an example like this.
There are 10 lottery tickets in it.
There is only one winning lottery ticket in it.
And of course, the remaining 9 tickets will be removed.
I will pull it in order.
Once you pull it, you don't put it back.
So if you pull it first, you'll have 9 left.
If you don't have 9, you'll pull it next.
Now, is it more likely to win if you pull it first?
Or is it more likely to win if you pull it later?
How about this?
How many times do you want to pull it?
What do you think? Is the last one better?
Actually, the probability of winning is the same everywhere.
Whether you pull it first or later, the probability of winning is the same.
Is it the same?
Even if you pull it out?
Yes, even if you pull it out.
What does this mean, teacher?
First of all, the probability of winning for the first person is as you can see here.
It's one-tenth of the probability of winning for the first person.
Next, the probability of winning for the second person.
I'd like to calculate this.
The probability of winning for the second person is...
First of all, you need the first person to pull it out.
That means it's one-tenth of the probability of winning.
And when you pull it out, there are nine left.
One of them is one-ninth of the probability of winning.
So, the probability of winning for the first person is one-tenth of the probability of winning.
If you calculate the one-ninth of the probability of winning for the second person,
you can see that it's one-tenth of the probability of winning.
I see.
Is it true?
Yes, it is.
It's the same for the third person.
If you pull out one or two of them, the probability of winning for the third person is...
Calculate this. 9/10 x 8/9 x 1/8
I see.
Then, you can convert all of them and get 1/10.
Wow!
Well...
Airi, Saipi, Shulain, did you get it?
No, we didn't get involved.
We were just looking for each other.
Are you stupid?
Stupid is stupid.
It's not fair if you give me a fraction.
It's not fair if you do that.
It was very easy to understand.
It was easy to understand, wasn't it?
That's right.
Airi, did you get it?
Let's leave it. Let's leave it.
It's easy to understand.
Well...
Let's leave it. Let's leave it.
The first person...
You are the worst teacher.
Follow me.
You can't follow me.
Follow me with your own feet.
I'm happy.
Next, let's see what we can tell by statistics.
This one.
It's easy to win, so it's this one.
I want to know this.
What is it?
There is no such thing.
Is it true?
But, teacher, is it easy to win?
Well...
Is it easy to win?
If you go here, you can win.
Really?
I want to buy it.
It's true, isn't it?
Now, how can you win lottery tickets easily?
Jumbo lottery tickets are 10 million tickets in one set.
One of them is first prize.
Yes.
And it costs several million yen.
So, first of all, you have to go where lots of lottery tickets are sold.
Really?
So, if you go where lots of lottery tickets are sold, you can only win one of them.
That's right.
So far.
According to statistics.
Isn't it weird?
It's weird.
It's weird for everyone to buy one, isn't it?
Isn't it weird if you don't look at the number of tickets you win?
Of course.
What do you mean?
You are too quick.
Stop it!
It's too low.
It's 1 in 1,000,000 tickets.
It's easy to win.
But you can't be sure if it's in the box.
You can win 1 in 1,000,000 tickets.
But if it sells 100 million tickets, there is a high possibility that it has 10 tickets in it.
Let's announce the sales ranking.
The best-selling ticket in Kansai area is...
Osaka Station's 4th Building Special Sale.
The second best-selling ticket is...
the one in the corner of Nankai Namba Station.
Really?
And the third best-selling ticket is...
Chika-tetsu-kyouto-chance-centre.
It sounds stupid.
Chika-tetsu-kyouto-chance-centre.
Chance-centre?
I think you are right.
Chance-centre! You must be crazy!
Chance-centre! What are you talking about?
Next, it's definitely going to make you rich.
Let's see.
Now you are a billionaire.
How can you become one?
What kind of question is it?
Saipi.
I'm going to dig a mountain and get buried.
I see.
You are going to do something like pottery that is easy in this area.
I'm going to fall down once and borrow a lot of money from people and drive them away.
No, you can't do that.
Really? But there are a lot of people like that.
No matter how noisy you are, I haven't been that rich for many years.
That's what the executive is saying.
That's right.
What kind of method is it?
There is definitely a place where you can make a lot of money.
Let's look at the monitor.
Shibuya!
This is it.
This is where you can find vending machines.
In fact, it is said that there are 51.5 million vending machines in Japan.
According to a survey conducted by someone,
Out of the 300 machines surveyed, 10% were below 30 machines.
So, the rate of falling per machine is 10%.
And if you look at how much the average price of one machine was falling, it was 9 yen.
Yes.
So, if you look under all the vending machines and turn around, the total amount is...
It's amazing!
46,000,000 yen!
You can make a lot of money!
But back in the day, this place was full of blood.
I see.
Of course, once you pick up the money, you have to report it to the police.
So, if you look up all of the 5,150,000 yen, it will take you 470 years as a daily 300-year-old person.
