# Finite group graph generator

From WandoraWiki

Finite group graph generator creates a cyclic group with a prime order given by the Wandora user. Below is a graph visualization of finite group with a prime order 20 and it's **Topic 0** element. Visualization contains only association of **Topic 0** node. All associations are triplets of two operands and a result.

Looking at **Topic 0'**s association reveals the nature of associations. Each association represents an operation with two operand topics and a result topic and result is a "sum" of operands. For example, operands **Topic 2** and **Topic 4** form an association with a result **Topic 6** because **(2 + 4) mod 20** is equal to **6**. Operands **Topic 1** and **Topic 19** form an association with a result **Topic 0** because **(19 + 1) mod 20** is equal to **0**.