Extremexul is equal to 200![1(1)[2200,200,200,200]], using Hyperfactorial array notation.[1] It is coined by Lawrence Hollom.
Etymology[]
The name of this number is based on the word "extreme" and the number "Faxul".
Approximations in other notations[]
Notation | Approximation |
---|---|
Fast-growing hierarchy (using this system
of fundamental sequences) |
\(f\)\(_{\psi_0(\Omega_2)}\)\((200)\) |
Slow-growing hierarchy (using this system
of fundamental sequences) |
\(f\)\(_{\psi_0(\Omega_3)}\)\((200)\) |
BEAF | \(X_2 \uparrow\uparrow X\ \&\ X\ \&\ 200\) |
Bird’s Hierarchical Hyper-Nested Array Notation | \(\{200,200[1[1\sim3]2]2\}\)
{200, 200 [1 [1 ¬ 3] 2] 2} (alternate representation) |
Dollar Function | \(200$[[0]_3]\) |
Sources[]
See also[]
Extremexul group: Extremexul (Kilo- · Mega- · Giga- · Tera- · Peta- · Exa- · Grand (Kilo- · Mega- · Giga- · Tera- · Peta- · Exa-) · Bigrand (Kilo- · Mega-) · Trigrand (Kilo- · Mega-) · Quadgrand · Quintgrand · Vast (Kilo- · Mega- · Giga- · Grand (Kilo- · Mega-)) · Bivast)
Extremebixul group: Extremebixul (Kilo- · Mega- · Giga-) · Extremetrixul · Extremequaxul