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Roman's Holiday: Difference between revisions
→Alternate solution
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The game provides a much easier solution to the mission, if the player has paid attention to the text messages Johnny receives. At some point in the game, Johnny should receive a text recommending [[Roman's Taxi|Roman's taxi service]] and providing a phone number. Once Johnny meets up with Malc, there is no need to drive over to Broker and grab Roman. Simply dial the number of [[Roman's Taxi]] Firm (555-2222) and he will come to Johnny and Malc in his car. This makes the drive over to the warehouse easier as it is less likely that Roman will escape from the car, especially if you call the number from near it in Bohan or from Malc's meet-up location north Algonquin, as the toll booth trap does not apply. | The game provides a much easier solution to the mission, if the player has paid attention to the text messages Johnny receives. At some point in the game, Johnny should receive a text recommending [[Roman's Taxi|Roman's taxi service]] and providing a phone number. Once Johnny meets up with Malc, there is no need to drive over to Broker and grab Roman. Simply dial the number of [[Roman's Taxi]] Firm (555-2222) and he will come to Johnny and Malc in his car. This makes the drive over to the warehouse easier as it is less likely that Roman will escape from the car, especially if you call the number from near it in Bohan or from Malc's meet-up location north Algonquin, as the toll booth trap does not apply. | ||
A consequence of doing this shorter version is Johnny and Malc do not engage in their conversation about women, and there may be less dialogue exchanged with Roman in the car depending on the distance to the drop-off point. | A consequence of doing this shorter version is Johnny and Malc do not engage in their conversation about women (unless the player chooses to drive around before summoning Roman - such as getting closer to the drop-off point in Bohan), and there may be less dialogue exchanged with Roman in the car depending on the distance to the drop-off point. | ||
== Note == | == Note == | ||