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Re: My number is larger [GAME]
Posted: November 23rd, 2023, 5:16 pm
by squareroot12621
5√15 ÷ 8 ≈ 2.42061459 (+0.00033322).
Re: My number is larger [GAME]
Posted: December 5th, 2023, 8:44 am
by hotdogPi
∜(103/3) ≈ 2.42063324 (+.0000186474821)
Re: My number is larger [GAME]
Posted: December 5th, 2023, 3:28 pm
by rutabaga
haaaaaands wrote: October 2nd, 2023, 11:19 am
BlinkerSpawn wrote: October 2nd, 2023, 11:08 am
Plasmath wrote: September 7th, 2023, 9:38 pm
25/8 - 1/√(2) ≈ 2.4178932188134525 (+6.468e-6)
74.97/π^3 ≈ 2.417897537 (+0.000004318)
haaaaaands wrote: October 2nd, 2023, 10:24 am
[less than e112] to the power of [less than 6e8]
beat that
10^10^11 will do the job quite nicely.
it took me a long time to type that...
123^456^789?
12^34^56^78^90
Re: My number is larger [GAME]
Posted: February 22nd, 2024, 8:03 pm
by C_R_116
hotdogPi wrote: December 5th, 2023, 8:44 am
∜(103/3) ≈ 2.42063324 (+.0000186474821)
∛(sinh(8-1/1250)/105) ≈ 2.42063713761 (+0.000003897614)
Re: My number is larger [GAME]
Posted: February 23rd, 2024, 9:15 am
by Antonin Duda
C_R_116 wrote: February 22nd, 2024, 8:03 pm
∛(sinh(8-1/1250)/105) ≈ 2.42063713761 (+0.000003897614)
e^(e/3)-27/500 ≈ 2.42063755487 (+0.00000041726)
Re: My number is larger [GAME]
Posted: February 23rd, 2024, 10:00 am
by hotcrystal0
Antonin Duda wrote: February 23rd, 2024, 9:15 am
e^(e/3)-27/500 ≈ 2.42063755487 (+0.00000041726)
2+sin(43/99) ≈ 2.42081489085(+0.00017733598)
Re: My number is larger [GAME]
Posted: March 9th, 2024, 11:23 pm
by tommyaweosme
hotcrystal0 wrote: February 23rd, 2024, 10:00 am
Antonin Duda wrote: February 23rd, 2024, 9:15 am
C_R_116 wrote: February 22nd, 2024, 8:03 pm
∛(sinh(8-1/1250)/105) ≈ 2.42063713761 (+0.000003897614)
e^(e/3)-27/500 ≈ 2.42063755487 (+0.00000041726)
2+sin(43/99) ≈ 2.42081489085(+0.00017733598)
(((e*pi-(e+pi))-pi/(1+(pi/pi*pi)+(pi/pi*pi)+(pi/pi*pi))+((pi*e)/pi))/e)+(e/(pi*pi))+(e/(pi*pi)) = 2.42584087054 (+0.00522...)
Re: My number is larger [GAME]
Posted: March 9th, 2024, 11:32 pm
by squareroot12621
e^π − 145 ÷ 7 ≈ 2.42640692 (+0.00056605).
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 7:47 am
by hotdogPi
√53 / 3 ≈ 2.4267032964 (+0.0002963779333)
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 8:05 am
by b-engine
hotdogPi wrote: May 2nd, 2024, 7:47 am
√53 / 3 ≈ 2.4267032964 (+0.0002963779333)
√ is not in ASCII. Game restarted.
3
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 8:51 am
by hotdogPi
Wrong thread.
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 10:26 am
by b-engine
Fibb(5), where the Fibb(n) means the nth number in the Fibonacci sequence.
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 10:41 am
by hotdogPi
We are not jumping that high. Someone else's post of "3" was already rejected for being too much of a jump.
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 7:14 pm
by squareroot12621
hotdogPi wrote: May 2nd, 2024, 7:47 am
√53 / 3 ≈ 2.4267032964 (+0.0002963779333)
(2 ^ (1/3) + 6) ^ (1 / √5) ≈ 2.426724359006832 (+0.000021062579993).
