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! Green has to move 138 pips & Red 123, so Red leads the race with 15 pips.

Developing a method in order to compute the difference is kind of hard but the best method a can find is: finding the moves forwards or backwards Green one has to make in order to create a symmetrical situation with Red. So in this situation: enter image description here

Green has to move 138 pips & Red 123, so Red leads the race with 15 pips.
Developing a method in order to compute the difference is kind of hard but the best method I can find is: Finding the moves forwards or backwards Green one has to make in order to create a symmetrical situation with Red. So in this situation: enter image description here

Which is kind of weird and chaotic but the best i can find.

! Green has to move 138 pips & Red 123, so Red leads the race with 15 pips.

Developing a method in order to compute the difference is kind of hard but the best method a can find is: finding the moves forwards or backwards Green one has to make in order to create a symmetrical situation with Red. So in this situation: enter image description here

Which is kind of weird and chaotic but the best i can find.

Green has to move 138 pips & Red 123, so Red leads the race with 15 pips.
Developing a method in order to compute the difference is kind of hard but the best method I can find is: Finding the moves forwards or backwards Green one has to make in order to create a symmetrical situation with Red. So in this situation: enter image description here

Which is kind of weird and chaotic but the best i can find.

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! Green has to move 138 pips & Red 123, so Red leads the race with 15 pips.

Developing a method in order to compute the difference is kind of hard but the best method a can find is: finding the moves forwards or backwards Green one has to make in order to create a symmetrical situation with Red. So in this situation: enter image description here

Which is kind of weird and chaotic but the best i can find.