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- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

PARADOXES!

If you don't know, a paradox is something that logically can be “proven”, but makes no sense in the real world.

For example, Zeno's paradox tells us that you physically cannot get to your destination.

Now those are paradoxes, I just proved mathematically that you can't move, but you obviously can in the real world.

Another common one is:

Please do not quote this entire OP. Thanks!

Feel free to discuss any of the example paradoxes, and please comment your favorite paradox!

Also, feel free to contact me on my profile page about any of these.

Thanks!

-FH1

If you don't know, a paradox is something that logically can be “proven”, but makes no sense in the real world.

For example, Zeno's paradox tells us that you physically cannot get to your destination.

(Yes, this is the one currently in my signature.) 1) I will prove that you cannot get to your destination.

Let's say that you are at point A. You wish to get to point B.

To get to point B, you first have to get halfway to that point.

Now in order to get to point B from your current location, you must first move half of the remaining distance.

And again, move halfway of the remaining distance.

On and on, the fraction keeps getting smaller and smaller, the distance left gets shorter and shorter.

But that distance never reaches 0, so you have not reached point B.

2) I will now prove that you cannot move at all.

Again, you are at point A and wish to get to point B.

You must first move halfway to point B, as stated in the first part.

But, in order to get to that halfway point, you must first go halfway to the midpoint.

And again, halfway to the halfway to the midpoint of points A and B.

The fraction keeps getting smaller, and it will get so small that you physically cannot move.

Now those are paradoxes, I just proved mathematically that you can't move, but you obviously can in the real world.

Another common one is:

Let's say you have a time machine.

1) You decide to go back to the time your parents met for the first time.

You accidentally prevented them from meeting.

If they don't meet, then you would not be born.

If you were not born, you couldn't go back in time to prevent your parents from meeting.

Your parents would meet, and you would be born.

You would go back and prevent your parents from meeting

Etc.

What would actually happen?

Please do not quote this entire OP. Thanks!

Feel free to discuss any of the example paradoxes, and please comment your favorite paradox!

Also, feel free to contact me on my profile page about any of these.

Thanks!

-FH1

*Last edited by Forum_Helper1 (March 30, 2017 18:00:20)*

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- jakel181
- Scratcher

1000+ posts

### Paradoxes

What about if you make a cake cut it in half and put the half on top and do that again over and over you will eventually you will have an infinitely tall cake with a finite mass

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- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

Wow, that's a good one. Mind if I put it into the OP later? What about if you make a cake cut it in half and put the half on top and do that again over and over you will eventually you will have an infinitely tall cake with a finite mass

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- jakel181
- Scratcher

1000+ posts

### Paradoxes

Sure

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Translate The SDS | The Scratch Wiki

define How to scratchThis message was transmitted using 100% recycled electrons

think [Creative]

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- WolfCat67
- Scratcher

1000+ posts

### Paradoxes

This sentence is false.Quite possibly the simplest paradox, but still ridiculously complex if you look into it.

- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

I forgot about that one… Nice! I'll add it, once I can edit the OP. There may be a restriction on new scratchers editing posts.This sentence is false.Quite possibly the simplest paradox, but still ridiculously complex if you look into it.

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- DominoDragon1
- Scratcher

1000+ posts

### Paradoxes

That's sad. Though I do have to ask… Why a new scratcher and 100+ posts!I forgot about that one… Nice! I'll add it, once I can edit the OP. There may be a restriction on new scratchers editing posts.This sentence is false.Quite possibly the simplest paradox, but still ridiculously complex if you look into it.

Another simple one:

Today is opposite day.

There are 10 kinds of people in the world, those who know binary and those who don't. “And those who think they do but are still waiting on 8 more people.” (Sigton).

- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

Ohhhh nice! I totally forgot about all these simple ones…That's sad. Though I do have to ask… Why a new scratcher and 100+ posts!I forgot about that one… Nice! I'll add it, once I can edit the OP. There may be a restriction on new scratchers editing posts.This sentence is false.Quite possibly the simplest paradox, but still ridiculously complex if you look into it.

Another simple one:

Today is opposite day.

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

BUMP!

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- Rex208
- Scratcher

500+ posts

### Paradoxes

One similar sentence (that actually shows up in mathematics) is “This sentence cannot be proven true.”This sentence is false.Quite possibly the simplest paradox, but still ridiculously complex if you look into it.

- scrooge200
- Scratcher

1000+ posts

### Paradoxes

Does a set of all sets contain itself?

Mission: Refuse this mission.

Mission: Refuse this mission.

- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

Great! I'll add these when I become a scratcher!

Anyone got any complex ones?

Anyone got any complex ones?

*Last edited by Forum_Helper1 (March 31, 2017 22:21:55)*

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- Galleigo
- Scratcher

500+ posts

### Paradoxes

Divide by zero

((╯°□°)–︻╦╤─ – – – :: sensing) :: pen capBlocky, a young guard block, guards my signature from kumquats. Still trying to teach him how to shoot the kumquat instead of my signature. By the way, all these coloured URLs still work. Cool, huh? (Sorry for the insane bolding, italicising and underlining. :P)

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- Forum_Helper1
- New to Scratch

500+ posts

### Paradoxes

That's not exactly a paradox (I don't think…), but sure! Divide by zero

Warning: Complicated, and mind blowing.

Zeno's Paradox: I can prove you can't get anywhere. Before you get from where you are to where you wish to go, you first have to go halfway to the endpoint. From there, you go half of the remaining way. And halfway, on and on, but you can never reach your goal, because there will always be the smallest fraction of space you haven't gone through.

