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// Playing the long game... you'll see what this is for later
Mind's Reflection
Compass' Purification
Mind's Reflection
Alidade's Purification
Archer's Distillation
// This chunk gives us the two axises the 3x3 should be on. It is in the form of a vector where there are two 1s in the right places. We'll disintegrate that vector
Numerical Reflection: 1
Numerical Reflection: 1
Numerical Reflection: 1
Vector Exaltation
Mind's Reflection
Compass' Purification
Mind's Reflection
Alidade's Purification
Architect's Distillation
Numerical Reflection: 2
Power Distillation
Subtractive Distillation
Vector Disintegration
// X Vector - creates a vector out of just the x portion
Rotation Gambit
Numerical Reflection: 0
Numerical Reflection: 0
Vector Exaltation
// Y Vector - creates a vector out of just the y portion
Rotation Gambit
Numerical Reflection: 0
Jester's Gambit
Numerical Reflection: 0
Vector Exaltation
// Z Vector - creates a vector out of just the z portion
Rotation Gambit
Numerical Reflection: 0
Numerical Reflection: 0
Rotation Gambit
Vector Exaltation
// Combine vectors into list and remove the (0, 0, 0). After this chunk, we have a list of the two axis! We'll disintegrate it on the stack
Numerical Reflection: 3
Flock's Gambit
Vector Reflection Zero
Single's Purification
Exclusionary Distillation
Flock's Disintegration
// Muninn's is a variable in this code
{
// Get rid of null at top of stack
Bookkeeper's Gambit: v
// "x" - modulus, multiplied by one of the axises
Muninn's Reflection
Numerical Reflection: 3
Modulus Distillation
Numerical Reflection: 1
Subtractive Distillation
Multiplicative Distillation
Jester's Gambit
// "y" - floor division, multiplied by one of the axises
Muninn's Reflection
Numerical Reflection: 3
Division Distillation
Floor Purification
Numerical Reflection: 1
Subtractive Distillation
Multiplicative Distillation
// Add the two created vectors together
Additive Distillation
Additive Distillation // Finally, the long game pays off!
// Do something with the vector!
Numerical Reflection: 3
Phase Block
// Increment index for the loop
Muninn's Reflection
Numerical Reflection: 1
Additive Distillation
Huginn's Gambit
}
// Simple iteration preparation to loop 9 times over a list of null and init index at 0
Nullary Reflection
Numerical Reflection: 9
Gemini Gambit
Numerical Reflection: 9
Flock's Gambit
Numerical Reflection: 0
Huginn's Gambit
Thoth's Gambit