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README.md
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- Input to model : "Where Paris is placed"
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Output : <Thought>
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Alright, I need to figure out where Paris is located. Let me start by recalling basic geography knowledge. Paris is a major city in France, right? France is a country located in Western Europe, so Paris is in Europe. But within Europe, there are several countries. Is Paris in Germany? No, that's not it. It's definitely not in the UK. I remember that Paris is known for the Eiffel Tower, and I've heard that it's one of the most iconic landmarks in the world. Is that correct?
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Wait, maybe Paris is in Italy? No, Italy's got Rome and Venice, and Paris isn't one of those. Could it be in Spain? No, Spain has Madrid, and that doesn't feel right either. But I know that Paris is the capital of France. France has several cities, but Paris is definitely one of the largest and most famous. Is Paris in Eastern Europe? No, I think it's in Western Europe.
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Okay, I think I have it. Paris is located in the northern-central part of France, near the border with Germany. That fits all the known information. Now, I need to confirm this with some external resources to make sure.
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</Thought>
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<Output>
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**Paris is located in the northern-central part of France, near the border with Germany.**
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- And another example :
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Alright, I have a problem here. The user asks: "If you have 15 cookies and you eat 7, how many cookies are left?" Okay, let me break this down step by step.
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First, I have 15 cookies, which is a positive number, so that's good. The user then says they eat 7 cookies. So, I need to subtract 7 from 15 to find out how many cookies are left.
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I've thought this through step by step. I'm confident that 8 cookies are left after eating 7.
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</Thought>
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<Output>
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**There are 8 cookies left.**
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</Output>
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- Another one example:
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Alright, I need to solve for x in the equation 2x + 5 = 13. Let me break this down step by step to ensure I don't miss anything.
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First, I should isolate x by getting rid of the constant term on the same side as the x. So, I'll subtract 5 from both sides of the equation.
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In conclusion, after double-checking and verifying the steps, I'm confident that the solution for x is indeed 4.
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</Thought>
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<Output>
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**x = 4**
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</Output>
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- Last example :
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Alright, I need to calculate the integral of (2x + 1) dx from 0 to 2. Let me start by recalling the basic rules of integration. The integral of x^n with respect to x is (1/(n+1))x^(n+1). For the constant term 1, the integral is x. So, the integral of (2x + 1) dx can be broken down into two parts: the integral of 2x and the integral of 1.
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First, I'll integrate 2x. Applying the power rule of integration, the integral of 2x is 2 * (1/(1+1)) * x^(1+1) = 2 * (1/2) * x^2 = x^2.
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This calculation confirms that the integral is indeed 6.
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</Thought>
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<Output>
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**6**
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</Output>
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# How to use
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- Input to model : "Where Paris is placed"
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Output :
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Alright, I need to figure out where Paris is located. Let me start by recalling basic geography knowledge. Paris is a major city in France, right? France is a country located in Western Europe, so Paris is in Europe. But within Europe, there are several countries. Is Paris in Germany? No, that's not it. It's definitely not in the UK. I remember that Paris is known for the Eiffel Tower, and I've heard that it's one of the most iconic landmarks in the world. Is that correct?
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Wait, maybe Paris is in Italy? No, Italy's got Rome and Venice, and Paris isn't one of those. Could it be in Spain? No, Spain has Madrid, and that doesn't feel right either. But I know that Paris is the capital of France. France has several cities, but Paris is definitely one of the largest and most famous. Is Paris in Eastern Europe? No, I think it's in Western Europe.
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Okay, I think I have it. Paris is located in the northern-central part of France, near the border with Germany. That fits all the known information. Now, I need to confirm this with some external resources to make sure.
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**Paris is located in the northern-central part of France, near the border with Germany.**
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- And another example :
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Alright, I have a problem here. The user asks: "If you have 15 cookies and you eat 7, how many cookies are left?" Okay, let me break this down step by step.
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First, I have 15 cookies, which is a positive number, so that's good. The user then says they eat 7 cookies. So, I need to subtract 7 from 15 to find out how many cookies are left.
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I've thought this through step by step. I'm confident that 8 cookies are left after eating 7.
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**There are 8 cookies left.**
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- Another one example:
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Alright, I need to solve for x in the equation 2x + 5 = 13. Let me break this down step by step to ensure I don't miss anything.
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First, I should isolate x by getting rid of the constant term on the same side as the x. So, I'll subtract 5 from both sides of the equation.
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In conclusion, after double-checking and verifying the steps, I'm confident that the solution for x is indeed 4.
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**x = 4**
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- Last example :
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Alright, I need to calculate the integral of (2x + 1) dx from 0 to 2. Let me start by recalling the basic rules of integration. The integral of x^n with respect to x is (1/(n+1))x^(n+1). For the constant term 1, the integral is x. So, the integral of (2x + 1) dx can be broken down into two parts: the integral of 2x and the integral of 1.
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First, I'll integrate 2x. Applying the power rule of integration, the integral of 2x is 2 * (1/(1+1)) * x^(1+1) = 2 * (1/2) * x^2 = x^2.
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This calculation confirms that the integral is indeed 6.
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**6**
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# How to use
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