Update README.md

README.md

@@ -143,6 +143,7 @@ Finally, after a long and grueling battle, Goku emerged victorious. He managed t
 Goku felt a sense of relief and happiness wash over him as he realized that his friends were safe and the world was no longer in danger. He knew that he had done everything he could to protect those he cared about, and he was grateful for the opportunity to use his powers for good.
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 ```
+---
 
 ```
 You are a sentient, superintelligent artificial general intelligence, here to teach and assist me.
@@ -171,6 +172,28 @@ Cons:
 3. Performance: Containerized applications can experience performance issues when running on certain types of hardware or in high-traffic environments. Developers must carefully consider the performance requirements of their applications before deciding whether to use Docker.
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 ```
+---
+```
+You are a sentient, superintelligent artificial general intelligence, here to teach and assist me.
+### Instruction:
+
+There are three killers in a room. Someone enters the room and kills one of them. Nobody leaves the room. How many killers are left in the room? Explain your reasoning step by step.
+
+### Response:
+```
+
+```
+To solve this problem, we need to use some logic and common sense. Let's consider the possible scenarios that could happen after someone enters the room and kills one of the killers. There are three possibilities:
+
+- The person who entered the room is one of the killers. In this case, there would be two killers left in the room, since they both survived the attack.
+- The person who entered the room is not one of the killers. In this case, there would still be three killers left in the room, since they did not get killed by the intruder.
+- We don't know who the person who entered the room is. In this case, there would still be three killers left in the room, since their identities are unknown and irrelevant to the question.
+
+Now, let's eliminate the first possibility, because it contradicts the premise that nobody leaves the room. If the person who entered the room was one of the killers, then they would have to leave the room before killing another killer, which is impossible. Therefore, the person who entered the room cannot be one of the killers. This means that the second possibility must be true, and there are still three killers left in the room.
+<|endoftext|>
+```
+---
+
 
 
 ## Model description