green_000190

# Conversation — 169b72fb-7eee-4a49-b4ed-06805f978f61.jsonl L670

**When:** 2026-04-06T00:43:50.066Z

{
  "model": "claude-sonnet-4-6",
  "id": "msg_01CcbMVeFXKEa1tXbqJu1T2w",
  "type": "message",
  "role": "assistant",
  "content": [
    {
      "type": "thinking",
      "thinking": "Timothy is giving me executive authority to make design calls on the game. He wants me to take ownership and build it. This is a clear directive to proceed.\n\nSo I need to build the full game - prep chain through fire. Let me think about what the best approach is.\n\nI should build a complete, well-structured HTML5/JS game that:\n1. Has the full prep chain (material ID, harvesting, carving, tinder gathering, bundle making)\n2. Has the bow-drill phases (Gemini's phases were decent mechanically)\n3. Has proper quaternary state tracking\n4. Has better visual quality than Gemini's version\n5. Has the right tone - quiet, earned, no celebration\n\n\n6. \nNow I'm mapping out the full phase structure: starting with a title screen, then material identification in a forest where the player learns to spot the right wood species, followed by harvesting and carving both the fireboard and spindle, gathering tinder materials, assembling the bundle, and finally the bow-drill friction sequence itself.\n\nThat's quite ambitious for a single HTML file. I need to focus on what's actually doable and compelling—Timothy emphasized the gathering and harvesting aspects specifically, so those should be the centerpiece rather than trying to cram in every technical detail of the friction phase. I'm thinking a more painterly visual style with canvas rendering and warmer atmospheric colors would feel better than a typical web UI, and I'll skip external dependencies like Tailwind to keep it self-contained.\n\nThe core loop should be: walk through a forest to identify and collect materials, then carve those materials into the tools you need. For the gathering phase, I'm imagining a click-to-examine mechanic where the player observes different wood pieces and plants, reads descriptions, and decides which ones to collect—teaching material identification through observation rather than just telling them. Then for carving, a more hands-on interaction where they actually shape the fireboard and spindle through scraping and cutting motions.\n\nI'm picturing the tinder bundle assembly as a drag-and-arrange puzzle where materials go into a nest formation in the right order. After those prep phases, I'll transition into the fire-making sequence itself. Visually, I want everything intimate and close-up—warm ochres and deep browns with firelight, no wide landscape shots. Now I need to think through the Love Gate mechanic before I start building this out.\n\nTimothy's already given me the go-ahead to proceed, so I'm clear to write the code. I'm planning a single comprehensive HTML file with the full preparation chain—gathering, harvesting, carving the fireboard and spindle, bundling tinder, then the bow-drill sequence. The design will use warm, atmospheric canvas-drawn elements with radial gradients and depth. I'm keeping typography consistent with the portfolio site (Merriweather for prose, monospace for UI) and writing pure CSS instead of Tailwind for more control.\n\nBuilding the interactive experience... ary tracking** - all phases, persistent across the whole game\n6. **Tone** - quiet throughout. Text is sparse, earned. No fanfare.\n7. **Fail states** - no game over. Attempt increments. Coal goes cold. Try again.\n8. **Journal** - auto-writes at end with attempt count\n\nLet me think about the gathering/material ID mechanic specifically since that's the most complex:\n\nThe forest scene should show several objects the player can click on. Each click reveals a description. Some materials are correct, some are wrong. The player needs to:\n- Find dead, dry wood (not green/living)\n- Find straight-grained wood for the spindle\n- Find flat wood for the fireboard\n- Find dry fibrous tinder\n\nI'll show maybe 6-8 items in the scene. Player clicks each to examine. Some are wrong (green wood = won't work, soft punky wood = won't generate enough heat). Player needs to correctly identify and select 3 correct materials.\n\nThis IS the quaternary in action:\n- Unknown: they don't know what to look for\n- Observed: they've read the description\n- Attempted: they picked wrong wood and found out in later phases\n- Mastered: they know on sight\n\nBut for a prototype, I'll make the selection happen with clear feedback so they learn in this phase.\n\nNow I'm building the actual game code. I'll structure it with HTML markup, atmospheric CSS styling, and JavaScript that handles the game state, phase transitions, material identification logic, input handling, and rendering for each phase. Let me plan out how each phase will render and what mechanics drive it.