<h1 id="giggle-schnell-8q4kbyjbq">Giggle Schnell</h1>Giggle Schnell is a specialized Lora built on the Flux Schnell model, designed to realistically apply clown makeup to faces. This Lora brings vibrant clown features—such as painted smiles, bold colors, and exaggerated details—directly to your portraits, offering a fun and creative way to experiment with character designs. Trained on open-source images as part of an ongoing experiment, Giggle Schnell enhances faces with a realistic touch while maintaining the playful, colorful energy of classic clown makeup. I hope it helps you bring your creative visions to life.Whether you're exploring unique visual ideas or adding a quirky twist to your projects, Giggle Schnell offers a balance of realism and creativity to transform any image.<h3 id="recommended-parameters-for-generation-tcla8qfh0">Recommended Parameters for Generation</h3>Samplers tested: (Feel free to experiment)<pre><code>Euler Normal</code></pre><pre><code>Euler Beta</code></pre>Settings:<pre><code>Strength: 0.8 - 1 </code></pre>*Resolutions tested: (Feel free to experiment)<pre><code> 1024x1024 </code></pre><pre><code> 832x1216	</code></pre>Recommended positive prompt:<pre><code>Clown or clown makeup (It’s not required but it helps)</code></pre>All showcase images are RAW output of the model. So you could add stuff like detailers and custom nodes. Only the sky is your limit. (for now)Disclaimer: Please note that while Giggle Schnell aims to provide high-quality and creative image generation, the images produced are the result of complex algorithms and user inputs. I am not responsible for the content of the images generated with this model. Users are encouraged to utilize the model responsibly and adhere to ethical guidelines when creating and sharing content.And as always happy prompting! :)Comparison images:This is a side-by-side comparison between the original Schnell model and the Lora. On the left, you'll see the output from the unaltered Schnell model and on the right is the Lora with strength of 1. Both generation are made using 8 steps Euler <img src="https://image.civitai.com/xG1nkqKTMzGDvpLrqFT7WA/efd93141-ee25-4582-8b27-bcbe35e68177/width=525/efd93141-ee25-4582-8b27-bcbe35e68177.jpeg" /><img src="https://image.civitai.com/xG1nkqKTMzGDvpLrqFT7WA/e473b49f-7381-47fa-a900-d43b964da964/width=525/e473b49f-7381-47fa-a900-d43b964da964.jpeg" /><img src="https://image.civitai.com/xG1nkqKTMzGDvpLrqFT7WA/56c51463-c8b9-4841-901a-37ec62e39e63/width=525/56c51463-c8b9-4841-901a-37ec62e39e63.jpeg" />

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