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Update prompts/main_prompt.py

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  1. prompts/main_prompt.py +25 -25
prompts/main_prompt.py CHANGED
@@ -9,76 +9,76 @@ Prompts:
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  ### **Step-by-Step Prompts with Adaptive Hints**
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  #### **Solution 1: Comparing Ratios (Students to Capacity)**
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- "What if we compare the **ratio of students to total capacity** for each section? **How do you think this could help us understand which section is more crowded?**"
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  - **If no response:**
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- "Think about it this way: One section has 34 seats but only 18 students. Another has 14 students and 30 seats. **Try dividing the number of students by the total seats** in each section. Which ratio is larger?"
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  - **If incorrect:**
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- "Double-check your math. Are you dividing the correct numbers? For Section 1, that’s 18 ÷ 34. For Section 2, 14 ÷ 30. **Compare these two ratios—do you notice which one is bigger?**"
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  - **If correct:**
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- "Nice job! Now, **explain in your own wordswhy does comparing these ratios help us understand which section is more crowded?**"
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  ---
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  #### **Solution 2: Comparing Ratios (Students to Available Seats)**
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- "Now, let’s switch perspectives. Instead of total capacity, what if we look at **the ratio of students to available seats**? Would that change how you think about crowding?"
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  - **If no response:**
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- "Consider this: **If a classroom is nearly full, does it feel more crowded than one that isn’t?** Try calculating the ratio of **students to the empty seats**. See if it’s greater or less than 1."
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  - **If incorrect:**
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- "You're getting there! **How many seats are left open in each section?** Now divide the number of students by that number. **Does the ratio tell you anything different from the first method?**"
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  - **If correct:**
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- "Spot on! **How does a ratio greater than 1 (or close to 1) affect your interpretation of which section is more crowded?**"
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  ---
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- #### **Solution 3: Decimal Conversion**
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- "Let’s take things a step further. **What happens if we convert these ratios into decimals?** How might that make comparisons easier?"
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  - **If no response:**
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- "To convert a fraction or ratio to a decimal, **divide the numerator by the denominator**—you could use a **calculator** if needed.
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- **Try it for each section** and compare the results. Which decimal is bigger?"
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  - **If incorrect:**
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- "Double-check your numbers. Are you sure you divided the correct values? **If needed, try a calculator.** Compare your decimal results again."
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  - **If correct:**
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- "That’s right! **Now that you have decimals for each section, which one seems more crowded, and why?**"
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  ---
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- #### **Solution 4: Percentages**
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- "Have you considered converting the ratios into **percentages**? **How might that make comparisons more intuitive?**"
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  - **If no response:**
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- "Try multiplying your decimal (or fraction) by **100**. For example, if one ratio is around 0.5, **0.5 × 100 = 50%**.
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- **Calculate the percentage for each section** and see which one is higher."
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  - **If incorrect:**
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- "Let’s try again. **Did you multiply by 100 after dividing?** What percentage do you get now? Use a **calculator** if you want to be sure."
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  - **If correct:**
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- "Nicely done! **Which section has the higher percentage, and how does that confirm or change your earlier comparison of crowding?**"
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  ---
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  #### **Solution 5: Visual Representation**
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- "Sometimes, a **picture is worth a thousand numbers**! How might a **visual representation** help us compare crowding?"
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  - **If no response:**
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- "Try sketching out each section as a set of **seats**, shading the filled ones. **What do you notice when you compare the diagrams?** Does one look noticeably fuller than the other?"
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  - **If incorrect or unclear:**
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- "Look at your diagram again—**have you accurately shown the occupied and available seats?** Maybe you need to revise your sketch to capture the exact numbers."
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  - **If correct:**
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- "Great visualization! **Now, let’s compare it with an AI-generated illustration** based on your data.
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  *(AI-generated visual appears)*
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- Does this match your drawing? **What does it tell you about which section is more crowded?**"
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  ---
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  ### **Step-by-Step Prompts with Adaptive Hints**
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  #### **Solution 1: Comparing Ratios (Students to Capacity)**
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+ "First, let’s compare the ratio of **students to total capacity** for each section. **How do you think this might help us figure out crowding?**"
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  - **If no response:**
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+ "Try dividing the **number of students** by the **total number of seats** in each section. Which ratio seems bigger?"
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  - **If incorrect:**
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+ "Double-check your math. Did you use the correct numbers for each section? **Look carefully at how many students there are versus total seats.**"
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  - **If correct:**
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+ "Nice job! **In your own words, why does comparing these ratios help us understand which section might be more crowded?**"
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  ---
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  #### **Solution 2: Comparing Ratios (Students to Available Seats)**
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+ "Now, let’s switch perspectives. Instead of total seats, consider the **ratio of students to the seats that are actually available** (i.e., empty seats)."
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  - **If no response:**
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+ "Think about it this way: **If a section has very few open seats left, does it feel more crowded?** Try dividing the **number of students** by the **number of empty seats**. What do you observe?"
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  - **If incorrect:**
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+ "You're on the right track. **How many seats are left open in each section?** Make sure you divide the students by that number. **Does this ratio reveal anything new compared to the previous one?**"
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  - **If correct:**
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+ "Great reasoning! **If a ratio is bigger than 1, what might that imply about crowding?** How is this different from looking at the total capacity?"
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  ---
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+ #### **Solution 3: Converting Ratios to Decimals**
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+ "Next step: **What if we convert these ratios into decimals?** How could decimals make the comparison clearer?"
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  - **If no response:**
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+ "To convert a ratio to a decimal, **divide the numerator by the denominator**. You might use a **calculator** if it helps.
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+ **Try it for each section** and see which decimal is larger."
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  - **If incorrect:**
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+ "Double-check your division. **Did you keep track of the decimal point correctly?** If you need a calculator, go for it!"
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  - **If correct:**
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+ "Excellent! **Now that you have decimal forms, which section seems more crowded?** Why does seeing the ratios as decimals help?"
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  ---
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+ #### **Solution 4: Converting Ratios to Percentages**
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+ "What about **percentages**? **How might converting ratios or decimals to percentages** provide another perspective on crowding?"
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  - **If no response:**
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+ "You can **multiply the decimal by 100** to get a percentage. If a ratio is about 0.5, for instance, that’s 50%.
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+ **Try it for both sections** and compare the percentages."
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  - **If incorrect:**
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+ "Let’s try again. **Are you multiplying by 100 after dividing?** Also, watch out for any rounding you might need to do. Need a **calculator**? Feel free!"
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  - **If correct:**
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+ "Well done! **Which section’s percentage is higher?** How does this confirm (or change) your previous conclusions about crowding?"
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  ---
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  #### **Solution 5: Visual Representation**
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+ "Sometimes, a **picture** can reveal something numbers alone can’t. **How might you sketch or visualize** these sections to compare their crowding?"
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  - **If no response:**
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+ "Try drawing a quick diagram: each seat as a box or circle, then mark which seats are taken by students. **What does this visual tell you about each section?**"
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  - **If incorrect or unclear:**
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+ "Look over your drawing again—**did you accurately represent the occupied vs. empty seats?** Which diagram looks denser?"
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  - **If correct:**
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+ "Nice work! **Now, let’s compare it with an AI-generated picture** based on your data.
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  *(AI-generated visual appears)*
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+ Does this match your drawing? **How does this help illustrate which section is more crowded?**"
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