Verse's Smallest Lengths

As you know, our universe has its shortest length, the planck length. It is 1.6163\times10^{-35} meters, or 3.14325*10^{35}. rods.
Verse 	Distance (planck lengths) 	Distance (meters)
H̄æwnverse 	18.1 	2.925\times10^{-34}
Omegaverse 	2.39 	3.863\times10^{-35}
Mathverse 	e-1 	2.7772\times10^{-35}
Paytyunverse 	1.662 	2.686\times10^{-35}
Mieszkanieverse	\frac{30}{23} 	2.1082\times10^{35}
Deltaverse 	\frac{11}{9} 	1.9754\times10^{-35}
Iotaverse 	\frac{10}{9} 	1.7958\times10^{-35}
Shenaverse 	\frac{39}{37} 	1.7036\times10^{-35}
Universe 	1 	1.6163\times10^{-35}
Thetaverse 	0.91 	1.47\times10^{-35}
Upsilonverse 	\frac{999}{1338} 	1.2068\times10^{-35}
Yzinœverse 	\frac{4}{9} 	7.183\times10^{-36}
Pi-verse 	\frac{1}{\pi} 	5.145\times10^{-36}
Lightverse 	0.299792458 	4.845\times10^{-36}
Omicronverse 	0.27 	4.36\times10^{-36}
Alpakaverse 	\frac{1}{5} 	3.23\times10^{-36}
Törmaysverse 	\frac{3}{427} 	1.1355\times10^{-37}
TREEVERSE 	\sqrt{\frac{1}{3\uparrow\uparrow 4}}	10^{-1,819,167,320,047}
==Ze̋nt==
The Ze̋nt is a unit of length, caculated by this formula: \log_3\left(\frac{1}{p \times 6.25 \times 10^{25}}^2\right)
Category:Number
Category:Miner's Pages