Replication

A configuration exists at a position.

The same configuration exists at another position.

Positions differ, arrangement does not.

Configurations occupy multiple positions.

Nothing remains without replication.

Elements occupy positions.

A configuration exists from arranged elements.

If arrangement does not occur, nothing can replicate.

A configuration exists at one position.

The same arrangement appears at another position.

If it exists only once, replication does not occur.

Positions differ across space.

The same arrangement occupies different positions.

If arrangement changes with position, replication fails.

Distance separates positions.

The configuration persists across separation.

If it does not persist, replication does not occur.

A configuration appears at one position.

Another position comes to contain the same arrangement.

If no new position acquires it, replication does not extend.

Replication increases the number of positions containing the same arrangement.

The configuration occupies more positions over sequence.

If the number does not increase, replication does not proceed.

Replication produces additional instances across positions.

Each new instance preserves the same arrangement.

If new instances are not produced, replication does not continue.

If replication does not extend, configurations remain limited.

If configurations remain limited, structure does not persist.

If structure does not persist, no relation remains.

Without relation, nothing remains.

The same configuration extends across positions.

Without replication, nothing remains.