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On July 06 2015 00:45 Solar424 wrote:Show nested quote +On July 06 2015 00:41 [PkF] Wire wrote:
I missed the Jaedong - Lilbow series entirely, how did Jaedong win ? Lilbow went full foreigner
That's not true at all.
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your Country52797 Posts
On July 06 2015 00:45 graNite wrote:Show nested quote +On July 06 2015 00:43 The_Templar wrote:On July 06 2015 00:42 Serimek wrote:
Lorning never said how we had to divide apples in two groups, so two infinite groups or one finite and one infinite are valid answer, no?
If he had said divided into two in the mathematical sense of "divide", then we can put both groups in bijection and thy're both infinite.
(I'm no mathematician though.) If you put any percentage of the apples (besides 0) in a group, it will have an infinite amount of apples. If you put a certain amount of apples, however, it will be finite. if you numerate all apples and put all apples with equal numbers in group 1 and all with odd numbers in group 2, both will have infinite amount of apples in them
By odd numbers, do you mean numbers that don't occur on other apples? If so, every apple would go in group 1.
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On July 06 2015 00:42 graNite wrote:Show nested quote +On July 06 2015 00:41 [PkF] Wire wrote:
I missed the Jaedong - Lilbow series entirely, how did Jaedong win ? 3-2, by defending stalker sentry pushes
If I had had to guess I would have said Jaedong would win with lings all-ins. I'm quite surprised he managed to defeat the dreaded French PvZ fair.
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Lorning
Belgica34432 Posts
On July 06 2015 00:45 DarkPlasmaBall wrote:Show nested quote +On July 06 2015 00:44 Lorning wrote:On July 06 2015 00:42 DarkPlasmaBall wrote:On July 06 2015 00:39 Lorning wrote:On July 06 2015 00:37 SetGuitarsToKill wrote:On July 06 2015 00:35 Lorning wrote:On July 06 2015 00:33 SetGuitarsToKill wrote:On July 06 2015 00:32 Lorning wrote:On July 06 2015 00:30 The_Templar wrote:On July 06 2015 00:30 Heartland wrote:
We need less Hegel and more math in the LR I fixed up your post. If you divide an infinite amount of apples into 2 groups, do both groups have an infinite amount of apples, or just one? or neither? both do, but just less apples are in each group Are you sure? Cause if 1 group has a finite amount and the other an infinite amount and you put them together, you still have an infinite amount of apples in total but that's not what was asked. We had infinite to begin with and then divided it. It's still an infinite amount in both groups, but a small infinite than the two groups combined. Let's say I have this infinite amount of apples, and I take 1 of the apples and put it in group 1. I take the rest of the apples and I put it in group 2. Now I have a finite group and an infinite group, which are infinite together I never said divide them equally btw, maybe that was unclear. You can split up infinity into 1 finite group and 1 infinite group (like, say, splitting all integers into Set 1 = the integers from -10 to 10, and Set 2 = all the other integers), and you can also split up infinity into 2 infinite groups (like, say, Set 1 = all even integers, and Set 2 = all odd integers). So it works in both cases if the question is as originally written "do both groups have an infinite amount or just one?" It could be either answer. I hate the concept of infinity tbh Buzz Lightyear doesn't!
He is a filthy liar. (Well if he speaks English at least, cause in Dutch it's "to the stars, and beyond")
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Rain so smart!!!! Taking the proxy base, Marinelord will never think that someone like Rain will proxy a base
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On July 06 2015 00:46 [PkF] Wire wrote:Show nested quote +On July 06 2015 00:42 graNite wrote:On July 06 2015 00:41 [PkF] Wire wrote:
I missed the Jaedong - Lilbow series entirely, how did Jaedong win ? 3-2, by defending stalker sentry pushes If I had had to guess I would have said Jaedong would win with lings all-ins. I'm quite surprised he managed to defeat the dreaded French PvZ fair.
he didn't, he defeated normal 2 base all-ins. Lost the macro game on Coda.
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this is the tournament where foreigners managed to drag korean down to their level
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What was that, Rain?
Sigh...
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your Country52797 Posts
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lol Rain what the heck was that.