\n\nFor the gathering phase, I'm creating a forest floor scene with clickable items scattered around. The player examines each one by clicking, reads descriptions that hint at whether it's suitable, and collects the three correct materials—dried cedar for the fireboard, straight dry wood for the spindle, and dry grass or cattail for tinder. Wrong choices give feedback about why they won't work, teaching the player what to look for.\n\nThe carving phase breaks down into three distinct tasks on the fireboard: flattening the surface with drag strokes, drilling a depression by clicking repeatedly in one spot, and cutting a notch with a careful angled drag. Each step has its own progress meter to show completion.\n\nFor the spindle, I'm using a rotate-scrape mechanic where dragging along the wood smooths it, then the player concentrates strokes at the tip to taper it. The tinder bundling requires dragging materials into a center zone in the right order—coarser materials forming the outer nest first, then finer materials inside. After that comes a notch check phase to verify everything's ready.\n\nThe bow-drill sequence starts with placing the spindle in the notch and clicking ready, then moves through the rhythm phase with improved bow visuals, the smoke generation with better effects, ember transfer with clearer positioning, and breath control with stronger feedback. The win state triggers a journal entry and flame animation.\n\nNow I'm structuring the code to handle all nine phases with a phase tracker using Roman numerals to display progress through the entire sequence.\n\nWriting the canvas rendering... it to the pioneer-game folder.\n\nActually - I should first ask Timothy where to save it, or just make the decision. He said \"make calls.\" I'll save it alongside index.html as `firestarter.html` in the same folder.\n\nNow I'm building the full HTML structure with canvas and UI elements. Looking at Timothy's feedback about the graphics quality, I need to focus on richer visuals - layered gradients instead of flat colors, textured object rendering with wood grain details, atmospheric lighting effects with vignettes, more sophisticated particle systems with proper opacity falloff, and an organic hand-drawn feel. I'll use radial gradients for depth, bezier curves for natural shapes, and layer semi-transparent elements to create that immersive quality he's looking for.\n\nWriting the implementation... Defining the game state structure... Defining the materials array...\n\nNow I'm settling on the visual design—warm earth tones with sienna and umber for depth, Merriweather for the narrative feel and monospace for the technical elements, with the canvas dominating most of the screen and a compact UI strip below.\n\nI'm going to keep this focused and buildable: a complete, playable prototype that looks noticeably polished without ballooning into unmaintainable code. For the Gather phase, I'll render a forest floor scene with dappled light effects and simple but clear item shapes that players can click to examine.\n\nWriting the full HTML file now... Building the HTML structure and styles... Still writing styles... Still writing styles... Still writing styles... Setting up the game constants and state definitions... Defining the materials array... Defining the game state and object data... Defining the game state object...\n\nNow I'm setting up DOM references for the canvas, UI elements, and panels, then initializing the canvas dimensions and starting the game setup. Setting up the canvas dimensions and repositioning the ember element during the transfer phase. Now I'm building the tracker UI by creating glyph cells for each phase with labels, then moving into the quaternary system logic to manage state transitions.\n\nUpdating glyph states and styling based on progress levels, then handling the active glyph highlighting...\n\nNow I'm setting up phase transitions, marking the previous phase as mastered when moving forward, and activating the corresponding glyph for the current phase.\n\nWhen a phase fails, I'm recording the attempt, displaying an error message, and resetting the phase-specific state variables like heat, rhythm, and pressure back to their defaults depending on which phase failed. Still writing game prompts...\n\nNow I'm setting up the input handling to bind keyboard and mouse events, tracking which keys are pressed and routing them to the appropriate handlers. Setting up event listeners for canvas interactions...\n\nNow I'm handling the coordinate conversion from screen space to canvas space, accounting for the canvas's bounding rectangle and scaling. Then I'm setting up keyboard controls—when the game is in the setup phase, spacebar transitions to rhythm mode, arrow keys control the bow stroke during rhythm and smoke phases, and spacebar increases breath during the breathing phase, but only if there's no active fail timer.