I can also prove you can't move. Similar to the above, I will use the same principals to prove you can't move. We already know that to get to your destination, you must first go halfway. In addition, before you get to the halfway point, you must first go halfway to the halfway point. And then before you get there, you must first go halfway. And on and on, you get smaller and smaller fractions of space you must first travel to. You can never move away from where you are.

Go here for more paradoxes!! Wow, this is a long sig. Bring the semicolon back to life! I'm a New Scratcher with 500+ posts!

- jokebookservice1
- Scratcher

1000+ posts

### Paradoxes

Zeno's paradox can be explained because space is quantized (you can't split a planck length in half)… it's a bit like a board game where you move along a grid, you can't move half a grid square

- Icewing879
- Scratcher

14 posts

### Paradoxes

A teacher announces to her class that there will be a surprise test sometime during the following week. The students begin to speculate about when it might occur, until one of them announces that there is no reason to worry, because a surprise test is impossible. The test cannot be given on Friday, she says, because by the end of the day on Thursday we would know that the test must be given the next day. Nor can the test be given on Thursday, she continues, because, given that we know that the test cannot be given on Friday, by the end of the day on Wednesday we would know that the test must be given the next day. And likewise for Wednesday, Tuesday, and Monday.

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- FoxAlpha
- New to Scratch

87 posts

### Paradoxes

I'm going to keep tabs on this topic. I unfortunately don't have any paradoxes to share yet. But I love reading them. XD

*Last edited by FoxAlpha (April 2, 2017 21:25:55)*

“There are two types of people in this world; normal people, and the ones who say that there are two types of people.”

“Waht's tha?”~ -AwsomeAdvanced- 2017 I'm not stalking you btw. XD

- gigamushroom
- Scratcher

1000+ posts

### Paradoxes

A man walks into a toy store. He asks the sales assistant if he can buy two red stress balls. The sales assistant states that he can. She asks the man to wait as she is seen entering a storage room. A few minutes later she is seen with a single blue stress ball in her hand. The man states that he is unsatisfied, and the sales assistant says that if the man can state all the things she did incorrectly while fulfilling the man's request, he will get both balls for free. The man gives up, and walks out of the toy store empty-handed, along with a headache.

Why? The answer is simple. The woman said:

Mistake No. 1: The colour of the stress ball is incorrect.

Mistake No. 2: The amount of purchased (red) stress balls is incorrect (none).

Mistake No. 3: The man asked if he could purchase the two balls, and yet he didn't (the sales assistant said he can).

Mistake No. 4: The sales assistant didn't demand the customer money (made an unofficial free offer).

Allow me to explain:

Mistake number one isn't a mistake as the amount of stress balls the man asked for was more than one, so the colour doesn't matter in this case. Let me rewrite mistake number one, then.

Mistake No. 1: The item presented is incorrect.

Since mistake No. 2 is basically the same as mistake number one, that one is eliminated.

We don't need to change or remove mistake no. 3.

Mistake No. 4 is the same as mistake no. 3, since the sales assistant wouldn't demand the customer money if the man wouldn't agree to buy them.

The actual mistakes are as follows:

Mistake No. 1: The item presented is incorrect.

Mistake No. 2: The woman's first mistake was incorrectly stated.

Mistake No. 3: The man asked if he could purchase the two balls, and yet he didn't (the sales assistant said he can).

Mistake No. 4: Mistake No. 4 is the same as mistake No. 3, so that makes three actual mistakes (the woman stated).

Mistake No. 5: The woman stated four mistakes.

Mistake No. 6: Mistake No. 4 is stated incorrectly ("makes three actual mistakes")

Mistake No. 7: Mistake No. 5 is stated incorrectly.

Can you name all the mistakes?

Why? The answer is simple. The woman said:

Mistake No. 1: The colour of the stress ball is incorrect.

Mistake No. 2: The amount of purchased (red) stress balls is incorrect (none).

Mistake No. 3: The man asked if he could purchase the two balls, and yet he didn't (the sales assistant said he can).

Mistake No. 4: The sales assistant didn't demand the customer money (made an unofficial free offer).

Allow me to explain:

Mistake number one isn't a mistake as the amount of stress balls the man asked for was more than one, so the colour doesn't matter in this case. Let me rewrite mistake number one, then.

Mistake No. 1: The item presented is incorrect.

Since mistake No. 2 is basically the same as mistake number one, that one is eliminated.

We don't need to change or remove mistake no. 3.

Mistake No. 4 is the same as mistake no. 3, since the sales assistant wouldn't demand the customer money if the man wouldn't agree to buy them.

The actual mistakes are as follows:

Mistake No. 1: The item presented is incorrect.

Mistake No. 2: The woman's first mistake was incorrectly stated.

Mistake No. 3: The man asked if he could purchase the two balls, and yet he didn't (the sales assistant said he can).

Mistake No. 4: Mistake No. 4 is the same as mistake No. 3, so that makes three actual mistakes (the woman stated).

Mistake No. 5: The woman stated four mistakes.

Mistake No. 6: Mistake No. 4 is stated incorrectly ("makes three actual mistakes")

Mistake No. 7: Mistake No. 5 is stated incorrectly.

Can you name all the mistakes?

“You see things; and you say ‘Why?’ But I dream things that never were; and I say ‘Why not?’”

- FoxAlpha
- New to Scratch

87 posts

### Paradoxes

-Snip-

So a paradox infused in a riddle…

You're melting my brain. ._.

*Last edited by FoxAlpha (April 2, 2017 21:33:29)*

“There are two types of people in this world; normal people, and the ones who say that there are two types of people.”

“Waht's tha?”~ -AwsomeAdvanced- 2017 I'm not stalking you btw. XD

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