Copy-ready prompt
{ "type": "Surreal, photorealistic classroom scenes with detailed blackboard math lessons.", "style": "High-resolution realistic photographs, a slightly absurd internet meme aesthetic, natural indoor classroom lighting, clear chalk writing, 4:3 composition.", "main_subject": { "description": "A humanoid Shiba Inu teacher stood at the front of the classroom, wearing a white shirt tucked into dark gray trousers and a black leather belt. One hand was in his pocket, and the other held a thin metal pointer, pointing to the equations on the blackboard.", "head": "The Shiba Inu has an orange-white head with erect ears; the central area of its face is covered by a flat, opaque square veil, which is brownish in color, creating an exaggerated, scrutinizing effect.", "customizable_subject": "{argument name=\"teacher animal\" default=\"Shiba Inu\"}", "clothing": "{argument name=\"teacher outfit\" default=\"White shirt, dark gray trousers, black belt\"}", "pose": "A confident lecturer posture, facing students and directing the discussion to the project." }, "setting": { "location": "Japanese classroom lecture room", "foreground": "At the bottom of the image, the backs of five seated students can be seen, most of them with dark hair. On the right, there is a student wearing a gray hoodie. All of them are looking at the teacher.", "furniture": "At the bottom center is a small wooden lectern, on which sits an open gray laptop.", "background": "A huge dark green blackboard spanned the wall, with a metal chalk tray at the bottom and a chalk eraser on the far right." }, "chalkboard": { "overall_text_style": "Japanese and mathematical symbols handwritten in white chalk, clean yet with a handwritten feel, dense lecture notes.", "main_title": { "position": "Top left corner", "text": "{argument name=\"chalkboard title\" default=\"Ordinary differential equations with constant coefficients\"}" }, "topic_intro": { "position": "Below the title on the left", "text": "Consider the following ordinary differential equation." }, "central_equation": { "position": "From top left to center", "text": "a_n y^(n) + a_{n-1} y^(n-1) + … + a_1 y' + a_0 y = 0" }, "note": { "position": "Below the Central Formula", "text": "Here, a_n, a_{n-1}, …, a_0 are constants, and a_n ≠ 0." }, "sections_count": 4, "sections": [ { "label": "(1) Characteristic Equation", "position": "Left and Middle", "content": "a_n r^n + a_{n-1} r^{n-1} + … + a_1 r + a_0 = 0" }, { "label": "(2) Form of the solution", "position": "Bottom left", "content": "Three key points: distinct real roots r1, r2, …, rn; multiple roots r (with multiplicity m); conjugate complex roots α ± βi" }, { "label": "example panel", "position": "The right side is separated by a vertical chalk line.", "title": "【example】", "content": "y'' − 3y' + 2y = 0; characteristic equation r^2 − 3r + 2 = 0; (r − 1)(r − 2) = 0; r = 1, 2; therefore y = C1 e^x + C2 e^{2x}" }, { "label": "solution formulas", "position": "Lower left continuation", "content": "y = C1 e^{r1 x} + C2 e^{r2 x} + … + Cn e^{rn x}; y = (C1 + C2 x + … + Cm x^{m−1}) e^{rx}; y = e^{αx}(C1 cos βx + C2 sin βx)" } ] }, "composition": { "camera": "Shot from the student's perspective at the back of the classroom, medium to long shot.", "framing": "The teacher is positioned slightly to the right of center, with the pointer pointing diagonally downwards and to the left towards the characteristic equation; the blackboard occupies most of the screen space.", "mood": "A serious academic lecture was turned absurd by the dog-headed teacher and the censorship cubes.", "quality": "Photorealistic, with seamless perspective, realistic fabric, hair, and chalk-gray textures, and a deep classroom atmosphere." }, "customizable_text": "{argument name=\"lesson topic\" default=\"Ordinary differential equations with constant coefficients\"}" }
Prompt breakdown
{ "type": "Surreal, photorealistic classroom scenes with detailed blackboard math lessons.", "style": "High-resolution realistic photographs, a slightly absurd internet meme aesthetic, natural indoor classroom lighting, clear chalk writing, 4:3 composition.", "main_subject": { "description": "A humanoid Shiba Inu teacher stood at the front of the classroom, wearing a white shirt tucked into dark gray trousers and a black leather belt.
One hand was in his pocket, and the other held a thin metal pointer, pointing to the equations on the blackboard.", "head": "The Shiba Inu has an orange-white head with erect ears; the central area of its face is covered by a flat, opaque square veil, which is brownish in color, creating an exaggerated, scrutinizing effect.", "customizable_subject": "{argument name=\"teacher animal\" default=\"Shiba Inu\"}", "clothing": "{argument name=\"teacher outfit\" default=\"White shirt, dark gray trousers, black belt\"}", "pose": "A confident lecturer posture, facing students and directing the discussion to the project." }, "setting": { "location": "Japanese classroom lecture room", "foreground": "At the bottom of the image, the backs of five seated students can be seen, most of them with dark hair.
On the right, there is a student wearing a gray hoodie.
All of them are looking at the teacher.", "furniture": "At the bottom center is a small wooden lectern, on which sits an open gray laptop.", "background": "A huge dark green blackboard spanned the wall, with a metal chalk tray at the bottom and a chalk eraser on the far right." }, "chalkboard": { "overall_text_style": "Japanese and mathematical symbols handwritten in white chalk, clean yet with a handwritten feel, dense lecture notes.", "main_title": { "position": "Top left corner", "text": "{argument name=\"chalkboard title\" default=\"Ordinary differential equations with constant coefficients\"}" }, "topic_intro": { "position": "Below the title on the left", "text": "Consider the following ordinary differential equation." }, "central_equation": { "position": "From top left to center", "text": "a_n y^(n) + a_{n-1} y^(n-1) + … + a_1 y' + a_0 y = 0" }, "note": { "position": "Below the Central Formula", "text": "Here, a_n, a_{n-1}, …, a_0 are constants, and a_n ≠ 0." }, "sections_count": 4, "sections": [ { "label": "(1) Characteristic Equation", "position": "Left and Middle", "content": "a_n r^n + a_{n-1} r^{n-1} + … + a_1 r + a_0 = 0" }, { "label": "(2) Form of the solution", "position": "Bottom left", "content": "Three key points: distinct real roots r1, r2, …, rn; multiple roots r (with multiplicity m); conjugate complex roots α ± βi" }, { "label": "example panel", "position": "The right side is separated by a vertical chalk line.", "title": "【example】", "content": "y'' − 3y' + 2y = 0; characteristic equation r^2 − 3r + 2 = 0; (r − 1)(r − 2) = 0; r = 1, 2; therefore y = C1 e^x + C2 e^{2x}" }, { "label": "solution formulas", "position": "Lower left continuation", "content": "y = C1 e^{r1 x} + C2 e^{r2 x} + … + Cn e^{rn x}; y = (C1 + C2 x + … + Cm x^{m−1}) e^{rx}; y = e^{αx}(C1 cos βx + C2 sin βx)" } ] }, "composition": { "camera": "Shot from the student's perspective at the back of the classroom, medium to long shot.", "framing": "The teacher is positioned slightly to the right of center, with the pointer pointing diagonally downwards and to the left towards the characteristic equation; the blackboard occupies most of the screen space.", "mood": "A serious academic lecture was turned absurd by the dog-headed teacher and the censorship cubes.", "quality": "Photorealistic, with seamless perspective, realistic fabric, hair, and chalk-gray textures, and a deep classroom atmosphere." }, "customizable_text": "{argument name=\"lesson topic\" default=\"Ordinary differential equations with constant coefficients\"}" }
