It failed my basic benchmark that only GPT4 passes:
Q: I have a 12 liter jug and a 6 liter jug. I need 6 liters of water. How do I do it?
Falcon180B: First, fill the 6-liter jug completely. Then, pour it into the 12-liter jug. Fill the 6-liter jug again, and pour it into the 12-liter jug until the 12-liter jug is full. At this point, there will be exactly 6 liters of water in the 6-liter jug, which you can then use.
Q: Using only a 6-liter jug, how can I get exactly 6 liters of water?
Falcon180B: You cannot get exactly 6 liters of water in a 6-liter jug because it would already be full. However, if you had another container that could hold at least 6 liters of water, you could follow these steps:
1. Fill the 6-liter jug with water.
2. Pour the water from the 6-liter jug into the other container.
3. Refill the 6-liter jug with water and pour it into the other container.
4. Repeat step 3 until you have poured 6 liters of water into the other container.
This way, you can get exactly 6 liters of water by combining the capacity of the 6-liter jug and the other container.
Q: I have a 12 liter jug and a 6 liter jug. I need 6 liters of water. How do I do it?
Falcon180B: First, fill the 6-liter jug completely. Then, pour it into the 12-liter jug. Fill the 6-liter jug again, and pour it into the 12-liter jug until the 12-liter jug is full. At this point, there will be exactly 6 liters of water in the 6-liter jug, which you can then use.
Q: Using only a 6-liter jug, how can I get exactly 6 liters of water?
Falcon180B: You cannot get exactly 6 liters of water in a 6-liter jug because it would already be full. However, if you had another container that could hold at least 6 liters of water, you could follow these steps:
1. Fill the 6-liter jug with water. 2. Pour the water from the 6-liter jug into the other container. 3. Refill the 6-liter jug with water and pour it into the other container. 4. Repeat step 3 until you have poured 6 liters of water into the other container.
This way, you can get exactly 6 liters of water by combining the capacity of the 6-liter jug and the other container.