Steram Shaw
United Kingdom

Trying to understand the 1st move of a worker for the automa player. I interpret the rules as the left worker would stay where it is, as thats the hex adj to most of it's own units (2) .(they can count the hex they currently occupy) is that correct? hope this digram makes sense. thanks
B = Character on base WL = leftmost worker WR = rightmost worker H = empty hex. r = river ignore the dots
....r B r r WL WR r ....r H r ......r

Jason Brown
United States Colorado Springs Colorado

Yes, you did it correctly.

Steram Shaw
United Kingdom

Great, thanks for that, I saw a solo video runthrough, and it showed the worker moving to the empty hex which confused me, thank you


I believe the empty hex (H) is the one the worker moves to.
When you determine the target hex, you first pick up the unit and only then count which hexes are in the neighborhood of most units. Thus the unit itself does not count since you have picked it up. Units on the home base are not included in the count (because they don't have neighborhoods) so potential hexes are the ones where the worker was originally and then the empty hex (H) since both are in the neighborhood of 1 worker (WR).
If the orientation of your diagram is accurate, then Factory is to the south of these hexes, so the tiebreaker "Closest to Factory" would apply and the worker is placed on the southernmost hex (H).
EDIT: clarifications


Stevieram wrote: Trying to understand the 1st move of a worker for the automa player. I interpret the rules as the left worker would stay where it is, as thats the hex adj to most of it's own units (2) .(they can count the hex they currently occupy) is that correct? hope this digram makes sense. thanks
B = Character on base WL = leftmost worker WR = rightmost worker H = empty hex. r = river ignore the dots
....r B r r WL WR r ....r H r ......r
That's not correct, both spaces on your starting peninsula are valid hexes as the units on your base do not have neighbourhoods. So it would pick the one closest to the factory first.


Stevieram wrote: Great, thanks for that, I saw a solo video runthrough, and it showed the worker moving to the empty hex which confused me, thank you
That would be the correct move!

Reverend Uncle Bastard
Canada Toronto Ontario

MAJBrown22 wrote: Yes, you did it correctly.
Unfortunately it was not correct. As the other posters have pointed out, the original (moving) unit and the base do not count towards the "in the neighborhood of the most Automa units" count, so the tie breaker of closest to the factory would kick in.

Reverend Uncle Bastard
Canada Toronto Ontario

sahava wrote: I believe the empty hex (H) is the one the worker moves to.
When you determine the target hex, you first pick up the unit and only then count which hexes are in the neighborhood of most units. Thus the unit itself does not count since you have picked it up. Units on the home base are not included in the count (because they don't have neighborhoods) so potential hexes are the ones where the worker was originally and then the empty hex (H) since both are in the neighborhood of 1 worker (WR).
If the orientation of your diagram is accurate, then Factory is to the south of these hexes, so the tiebreaker "Closest to Factory" would apply and the worker is placed on the southernmost hex (H).
EDIT: clarifications
This is the correct move!

Steram Shaw
United Kingdom

Ah, so because the base isn't counted then the (H) hex is the valid hex? I was counting the base as a neighborhood hex.
So if the (B) in the example was a normal hex (not the base) then would the worker stay where it was? Thank you.


Stevieram wrote: Ah, so because the base isn't counted then the (H) hex is the valid hex? I was counting the base as a neighborhood hex. So if the (B) in the example was a normal hex (not the base) then would the worker stay where it was? Thank you. Yeah, if the base was a regular hex the worker would stay where it was. In that case target hexes would be (B) and the hex the worker is currently in (as both are in the neighborhood of two units, assuming the unit on (B) is still the Character), and because the hex the worker is currently in is closer to the Factory, it would win the tiebreak.

Morten Monrad Pedersen
Denmark

sahava wrote: I believe the empty hex (H) is the one the worker moves to.
When you determine the target hex, you first pick up the unit and only then count which hexes are in the neighborhood of most units. Thus the unit itself does not count since you have picked it up. Units on the home base are not included in the count (because they don't have neighborhoods) so potential hexes are the ones where the worker was originally and then the empty hex (H) since both are in the neighborhood of 1 worker (WR).
If the orientation of your diagram is accurate, then Factory is to the south of these hexes, so the tiebreaker "Closest to Factory" would apply and the worker is placed on the southernmost hex (H).
EDIT: clarifications
In case you want official confirmation, then Simo's reply above is spot on .

Morten Monrad Pedersen
Denmark

sahava wrote: Stevieram wrote: Ah, so because the base isn't counted then the (H) hex is the valid hex? I was counting the base as a neighborhood hex. So if the (B) in the example was a normal hex (not the base) then would the worker stay where it was? Thank you. Yeah, if the base was a regular hex the worker would stay where it was. In that case target hexes would be (B) and the hex the worker is currently in (as both are in the neighborhood of two units, assuming the unit on (B) is still the Character), and because the hex the worker is currently in is closer to the Factory, it would win the tiebreak.
You're spot on again .