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On July 06 2015 00:46 Lorning wrote:Show nested quote +On July 06 2015 00:45 DarkPlasmaBall wrote:On July 06 2015 00:44 Lorning wrote:On July 06 2015 00:42 DarkPlasmaBall wrote:On July 06 2015 00:39 Lorning wrote:On July 06 2015 00:37 SetGuitarsToKill wrote:On July 06 2015 00:35 Lorning wrote:On July 06 2015 00:33 SetGuitarsToKill wrote:On July 06 2015 00:32 Lorning wrote:On July 06 2015 00:30 The_Templar wrote:
[quote]
I fixed up your post. If you divide an infinite amount of apples into 2 groups, do both groups have an infinite amount of apples, or just one? or neither? both do, but just less apples are in each group Are you sure? Cause if 1 group has a finite amount and the other an infinite amount and you put them together, you still have an infinite amount of apples in total but that's not what was asked. We had infinite to begin with and then divided it. It's still an infinite amount in both groups, but a small infinite than the two groups combined. Let's say I have this infinite amount of apples, and I take 1 of the apples and put it in group 1. I take the rest of the apples and I put it in group 2. Now I have a finite group and an infinite group, which are infinite together I never said divide them equally btw, maybe that was unclear. You can split up infinity into 1 finite group and 1 infinite group (like, say, splitting all integers into Set 1 = the integers from -10 to 10, and Set 2 = all the other integers), and you can also split up infinity into 2 infinite groups (like, say, Set 1 = all even integers, and Set 2 = all odd integers). So it works in both cases if the question is as originally written "do both groups have an infinite amount or just one?" It could be either answer. I hate the concept of infinity tbh Buzz Lightyear doesn't! He is a filthy liar. (Well if he speaks English at least, cause in Dutch it's "to the stars, and beyond")
learn math instead of watching movies for children
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MarineLord thinks that this is a 2 base all-in, funny thing is Rain thinks the same thing.
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lol i didn't expect Rain to make hangover moves
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Rain trying to pull a Parting.
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your Country52797 Posts
On July 06 2015 00:47 Heartland wrote:
this is the tournament where foreigners managed to drag korean down to their level
"Never argue with an idiot. They'll drag you down to their level and beat you with experience."
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Lorning
Belgica34432 Posts
"A good Korean is a dead koran"
TaKeTV pls
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On July 06 2015 00:47 Ej_ wrote:Show nested quote +On July 06 2015 00:46 Lorning wrote:On July 06 2015 00:45 DarkPlasmaBall wrote:On July 06 2015 00:44 Lorning wrote:On July 06 2015 00:42 DarkPlasmaBall wrote:On July 06 2015 00:39 Lorning wrote:On July 06 2015 00:37 SetGuitarsToKill wrote:On July 06 2015 00:35 Lorning wrote:On July 06 2015 00:33 SetGuitarsToKill wrote:On July 06 2015 00:32 Lorning wrote:
[quote]
If you divide an infinite amount of apples into 2 groups, do both groups have an infinite amount of apples, or just one? or neither? both do, but just less apples are in each group Are you sure? Cause if 1 group has a finite amount and the other an infinite amount and you put them together, you still have an infinite amount of apples in total but that's not what was asked. We had infinite to begin with and then divided it. It's still an infinite amount in both groups, but a small infinite than the two groups combined. Let's say I have this infinite amount of apples, and I take 1 of the apples and put it in group 1. I take the rest of the apples and I put it in group 2. Now I have a finite group and an infinite group, which are infinite together I never said divide them equally btw, maybe that was unclear. You can split up infinity into 1 finite group and 1 infinite group (like, say, splitting all integers into Set 1 = the integers from -10 to 10, and Set 2 = all the other integers), and you can also split up infinity into 2 infinite groups (like, say, Set 1 = all even integers, and Set 2 = all odd integers). So it works in both cases if the question is as originally written "do both groups have an infinite amount or just one?" It could be either answer. I hate the concept of infinity tbh Buzz Lightyear doesn't! He is a filthy liar. (Well if he speaks English at least, cause in Dutch it's "to the stars, and beyond") learn math instead of watching movies for children
Or do both. Clearly, Buzz Lightyear is just smug from taking a class in Set Theory and Cardinality.
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On July 06 2015 00:48 The_Templar wrote:Show nested quote +On July 06 2015 00:47 Heartland wrote:
this is the tournament where foreigners managed to drag korean down to their level "Never argue with an idiot. They'll drag you down to their level and beat you with experience."
Indeed.
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lmao sick game. mlord is gonna lose.
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EPT
