Technical readout 2866 Rise of the Scavengers

Creating a Rise of Scavengers Unit
Mech Rarity Table:
Light ‘Mechs
Locust 4+
Wasp 5+
Stinger 3+
Mercury 10+
Thorn 11+
Commando 7+
Mongoose 9+
Javelin 10+
Spider 6+
UrbanMech 9+
Valkyrie 7+
Hermes 11+
Firestarter 7+
Night Hawk 7+
Jenner 9+
Ostscout 9+
Panther 6+
Talon 9+
Hussar 10+
Medium 'Mechs
Assassin 10+
Cicada 10+
Clint 10+
Hermes II 7+
Vulcan 7+
Whitworth 11+
Sentinel 8+
Blackjack 11+
Phoenix Hawk 6+
Wyvern 10+
Vindicator 8+
Centurion 10+
Chameleon 8+
Enforcer 7+
Hunchback 8+
Trebuchet 8+
Crab 11+
Starslayer 8+
Dervish 8+
Griffin 4+
Shadow Hawk 8+
Scorpion 8+
Wolverine 5+
Kintaro 11+
Lynx 8+
Heavy 'Mechs
Dragon 9+
Ostroc 13+
Ostsol 11+
Quickdraw 8+
Rifleman 8+
Champion 12+
Lancelot 9+
Catapult 12+
Crusader 8+
Cestus 12+
JagerMech 8+
Thunderbolt 8+
Exterminator 12+
Bombardier 12+
Archer 8+
Grasshopper 11+
Excalibur 12+
Warhammer 6+
Shootist 12+
Guillotine 12+
Marauder 7+
Orion 8+
Black Knight 11+
Flashman 9+
Assault 'Mechs
Awesome 9+
Charger 10+
Goliath 9+
Victor 10+
Spartan 13+
Striker 13+
Zeus 10+
Thug 10+
BattleMaster 9+
Longbow 10+
Stalker 9+
Crockett 14+
Cyclops 13+
Emperor 11+
Highlander 11+
Banshee 14+
Nightstar 13+
Atlas 10+
King Crab 13+
Pillager 12+
Thunder Hawk 14+
Players begin by selecting their starting BattleMech. Once they have selected the model BattleMech they wish to pilot they must roll on the BattleMech Rarity Table. If they roll the target
number or higher, the BattleMech is available. If they roll lower than the target number they must select another model BattleMech and roll for that one. This process repeats until the player
obtains a BattleMech.
Once they have determined their BattleMech, they apply a randomly determined starting amount of damage to it based upon the class and weight of the ‘Mech.
Light BattleMechs receive 1d6 + 1 damage rolls.
Medium BattleMechs receive 1d6 + 2 damage rolls.
Heavy BattleMechs receive 1d6 + 3 damage rolls
Assault BattleMechs receive 1d6 + 4 damage rolls.
The amount of each damage rolls equals the ‘Mech tonnage / 10 rounded up. In addition, for each damage roll there is an automatic chance of a critical hit. For each successful critical, a
second critical roll is made to determine whether the component is destroyed or salvageable. A second successful critical means the component is destroyed and must be entirely replaced.
For example, a player wishes to start with a Hermes II which has a rarity of 7+. They roll a 5 so they have to select a different model. They pick an Enforcer which has a rarity of 7+. They
roll a 10 so they receive that ‘Mech. The Enforcer is assessed 1d6 + 2 damage rolls since it is a medium class ‘Mech. They roll a 3 so the Enforcer takes five damage rolls. Each damage
roll does 5 points of damage since the ‘Mech weighs 50 tons.
The first location roll is 3, so 5 damage is assessed to the right arm. A critical roll gives a 7, so there is no critical damage. The second roll is an 11, so 5 damage is placed on the left arm.
The critical roll is a 6, so once again no critical damage. The third damage roll is another 3, so another 5 damage is assessed to the right arm. The critical roll is a 7, again no critical. The
fourth damage roll is an eight, 5 damage to the left torso. Critical roll is a 5, so once more no critical. The final damage roll is a six, so five damage is applied to the right torso. The critical
roll is an eight. The critical roll is resolved as per the standard rules and is determined to be the AC/10 ammunition bin. This results in the ‘Mech being able to carry only half the standard
amount of ammunition in that bin. Since one ton of AC/10 ammunition is normally 10 rounds, with the critical damage applied the ‘Mech is only able to carry 5 rounds.
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