Patterns
HexFlow Patterns
Pure Thoth (list, list → list)
Similar to Thoth's Gambit, but won't copy the original stack inside each sub-execution.
Conway's Gambit (list, list → list)
Similar to Thoth's Gambit; for data list with length n, it executes n - 1 times; The first initial stack is the first two elements, and each subsequent execution uses the stack after the last execution.
Transplant's Exaltation (list, list, any → list)
List iota #0 is the nested list to be modified. According to the index sequence given by list #1, traverses to the inner layer, and sets the corresponding element to iota #2.
Noob Num Reflection (→ number)
The starting cumulative number is 0; putting the initial direction to →, all ↗ makes the result * 2 + 1, all → makes it * 2, and all ↘ for / 10. Starting with the patterns on the right negates the result.
Mass Rotation Gambit (many, num, list → many)
Accepts the size to reorder and a bottom-to-top order list, and do the corresponding reorder to the rest of the stack. For example, 3 plus [1,2,0] for Rotation Gambit, and 2 plus [0,1,0,1] for Dioscuri Gambit
Contemplation
Same as Consideration, but with lowest execution priority, and won't grow in 2^n formula exponentially inside nested Intro-Retros