Win the Vault, Dodge the Mob

A vault holds $101$ gold ingots. Two rival captains, Aria and Bram, alternate turns with Aria first; on each turn a captain removes between $1$ and $5$ ingots and keeps them. When the vault empties, whoever holds more ingots wins command of the fleet — but the crew mutinies against any winner who finishes more than five ingots ahead of the loser. Does either captain have a strategy that guarantees winning command without triggering the mutiny?