Message from @Tee-PA

Discord ID: 509923976793817123

2018-11-08 02:52:53 UTC  

@ThisIsChris As far as I know, you weren't asking for anything in regards to a or b.

2018-11-08 02:53:25 UTC  

PAtrick Casey joins Doki Doki Literature Club.

2018-11-08 02:53:28 UTC  

@Rabbidsith one way is if just you happen to know that a\*sin(x) and b\*cos(x) when differentiated twice are the negative of themselves.

2018-11-08 02:53:42 UTC  

Reading Identity Rising now

2018-11-08 02:53:50 UTC  

The next IE conference will include a panel on Black Conservatism and the Faustian Spirit

2018-11-08 02:53:58 UTC  

@Ryonne Top 10 Anime Crossovers

2018-11-08 02:54:10 UTC  

@Jacob Brittanny Venti speaks on the Goblin Realm

2018-11-08 02:54:10 UTC  

@Rabbidsith if you're asking how to know without happening to know that fact, then if you assume there is a power series solution then you can find a recurrence relation for the coefficients of a solution.

2018-11-08 02:54:20 UTC  

just read Endurance by Alfred Lansing...what a tale

2018-11-08 02:54:32 UTC  

@ThisIsChris Well yes. That is true. However, I could also just argue that both f"(x) and f(x) are equal to 0.

2018-11-08 02:54:34 UTC  


2018-11-08 02:54:38 UTC  

@Jacob "Based or Redpilled? Must it be Both?"

2018-11-08 02:54:47 UTC  


2018-11-08 02:54:53 UTC  

Idk about cowboy boots.

2018-11-08 02:54:55 UTC  

As long as there nice looking boots

2018-11-08 02:54:55 UTC  

Doug Dimmadome wears boots with a suit

2018-11-08 02:55:04 UTC  

0 differentiated twice is still 0 so that is also a valid answer.

2018-11-08 02:55:22 UTC  

@Rabbidsith that's true, you would get that solution if you plug in a=0 and b=0 into a\*sin(x) + b\*cos(x)

2018-11-08 02:55:23 UTC  

Cowboy boots are tasteful imho

2018-11-08 02:55:31 UTC  

@Matthias You are going to wear them at the conference, don't lie.

2018-11-08 02:55:49 UTC  

I'm wearing my pointy boots

2018-11-08 02:55:54 UTC  

I actually wore my cowboy boots during our banner drop,been awhike since last wore them😉

2018-11-08 02:55:57 UTC  

Reinhard Rofl

2018-11-08 02:56:00 UTC  

We are so lucky to have this group.

2018-11-08 02:56:07 UTC  

Sometimes @Jason - CT

2018-11-08 02:56:17 UTC  

@ThisIsChris My point is that without clarification as to the intended answer, then you're going to get the laziest answer from a mathematician. ;)

2018-11-08 02:56:27 UTC  

Wingtips or something similar for me @Goldstein Riots

2018-11-08 02:56:48 UTC  

Ave, true to Trump.

2018-11-08 02:56:58 UTC  

If you aren't riding a horse to a formal're just showing off.

2018-11-08 02:57:00 UTC  

Augustus best emperor.

2018-11-08 02:57:03 UTC  

@Reinhard Wolff People in our movement definitely put too much of a focus on race and IQ stats at times. At the same time, I think we should have a basic knowledge of race realism to shut down the "social construct" argument. How we maintain a balance between not sperging over IQ charts, but still bring pro-science?

2018-11-08 02:57:08 UTC  

Ceasar was a fraud bro

2018-11-08 02:57:11 UTC  

Lincoln was America's Caesar. For better and worse. It is when Republic became Empire.

2018-11-08 02:57:19 UTC  

true if big

2018-11-08 02:57:22 UTC  

Jeb is low energy.

2018-11-08 02:57:38 UTC  

Lol,hahahaa @Freiheit - CA As the horse neighs and paws the ground,lol

2018-11-08 02:57:39 UTC  

@Reinhard Wolff Crossing the rappahannock river. Salvini crosses the Rubicon.

2018-11-08 02:57:47 UTC  

@Wood-Ape - OK/MN That is a good take

2018-11-08 02:57:47 UTC  

Hail to the king baby!

2018-11-08 02:57:50 UTC  

@Rabbidsith that is smart! zero solution easiest to try. true for any homogeneous linear diffy q

2018-11-08 02:57:51 UTC