side edge of the board
Posted: Sun Feb 13, 2022 6:18 am
Hi, I was pushing some figures around today and came across a interesting problem.
2 groups of opposing elements face off against each other but, are offset by 3/4 of a base. Their lines were very close to a table flank but, ran parallel to the deployment table edge.
I group A
I XXXXX XXXXX XXXXX XXXXX
I XXXXX XXXXX XXXXX XXXXX
I group B
Group B wants to charge group A. If it does so it must conform to group A by moving no more than 1/2 a base width (which would be to the left). This would push the leftmost element off the table. So....?
1) Can this charge only be carried out as single element moves (4 pips). With each element sliding to the right 3/4 of a base width in turn.
2) Can the charge happen as normal but, you simply conform 3/4 of an element to the right with the group (1 pip)
3) The leftmost element moves back (1 pip) and the remainder of the group moves into contact and conforms to the left (+1 pip)
2 groups of opposing elements face off against each other but, are offset by 3/4 of a base. Their lines were very close to a table flank but, ran parallel to the deployment table edge.
I group A
I XXXXX XXXXX XXXXX XXXXX
I XXXXX XXXXX XXXXX XXXXX
I group B
Group B wants to charge group A. If it does so it must conform to group A by moving no more than 1/2 a base width (which would be to the left). This would push the leftmost element off the table. So....?
1) Can this charge only be carried out as single element moves (4 pips). With each element sliding to the right 3/4 of a base width in turn.
2) Can the charge happen as normal but, you simply conform 3/4 of an element to the right with the group (1 pip)
3) The leftmost element moves back (1 pip) and the remainder of the group moves into contact and conforms to the left (+1 pip)