Heart-Shaped Chocolate and Nuts Fall · Splashing Into Rich Chocolate
Heart-shaped chocolate, hazelnuts, cashews, almonds, coffee beans and chunks of chocolate tumble into flowing liquid chocolate, sending up smooth splashes with a warm brown dessert-ad feel.
PROMPT · Video Prompt
Create with AI16:9 画幅。往一池流动的液态巧克力中投入一颗心形巧克力、榛子、腰果、杏仁、咖啡豆和巧克力块。
16:9 畫幅。將一顆心形巧克力、榛果、腰果、杏仁、咖啡豆與巧克力塊，投入一池流動的液態巧克力中。
16:9 frame. Into a pool of liquid chocolate drop a heart-shaped chocolate, hazelnuts, cashews, almonds, coffee beans and chunks of chocolate.
16:9のフレーム。流動するチョコレートのプールに、ハート型のチョコレート、ヘーゼルナッツ、カシューナッツ、アーモンド、コーヒー豆、チョコレートのかけらを落とす。
16:9 프레임. 흘러내리는 액체 초콜릿 웅덩이에 하트 모양 초콜릿, 헤이즐넛, 캐슈넛, 아몬드, 커피콩, 초콜릿 조각을 떨어뜨린다.
✍️ Editor’s Notes
This is a typical stacked-object prompt. The frame is declared first, the main action is a single verb, 'drop into', and the ingredients are listed one by one: heart-shaped chocolate, hazelnuts, cashews, almonds, coffee beans and chunks of chocolate. The key is that every item lands on one target, the pool of liquid chocolate, so the motion direction stays unified and the image does not scatter. The prompt says nothing about slow motion, lighting or camera angle, leaving those choices to the model. For anyone learning dessert-ad prompts, it shows how one landing point can tie many elements together and keep attention in one place.
Want tighter control? Try this expanded version:
16:9 landscape frame, shot from a half-overhead angle to bring out the sheen of the chocolate surface.
The heart-shaped chocolate and the nuts drop in from the top of the frame one after another, spaced apart to create a rhythmic sense of falling.
At the moment of impact the liquid surface throws up full, curved splashes, the surface glows with a warm brown sheen, and a few chocolate chunks bounce up.
Lighting is mainly soft top light with side backlight, so the textures of the hazelnuts and coffee beans read clearly, with warm highlights along their edges.
The background stays simple and dark, keeping the objects and the liquid at the center of the image.
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