Disconnected coloured edge swipe to traverse grid of colours [closed]

I ponder whether a sport referred to as "CashPause" might be developed, that labored as follows.

A graph of disconnected edges with coloured nodes is introduced on the high. The person should use their particular abilities, on this graph, to seek out the right edge. The perimeters have coloured endpoints.

Under the graph, an oblong grid of colours is introduced.

The person begins off at one aspect of the grid, and, should traverse the entire grid.

One grid path is the traverse path (the path wherein the person progresses by way of the grid). The opposite dimension of the grid is the colour choice scope.

For simplicity, suppose we’re advancing left to proper within the grid. Suppose the cells are $a_{i,j}$ of a matrix.

In place $i$, select one of many colours in place $j$, choose a node coloured $a_{i,j}$ and drag it throughout to pick out the entire edge if a node coloured $a_{i,j+1}$ is the opposite coloured node throughout the sting.

The intention is to make it throughout the entire array of colours.

If the person will get caught, they will swipe again within the array to undo an edge swipe.

How can this sport be carried out?

How can or not it’s improved?

Thanks.

A problem can be the right way to make this sport work with TalkBack. The sport may make a special sound for every colour, there might be a sound for crossing from grid to graph, and the nodes may ring with the sting giving a touch when the finger, touched, the sting path, .. and the person may double faucet to pick out an edge traversal.