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Kaffis Mark V
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PostPosted: Mon Sep 16, 2013 4:12 pm 
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Spoiler:
1, 2, 1000

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Lenas
 Post subject: Re: An Experiment
PostPosted: Mon Sep 16, 2013 4:24 pm 
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Yes.
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Stathol
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PostPosted: Mon Sep 16, 2013 4:31 pm 
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Cheater :p

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For we are bound where mariner has not yet dared to go,
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Kaffis Mark V
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PostPosted: Mon Sep 16, 2013 4:49 pm 
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Spoiler:
f(1) < f(2) < f(3)?

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"... Mirrorshades prevent the forces of normalcy from realizing that one is crazed and possibly dangerous. They are the symbol of the sun-staring visionary, the biker, the rocker, the policeman, and similar outlaws." - Bruce Sterling, preface to Mirrorshades
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Stathol
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PostPosted: Mon Sep 16, 2013 4:49 pm 
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Kaffis Mark V wrote:
Spoiler:
f(1) < f(2) < f(3)?

Yes.

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For we are bound where mariner has not yet dared to go,
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Müs
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PostPosted: Mon Sep 16, 2013 4:55 pm 
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Spoiler:
chicken > strips of felt < gzornenplak

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Corolinth
 Post subject: Re: An Experiment
PostPosted: Mon Sep 16, 2013 4:56 pm 
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Spoiler:
0001-0110-1010
2's complement

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Stathol
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PostPosted: Mon Sep 16, 2013 5:03 pm 
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Corolinth wrote:
Spoiler:
0001-0110-1010
2's complement

0

Müs wrote:
Spoiler:
chicken > strips of felt < gzornenplak

A slightly green shade of purple.

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Sail forth! steer for the deep waters only!
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For we are bound where mariner has not yet dared to go,
And we will risk the ship, ourselves and all.
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Müs
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Spoiler:
The sound of a newborn kitten > the smell of a cerulean sky, heavy with leaden gray clouds > the taste of fire

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Shelgeyr
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PostPosted: Tue Sep 17, 2013 5:12 am 
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Spoiler:
8-16-24

Annnd I just read that the rule has been solved.

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Stathol
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PostPosted: Tue Sep 17, 2013 9:07 am 
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Shelgeyr wrote:
Spoiler:
8-16-24

Yes.
Shelgeyr wrote:
Annnd I just read that the rule has been solved.

That's fine. This is an individual thing, not a race.

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For we are bound where mariner has not yet dared to go,
And we will risk the ship, ourselves and all.
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Corolinth
 Post subject: Re: An Experiment
PostPosted: Tue Sep 17, 2013 9:13 am 
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Spoiler:
-7,-4,-2


Spoiler:
5e^(ipi/2) - 5e^(ipi) - 5e^(7ipi/6)

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Stathol
 Post subject: Re: An Experiment
PostPosted: Tue Sep 17, 2013 9:43 am 
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Corolinth wrote:
Spoiler:
-7,-4,-2

Yes.

Corolinth wrote:
Spoiler:
5e^(ipi/2) - 5e^(ipi) - 5e^(7ipi/6)

No. Though it should be noted that there are a couple ways you might interpret this rule in the context of complex numbers. Since only one of them is backwards compatible with the strictly real-number interpretation, I'll be using that one. The answer in this case would be "no" either way.

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For we are bound where mariner has not yet dared to go,
And we will risk the ship, ourselves and all.
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Corolinth
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PostPosted: Tue Sep 17, 2013 4:40 pm 
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Sounds like that rule is considerably more complicated than the experiment's original framer thought.

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Lenas
 Post subject: Re: An Experiment
PostPosted: Tue Sep 17, 2013 4:48 pm 
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Oh really?
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Stathol
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PostPosted: Tue Sep 17, 2013 7:13 pm 
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Corolinth wrote:
Sounds like that rule is considerably more complicated than the experiment's original framer thought.

The rule is simple; it just wasn't written with complex numbers in mind. I was, frankly, just humoring you. If you prefer, we could leave it at "the domain of the rule is all real numbers".

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Sail forth! steer for the deep waters only!
Reckless, O soul, exploring, I with thee, and thou with me;
For we are bound where mariner has not yet dared to go,
And we will risk the ship, ourselves and all.
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Corolinth
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PostPosted: Tue Sep 17, 2013 7:34 pm 
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That would be excellent.

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NephyrS
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PostPosted: Tue Sep 17, 2013 10:09 pm 
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I thought the rule was quite simple, with a few control sets.

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Corolinth
 Post subject: Re: An Experiment
PostPosted: Tue Sep 17, 2013 10:38 pm 
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There is a reason for that.

Spoiler:
Remember being taught back in high school algebra that you have to turn your inequality symbol around whenever you multiply or divide by a negative number? That's because the definitions we taught you for "less than" and "greater than" are ****. That's why students have such a hard time with inequalities. They have the correct understanding of what "greater than" is supposed to mean, and we're trying to teach them a definition for the term that is flat out wrong on the left side of zero. It is, in point of fact, anything but simple. If it was simple, we wouldn't have to drill into your head that you have to turn the symbol around whenever you multiply or divide by a negative.

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