2,000,000,000+ bid in auction house?

Dirwulf · 03-21-2019, 01:14 PM

Check out that bid for Zack Cozart...

sharpk23 · 03-21-2019, 01:26 PM

There is no way someone could have accumulated all those pp even if they sold all their cards. Has to be some kinds of test

Dirwulf · 03-21-2019, 01:27 PM

Quote:

Originally Posted by sharpk23

There is no way someone could have accumulated all those pp even if they sold all their cards. Has to be some kinds of test

Or exploit...

BMW · 03-21-2019, 01:36 PM

I'm willing to bet that's the max of a signed or unsigned integer.

Matt Arnold · 03-21-2019, 01:40 PM

Chris is running some tests on system limits, to make sure things don't crash in the extremes. Anyone else is welcome to buy 2B worth of PP if they want to help test out when things go live tomorrow.

mcdog512 · 03-21-2019, 01:47 PM

Quote:

Originally Posted by Matt Arnold

Chris is running some tests on system limits, to make sure things don't crash in the extremes. Anyone else is welcome to buy 2B worth of PP if they want to help test out when things go live tomorrow.

Could be cheaper than buying a T206 Honus Wagner off a real auction house.....

dkgo · 03-21-2019, 02:12 PM

who's the lucky guy who listed that cozart? haha

in for a nice surprise when he logs in after work

atabakin · 03-21-2019, 03:40 PM

Quote:

Originally Posted by BMW

I'm willing to bet that's the max of a signed or unsigned integer.

This number is a Mersenne prime of 2^31 - 1, so it's probably an upper limit of a bunch of 1s in binary.

Westheim · 03-21-2019, 04:25 PM

Quote:

Originally Posted by atabakin

This number is a Mersenne prime of 2^31 - 1, so it's probably an upper limit of a bunch of 1s in binary.

This. Just as in OOTP 19, the max bid appears to be how many PP you can cram into four bytes.

BMW · 03-21-2019, 04:30 PM

Quote:

Originally Posted by atabakin

This number is a Mersenne prime of 2^31 - 1, so it's probably an upper limit of a bunch of 1s in binary.

That's fantastic! And in accordance with that, 2147483647 is the max of a signed integer in SQL (and probably most programming languages, due to the binary you're quoting).

Mudster · 03-21-2019, 07:55 PM

Quote:

Originally Posted by BMW

That's fantastic! And in accordance with that, 2147483647 is the max of a signed integer in SQL (and probably most programming languages, due to the binary you're quoting).

...and I felt "smart" on figuring out how not to destroy my fried eggs this morning without a spatula...to hell with you all

03-21-2019, 01:14 PM	#1
Dirwulf Minors (Rookie Ball) Join Date: Nov 2018 Posts: 30	2,000,000,000+ bid in auction house? Check out that bid for Zack Cozart... Attached Images Last edited by Dirwulf; 03-21-2019 at 01:25 PM.

03-21-2019, 01:36 PM	#4
BMW Hall Of Famer Join Date: May 2003 Location: New Jersey Posts: 2,030	I'm willing to bet that's the max of a signed or unsigned integer. __________________

03-21-2019, 01:26 PM	#2
sharpk23 Minors (Single A) Join Date: Nov 2018 Posts: 90	There is no way someone could have accumulated all those pp even if they sold all their cards. Has to be some kinds of test

03-21-2019, 01:40 PM	#5
Matt Arnold OOTP Developer Join Date: Jun 2009 Location: Here and there Posts: 14,127	Chris is running some tests on system limits, to make sure things don't crash in the extremes. Anyone else is welcome to buy 2B worth of PP if they want to help test out when things go live tomorrow.

03-21-2019, 02:12 PM	#7
dkgo Hall Of Famer Join Date: Apr 2010 Posts: 2,152	who's the lucky guy who listed that cozart? haha in for a nice surprise when he logs in after work