Players can get their hands on two missable iconic handguns inCyberpunk 2077thanks to thePhantom Libertyexpansion. These weapons, Ol’ Reliable and Riskit, can be great fun, and feature as some of the best handguns for players to wield in some greatCyberpunk 2077build opportunities. With these weapons, players canroam Dogtownwith a new sense of security and power, if they know how to get them.

Missable weapons are always a concern for players, but luckily, the trusty vendor Herold is here to help in those instances. However, players will need to trigger the necessities to get these guns to unlock in the first place, and if players want Ol’ Reliable and Riskit, they need to get the Shot by Both Sides Side Job.

cyberpunk 2077 shot by both sides gig guide

Start Shot By Both Sides

After completingThe Damned, a main mission in thePhantom Libertyexpansion ofCyberpunk 2077, players should receive a message from Mr. Hands about a journalist. Players just need to respond to this, and then they will be given coordinates to Bree Whitney’s apartment in Night City. From here, they just want to continue through the Shot by Both Sides Side Job, up until the end where there is a confrontation between Bree and Dante.

Kill Dante, Save Bree

It doesn’t matter how players try and diffuse the situation with Bree and Dante, someone has to die. There is a choice to make on whether players should let Dante kill Bree, but ultimately, if players want to get their hands on Ol’ Reliable and Riskit, then they need to kill Dante. After Dante is dead, they can loot Ol’ Reliable off of his corpse, and Riskit will be sat on a surface just to the left of Bree.

Allowing Dante to kill Bree means that they will only get their hands on Riskit, but killing Dante means that they can get twomissable Iconic weaponsin one mission, and they will be able to enjoy the power of these two handguns without unnecessary death, other than Dante.

dante and bree in cyberpunk 2077

2.50

114.95

ol' reliable revolver

1.38

6.3

riskit pistol

4.16

3.33

98.72

0.96

42.00

5.72