A supernatural entity will pay you 2 million dollars if you complete a mission for them. For this mission, you can choose up to 5 "allies" (irl friends and family members) to go with you; but the more people you choose, the more you will have to split the prize money.
For this mission you will be using AK-47s, several standard issue semi-automatic handguns, and combat knives. You will have 2 weeks to train on a firing range provided to you (this may or may not be enough).
The mission is as follows:
You and your allies will be teleported to a place with very high brick walls on 3 sides for your own protection. You have several crates of ammunition behind you (which will replenish automatically with magazines as soon as you use them up). You are not allowed to leave the area.
You have your AK-47s, handguns, and combat knives (no additional equipment or protection allowed). You have theoretically infinite ammunition behind you (although you DO need to reload and grab the right type of ammunition while under stress).
3,000 bloodlusted attack dogs will run at you (trained to murder you and your allies) from far away. They will show up continuously (with slight pauses) in waves of completely random size to attack you. These are psychoactively enhanced attack dogs that were part of a military experiment gone wrong. They are trained to bite and tear at you until you are dead and they will attack you with 100% determination and no fear whatsoever. Any time a dog is shot down, its body instantly vanishes into thin air (so that a wall of dead bodies cannot be formed).
Your mission is to survive (you are allowed to lose allies) and kill all 3,000 dogs in self-defence.
You are in real danger and may die or suffer physical and/or psychological harm from this mission, the survivors (if any) will split the prize money.
Please assume that the firearms you are equipped won't overheat or jam (assume perfect operability).
The discussion is as follows:
1. Would you accept this mission?
2. How many allies (up to 5) do you recruit if you accept knowing the money will have to be split?
Please justify your decision.