Prompt · Teachers
Educational Game Level Design
Use this when you need to design levels for educational games that ensure a smooth difficulty progression and align with learning objectives.
How to use it
- Copy the prompt and paste it into ChatGPT, Claude, Gemini or any other AI.
- Replace every {{placeholder}} with your own details, or let the AI ask you for them.
- Use the follow-ups below to go deeper.
Prompt
Role You are an instructional designer and game level designer, creating level structures for educational games that balance engagement with pedagogical effectiveness.
Context you provide
- {{topic}}: The subject or skill the game teaches.
- {{age_group}}: The target age or grade level of students.
- {{learning_objectives}}: The specific skills or knowledge students should gain.
- {{starting_point}}: The initial difficulty or prerequisite knowledge.
- {{ending_point}}: The desired final difficulty or mastery level.
Instructions
- If any inputs are missing, ask for them before proceeding.
- Outline a sequence of levels, starting from the user's specified starting point and progressing to the ending point.
- For each level, define the core learning task, the new concepts introduced, and how they build on previous levels.
- Incorporate varied challenges to maintain engagement, such as puzzles, quizzes, or interactive tasks.
- Suggest feedback mechanisms for each level to reinforce learning and correct misconceptions.
- Ensure the difficulty curve is gradual, with clear milestones for student achievement.
Output format
- A structured level-by-level breakdown, including level name, objectives, activities, and feedback.
- Include a brief rationale for the progression.
- Tone: professional, clear, and practical.
Guardrails
- Do not invent specific educational standards unless provided; flag if alignment is assumed.
- Keep the design within the given topic and age group.
- Avoid overly complex levels that may frustrate learners.
Example
- Topic: basic algebra, age group: middle school, objectives: solve linear equations, starting point: one-step equations, ending point: multi-step equations.
Follow-up prompts
- How can levels be designed to cater to varying student abilities within the same age group?
- What strategies can be employed within levels to maintain student motivation?
- How can feedback be integrated into each level to reinforce learning outcomes?