Page 15 of 19
Re: My number is larger [GAME]
Posted: September 3rd, 2023, 5:36 am
by unname4798
Plasmath wrote: August 8th, 2023, 10:42 am
hotcrystal0 wrote: August 8th, 2023, 10:19 am
log(261.3) ≈ 2.4171394 (+ 0.000039)
2+e^(-1/ln(π)) ≈ 2.4174591737782 (+0.000319764)
40291*0.00006 = 2.41746 (+0.00000082622)
Re: My number is larger [GAME]
Posted: September 4th, 2023, 9:43 am
by Plasmath
unname4798 wrote: September 3rd, 2023, 5:36 am
Plasmath wrote: August 8th, 2023, 10:42 am
hotcrystal0 wrote: August 8th, 2023, 10:19 am
log(261.3) ≈ 2.4171394 (+ 0.000039)
2+e^(-1/ln(π)) ≈ 2.4174591737782 (+0.000319764)
40291*0.00006 = 2.41746 (+0.00000082622)
4tan(e/5) ≈ 2.417642874 (+0.000182874)
Re: My number is larger [GAME]
Posted: September 7th, 2023, 1:13 pm
by rutabaga
(e/2) + log_3 (3.2) ≈ 2.4178864078 (+0.0002435337)
Re: My number is larger [GAME]
Posted: September 7th, 2023, 1:19 pm
by hotdogPi
∜(1538/45) ≈ 2.41788675 (+3.427e-7)
Re: My number is larger [GAME]
Posted: September 7th, 2023, 9:38 pm
by Plasmath
hotdogPi wrote: September 7th, 2023, 1:19 pm
∜(1538/45) ≈ 2.41788675 (+3.427e-7)
25/8 - 1/√(2) ≈ 2.4178932188134525 (+6.468e-6)
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 10:24 am
by haaaaaands
884288535812258537675832483292882488238425885427848288428845287548725588125447834848838514525883884258585654058 to the power of 574585284
beat that
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 11:08 am
by BlinkerSpawn
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.
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 11:19 am
by haaaaaands
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?
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 11:54 am
by hotdogPi
φ²-⅕ ≈ 2.41803399 (+0.000136452293)
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 12:29 pm
by BlinkerSpawn
cosh^-1(560/99) = 2.4180576 (+0.0000236)
Re: My number is larger [GAME]
Posted: October 2nd, 2023, 1:18 pm
by unname4798
haaaaaands wrote: October 2nd, 2023, 10:24 am
884288535812258537675832483292882488238425885427848288428845287548725588125447834848838514525883884258585654058 to the power of 574585284
beat that
Extremely large number to the power of 100000000
Re: My number is larger [GAME]
Posted: October 3rd, 2023, 3:12 pm
by azulavoir
0.2 * 0.3 * 0.191 * 211 = 2.41806 (+0.0000024)
Re: My number is larger [GAME]
Posted: October 4th, 2023, 5:57 am
by unname4798
azulavoir wrote: October 3rd, 2023, 3:12 pm
0.2 * 0.3 * 0.191 * 211 = 2.41806 (+0.0000024)
((31*13*5*4*3)+1)/10000=2.4181 (+0.00004)
Re: My number is larger [GAME]
Posted: October 4th, 2023, 6:49 am
by PHPBB12345
unname4798 wrote: October 4th, 2023, 5:57 am
azulavoir wrote: October 3rd, 2023, 3:12 pm
0.2 * 0.3 * 0.191 * 211 = 2.41806 (+0.0000024)
((31*13*5*4*3)+1)/10000=2.4181 (+0.00004)
(φ*e)²/8 ≈ 2.4181000014725185 (+1.4725185 * 10^(-9))
Re: My number is larger [GAME]
Posted: November 5th, 2023, 9:48 am
by haaaaaands
10^10^10^10^10^10^10*(1,582825*10^16000000284282757)
Re: My number is larger [GAME]
Posted: November 5th, 2023, 10:01 am
by hotdogPi
25/(9*2^0.2) ≈ 2.41819601 (+9.60076834e-5)
Re: My number is larger [GAME]
Posted: November 9th, 2023, 12:08 pm
by rutabaga
haaaaaands wrote: November 5th, 2023, 9:48 am
10^10^10^10^10^10^10*(1,582825*10^16000000284282757)
edit: ok, i'll go 10^^^2
meanwhile,
log_9.5(33^6) - 6.9 ≈ 2.41867001 (+0.000474)
Re: My number is larger [GAME]
Posted: November 15th, 2023, 7:03 am
by PHPBB12345
rutabaga wrote: November 9th, 2023, 12:08 pm
log_9.5(33^6) - 6.9 ≈ 2.41867001 (+0.000474)
211/91+0.1 = 2.4186813186813... (+0.0000113)
Re: My number is larger [GAME]
Posted: November 17th, 2023, 1:06 pm
by rutabaga
PHPBB12345 wrote: November 15th, 2023, 7:03 am
rutabaga wrote: November 9th, 2023, 12:08 pm
log_9.5(33^6) - 6.9 ≈ 2.41867001 (+0.000474)
211/91+0.1 = 2.4186813186813... (+0.0000113)
log(263) = 2.41995574849 (+0.0012744298)
some day we will reach 2.5... i bet geometry dash will get there first
Re: My number is larger [GAME]
Posted: November 17th, 2023, 1:18 pm
by hotdogPi
∛(1403/99) ≈ 2.41995613 (+3.81510243×10^-7)
Re: My number is larger [GAME]
Posted: November 17th, 2023, 2:07 pm
by rutabaga
121/50 = 2.42 (+4.38700e-5)
Re: My number is larger [GAME]
Posted: November 17th, 2023, 6:46 pm
by hotcrystal0
log(2105/8) ≈ 2.42016211(+.00016)
Re: My number is larger [GAME]
Posted: November 17th, 2023, 8:16 pm
by squareroot12621
e ^ (5√2 ÷ 8) ≈ 2.42028058 (+0.00011847).
Re: My number is larger [GAME]
Posted: November 22nd, 2023, 10:14 am
by HerscheltheHerschel
A(G,G)^G64^TREE(3)^Rayo(A(G,G))
Re: My number is larger [GAME]
Posted: November 23rd, 2023, 1:01 pm
by PHPBB12345
squareroot12621 wrote: November 17th, 2023, 8:16 pm
e
^
(5√2
÷
8
) ≈ 2.42028058 (+0.00011847).
e (ln(18)-2) ≈ 2.42028137 (+7.87916459×10^-7)