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Nishada's NEW Googology Site
Página principal
Hyper Notation
Basic
2-entry
Linear
Block Array
Nested Block
Hypernested Block
Primitive Cascading
Cascading
Arrow Cascading
Nested Cascading
Higher Order Cascading
Array Order Cascading
Hypercascading
Higher Order Hypercascading
Higher Hypercascading
AMHAN Ruler
Planar
2-row
Linear
Basic
2-entry
Site Competitions
SAN Numbers
UNAN Ruler Limits
AMHAN
Analysis
AAN vs FGH
BHAN, ABHAN, and FGH analysis
ANAMAN
AMAN Numbers
Part 1
Nishada's NEW Googology Site
Página principal
Hyper Notation
Basic
2-entry
Linear
Block Array
Nested Block
Hypernested Block
Primitive Cascading
Cascading
Arrow Cascading
Nested Cascading
Higher Order Cascading
Array Order Cascading
Hypercascading
Higher Order Hypercascading
Higher Hypercascading
AMHAN Ruler
Planar
2-row
Linear
Basic
2-entry
Site Competitions
SAN Numbers
UNAN Ruler Limits
AMHAN
Analysis
AAN vs FGH
BHAN, ABHAN, and FGH analysis
ANAMAN
AMAN Numbers
Part 1
More
Página principal
Hyper Notation
Basic
2-entry
Linear
Block Array
Nested Block
Hypernested Block
Primitive Cascading
Cascading
Arrow Cascading
Nested Cascading
Higher Order Cascading
Array Order Cascading
Hypercascading
Higher Order Hypercascading
Higher Hypercascading
AMHAN Ruler
Planar
2-row
Linear
Basic
2-entry
Site Competitions
SAN Numbers
UNAN Ruler Limits
AMHAN
Analysis
AAN vs FGH
BHAN, ABHAN, and FGH analysis
ANAMAN
AMAN Numbers
Part 1
Basic
Basic Hyper Notation (BHN) is the first part of Hyper Notation.
There is only one rule: H<n> = n^n.
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