Since I posted this......I ran a 6 month experiment on this in my PBEMs.
Methodology:
--I only looked at my casualties in 4.5 games (2.5 ladder, 2 non-ladder) as I played them. One game is incomplete, hence the 0.5 game.
--ONLY the FIRST casualty in an infantry partial team (all of my infantry squads are divided and my units are all partial teams) that MUST contain a MG42, MG34, BAR, or Bren is counted.
--After the FIRST man is hit in the partial team, I no longer track that team. If a man is hit and left in yellow condition, I just threw the data point out.
--Multiple casualty scenarios (multiple men being hit simultaneously) are discarded.
--I only looked at teams from infantry squads--no HMGs or LMG teams were included.
--Infantry teams were sorted by size and then assigned a neutral hit probability. For example, in 3 man teams, every man has a 33.33% chance of being hit. In a 4 man team, every man has a 25% chance of being hit. Etc..
--I looked at the gunner's actual rate of being hit vs. their predicted neutral chance of being hit. Unlike @Hardradi , I made no distinction between soldiers other than gunner vs non-gunner. So "non-gunners" included squad leaders, riflemen, anti tank soldiers, radio men, scoped rifles, SMGs, grenadiers, etc..).
With 108 instances, gunners had a ~33% greater chance of being hit than other squad members.
Someone wiser in statistics might be able to comment on how valid an N of 108 is.
Methodology:
--I only looked at my casualties in 4.5 games (2.5 ladder, 2 non-ladder) as I played them. One game is incomplete, hence the 0.5 game.
--ONLY the FIRST casualty in an infantry partial team (all of my infantry squads are divided and my units are all partial teams) that MUST contain a MG42, MG34, BAR, or Bren is counted.
--After the FIRST man is hit in the partial team, I no longer track that team. If a man is hit and left in yellow condition, I just threw the data point out.
--Multiple casualty scenarios (multiple men being hit simultaneously) are discarded.
--I only looked at teams from infantry squads--no HMGs or LMG teams were included.
--Infantry teams were sorted by size and then assigned a neutral hit probability. For example, in 3 man teams, every man has a 33.33% chance of being hit. In a 4 man team, every man has a 25% chance of being hit. Etc..
--I looked at the gunner's actual rate of being hit vs. their predicted neutral chance of being hit. Unlike @Hardradi , I made no distinction between soldiers other than gunner vs non-gunner. So "non-gunners" included squad leaders, riflemen, anti tank soldiers, radio men, scoped rifles, SMGs, grenadiers, etc..).
With 108 instances, gunners had a ~33% greater chance of being hit than other squad members.
Someone wiser in statistics might be able to comment on how valid an N of 108 is.
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