Is it that expensive?!
It's not that expensive!
I'm sorry, but it's 470 years.
Is it that expensive?!
I've been doing it diligently for 470 years, but it's this much.
Is it that expensive?!
I've been telling my son about it for generations.
I see.
So, there's also statistics like this.
Confession and success rate is high
Confession at a high place
Push and pull
Go out with me
No
Then go out with me
Push and pull
Wow!
This is what I do in my free time.
Can you lend me 50,000 yen?
20,000 yen is fine.
Can you lend me 50,000 yen?
20,000 yen is cheap.
Let's see, teacher.
Meeting
What's important is
What's wrong?
You look like an Ultraman!
Meeting
I'm sorry.
Meeting
You look like an Ultraman!
I was sure it would be about one in ten thousand.
Meeting
I was sure it would be about one in ten thousand.
Meeting
Why are you suddenly saying Ultraman?
I'll listen to you.
Yes, please.
Are you sure?
Yes.
Please look at this.
Confess your love within three months of meeting
Confession rate is 81%
It means that the most likely to succeed is by now.
The earlier it is past,
the higher the success rate is.
If it's half a year past,
then you should wait for over one year.
That's right.
According to the statistics that were examined just for this class,
According to the fortune-teller, there were two people who met their destiny.
They are...
Us?
Yes.
Are you young?
I'm a little embarrassed.
Is it us?
Yes, it is.
These two people have calculated the probability of forming a duo.
Here you are.
Let's say there are 700 people in the dormitory.
There are exactly 700 people in our dormitory.
If you calculate the probability of these two people being selected from those 700 people,
it is 244,650.
The probability is 0.00041% because it is one of them.
It is a very low probability.
In addition, it is a probability born from among the Japanese.
If you calculate the probability of these two people being selected from those 100,000,000,200,000 people,
it is one of them, which is 8,064,4,999,36,500,000.
The probability is 0.00000012%.
That's not true!
This is it! This is it!
It's really like that!
I see.
If these two are chosen by Japanese people, it means that they have such a miraculous and fateful encounter.
The probability of winning a lottery is...
It's very low.
Right?
Yes.
Is it better to win a lottery or kill someone?
It's better to win a lottery...
Don't kill me! Kiss me!
If you don't kill me, kiss me!
Why don't you kill me?
If you don't kiss me, kiss me!
It's better to miss than to miss.
It is said that statistics are useful in avoiding life's pinch.
There are many dangers around us.
For example, in Osaka, something like this is likely to happen.
In one year, there is a 0.63% chance that a person in Osaka will encounter a traffic accident.
Looking at it for only one year, it looks like it's very low, but it's been 80 years.
There is a 39.5% chance of an accident somewhere from birth to the age of 80.
It's very high.
There is a 40% chance of an accident.
It's a pretty high probability, isn't it?
Yes.
If you look at the statistics, Friday afternoon is...
Yes.
The reason for this Friday afternoon is that there are many traffic accidents.
Yes, that's it.
Sales cars go to work on weekends.
There is a high traffic volume.
And the next day is a weekend and there is a high traffic volume.
It is said that this is one of the reasons for this high traffic volume.
Yes.
In Osaka, there is a high probability of a traffic accident in east Osaka, isn't it?
Yes.
Ishimoto-san, are you from east Osaka?
I'm from there.
Right?
There are many small and medium-sized companies, so everyone is in a hurry.
But that may also be the case.
Yes, everyone is in a hurry.
I also have experience.
If you look at it for a long time, there is a high probability of an accident.
Yes.
Please be careful, teacher.
Yes.
Now, there are other familiar dangers.
Which is more likely to kill?
Well, it may not be familiar.
First of all, who thinks it is more likely to kill by a bear attack?
Not many. Nagisato and Kanakichi.
Then, the rest is Rakurai, right?
Yes.
Many.
Let's see the correct answer.
The correct answer is this!
It is highly likely to kill by a lightning strike.
It is highly likely.
It is said that one out of 83,000 people will die.
One out of 83,000 people?
Even if you are attacked by a bear and you will die,
I think it is because you see it once in a while,
but it is a very low probability.
One out of 14,000,000 people.
Yes.
But there is actually such an accident.
I would like you to be careful about it.
Then, let's see which one is more likely.
Here it is!
A hippo's attack or a meteorite's opening?
Well, this also happens often, doesn't it?
Does it happen?
I've never heard of either of them.
Teacher, but it's amazing.
You really did it with a straight face.
It's amazing.
It also happens often.
You were good at it.
A hippo's attack.
Who thinks it's a hippo's attack?
At least Saipi, Uka and Nishimori.
It's definitely a hippo's attack.
It's definitely not a hippo's attack.
A meteorite's left side is more likely.
A meteorite's right side is more likely.
Yes.
Then, let's see the correct answer.