\n\nFor mouse interactions, I'm routing clicks to different handlers based on the current game phase—gather, bundle, and set phases each have their own click logic. On mouse down, I'm checking if we're in the board phase to start carving, or in the transfer phase to detect if the player is grabbing the ember.\n\nWriting event handlers... Writing event handlers... Writing game logic... Still writing interaction handlers... Writing particle system functions... Still writing game logic... Writing game state logic... Still writing game logic... Writing particle emission logic...\n\nNow I'm setting up the main render loop that clears the canvas and dispatches to different drawing functions based on the current game phase, then layers in particles, vignette effects, and a progress bar for the carving phase.\n\nStill writing UI meters... Writing the background gradient... Writing the gather scene... Writing the item styling and labels... Writing the canvas rendering... Writing the carving step visualization... Still writing the carving animation... Writing the bundle rendering... Still writing canvas drawing code... Writing the rhythm visualization... Writing the bow and effects... Still writing canvas drawing code... Still writing canvas rendering... Writing the glow gradient... Still writing particle effects... Finishing the vignette effect and now building a meter drawing function that renders progress bars with background colors, optional range indicators, and borders for displaying stats like health or resources. Writing component logic... Finishing up the game loop that calculates delta time capped at 50ms, then calls update and draw each frame before requesting the next animation frame. The game initializes when the script loads, and I'm reviewing the complete structure—the gather phase with material examination, the board carving with its three sub-steps using drag mechanics, and the bundle assembly phase all check out. I'm checking whether `roundRect` needs a polyfill—it's been widely supported since early 2022, so it should work fine for this prototype. One thing I'm noticing: the `BUNDLE_ITEMS` are initialized outside the game state, which means they won't reset properly on restart unless the page reloads, but that's acceptable for now. I need to verify the click positioning for bundle items doesn't conflict with the bundle itself, since they're all centered around the same point.\n\nLooking at the coordinates, the bundle sits at the center while the items are positioned around it at different x and y offsets, so they should be clickable without overlap. For the transfer phase, I'm double-checking the bundle zone detection logic against where the bundle is actually drawn and where the ember starts, to make sure the collision detection will work correctly. Still writing phase logic... I'm verifying the item gathering logic—when a player clicks a valid item like cedar or dry_grass, it should both show the examine panel and immediately mark it as gathered. Looking at the code, that's already happening correctly. The player needs to identify one item from each category (board, spindle, tinder), and since there are multiple valid options for some categories, they just need to find any one that matches. I'm using `gs.time` to create a smooth pulse animation in the SET phase with a sine wave. For the BOARD phase, I need to verify that the carving progression works correctly—`gs.carvingStep` goes from 0 to 3, mapping to the three sub-steps (flatten, depression, notch), and when it reaches 3 the phase transitions to BUNDLE. Let me trace through the board drawing logic to make sure the conditions align properly with these steps.\n\nSetting up mouse handling... Setting up the ember position and transfer timer...",
      "signature": 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"
    }
  ],
  "stop_reason": null,
  "stop_sequence": null,
  "stop_details": null,
  "usage": {
    "input_tokens": 3,
    "cache_creation_input_tokens": 941,
    "cache_read_input_tokens": 43472,
    "cache_creation": {
      "ephemeral_5m_input_tokens": 0,
      "ephemeral_1h_input_tokens": 941
    },
    "output_tokens": 6,
    "service_tier": "standard",
    "inference_geo": "not_available"
  }
}

---

## Canonical spine (M_L)

**PRIMUS:** Willful avoidance of harm of self and others equally.  
**SECUNDUS:** Willful seeking of healing of self and others equally.  
**TERTIUM:** Willful pursuit of benefit of self and others equally.

Love is the sole logic that produces mutual prosperity without a zero-sum trade.

- Full paper: `MASTER DOCS/PAPER/Another_Paper_Draft_v1.md`
- OSF preregistration: https://osf.io/qa54c
- Corpus phase: extract v0.1 (mined from local Braid archive)