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Post benchmarks

Posted: June 30th, 2020, 6:46 am
by NoAyeBeardo
Wish people post benchmarks in this thread (i.e 50, 100, 500, 1000 and up)

I don't know who to wish :?

Re: Post benchmarks

Posted: July 5th, 2020, 5:58 am
by Hunting
What is benchmark

Re: Post benchmarks

Posted: July 5th, 2020, 6:53 am
by NoAyeBeardo
When they hit a certain number of posts.

I'm at 85...

Re: Post benchmarks

Posted: July 6th, 2020, 12:42 am
by Hunting
I reached 3200 a few posts ago. 2^5*(2*5)^2

Re: Post benchmarks

Posted: July 6th, 2020, 4:00 am
by yujh
1119(now)=3*373
1120=2^5*5*7

Re: Post benchmarks

Posted: July 7th, 2020, 12:30 am
by Hunting
yujh wrote: July 6th, 2020, 4:00 am 1119(now)=3*373
1120=2^5*5*7
That's completely trivial... 85 is a semi-prime and a Jacobsthal number but that does not mean it is special.

Re: Post benchmarks

Posted: July 7th, 2020, 5:03 am
by NoAyeBeardo
FWKnightship is at 491...

I'm at 90...so close to 100!

Re: Post benchmarks

Posted: July 9th, 2020, 8:34 pm
by Hunting
3223

Palindrome yay

Re: Post benchmarks

Posted: July 10th, 2020, 6:58 am
by NoAyeBeardo
FWKnightship hit 500! Well done!

Re: Post benchmarks

Posted: July 10th, 2020, 7:33 am
by NoAyeBeardo
Finally! 100 posts!

Re: Post benchmarks

Posted: July 10th, 2020, 8:34 am
by Hunting
NoAyeBeardo wrote: July 10th, 2020, 7:33 am Finally! 100 posts!
Congrats!

Re: Post benchmarks

Posted: July 13th, 2020, 6:56 am
by NoAyeBeardo
Thanks! :D

Re: Post benchmarks

Posted: July 14th, 2020, 3:05 pm
by Moosey
I recently surpassed 3333 posts.

<s>I will reward anyone who reaches f_psi_0(M_M_w)(10^100) posts with applause (psi is the following ocf):

Code: Select all

C(x,y) = cl(yU{0,M};(a,b)|->a+b,(a)|->w^a,(a)|->W_a,(a)|->M_a,(a,(c∈x))|->psi_a(c)
psi_pi(x)=min{b|b=C(a,b)∩pi∧((pi is mahlo)=>(b is regular))
</s>

Oh yeah and that's my excuse for being so inactive lately ^

Re: Post benchmarks

Posted: July 16th, 2020, 6:57 am
by wzkchem5
Moosey wrote: July 14th, 2020, 3:05 pm I recently surpassed 3333 posts.

<s>I will reward anyone who reaches f_psi_0(M_M_w)(10^100) posts with applause (psi is the following ocf):

Code: Select all

C(x,y) = cl(yU{0,M};(a,b)|->a+b,(a)|->w^a,(a)|->W_a,(a)|->M_a,(a,(c∈x))|->psi_a(c)
psi_pi(x)=min{b|b=C(a,b)∩pi∧((pi is mahlo)=>(b is regular))
</s>

Oh yeah and that's my excuse for being so inactive lately ^
No applause possible because that person's posts will contain so much information that a blackhole will be created, long before the number of posts actually reached your number, and you will lose your life in the process. The location of ConwayLife's server will become worldly famous for a very short period of time, though, as it is the initial location of the blackhole.

Re: Post benchmarks

Posted: July 18th, 2020, 8:47 am
by Moosey
wzkchem5 wrote: July 16th, 2020, 6:57 am No applause possible because that person's posts will contain so much information that a blackhole will be created, long before the number of posts actually reached your number, and you will lose your life in the process. The location of ConwayLife's server will become worldly famous for a very short period of time, though, as it is the initial location of the blackhole.
Well of course! That's the point!