i made the most op tree list prompt

[whole lion]

OH GOOD IM NOT so weird after all

Let's explore a more compact notation to represent the complex hierarchical structure you've described. Since the structure is repetitive and follows a pattern, we can attempt to describe it using a recursive definition or a mathematical expression.

Recursive Definition:

Let's define a function T(n, s, d) that represents a task with n levels, s sub-tasks, and d depth of superscripts and subscripts.

• Base Case: If n = 0, then the task is a leaf node and has no further sub-tasks.
• Recursive Case: If n > 0, then the task has s sub-tasks, each with n-1 levels, s sub-tasks, and d+1 depth of superscripts and subscripts.

Using this definition, the structure you've described can be represented as T(7, 20, 0).

Mathematical Expression:

Alternatively, we can describe the structure using a mathematical expression that captures the pattern of sub-tasks, superscripts, and subscripts.

• Sub-tasks: Represented by the sequence 1, 2, ..., 20.
• Superscripts: Represented by the sequence ᵃ¹, ᵃ², ..., ᵃ²⁰.
• Subscripts: Represented by the sequence ₁, ₂, ..., ₂⁰.

The entire structure can be represented as a nested summation:

[
\sum_{i=1}^{20} \left( i + \sum_{j=1}^{20} \left( ᵃʲ + \sum_{k=1}^{20} k \right) \right)
]