ImpLaNT wrote: Wed Apr 12, 2023 5:14 pm Practic Lesson 01
Strange Attractors on the charts

The following pictures will show the attractors of different weight values (partitions) using the example of BTCUSD M30 price chart.

I think the point is clear. Any chart is always divided into a three-legged zigzag. Any zigzag of the senior partition consists of zigzags of the junior partition, etc... this is the fractality of the model. Moreover, all attractors (zigzags) have the same constraction, but always look different.

P.S... If you don't understand, ask questions...

Thanks for this post.

Although when I first started examing the relationships of the 3 degrees of the zigzags, I was looking to see if there was a consistent division of a larger degree by a smaller degree. I had initally also noted that as you stated above, " Any chart is always divided into a three-legged zigzag. Any zigzag of the senior partition consists of zigzags of the junior partition". However, with further checking, I found that this was not consistent. For example, below is a single level 2 (orange) that comprises 5 level 1 (aqua).

However, if point 3 is ignored due to it being a higher low than point 1, then that can also eliminate 4, which will indeed result in 1-2-3.