The correct answer is this one!
Yes.
Yes, it's more likely to hit a meteorite and lose your life.
It's high! It looks really low, though.
It's said to be one in 250,000.
One in 250,000?
Yes.
And the first one is amazing, isn't it?
Yes, it is.
A few years ago, it fell in Russia.
Yes, yes, yes.
In the end, there was no human damage, but if it fell in the city, it would be a little difficult, wouldn't it?
In that sense, it's quite likely.
Yes, it's highly likely.
Of course, there is no record of meteorites falling and dying, but it's said to be highly likely.
And how much is it likely to hit a hippo?
It's one in 650,000.
So, it's actually more dangerous than a bear.
Oh, I see.
So, it's more likely to die of a hippo than of a bear?
Actually, it's quite violent.
And when it chases you, it chases you at 50 km/h.
It's a raccoon!
Yes.
Usain Bolt.
Yes, yes.
Usain Bolt is already 40 km/h.
Wow, it's really fast.
It chases you at a speed faster than that.
And there is a lot of data that it was actually attacked by a hippo and died.
What?
Yes.
Where?
In Africa.
I see.
Yes.
So, it's happening all over the world, isn't it?
Yes, it's happening all over the world.
I see.
By the way, in this world, which creature is most likely to take lives of human beings?
Creature.
Yes.
Human.
I'm scared.
It's "ni".
"Ni" is also "ni".
"Sue".
Dengue fever.
Dengue...
It's "ka".
Oh, it's "ka".
Yes, it is.
Which creature is most likely to take lives of human beings?
It's "ka".
I'm scared.
Yes.
Not only dengdengs, but also many other viruses that infect many people are highly dangerous creatures.
Therefore, elimination of "ka" is quite important for preventing dengdeng disease.
It's short, so I'm scared. There are so many of them.
So, let's continue. Danger is lurking in places like this.
Passwords used in various places, including cell phones and cash cards.
If you set all four letters of a password in small letters of the alphabet, how long will it take you to break it?
If you use a general computer, it only takes you 3 seconds to decode it.
What? 3 seconds. Why? No, it's impossible. 3 seconds, 3 seconds.
If you do that... What?
It's 3 seconds in alphabet, so if it's only numbers, there's only one way.
Yes. 0.06 seconds.
If you blink for 0.1 seconds, you'll be broken faster than that.
What?
So, in order not to be decoded, what should we do?
Since it's only four letters, let's use more numbers.
Eight letters or more is optimal.
Yes. Eight letters.
In addition, small letters, large letters, numbers, or symbols on computers and computers.
Yes.
Doll marks and...
Yes, yes, there are symbols.
If you include all of them, it will be more than 4,300.
That much?
Yes, it will be.
It will be that much?
Yes, it will increase.
So, if you go at this pace, it will take you 53,677 years to calculate it.
Suddenly?
Yes.
So, if you combine more than eight letters and various combinations of letters, symbols and numbers, you can make a password that is difficult to decode.
I see.
Basically, I'd like you to set up in such a way.
But if you say "yeah", it will be decoded right away.
It was originally eight letters.
It's meaningless. Eight letters.
Yes, we made it eight letters.
Yes.
Well, if you use statistics, you can also do this.
This one!
You can also follow me on Twitter and Instagram.
In Japan's future, all women will be "honyarara".
Do you understand?
This is the last question.
I'm happy.
I hope you are happy.
Let's see the answer.
Here it is.
What does it mean?
Do you know that the population of Japan is decreasing?
It's decreasing.
The population of Japan is decreasing gradually between 2005 and now.
At this pace, it is said that around 2050, the population of Japan will be less than 100 million people.
The population of Japan is decreasing, but since the birth of the AKB group in 2005, the number of AKB members is steadily increasing.
We analyzed this steadily increasing number of AKB members and found out where it intersects with the population of Japanese women.
Here is the result.
It is said that the population of Japanese women is between 60 million and 70 million people.
Currently, there are about 300 AKB members and 400 AKB members.
However, at this pace, in 2055, all Japanese women will be members of the AKB group.
What happened in 2040?
Japan suddenly became like this.
It is said that the population of the world has increased by 7 billion people.
In 50 years, it will be 9 billion and 100 billion people.
That's how much population explosion is happening.
Therefore, it is calculated that the AKB group will have a population explosion in this area.
It is said that it can't be helped if you are born.
It is said that it can't be helped if you are born, but it's been decades.
What are you talking about?
You made me do it in time.
Everyone, happy new year!
Happy new year!
By the way, it's our first date.
It's wonderful.
It's our first time.
Monogu-kun's shooting.
Why?
What did you do?
All you did was watch VTRs.
This time, the order is "Aim for a wonderful mother and have a bride training".
This time, it's an individual match between the three of you.
You will compete in three genres of children, shopping and cooking.
