Step 1.4. Put all corner-piece into right place

We need to calculate how many couples gathered on the White and Yellow side.

On the White side we have not whole ribs (Red connected with Orange or Blue connected with Green). We believe that the two ribs broken (Blue and Green ribs or Red and Orange ribs).	On the Yellow side coincide Green and Green, believe that this rib is whole. Look only on the opposite rib. Opposite rib must coincide Blue and Blue, but there Red and Orange, believe that this rib is broken.

In general, we have 1 whole and 3 broken ribs.

Case 1. We have 1 whole and 3 broken ribs

This situation is resolved as follows:

Hold the whole rib (in this sample it the Green rib) with your fingers	After that we will rotate only 2 sides, the Right side we will rotate only through 180⁰ and the Top side can be rotated on any angle

Under such conditions, we will solve any of the three broken pairs (Green rib on White side, Blue rib on White side, or Blue rib to Yellow side). After solve one pair, two other pairs solved is automatically!

To solve a pair, we have to disconnect 2 corners that compose it, and differently connect these corners.

For example, we solve the Blue rib on the Yellow side:

Send the broken rib to the Top side. Rotate on 180⁰	It is pivoted so that we were able to disconnect two elements that make it up. Rotate on 90⁰	Disconnect 2 wrong Yellow elements - Red and Orange. Rotate on 180⁰	Put the blue color of the top yellow element on the Right side. Rotate on 90⁰	Send it to bottom side. Rotate on 180⁰
Put the blue color of the top yellow element on the face. Rotate on 90⁰	Connect two yellow elements (with blue color). Rotate on 180⁰	The Blue rib is solved. Rotate on 90⁰	Send the first yellow rib to the second yellow rib. Rotate on 180⁰	The top side place the correct

Date: 2015-12-24; view: 756