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 8:44 pm
by PHPBB12345
squareroot12621 wrote: May 2nd, 2024, 7:14 pm
hotdogPi wrote: May 2nd, 2024, 7:47 am
√53 / 3 ≈ 2.4267032964 (+0.0002963779333)
(2 ^ (1/3) + 6) ^ (1 / √5) ≈ 2.426724359006832 (+0.000021062579993).
π^(3/2) - π ≈ 2.4267353432419146 (+0.000010984235082)
Re: My number is larger [GAME]
Posted: May 2nd, 2024, 10:23 pm
by Chai
6π √(3/181) ≈ 2.42673560982 (+0.0000002665819121) (6 leading zeros (!))
Re: My number is larger [GAME]
Posted: May 6th, 2024, 9:54 am
by hotdogPi
3/(√5-1) ≈ 2.4270509831 (+0.000315373301)
Re: My number is larger [GAME]
Posted: May 25th, 2024, 6:07 pm
by pipsqueek
What happened to all the big numbers? I think we should pick up the pace a little bit. But until then,
2+√(92379)/710 ≈ 2.4280832938655843 (+0.001032310765584299)
Re: My number is larger [GAME]
Posted: July 9th, 2024, 6:00 pm
by eRroR_6o6
π^(π+1)/(e^(e+1))ln(π)=2.42918146639... (+0.00109817252442)'
(calculated with Desmos graphing calculator)
By the way, i think beating it by the smallest amount possible should be a separate thread from googology since they're both somewhat different things.
Re: My number is larger [GAME]
Posted: July 10th, 2024, 2:12 am
by unname4798
eRroR_6o6 wrote: July 9th, 2024, 6:00 pm
π^(π+1)/(e^(e+1))ln(π)=2.42918146639... (+0.00109817252442)'
(calculated with Desmos graphing calculator)
By the way, i think beating it by the smallest amount possible should be a separate thread from googology since they're both somewhat different things.
3⁵/10²=2.43 (+0.00081853361)
Re: My number is larger [GAME]
Posted: July 13th, 2024, 8:46 pm
by eRroR_6o6
Root of (x^x)+(x^3)-23: 2.4300279282... (+0.002729282...)
(also calculated using desmos)
Re: My number is larger [GAME]
Posted: July 25th, 2024, 12:13 pm
by rutabaga
unname4798 wrote: July 10th, 2024, 2:12 am
eRroR_6o6 wrote: July 9th, 2024, 6:00 pm
π^(π+1)/(e^(e+1))ln(π)=2.42918146639... (+0.00109817252442)'
(calculated with Desmos graphing calculator)
By the way, i think beating it by the smallest amount possible should be a separate thread from googology since they're both somewhat different things.
3⁵/10²=2.43 (+0.00081853361)
Should I make a thread called "My number is WAY larger [GAME]" ?
Re: My number is larger [GAME]
Posted: July 27th, 2024, 1:38 pm
by ababa11e
rutabaga wrote: July 25th, 2024, 12:13 pm
unname4798 wrote: July 10th, 2024, 2:12 am
eRroR_6o6 wrote: July 9th, 2024, 6:00 pm
π^(π+1)/(e^(e+1))ln(π)=2.42918146639... (+0.00109817252442)'
(calculated with Desmos graphing calculator)
By the way, i think beating it by the smallest amount possible should be a separate thread from googology since they're both somewhat different things.
3⁵/10²=2.43 (+0.00081853361)
Should I make a thread called "My number is WAY larger [GAME]" ?
Yeah sure, I'll make it now.
Re: My number is larger [GAME]
Posted: August 11th, 2024, 10:40 am
by hotdogPi
This is clearly the superior thread, as the other thread has devolved into "is this actually larger" for at least 10 posts.
55/(16√2) ≈ 2.43067956 (+0.0006516321)
Re: My number is larger [GAME]
Posted: August 12th, 2024, 12:37 pm
by rutabaga
hotdogPi wrote: August 11th, 2024, 10:40 am
This is clearly the superior thread, as the other thread has devolved into "is this actually larger" for at least 10 posts.
55/(16√2) ≈ 2.43067956 (+0.0006516321)
I started a new round in the other thread. It does get annoying sometimes but I usually prefer the other thread. This one is still fun though
log_12(420) = 2.43077731382 (+0.00009775349)