Social Chat - January 2016

Happy things! Ballet, sports, God, guns, swords, LOTR, books, movies, writing, history, weird animals, snow, music, what we've had to eat today…and I could go on for hours!!!

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a _planet_ apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you're creating a Death Star! Duh!

Are you planning on creating a death star?

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a _planet_ apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is very important to know how to calculate these kinds of things.

I'm ok, but my ankle is killing me! I was really foolish and went to ballet yesterday. :(

Ooh, ouch. Get plenty of ice on that!

Yeah, I live for ice. And elevation, and compression. Not so much that rest one though… lol

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a _planet_ apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is _very_ important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

Happy things! Ballet, sports, God, guns, swords, LOTR, books, movies, writing, history, weird animals, snow, music, what we've had to eat today…and I could go on for hours!!!

All of those things involve mathematics!

If you're creating a Death Star! Duh!

Are you _planning_ on creating a death star?

I'm afraid Earth doesn't have the resources for me to do such a thing… I'll probably have to find other planets with plenty of ore, and for that I'd probably need to figure out how to make something move at or past light speed so I can get to such planets. I have some work to do…

But we can talk about them without involving it!!!!!

I'm ok, but my ankle is killing me! I was really foolish and went to ballet yesterday. :(

Ooh, ouch. Get plenty of ice on that!

Yeah, I live for ice. And elevation, and compression. Not so much that rest one though... lol

I'd tell you to get some less dangerous hobbies, but you've probably been told that before. :P

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a _planet_ apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is _very_ important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

But we can talk about them without involving it!!!!!

That would be impossible, because human language probably involves math.

I'm ok, but my ankle is killing me! I was really foolish and went to ballet yesterday. :(

Ooh, ouch. Get plenty of ice on that!

Yeah, I live for ice. And elevation, and compression. Not so much that rest one though... lol

I'd tell you to get some less dangerous hobbies, but you've probably been told that before. :P

Yeah, I've been told that. However, does that mean I can't ride in cars anymore? Cause that's how I sprained it!

If you're creating a Death Star! Duh!

Are you _planning_ on creating a death star?

I'm afraid Earth doesn't have the resources for me to do such a thing... I'll probably have to find other planets with plenty of ore, and for that I'd probably need to figure out how to make something move at or past light speed so I can get to such planets. I have some work to do...

Sounds im practical to me ;)

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a _planet_ apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is _very_ important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

That answer can easily be obtained without calculus. The answer is "lots"

But we can talk about them without involving it!!!!!

That would be impossible, because human language probably involves math.

I'm talking right now. Maybe I am involving math in doing so, but I am not solely talking about math!!!

Nick boy is on??!

Steve!!

If you're creating a Death Star! Duh!

Are you _planning_ on creating a death star?

I'm afraid Earth doesn't have the resources for me to do such a thing... I'll probably have to find other planets with plenty of ore, and for that I'd probably need to figure out how to make something move at or past light speed so I can get to such planets. I have some work to do...

Sounds _im_ practical to me ;)

Only if you're small-minded! You must set your goals high!

I'd tell you to get some less dangerous hobbies, but you've probably been told that before. :P

Yeah, I've been told that. However, does that mean I can't ride in cars anymore? Cause that's how I sprained it!

…Oh. How did that happen? :P

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a planet apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is very important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

That answer can easily be obtained without calculus. The answer is "lots"

I think its a lot more than that!

Yeah! (I'm confused why you said that in reply to me…)

Nick boy is on??!

Sickbay is on??

If you're creating a Death Star! Duh!

Are you _planning_ on creating a death star?

I'm afraid Earth doesn't have the resources for me to do such a thing... I'll probably have to find other planets with plenty of ore, and for that I'd probably need to figure out how to make something move at or past light speed so I can get to such planets. I have some work to do...

Sounds _im_ practical to me ;)

Only if you're small-minded! You must set your goals high!

Ah, but not so high that they cannot be accomplished in one lifetime. 'Cuz if they can't, then they're un obtainable.

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a planet apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is very important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

That answer can easily be obtained without calculus. The answer is "lots"

I think its a lot more than that!

….some algebraic relation….

Only if you're small-minded! You must set your goals high!

Ah, but not so high that they cannot be accomplished in _one_ lifetime. 'Cuz if they can't, then they're _un_ obtainable.

…Hm. Perhaps then I should devote more time to prolonging my life first, so I can accomplish all this.

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a planet apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is very important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

That answer can easily be obtained without calculus. The answer is "lots"

I think its a lot more than that!

....some algebraic relation....

energy-required-to-blow-up-a-planet [greater than sign, which does not render on Memverse] a lot

facepalm now that is such a worse nick name. ;P How are ya, Nicolas? Great to see you on!

Only if you're small-minded! You must set your goals high!