You will decide who has the quality of being a wonderful mother.
I'm glad it's an individual match.
Why?
Why is that?
Why are you making a solo debut all of a sudden like that?
Don't do it!
It's strange.
Because I'm confident.
I'm confident about this.
The first genre you will compete in is children.
You will play with 20 adults of "Love's Blessing Kindergarten"
You will compete in who will be liked by the children the most.
First, you will become teachers one by one in the classroom and play together.
The first teacher is Mika.
Hello.
Good morning. Oh, hello.
I'm Rika-oneechan.
You can call me Rika-chan or Rika-oneechan.
OK?
That's good.
Do you know about NMB48?
Yes, we do.
You know about it? Wow!
What about AKB48?
We know about it.
I've sung about it.
Oh, you've sung about it?
I've sung about it.
No way!
Today, I'm going to dance with oneechan.
What do you say?
I want to do it.
Really?
She's really good at dancing.
Really?
Then, let's dance in a circle.
Let's dance in a circle.
OK, let's go.
One, two, and...
Heart placard (kokoro no purakado)
If you look at it (kimi ga mitekuretara)
Even though you know how I feel (boku no kimochi ga wakaru noni)
Enji has also danced (enji mo odotta koto ga aru toiu)
Let's dance together with AKB's heart placard (akb no kokoro no purakado o issho ni odoru)
Even if I'm pounding (doki doki shitemo)
In addition, the theme of Yokai Watch, which is very popular with children, is also danced (sarani, kodomo ni daininki no youkai wotchi no teema mo odori)
Yay! (iee!)
At the end, high-five your sister and move on to the next sister.
Yay! (iee!)
At the end, we high-fived each person (saigo wa, hitorizutsu to haitachi o shite shurio)
Yeah, thank you (ie, arigatoo)
Next, sarara (tsuzuite, sarara)
Today, a magical girl has come.
Wow, you can use magic.
Well, for now, I'm going to move my body a lot, so please stand up.
Are you okay?
Ready, go!
She's so cute.
They're competing with each other for the rabbit's eye, but...
Same score, same score!
Same score?
Umm...
Same score? You like it?
Don't worry about the details!
That's better for life!
You can live! It's okay!
The last one is Milky.
Actually, she won the rock-paper-scissors competition the other day.
So she's really good at rock-paper-scissors.
Next up is Milky, who's starting rock-paper- scissors competitions with everyone.
And...
Milky is the winner of rock-paper-scissors competition.
Rock-paper-scissors!
I knew it! I won!
You won!
I'm sorry, Mizuki.
But you're strong, teacher.
You're great, aren't you?
Because you won rock-paper-scissors.
Even though you're strong, Mizuki.
Next, the three of them will play against 20 actors on the ground at the same time.
Who will the actors choose?
If the three of them go back to childhood and play with the actors...
But there is a difference in popularity between the actors and the audience.
Then, Sarah Ran...
Someone is coming from over there.
Three people.
Let's go carefully.
They are going up.
Why?
Where is my bad part?
I think you don't have it.
It's funny.
After that, they played for about 15 minutes and finished playing outside.
It was fun.
It's been a while since I played tag with others.
Finally, the actors stand in front of Sarah, who had the most fun.
Among the three of them, who did the actors like the most?
Rika! Rika! Rika!
Rika!
Yes!
You did a good job!
It was fun!
She is like a child.
Rika won first place among the 13 out of 20.
Rika won first place among the 20 out of 20.
Rika chose me.
It was fun!
There were many people.
As a result, Rika won as a child.
Next week, the second half of laundry training.
She has a hard time cooking.
What is this?
Who has the qualities of a wonderful mother?
Mikanya, you're amazing!
Amazing!
But I have an image of you playing with children.
I like it a lot!
Do you watch "The Three of Us"?
I know who you are by looking at you.
Do you know me?
Yes, because you were in "Teacher, You're Amazing!"
Kashiko, you were excellent again this week.
Let me announce the punishment.
You will receive a penalty game as a reward.
Then, I will announce it!
This week's winner is...
Shuu!
Did you guess correctly?
That's the point of this quiz!
You did it!
Thank you!
You're amazing!
And...
This week's idiot is...
Ribobo!
That's it for today's class!
Goodbye!
Re-Re-Re-Re-Re-Re-Re...
Quiz Time
Please give me the quiz!
Here's the question.
What is the highest probability of winning rock- paper-scissors?
Here's the next question.
How did statistics come about?
Go!
A woman puts milk and tea in order.
Which one is more delicious?
Here's the last question.
Among all Japanese people, what is the highest probability of forming a combination?
Zero point...
Re-Re-Re-Re-Re-Re...
Re-Re-Re-Ri!
Out of three questions...
The second one is...
A screen!
Ouch!
You said "thank you" with a strong will.
I was so nervous!