An unusual situation cropped up in our game tonight. We came up with a mutually agreeable solution, but I don't think either of us was sure we had it right.
I was fielding Alexandrian Macedonians versus Lawrence's Arabo-Aramaeans.
Lawrence had a group of Bw (O) in two ranks, and I charged two adjacent columns of Pk into the Bw, with a Kn on one side and an open flank on the other. The Pk column on the open flank drew their combat with the Bw facing them.
In Lawrence's bound he swung a Bw element from the open flank onto the flank of my Pk column. My Pk then won the combat, killing the Bw in front and recoiling the Bw element to the side. The Pk pursued to maintain contact with the rear rank Bw element.
In my next bound, I moved a Cv available in reserve to attack the Bw which had recoiled off the flank of the Pk column, and this is where problems arose.
To make a legal contact with the flank of the Bw element, the Cv element had to align its front corner with the front corner of the Bw element. But in doing so it had to move 40 paces into the TZ of the next Bw element along the line, which appears not to be legal.
The alternative, of aligning the Cv element's other front corner with the rear corner of the Bw element, didn't appear to be available as that option only appears to be activated if the path is blocked by an enemy element, not the enemy element's TZ as was the case here.
Likewise, moving the offending blocking enemy element out of the way seemed not be available either as again this applies only to elements getting in the way, not TZs.
Lawrence suggested an alternative approach path involving a hook-shaped approach path which ended up in frontal contact with the Bw element, but this would have involved entering the TZ of the Bw element originally behind the element which had turned to flank, having not moved straight ahead.
The rules clearly state that geometric ploys can't be allowed to stop elements making contact. But in this seemingly simple situation we couldn't work out what to do.
Any suggestions?
Cheers
Peter