Ah, but not so high that they cannot be accomplished in _one_ lifetime. 'Cuz if they can't, then they're _un_ obtainable.

...Hm. Perhaps then I should devote more time to prolonging my life first, so I can accomplish all this.

You could pass the project on to you children!

I'd tell you to get some less dangerous hobbies, but you've probably been told that before. :P

Yeah, I've been told that. However, does that mean I can't ride in cars anymore? Cause that's how I sprained it!

...Oh. How did that happen? :P

Well, I had been bowling with some friends from ballet, then we all came to our house and danced (7 people in a tiny bedroom XD). We drove one of my friends home. As I was climbing into the car, my foot got stuck and twisted like 180 you know whats (You know… math)

Only if you're small-minded! You must set your goals high!

Ah, but not so high that they cannot be accomplished in _one_ lifetime. 'Cuz if they can't, then they're _un_ obtainable.

...Hm. Perhaps then I should devote more time to prolonging my life first, so I can accomplish all this.

Sit in your house don't go anywhere near something that could pose a potential threat to your life.

Those are interesting, especially using integrals with 3D shapes. They're so practical too. For example, you could use integrals to find out how much energy it would take to blow a planet apart.

How is knowing how much energy it would take to blow a planet apart be practical? ;p We haven't done integrals with 3D shapes yet. We're still on integrating graphs of two dimensions.

If you didn't know that, whenever you watched movies with planets blowing up, you would wonder. Soon, the question would begin eating at you. You wouldn't be able to sleep at night. Eventually, you would be driven mad! It is very important to know how to calculate these kinds of things.

OOHHH. So the practical application of knowing how much energy is required to blow up a planet is for creating movies in which planets are blown up?

No. It's that no person in his right mind would be able to live without knowing how much energy it takes to blow up a planet after thinking of the question.

That answer can easily be obtained without calculus. The answer is "lots"

I think its a lot more than that!

....some algebraic relation....

energy-required-to-blow-up-a-planet [greater than sign, which does not render on Memverse] a lot

Ta Da!

*facepalm* now _that_ is such a worse nick name. ;P How are ya, Nicolas? Great to see you on!

Likewise! However, it appears that I am being called away… I must get salad from Wal-mart for my mom. :P Sorry I couldn't talk more… :-/ See you later!

Only if you're small-minded! You must set your goals high!

Ah, but not so high that they cannot be accomplished in _one_ lifetime. 'Cuz if they can't, then they're _un_ obtainable.

...Hm. Perhaps then I should devote more time to prolonging my life first, so I can accomplish all this.

Sit in your house don't go anywhere near something that could pose a potential threat to your life.

Even if I do that, I'll die of old age someday. :P

I'd tell you to get some less dangerous hobbies, but you've probably been told that before. :P

Yeah, I've been told that. However, does that mean I can't ride in cars anymore? Cause that's how I sprained it!

...Oh. How did that happen? :P

Well, I had been bowling with some friends from ballet, then we all came to our house and danced (7 people in a tiny bedroom XD). We drove one of my friends home. As I was climbing into the car, my foot got stuck and twisted like 180 you know whats (You know... math)

You could say pi radians instead.

Well, I had been bowling with some friends from ballet, then we all came to our house and danced (7 people in a tiny bedroom XD). We drove one of my friends home. As I was climbing into the car, my foot got stuck and twisted like 180 you know whats (You know... math)

You could say pi radians instead.

Precisely what I was thinking. xD

Well, I had been bowling with some friends from ballet, then we all came to our house and danced (7 people in a tiny bedroom XD). We drove one of my friends home. As I was climbing into the car, my foot got stuck and twisted like 180 you know whats (You know... math)

You could say pi radians instead.

Precisely what I was thinking. xD

^ ditto xP

Sorry…. Nope. I had to use google to even figure out what that meant.

*facepalm* now _that_ is such a worse nick name. ;P How are ya, Nicolas? Great to see you on!

Likewise! However, it appears that I am being called away... I must get salad from Wal-mart for my mom. :P Sorry I couldn't talk more... :-/ See you later!

Haha! Aw, okay. And I must likewise go to my hockey game soon - maybe sometime soon we can catch up! :D
Ttyl!

PEOPLES!!! I'm 13. I have an average IQ, I'm not that smart. I am taking an easy 7th grade math course, which I'm failing!!!! Ok? OK???

You could say "twisted it halfway around." That isn't too mathematical!

Kay, that sounds good to me!

What subjects do you enjoy?

'Kay I got to get off now to eat supper. Catch you all later!

Bye!

Writing, history, and occasionally science, depending on what kind it is, and you guessed it, if it involves math I hate it.

I enjoy writing and history too (but not as much as math and science!) I have a lot of writing to do right now actually.

What kinds of things do you write?

I should be working on writing homework right now, but I can''t think of anything good to write about.

Anything. Mostly writers who write about writers writing and stuff like that.

You could write about the Bible!