12 V to 5 V / 1 A Buck Molecule (TPS54202), built by Gemini 4 Argon in KiCad

--- a/README.md+++ b/README.md@@ -1,127 +1,137 @@⋯ 7 unchanged lines ⋯  ::adom-video{video="/john/tps54202-12v-5v-buck-20261018/render/docs/film/argon-pcb-build-v10.mp4" poster="/john/tps54202-12v-5v-buck-20261018/render/docs/film/argon-pcb-build-v10-poster.jpg" captions="/john/tps54202-12v-5v-buck-20261018/render/docs/film/argon-pcb-build-v10.vtt" chapters="/john/tps54202-12v-5v-buck-20261018/render/docs/film/argon-pcb-build-v10.chapters.json" title="Gemini 4 Argon builds a 12 V to 5 V buck converter in KiCad"} +## Argon video: the review draft++<table>+<tr>+<td width="104"><a href="video-draft/README.md"><img src="video-draft/video-draft-icon.svg" width="112" alt="Argon video draft"></a><br><sub>&nbsp;&nbsp;&nbsp;&nbsp;Video&nbsp;draft&nbsp;&nbsp;&nbsp;&nbsp;</sub></td>+<td>The YouTube video of this build, "Can Gemini 4 Argon Design a PCB?", is cut and waiting for John's voiceover. <strong><a href="video-draft/README.md">The draft</a></strong> shows the full video with its drafted title, description, chapters, thumbnail and subtitles. Watch it to review the edit or to record the narration over it.<br><br><a href="video-draft/README.md">Review the draft</a> · <a href="https://youtu.be/9pz_fAe7f14">Watch it on YouTube (unlisted)</a></td>+</tr>+</table>+ ## Components  Every part on the board, each linked to its own wiki page (symbol, footprint and 3D model).⋯ 111 unchanged lines ⋯ **25. Gerbers, BOM, CPL**: manufacturing files written and checked. [The evidence](steps/25-export/README.md)  <!-- /aiflow:steps -->+--- a/video-draft/README.md+++ b/video-draft/README.md@@ -0,0 +1,46 @@+# Argon video: review draft++The working cut of the YouTube video "Can Gemini 4 Argon Design a PCB?". It is complete except for John's voiceover, and it is here for review and for recording that voiceover. When the final video is ready it replaces this one in place.++::youtube{id="9pz_fAe7f14"}++- **Length:** 5:51+- **On YouTube:** [unlisted draft](https://youtu.be/9pz_fAe7f14), with the drafted title, description, chapters, thumbnail and English subtitles+- **Title:** Can Gemini 4 Argon Design a PCB?++## The thumbnail++![Thumbnail: a board made by Gemini 4 Argon, with John looking up at it](https://i.ytimg.com/vi/9pz_fAe7f14/maxresdefault.jpg)++## What is in the cut++| Time | Section |+|---|---|+| 0:00 | Intro |+| 0:23 | Step 1: Install Antigravity in Hydrogen |+| 1:12 | Step 2: The prompt |+| 1:22 | Step 3: Design rules, circuit math and sourcing |+| 2:03 | Step 4: Schematic and SPICE |+| 2:17 | Step 5: Placement and routing |+| 2:50 | Step 6: Current and heat loop backs |+| 3:08 | Step 7: Adom Fields analysis |+| 3:52 | Step 8: Silkscreen and 3D tour |+| 4:19 | Step 9: Finish and the project page |+| 4:48 | AI token cost |+| 4:59 | How does it compare? |+| 5:22 | Bloopers |++## The drafted description++> Our CEO John gave Gemini 4 Argon one sentence, and it designed a 12 V to 5 V, 1 A buck converter on the TI TPS54202 in KiCad, inside Adom Hydrogen, for about $2.59 of AI.+>+> Argon runs in Google Antigravity inside Hydrogen and follows adom-aiflow's 25 steps: design rules, circuit math from the datasheet, in-stock parts, a 38-symbol schematic with 0 ERC errors, SPICE, then placement and routing through the Adom KiCad Bridge. The current and thermal checks sent it back 4 times to fix the copper, and Adom Fields solved the finished board, including an EMC screen with 56 dB of margin against FCC Class B. The result is a 28 x 20 mm 2-layer board with 0 DRC errors, from 1,169 model calls and 5.6 % of a week of Google AI Ultra.++The full description, with the project links, the prompt, the links to Parts 1 and 2 and the chapters, is on the [YouTube draft](https://youtu.be/9pz_fAe7f14).++## Still to do++1. **Voiceover.** John records his narration to replace the adom-tts voice.+2. **John's edits.** Any other changes from John's review.+3. **Release.** The plan is to publish on Friday, then premiere Noah's video on Saturday.+--- a/video-draft/video-draft-icon.svg+++ b/video-draft/video-draft-icon.svg@@ -0,0 +1,2 @@+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="256" height="256" viewBox="0 0 256 256"><defs><clipPath id="r"><rect width="256" height="256" rx="24" ry="24"/></clipPath></defs><image width="256" height="256" clip-path="url(#r)" 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" 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"/></svg>+